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	<title>DV XBGD Đà Nẵng &#187; Bookkeeping</title>
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		<title>Property Management Outsourcing Services Property Management Services</title>
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		<pubDate>Thu, 30 Oct 2025 08:27:57 +0000</pubDate>
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		<description><![CDATA[A successful accounting outsourcing strategy in Poland starts with governance and compliance design rather than vendor selection. Poland combines EU regulatory alignment, skilled accounting talent, and operational scalability making it suitable for long-term finance operations when structured correctly. The firms that succeed with outsourcing legal work treat it as an extension of their legal operations, not a detached vendor relationship. That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations. Step-by-Step: How to Outsource Accounting to China the Right Way Your books could be reviewed by your state bar tomorrow and you&#8217;d be fine. Financial package delivered Complete monthly reports sent to you via secure portal or email. Includes P&#38;L, balance sheet, trust liability, cash flow, and any custom reports. Cost Efficiency Outsource your tax preparation to experts for accurate reporting and minimized tax liabilities. Simplify your payables with professional accounts payable outsourcing for improved accuracy and efficiency. This control helps with planning expansions or investments. Clear processes prevent revenue leakage and missed payments. This improves overall property financial health and stability. Compliance, Risk, and Labour Law Considerations When Outsourcing Accounting to Mexico Over time, we learn the details of your trust accounting needs. A virtual CFO delivers the same high-level financial expertise as a traditional CFO but works remotely as an outsourced service. Ensure financial accuracy with our expert outsourced accounts reconciliation services tailored for error-free bookkeeping. That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations. Accelerate your billing cycle with our efficient and accurate outsourced invoice processing services. Hong Kong accounting teams operate within a well-defined compliance framework that supports defensible finance operations. Hong Kong has never competed primarily on low labour costs, and in 2026 this is a strategic advantage. Companies outsource accounting to Hong Kong for regulatory reliability, financial credibility, and audit readiness rather than cost savings. Outsourcing accounting in Hong Kong has evolved into a governance-critical decision in 2026 rather than law firm bookkeeping a cost-driven one. In 2026, accounting outsourcing in China is no longer about cost optimisation. Best scenarios for hiring an in-house CFO AFS prioritize the security of financial information through advanced security protocols and confidentiality agreements. Choosing between outsourcing accounting and hiring in-house teams in Hong Kong requires careful evaluation of compliance exposure and long-term strategy. Schedule a free 15-minute discovery call to discuss your law firm’s needs, challenges, and goals. Yes, startups can outsource accounting or hire accounting professionals in Hong Kong using EOR or compliant outsourcing models. Regular inspections help avoid sudden breakdowns and issues. Outsourcing suits short-term or standardised tasks, while hiring full-time employees is better for long-term, compliance-critical accounting roles. EOR enables full-time hiring without setting up a Dutch entity. Tax Preparation Outsourcing Services Our CFOs bring insights to help you plan, staff, and scale. If you&#8217;re still handling bookkeeping yourself and experiencing any of the seven common mistakes DIY firms make, it&#8217;s time to upgrade your approach. Software expertise They should be fluent in QuickBooks and integrate with your practice management software (Clio, MyCase, etc.).]]></description>
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2gmNX3lQP2faB/FCV/TZyMm7rl4v+Sn0Ud8LHCs7xMuXGhq+BbwoAlTlUgZrte27Tu7RGMdn88fTid4Q7r4bZek1qZuGWr9Fqry5RM4xLGWUzMBJUltaCpQ9JKVlJBOdiuQ5Zn3yVX1/Uf72mflmIkvym4H9z7TD4XRKY/o8zE87Llto4ZKAzW726xT8njedQtriPpVvsTa25C5pObkJlncQ2soZW+2SOm4KawD1G9Q6ExlB5T8Y0Ft4eF3yv6FORhnwUpKuKKwgM/4ZMHl+KvRmb5UD9ga3/wCN8r+hTkYqaZxdh0gPX+CwG0D0kXrjqlStNEV0Uf3UbmV+eGW7fs+yYW78DcnOdmPhDkTGW48lTNYGdb2+n+58/wD+xEHcAPPiotP8BUf0J6NuoGRElWYXRQVEJfI2+qxB4feAR/Q3VSlalr1RRWRTG5hvzMUgy+/tWVt539srGN+eh6Rl8MBOPDnHIHdFAv8AuRFm2NcV2K2kUalzU/g95aaUsD4yAIhduKGOmYRGLBaVtbq4Lm1jvavJd7RM9cE+4hWc5T26tuPVjGPUIs2Yl35SYclZhtTbzSihaFDBSoHBB+OKtZtCmbzvOiWwFqMxXKnLSIWTk7nnkt5Pxqi+uKe1PeVxD35QAyGW01dybZQkYCWpgB9sD2JdTGS8XI0vBl8fmts3DpcrF26FWFXmXQ4X6BJNuqH+ObaS26PicQsfFGOPlPL5qdC00tyyKfNLYZuaouuzgQcF1mWShQbPine4hXtQPjvfydVbNU4ZqXIqWVGj1OfkuZ+Dl3t8f9PEUeVUp8w5R9PKqlBLDE1UZdSgOQW4hhSfmbXGJXpaqRzsOzt5gLDrh+0Wqmvmpshp7TaimnNvNOTU5Oqa7US0u2AVK2ZG4klKQMgZUMnGYnjig4DpXRPT1zUmz7ym6tJU9xlqpSs8wlDiQ4sIDra0YBAWUjYR0VnccYNj8BeodN0+4iqT7rvtsSlxyr1CW84rAbW6pC2ufrdabT/KjaBq/pjTtYdOaxpzVanMSMrWENoXMMJSpxva6lwEBXLqjHxxkufQUcVTSuNu9yWrLgevqdsjiPthpmacbk7gcVRZxtKsJdS8PqYI78Ohs+PhGTvlQL+qdItS09OZGYLUtXZh+fngk4LqGNgbQfFO5wqI8UJ8IurT7yc1h6d3zQb6ktQ69NzFAqDFQaYdYZCHFNLCglRAzgkDpET+VR+yjT4+MhP/AJxmIurOxmo6CRj9Oixl4c9C6lxCalM2HIVZNLZblXahOzpa7XsJdtSUkhGRuJU4hIBIHpZ7omvim4FJTQywv1R7SvGbqtOknmWKhKzzKUutlxQQlxC0YSU71JTtKcjd8IxUfJdoQrWO6FFIJFtLAOOeDNMZjLHjzQkcKN8HH/m3r/CMtE+CwpaOKSidKRqtcHCbqHUNNdf7QrMm4fN5+oN0iebyQHJeZUGlZ8dpUlwfvm0xnj5Sn9rszjp74JP6Dsa29Jv2VbN/h+n/AKQiNknlKRjh2Y/jBJ/QdjHmsaFxNDMOQH3LVjGzLyY18JrOk9esZ+ZKn7bqvbttk/Al5lO5OPV2jbp9pjXLbtsVG5mquqmILjlIprlTcbAyVNNrQHCPvUrKvYkxkj5OG+m7Y1/97UxMlDF10x+SSM+ip9vDzZP8ltwD1rA74krVw2TsahpOxuFS/KH/ALZ2tfwfT/zCYy74AqtK0HhOVXJ4kS1OnKpNvEdQhs7lfMDGInlDv2z1a/g+n/mExlXwSUiZr/BfVaFJpBmKia1KNA9CtxJSn5yILepSRXykdHfctal3XPVL0uir3dWnlPT9YnXp59RUSd7iyrAz3DOAPACM1NK/Jqy15aZU667t1Em6bWK7INT0rLyUqlbMoh1AWhLu4guKwU7tpTg5AKgMqwXdbdZWpp1CgtslK0nkQRyIPrzG6nhl1Fo2pmh9o3DRngvsaaxT5xvkCzNMIS26gj75OR4pUk98FRhkEVTK4TanXRacr8syq6eXtXLGrRSZ6hTz0i8tHwVqQojen96oekO/BGY2/wDCHf1Q1J4e7PuSsOF2oIlFSEy4o5Li5damQsnxUlCVH1kxGWrPk+rG1b1EreotQvuuU6Zrb6XnZaXYZLaCG0o9HIzz255+MTfoZpHTNDdPZLTmkVeaqUrIvPupmZlKUuK7RwrIITywMkD2QJuF0MPo5qWZxI7pUhRhhrf5POY1i1Ur+pQ1XbpSa28275n7jF7swhpDeN/bJ3Z2Z+D3+qMz46kCIC6k9PHUgNkF1po4oeHFfDZdVItld2pr/urTzPB4SPm3Z4cUjbjevPwc55R6+Fnhic4lqrcFNavJNve4bDD5Waf5123aKUMfXEbcbPXEw+VI/ZUtD+L6v0lyKv5K37KdQPxCQ/OOxK8w2mj+kOxt3b7eilLQHgCmND9VaPqWvVJusClJmEmTFG7Audqwtr4fbKxjfnp3Rinx+6hVO9OIms0SYdxTrUbapci0knan0A48sjvUXFqGfuUpHdG2/AjS9xd/tl9Q+fwawsj1egkxAW/icLKWmEcWgJUgcI/BoniMo9SvC4Lreo1Cp075glEowlcxMPhCVqwtXooSErT3Kzu6DGYs3in4ap3hsvCn0hNeNYpVZl1zMhNrZ7Jz0FALbWMkbk7kHI5ELT06RnL5NVtCOHR8pSATcM7kgdcNsjn8QA+KIq8qykBzS8gcyK1z/oUSqJKKJtCJQNd7qkeS8v6pMXVdOmDz6l06bkU1iXbUrIafbWltZSP3yFoz+DT642NDoI1beTM/bAVH+Lc1+eYjaSOkQV0sHcXUovyXmqU0iRkpiecBKZdpTqseCQSYxTn51+pTr9QmnFKdmXC4s5zzJPL2dIyeu/latZUDzFPmPzaoxZPQ+yPlX4RpHGSCK+hDj8R/FW1pNwOSleg6IIqFFZnqhWHGZqZaS6lDbYKW8jIBzzJ584jWsUqZolUmaRNkF2VcLalJ7/BQ9RBzGUtKSBTJQAYHYN/REY86q+jqDVsDoWT/ANCiNbi7AqPDMPhnpmZXEgHfXuk/csaiJkbAQFL2k1WdqtlypmFlbkqtcsVE8yEnKc/ySIga4v19qf40/wDTVEz6HfYg/wDj7n0ERDFxfr7U/wAaf+mqKuJZXTYHQPebm38AsZyTEwlZAaVfYJTPvXPzioj3Xn9f6f8Aih+mYkLSr7BKZ965+cVEe68/r/T/AMUP0zHoMf8A91ov2Y/kFfN9gvXocx51IV6W3be1S2jPhkLGfnjn9QJwH7KU/wBCP+fH10D+tVn75n/rRLcWcP4LRYvg9O6rZmy5rakcz0UwxMkjGYXWKVcppo9YnKUXg75o8tneE7d2D1xkxelo6SKuyhs1tNdEr2qljszLleNqinruHh4RbN8DF4Vkf+mO/SMTXo+P/ASSP79784qPI8OYTSV+Ly0tQ3MxuawueR02sefNa0MbXSlrtlSpK1ndLrTr8+iq+duPMpLagz2exQyE95zzUPkiEW23pp9DLQK3XlhKRnmpRP5cxklqTLOTVk1ZprGUsBzHqSoKPzAxjjITSpGel51Ccql3kOgetKgY2OM6aKjqaaijGWJrdBrzcQfmpqWhrg3kpUVoSkUre3WyqfCM4LY7Iqx08cd2esRSy7MyE0h9lamphhe5CgcFKxGVdMnpWp09iflFb2ZhtLiD6iMiI9mtDaPNTDz5rc6lTzinCAlHLJJwOUdbG+DxM2GTB2AdddxYWOp81bLTXAMQVwXNcT0vp2/cMurs3XpJC0FP2q3AlII9hV80Y7S0u/OzTUowkuPTDiW0DPNSlHl8pMT1qNT0UrS6ZpraytEq3LMpUrqQl1AGceyIYs0A3bRgR/48z9MRzeMu1qMQpqec/otv5k6/JYVNy9rSpEe0IQKUVsVtSp9KMgKbAaKvDxA9ecxEzanpaYBSVNOtKBBHVKgf6iIy2IG0jHLnGJ1V9GozeB0ecx/OMYca4LSYSIX0jct7331ta26iqibEAWBZHy9TVWbB91F/DmaYpxf3xbOfnzGNHjGQtqfsVM/wc9+RUY9eMZcayOmZRyP3LLn1DUqjcMKyzpf62yn4BH0RGO2qf2e1X75v82mMiaX+tsp+AR9ERjtqn9ntV++b/Npju8dfmiL9pv8ApKuq/s2+YUq6LfYU3+MPflEQrdv2WVv+EZn86qJq0W+wpv8AGHvyiIVu37LK3/CUz+dVHA4l/MOH+X3BU1H2DfRXfaukC7moErXE15LBmQo9mZbdjCiOu4eEWfc9uT1q1dykTykrUgBaHE/BcQehH5PaInnSkD3gUr1pc/OKiNtcgBdstj/aKPprjPGsAoqfAoa+BuWQhlzc63HQpLExsQeBqrj0Lqj0zSqhSHFkplHUOt5OcJXuyPZlJPtJixtVKw7VrznEKP1OSIlkJz02/C+U5+aLq0CH981o9+xj8q4sK98e++s/jrv0oqxKokdwxSsvu4j0F7I9x9nCuDT7TJN4SbtUnp9UtLJcLSEtpBWtQAJOTyA5/likX3Zj1l1VEoZkzEvMN9oy6U7T1wUn1jl8sS1oyALIbIAyZh38sUTW+l1KouUc06mzM1sExv7Bor257PGcdM8426vh6kj4cZWQsPa2a643N1k6BphDgNV10Jqzz0rUaG6rLbCkvtZ+13clD2cgfli1tZOV7v8A4Fr8kXHolSqrTarUlVCmzUqlbCAkvMqRn0u7I5xbus32bv8A4Br6MVVrpDwnD2oN2vtryALrbrFxJphfqvPYenZveXm3xVvMzKrSjHZbwrIPP4Q8Iur9QB3/AHUp/oZ/7SPVoJ/gFX/DNfkMStmO3w5wxhdbhkU88WZxGpu7qehCuhgY+MOIVp2DYqrJlpqWVUvO/OXEr3dls24HTGTF2iA5j2wj3VJSRUMLYIBZo2C2mtDRlC5hCEbSySEIQRIQhBEhCEESEIQRIQhBFwY1feVA/Z9oH8UJX9NnI2gmNX3lQP2fKD/FCV/TZyMm7rl4x+SlebgK4gdLtCnb0VqVW36eKumR807KSemO07Ivb/raTj4aeuM59sfTjc4v7V15pNJsHTyUnxRJCdFSmp2cZ7FUw+ltSG0tpCtwQkOLzuAJOOWBkwJpVoRqjrYaknTa3RVPcoNKmwZttns+03bPhqTn4Chyz0il6i6VahaTVlFB1Etabos4832jKXkgoeRnBU24klCxnrtJx384lefNRUNpuyAszqslvJu6R3BcGrZ1VdklNUS15eYaRMrGA7OvNloNJ8SG1rUrwyn7oRPflQBjQW3/AON8t+hzkWt5PLian7kWNCbpYlQ7ISapihzMuw2yFNN47RhaUAAqAO8L25OF7jnGbq8qD+wLb/8AG+V/Q5yMTuurG1jcNd2Zv/HRYD8P+rSdD9VaTqUuiKq4paJlHmgmOx7TtWFtZ37VYxvz07oy9/0VOXAx+ow5/wAtj/sYw90I0lmdcdT6VprKVxqkO1REwtM24wXko7JlbuNgUnOdmOsZXDyVlfI/Znp//Ii/+2jJaFEa3syKYaXWX3DdraniA05GoCLd9xUqnn5ISpmO2+t7fS3bU9d3THdFF4z7kTbHDNfU6FYXMyCKcgZ5kzDqGeXxOE/FFU4Y9E5rQDTROn03cDdZWmffnfOm5YsJIc24TtKldNvXPOIX8pxXjT9EKNQ0O7TVrga3pB+Ghpl1RHs3bD7QIx5rvyyPZRl8m9lhDwiURdw8Sun9PQgL2VZM4oHwl0LfP5qJE8pBRhS+JF6oJQR7r0WSmzy6lIWzn5GQPiEerybFutVfiFdrDyMihUObmWzjo44pDI/5rq4kPyqFsoardhXi0jKpuUnaY8rHQNLbcbH/AErh+KMlwWQk4c5/jf3K4fJYXW4/bV92O4R2chPSlUY8SX21NOfEPN2/lMZNcSmicpr3pPVLHWthmojE5SZl3O1icbB2EkcwlQKkK5H0VnkTiMF/JiXC1T9aK/bz7wQKvb61tAn4brL7RAHr2LcPxGNnWeR5xid12MNyzUYY7bZaFbit2vWdX523Lip0xTarS31S8ww6natpxJ5/2gjkRggkERsI4NuOCSuZinaUaw1FEvWmgiVpdZeVhE8OiGXifgvYwAo8l9+FfClTiy4Qre4gKUbhoKpek3vIs7ZadUnDc6gA7WJjAJxz5LGSn1jlGqW6bWuKxrknrWumlzFNq1MeUzMS7ydqkKHQjxSRggjIIIIJBzErkvbPhEt2atPyW+hKkrzg9I11+VR+ynT78Qn/AM41En8APE7UNTaI9pTfNR84uKgSyXJCbdXlyekUkJwsnmpxslIKuqkqSTzCiYw8qj9lGn34hP8A5xqIXSrpm1NCZGKheS6/Ziun+LSv0piMsuPT9qhfH/w3/KMtGJvkuv2Yrp/i0r9KYjLLj0/aoXx/8N/yjLRJ3WFD+bj6rVXpN+yrZv8AD9P/AEhuNkvlKv2uzH8YJP6Dsa2tJv2VbN/h+n/pDcbJfKVftdmP4wSf0HYjmtGh/IZvL7lhvwLW3J3jrVOWlPnEvWbYq0g6cZwl1nYTj1Zz8URZaNWqmjOsFLqtRZW3O2fXm1TbSCc5l38OoHtAWImvycuf7pWTx/5nn/oJigcdlgmwuJC41soCJK4A1XJUj/fh9Vz/AMMh34iIyWvkIpWzDcOK9/lApqWnuJKpz0m8l2XmaVTXWnEHKVoVLpKVA94IMZneTm/a0SX8LT/0xGtHUu9jfk/RKq6CJmSoEhSpgHmd8q32IOe/KUJV/KjZf5OX9rVI/wALT/0xELcwx4lrXPHMH7lh3xzcOtQ0i1Jmrzosi6q0rqmVTMu6OYlZteVOyysdOe5SPFJ2jJSYs7hj4m7n4c7rXOSzS6lbdSUlNVpal43gdHWieSXU5OCeRHonuI28XrZdtag2xULPu6lM1Kk1NotTEu6ORHcQeqVA4II5ggERqc4qeE25uHmtCpyTj1Vs2oO7ZKpbMKYWcnsH8dFYBwoclAZ5HKRG6iuopKST2iHb5LavpxqVZuqtpyd52RV0T9NnU8lAbVtLGNzbiTzQsZGQfEEZBBN0pweYjTPwucRNd4fL+ZqaXXX7aqbiGa3IJAV2jWcdqgHo4jcVA/bc0nkokbj6XUZKr06Uq1NmUTEpOsomGHUHKXG1pCkqB8CCDBdfD6xtYy5+sN1644Pd7Y5jg93tiF0Oa1p+VI/ZUtD+L6v0lyKv5K37KdQPxCQ/OOxSPKkfsqWh/F9X6S5FX8lb9lOoH4hIfnHYy5LzA/Ov99Ati0aXeLz9svqJ/DC/oJjdFGl3i8/bL6ifwwv6CYgLdxv7Jvms9vJr/tdHv4xTv0GYijyrXw9L/ZWv/oolfya/7XR7+MU79BmIo8q18PS/2Vr/AOiiUl/Ng8go48mb+z/Uf4tzX55iNpI6Rq28mb+z/Uf4tzX55iNpI6RBVmC/kvqqTd/2KVn+D5j82qMWD0PsMZT3f9ilZ/g+Y/NqjFg9D7DHyf8ACN+UU/k75tV1buFllS/1slPwDf0RGPOq/wCyDVvaz+ZRGQ1L/WyU/AN/REY86r/sgVb2s/mUR1OPvzTD+0P9DlZWfZjzCkzQ77EH/wAfc+giIYuL9fan+NP/AE1RM+h32IP/AI+59BEQxcX6+1P8af8ApqjznEH5hoPI/cqJvsmLIDSr7BKZ965+cVEe68/r/T/xQ/TMSFpV9glM+9c/OKiPdef1/p/4ofpmPSY//utF+zH8gr5vsFUdA/rNZ++Z/wCtEtxEmgf1ms/fM/8AWiW47XBn5lh/zf6irab7MLGC+fswrP4679IxNmj32ByX4R784YhO+fswrP4679IxNmj32ByX4R784Y8bwf8An+f/ADf6gtWn+2PqrvmZdqaZcl30BTbqChaT0IIwRGNF62pN2jWnJF1ClSyyVyzn3aPb4jofYDGTn9kUi5bapdz0tdNqTIUk821gek2rHJSTHsuJuH245TgMNpG/VPzC2p4e2b4qFNOtRnbVdFNqO52mOqycc1ME/bJ8R4ge0RPclOylRlm5ySeQ8w6nchxByFCMaLutCp2fUjJTqe0ZXlTL4HouD+o+Ii4dKb5et+pt0WedUadOOYG48mHD0UPAE8iPE5jxvDXEM+ETjCsSuBewJ3aeh8PH12WrBM6I9m9Sbq59gFS9rH55EQZZn2W0b8eZ+mInHVo50/qRznmx+dREHWZ9ltG/HmfpiI4y1xyDyZ/qKmq+2asold/sMYm1b9cZz8M59Ixlkrv9hjE2rfrjOfhnPpGN78I/2UHm77llW7D++in21P2Kmf4Oe/IqMevGMhbU/YqZ/g578iox68Y5HGH2ND+x9zVXVbMWWdL/AFtlPwCPoiMdtU/s9qv3zf5tMZE0v9bZT8Aj6IjHbVP7Par983+bTHoOOvzRF+03/SVdV/Zt8wpV0W+wpv8AGHvyiIVu37LK3yz/AKYzP51UTVot9hTf4w9+URCt3fZZWv4Smfzqo4HEv5hoPL7gqp/sGqT7G1MtK3rPkaXUJ10TUslYW2hlSuq1EYOMdCO+I7vq6Rd9fXU2mlNMJQGWEr+FsT3q9ZJJ+Pvjmm6f3ZWKY3V6bSS9LOglKkuIycEg8ic9QYo6fPqNUcqaLE1KuAlDqAdih4pPIxx8QxXEqiihpKlmWIZbHKRe2gNzvoqXySFga4aKbtGLdmaPQHqjOMlp2orS4lKuSg0keiSPXkn2EREd7/ZfWfx136UTrp3dvvuoKZp9KUTUuvsZhKehVgYUPUQR88QVe/2X1n8dd+lHoeJI6eHAqNlIczLixO501v6q6oAELbKZdGPsIa/GXfyxfZTnrFiaMfYS1+Mu/li+1ONo+GtKc+JxH0Dh8gYTTk/qN+S3Ifs2+S42gd0Y+6y59+7+f8Q19GMgu0bX8BaVew5jH7Wb7N3vwDX0Y8/x6QcJFtsw+9VVVuz9V8LC1DFky82waWZvzlaV57XZtwCPA+MXYnXtJUB72lcyB/hX/wDzFn2Np69ezM081U0SglVpQQpkr3EjOQdwi6f1BJxBz75GcjxlT/nR5TCX8TCjZ7EPxQ20btqTutaMz5RkGimJhZcZQ4oYKkg4z0zH0j5y6djCEHPojHMeEfSPsbLhozbrpDZIQhGSlIQhBEhCEESEIQRIQhBEhCEEXBjV95UD9n2gfxQlf02cjaCY1feVA/Z9oH8UJX9NnIybuuXjH5KVfvkqvr+o/wB5TPyzESH5TigyM7ofSK+uWbM7TLhZQ0+R6aWnWXQ4gHwUUoJH7wRHnkqvr+o/3lM/LMRK3lKv2ujf8YZL6D0Sd1qwgHDDfosIuB+aflOKWxFy7m0uTE00rlkFCpN5Kh8hjMjyn/7Adv8A8cJb9DnIww4KVJRxRWCVEAeevjn65V6MzvKfn/UEt8f/AKvlf0KciLLVpfzdL/fRYmcAH7ai0/wFS/Qno27p+CI0s8LGqFt6N63ULUK7UziqXTm5tDwlGg47l2WcbThJIB9JYzz6RnwPKVcOoHJi6/8Ak1v/ALWBF1sYTUwwwkSOAN/4LK44jXX5U+5/OLlsSzW14ElJTdSdGeSu2cQ2jPs7Bf8AOMZKaVcbOjesl8SOn1oN19NUqCHlsmbkkNtYbbU4rKgs/apPdGDflFbkTXOJWoUxskig0uRkTz+2U2Xz8z4ERZX4nUskpSYze5so/wCHXiMr/DjWqtXbdt2m1aYq0qiUX58pwBptK93o7COpxn2CK9xE8XV18RtBpdBuW06PTE0mbVNtPSSnCtRKCkpO8kY7+XhEpcJnBHYmvWlir/u+47ip8w5UpiVYapzjCWy02EYUe0bWc7iode6Ls108ntpnpppLc9+Wzdl1zdRockZxpmccl1MrCVJ3bghlJ+Du7+uIm65bKWtNNoe5a9ljpwW1w0DidsSb7TYl+ddklDPJQfYcaA+VYPxRsP4q+KtHDM7bCXLJVX/fGJxQxP8Am3YFjsf97Vuz23qxtjVHp/c71k33bl5MIKnKHVZSopTn4RadSvb7Dtx8cZ4eVKoM1UbV0+vGVbU5JSU3OybjiRlKVTDbS0E+0MKxAhW0NQ+OjkMe4spl4WeLpviVq9fpSLFVQDRJZiY3moecdr2ilJxjs04xt9fWIw8pZo7SatYcnrNTpVpmr0OYakZ90JwZiTdO1G4/bFDpRj1LV4YjFrgw4hqHw/ajTtQuyWmHKDXpLzKbelk73JZaVhbboR9uAQpJSOeFZGdu0zVxo8Z+m2qWmR0y0vfmqkKnMsu1CbelVsIZaaWFhCQsBRUVpTzxgAHrnkAV/tkdRRETm7v7ssbuE+55u0+I7T6oShO6arktTFgd7c0rzdWfVh3PxRkh5VH7KdPQf9oVD841GOfCRac3eHEfYUhKpViRrDNWdUBySiVPbnPt7MD4xGVPlTbUqL8jYl7MS61yUo5OU2YcA9FtxwNrbB++DbmPvTC606YOdh8nmFYvkuj/AKsd0jH/AJNK/SmIyx49CDwo3x/8N/yjLRrx4PtdaPoBq6m6rkYmnaLUqe7SZ4yyO0caStaHEuhGRnatpIPglSu/AOQfGPxpaXanaQzGmunE3PVOYrcxLLnJhcsplqXZacS7j0gFKUVoQOQxjJyPRBk7rapKmJlCWOOuuiw30m/ZVs3+H6f+kNxsl8pV+12Y/jBJ/QdjX1w2WfU7613segUpkuL92pabfIONkuw4Hnln2NtqPrOB3xsE8pT+12Z/jBJ/QdjHmqaIEUEx8PuWKHk5f2ysn/A8/wDRTE1+VJsFL1Ks3U2WbwuWfeos4cc1JWO1ZPxFDw/l+qIU8nL+2Vk/4Hn/AKKYz14xbCa1D4drxpfZbpqnyfutKKAypLksQ6cetSErR7FmJWxSRdthz2+JWmuNoXBBcoszgzqd4GUM0KEqs1IsBeztexSXNm7BxnbjODjMau0kkDPXrG0Pgit03fwY1S0w6GzWjWadvP2vbJLefi3RJWng5InJ55T9yj0eVRY25GizpOP/AD6PH8BGcN62Xb+oNoVOy7qkUzlKq8sqXmWicEpPeD1SoEAgjmCAY0TT0lNUmemaZPy7jE3JuqYeaUPSQ4hWFJPrBB+ONoFq+Uc0LdsWSqNyzFZla+1KNpmqY3T1OKXMJThXZuD0CkqHIlQ5EZA5xBW7Q4h2geyqd4LWnfdru2Ve1wWY872rlBqk1THF4xuUy6psq+MpMbYOAy4qhcfDJazlRmFvOU5c1T0LWcnsmnlBtPsSnakepIjVDf11zF+X1cN7zTHYu3BVJmpqaCtwbLzql7AfAbsePLujbFwKWtUrU4Z7TYqsuth6o+cVNLauoafdUto/ykbFD1KEOSowf8qfk2ssgY4Pd7Y5jg93tjFen5rWn5Uj9lS0P4vq/SXIq/krfsp1A/EJD847FI8qR+ypaH8X1fpLkVfyVv2U6gfiEh+cdjLkvMD86/30C2LRpd4vP2y+on8ML+gmN0Uae+Om0KnafEzdjs/LrTLVxbNVknCOTzTjSQoj1BxDifak92IgLdxsfiGu6FZr+TWOeHN0+Nwz30GoinyrXNel/qFa/wDootHga4utPdFbOq+nupL87Jyz9RNTkp5iXU+gFbaEONrSnKk/W0qBAIO5WcEDdYXG/wASFscQN50RFkom1UO25V5tqYmmuyU++8pJcUlJJO3DbYGcHIVyxErXmqovo8MvroFcnkzf2f6j/Fua/PMRtJHSNafkvrTqM7qbdF5pZUJCl0cSBd7i++6lSUjx9FlRPxeMbLB0EQVu4MCKUX6qk3f9ilZ/g+Y/NqjFjry8eUZYVqS906VOU3eU+dy7jOR3bkkZ+eMU3mXZd5yXeQUONqKFJPVJHIiPlP4RmO7anktpZw9bg/IK2u0sVldS/wBbZX8A39ERjzqt+yBVj62vzKIkW3tYraRQ5ZuqOPMTcu0ltxoNlQUUjGUnpg+vpERXNWV3FXZ2sLHZ+dOFQB5lKMYT8e0D5Ix40xajrsOgip3hzrg26ANI196VcjXMABUyaHfYg/8Aj7n0ERDFxfr9Uh4zbw/6QxOWjlPckrJZccBSZt9x8A+HJI+jn44hi9ae7TLrqko6k5EytxOe9CyVJPyERqcRQvjwChLhsPmAQsJgRCxTrpV9gdLPilw/9IqI814P+n9P/FD9Mx7dNtT6FRLfRRK064wqWUvs1pQVpWlSiru6EZxziztRrtYu+vCckkLTKsNJZaKxhSsEkkju5q6eqN7GcXo5+HYqeN4L7MFuem9+nqs5ZWGGwKvbQP6zWfvmf+tEtxFuhEi81SalUFpIRMPpbRnv2DmR8aolMiPXcHsdHg8DXDr8SStqnFowsX75+zCs/jrv0jE2aPfYHJfhHvzhiE75+zCs/jrv0jE2aPfYHJfhHvzhjxfB/wCf5/8AN/qC1Kf7Y+qrd3XALXoMzWzK+ciX2fU9+3O5YT1wfGLIoetKa3WZKke98s+dvJa7Tzndtz34284uvUanOVSzKpKNZ39iHQB39mQvH/NxGOtGqK6PV5OqIRvMo+h7aTjdtOcR2OKMdrcJxCFkTrRGxOgN9dfgraiZ0bgBsskbyt1i6KDM01xCe0KCthZ6ocA9Ej+v1ZjGHODnwMTtPa0Ww3SlvSKn3ZwtkIYUyoAKxy3Hpj15iCuajg5JJ7uZjznHNXRVs8MlG4OdbUj0DR56lU1jg8jKp3vSbcntHEzrxJcflJJxRPiVtkxEFmfZbR/x5n6YiarlosydJ1UjaouytPZKkjmctbVED+aYgWmT7tMqEtUWEhTkq8h5IPeUqB/qieLDJBX0s04/QZc+IOqVOj2uWWR5gn1GMTar+uE5+Gc+kYm97Wu1U0tUyyZhc2UejLFog78dCrpjPfEFOOOTDq3FjKnCVEDvJMbHHeJ0uINgbTPDtzpyva11NY9ryA1ZB2p+xUz/AAc9+RUY8/1xkzbtEdlbIlKI6cOGS7NweClJ9IfKTGNT7LjDzks4hQcaWUqHgQef5Ir40ifFBRl4tZlj52bp8FFVoGLK+l86bKfgUfREY8ap/Z7Vfvm/zaYkS3NYbcaoUqzVnXmZuXZS2tCWyoLKRjII8cZ546xEdz1oXFX52tFpTYmnNyUnqlIAAB9eAI2uL8Xoq3DIYqeQOcSDYcgBzWVTKxzGgFTZot9hTf4w9+URCt2/ZZW/4SmfzqonXSaRXI2PIb0lKpje+QfBSjj5sRBV2fZZW/4RmPzqo1eJ2OZgdA1wsQP+kLGp0gap50p+wCk/eufnFRGWt0qyxdrTzaAlT8mhThA+EoKUMn14A+SJN0p+wGk/eufnFRHGun2USf4kn6ao7HELQeFYSeTYz8FZN+Tj0VT0CWrtay3n0cMKx68riwL3+y+s/jrv0ov3QMgTFZ+8Y/KuLP1NprtMvapoWDtmHfOEE94WAeXsOR8Uedr2OfwzSuA0Dz8z/BUvH+zt9VK+jOfeQ1gf+MO/li3Ne1rSuibVqTkTPQ47248WmGo9GtykO0WtKdZSHVOtOobKwQoDIIAJHT54oep96yl4VOW9zkr80kkKSha07StSiNxx1A9EdY6tdjNFJwuynjkBflaLcwQdbqx8jTT5bq4NB1qXVqpuWpWJdHU5+2iiayfZs/8AgWvyRcegsg+F1WpqQQ0Q2wlXcpWSSPi5fzotzWT7N3/wLX5I0qtr2cJRdpuXn5uWLx/sw81dugf+A1b8M19ExLEQHpffdGs6WnmqqJgmZcQpHZICsAA+sRff6t9m/cT/APxI/tj1PDOOYdSYXFFNMGuANwfMq+nlYIwCVIMIoFq3lSrwaffpIfCJdYQrtUbeZGeXMxXgcmPZQVMVVGJYXXadiFtAhwuFzCEIvUpCEIIkIQgiQhCCJCEIIkIQgi4MYPcb3Cnq9rpqvSrs0/p9Ofp8nb7FNdVMzqWVB5MzMOEAHqNrqOfrPhGcUdFJSo5V3dIkGyoqadlSzs37LEzgS4c9TNBHrxOocnIMCtJkhKeazaXs9kXt+cdPhpiQeMjR+6Nb9G3rMs1Eu5Vm6lLTzLcw6GkLCCpKgVHkPRWSPZE5pAByDHBSkKJAAJ6+uF1gykjZD2A+qtaOjHBBxI6bas2lfU3RaIqVo1XlpmaCKo2VGXCwHdoxzOwqx68RlLxu6MXzrppXSLRsCVlH6jJ3CzUXUzMwllAZTLzDZO48s7nUcvDPhGRW0Ed8AkZhdUx4fFHE6IXsVqd/0OjiY/8AM9C/5Wb/ALIf6HRxMf8Amehf8rN/2Rti2+o/LDb6j8sTda/0NS+K1+cJ/BprdpDrnQr9vOmUpqkyDU4h5UvUEOrBclnG04SOvpKEWzrlwQcR2pOrt231T6ZR3JOsVR5+UU7VEJX5vna0CMZBCAkY9UbKCnxHzxzgAdOURdXfRkBi7HW17qKOFvTCq6PaH25YNfbZRVpFEw7Pdk4Fp7V19xzAUOSsBaU5/exeGp1qKvjTm6bOQQF1yjTlPbUftVusqQlXxEg/FFz+wQ5FODEXW6yJrI+zG1rLU4PJ18TCVZ9yKCenI1ZHt8P++I2P1TS2Q1J0WltNdTJTtPPqNKytRDLgKmppDaMuNr5jchxO5KsEZAyCOUSHtT0jnAwR19sTda1PQxU+YN5rVjqP5OLXS3Kw+iw0U+7aVuzLOonGpSY2dyXG3lJSCOnorIIAPLoLYpXADxS1CaSxNWFKUxtRAL81WZMoTz6kNOrV8gjbptTnPQnvENiCMbQR16QutV2C07jfVY78KPCJQ+HenzNZqNSbq93VNlLU1OIRtalmshRYYChu27gCVHBVtScJ5gy9qbppbGrFlVOxLxk/OKbUm9qthwtpY5odQe5aVAEHn055BxF1IATyAAHqjscEYgukyCOOPs2jRar9RPJw67W3Vn27ERTrtpW7Ms8icalJjZy+uNvKShKuvwVKB68ugtel8APFLUZpMvNafy1NQo4L81WZNSEjxIadWr5BG3bYM5xg+IMChKhgjI8IXXNdgtM45tVjjwn8H1G4epZ64q3PS9ZvKflww/NthXYSTRwVsS+70iCoAlZAKsDknmDVOM/SG89bNIm7MsSXlXqkmry82UzEwGUdmhLgV6R7/SHKJ7SAIFI6jlBb4pouxMAHdKwL4POEHWjRjWiWva+KdS2aW3TpqWUqXn0Or3rSAn0RzxyjO2clZeek3pSbZS9LzDSmnG1jKVoUMEHxBBj77fb8RjnAAwOQhdKemZTx9mzZaqa75ObiAartRZt+nUZ+lomnUyTrtTQla5cLPZqUMciU4yPHMZycH2lN36M6Ly1jXuxLs1RufmphSZZ8PICHFApO4cs8onAIA6RzgDu+SBKqp6CKmkMjN1hRxWcAbupNwzmpOkk5ISFbqCu1qNLmvqTE07z3PNrAOxxXLIUNqjzyCTnFh7gK4qmXS0jTBDqQcBxFap4SfZl8H5o2/FIUnBGfbHXA6AfPC91RPhME7850JWuXQnybN3zdwS9b1ymJKn0iTcQ6qjykz2z87g5LbjjZ2ttnAyUqUo9204UNi8pKMSMqzJyrKGWWG0tNtoGEoQkYAA8ABH0QEpzgAR3gStumpIqVtowkcK5DPhzjmODgjBiFtLC7ji4XdWdeb6t+v6eyFOflKbSVSb5mp1LKg52y18geowoc49/Apw1ao6CV67J3UOSp7DVXlZVmVMrOJeJU2twqyB05KEZg8u6AAzuwM+MTdaPsMXb+0a5l2iDuKDhdtniOtxhqZmxSbipe402qBvftSoeky6nI3tqOPWkjI7wqcMiHLxiLralibM0seLgrUdXfJ9cUNJnVy0jZkhWm0nAmJKsSqW1DxAfW2v5UiKnZHk6+Im46rLy1z0um2rIqWO3mpufZmFoRnmUNy617leAJSM9SOsbW9qEn0QBk55co5ATuztwYm91yxg1ODckqwNENFLT0HsSVsa00KWhtRenJx0fVZyYUBudXjpnHJI5AAARIMcwiLrrMYGNDW7BcEZiMr/0kVXZp2tUF5pmbd5vMuHCHD90COiuQ9R9USbkQVjEc7EsLpsWh7CpbccuoPgeSh8bZBZyxxXpPfyVlCaFvAONyZhrHzqiv2vopV5iaQ9crjctLIIKmG17nHPVkckj18zE2wAx6o8zT8CYXTyiR2Z9jextb4AKltJGDddJeWalWG5ZhtKG2khCEp6JSBgCLM1B01l7vCZ+TfRLVFlJSFqHouJ7kqxzHqPdnvi+IHpHqa2gp8QpzTVDbtP8AeivcwPGUrHOY0kvxlwpTRkvDPwm5lvB+VQPzRUaFovc0/Mo92Oyp8t1Wd4ccI8AE8vlPyxPOPCHLOe+PJxcA4XHJnJcR+qSLfIG3qtcUbAbryUakydEpjFKkG9jEunagdT6yfWTzj2K5DMcp6QMe2iY2NoawWA2C2ttAoOufSq7qrcVRqUpLy5ZmZlbrZU8AdpORkRJendDn7ctaWpNTQhMw2pwqCFbhhSyRz9hi5NiRySAMxyEpB5AD2Rw8O4dpMMq3VkN8zr3vtqbqlkLWOzDdcLQFAg4IIwQYh28dFpwzjlQtZTJaeUVKlVq29mfBB6Y9R6eyJljhQ5Rs4tgtHjUQjq23tsRuPJZSRNlFnLHEaT38VbTQsc+pmWsfSi9rE0eeps83V7lcaU4yvezLNq3JCh0KzjHxD5TEqgAdB1jvjn1jiUHBGGUUwnN3kajNa3wAVbaWNhuunZ5TtOCD1EQ/eOi04ZpyftVxpTTqypUo4raUE/cnoR6jjH5JkjhXSO5iuC0mMxCKqbe2xG45aKySNsos5Y4DSe/ivb7g49fnLWPpRetkaOTElPN1W5nGVlkhbcqhW4bh0Kz0OD3CJYwI5AxHCoOB8MopRNq8jXvWt8AFU2kjabrhKSBg4iM9QNJV12bXWqC4y1NvHLzDhwhw96ge4nHxxJ8dVAEYIzHocSwqlxaDsKltxy6jyKukjbILOWOS9J7/AEqI9wt+OW4TDWD/AM6LitXRapvzaJq51tsS6DuLDawpbnqJHID2GJpOBHIwOg6x5um4DwunkD3FzwNbG1vgAqG0cbTddWWUMNJZbQlCEDalKRgADoIg2vaT3jUK9Up+XlpYtTU4883l8A7VLKhkdxwYnYdI64GekdrF8DpcajZHUXs3ayukibKMrlQbDo87QLUkKRUUoTMS4WFhCsjmtRGD7DFnapWBXrprErUKQ2ytDcv2SwtzaQdxP9cSh8XKGB4RnV4LTVlA3DpL5AAPHTZQ6Jrm5Dsoy0ssm5LUqc25VmGUsTLISFIdCjuCsjl8ZivX7p/K3nLIcDyZeflwQ09jIUD9qrHPHrHSLvASOeOcDjujCHAqOPDzhzm5ozyPv+eqkRNDcnJY6zOkd9sOlCKU3MDJ9NqYb2n+cQfmj10jRm7Z6ZQmots09nPprW6lasepKScn4xE/EDPOASkcwMeyOAzgHDGy53FxHS4t/puqRSR3VNt235C2qSzSqckhpkc1E5UtXeo+s/J4YERtqLpzc1y3M7VKWwwqXU2hIK3Qk5A58ol0DKcRxtwcgc/GPR4hgtLiNK2jeLMFrAaWsrnxNe3Kdlj5+o1e/wDtaV/48Q/Uavf/AGtK/wDHiMg8KhhUee/wDhfV3739FT7JGrE0qtKs2nJTzFYbbSt91K0bF7hgDHOL8AwY42jrjBPWO0erw+hiw6nbSw/VbtdbDGBgyhIQhG8skhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRI4PI5jmOCOUEUMa4cV2mfD/XKfQb9k68XqnKqm5dySkg60pAUUqG4rHpA4yPAjxjzaK8X+kmvF0zFn2R7st1GXk1TxTPSiWkqaStKVYIWcnK08vCIr8plYHu9o3TL7lpRTkxalTSHHAPgSsyA2vPqLolx8nrjCThHvdywOIqya12/Zy8zUU0yaBVhKmpkFk7vUC4Fc+9AjIWsuJUV01PVCN31VufJAxnvjH/Vjjc0W0cvme0/usV1yq05DK5jzKSS62ntG0uJTuKwc7VpJ5csxPjrgbbU44tKUI9JSiQAAOpzGjLV68XNQ9UbqvRyYW6ms1aZmWlKJ+slw9mPYEbQB3ACIsr8TrXUjG9n9Ylbj9F9bbS13tV68bLlao1TmJ1chun5dLSluISlSikBRyn0wM+OfCI41a47NBdJqw/bczU5+4KtLei/L0VlLyWV8/QW6pSW9wwcgKJT3gHAiJb9r0/wpcB1tW/QZiYlbmudppgTTSih2WfmwqZmF5HMFCMtJI5glBjX5Zln3JqDddMsy05IztWrMwJeWZ37dy1cyVKPIJAySo9ACYWK1arEZoQyJgu8i5/7LYxIeVB0cmJlLNQse7pVlXIupblnMe0dqOXsjJXSjWnTjWmhe7+nlxM1JlshMwyQW5iWUeiXW1YUg8jjlg4yCRzjV5q3wOa16P2U/fld9xqjTJLYudFOmlrclUk7QtQWhOUgkZIzjqeWTFlcOGrtW0W1coV3yU0+iRVMtylVYQo7ZiRcUA4kpzgkfDTnopCYkgclVHiVTDIGVIW4PVTUy3dILIqGoF2Im1Uum9mHhKNBx073EoThJIz6Sh3xCFs+UL0Duy5KVa1Ll7nE7WZ5iny5cpyAgOuuBtG4hw4GVDJx0iscd60u8LN3OIUFJUqQII8PO2Y1daIfs02Bz/wDKilfpbcAAtiurpaedsbNit5BcAjF2seUY4fqJV56jTsvdPnFPmXZV7ZTUFO9tRSrB7TmMgxlBgdMRom1G/ZEuj+Gp78+uIsrsSq5KRrez5rdnQdRrfuLTmV1RkEzQo05SvdhsONgPdh2fac055K292esY9f6JZw6/7Xu0e2mI/wC0i+NKAFcGFBJHP3gDn/7mY07DoOePZCyor6+WmbGWfpBbUf8ARK+HX/EXZ/yYj/tIkjSri90H1gqCKJat4hirOYDdPqTC5V90noEbxtcP71Kie/GI13y3AZxGVC2ZW6aVQaXPS07JtzrDLNTbDzjS0BacBWBnBHLMQBMS1TolTdk5lqYp9QkXy242QW3WHkKwR3FKgR6uYiSOi1TilXAQZW6LfohSVZ2nMdohnhC1Vn9YdCKBdVaeL1Xlw5Tak4TkuPsK2hwnvK0dms+tRiZ4xK9HG8SMDxzVLuGvyVtUl6sVAOFhjaFBtO5XpKCRy9pEWgNbLOIB2T/P/eR/bFQ1c52BUs+LH55EY+U+RdqdQl6ewlBdmXUtI3dNyjgZj55xTxHX4VXMp6QAhwB1F9SbfctaonfG8NYp0/Vts0EZRPgHvLGcfPFy2/eVu3Ok+5FRQ64kZU0rKVp/kmIMqmll40iTcnnZBp1ptO9YYcClADmTjlmLbptTnKROs1KQfU09LnelaevrHsPhHKZxli1BUNbiUQDT4WNudtdVWKmRjrSBZZjmOcUO5Lyt+1Gkrq82ELXzQ0gbnFewD8seiVrDT1Barq1YaXKiaJ8E7dxjGau1mcr9WmatPOlTswsnrySnuSPUBHqOJuJfoenY6Bt3v1F9raa/HRbE8/ZAW3Kl9Wu1u7ztpVRUjPU7Afk3RcNtal2vc76ZSUmXZeZI9FmYRsUr2HofiMRLS9Jbsq1LbqjYlmkuo7Rtpxwhah3d2BmLQcbm6fNqacStiZl3MEdFIcSfygiPI/4rx3DnslrowWO2BaBceBHgtUVEzLF+yy0BBGRFIuK7KHa8smZrE2Gt5whsDctfjhI5x4rHuFdctGTqsy6FOpbUl9Rx8JHIk+GQM/HGP91XBM3LXZqqzDisOLKWUK/2NsH0Uj8p9fOPW49xS3DaGOopwHOlF232tpe/vW1LUZGBw5qWHNdbcS4ezpdRUnPJW1A+bdFdt3VG1bimESTEw7KzC+SGplIRvPgCCQT6sxE1D0puivUturSyZZlp5O9pLqyFODxwAcA92YtSek5umTz0hMtFmZl3ChaSeih6/k5x5H/FePYeWVFbH+LdtdoHjoRrtstX2mZnecNFlmDnmBFkVPV61aTUZimTKJ7tpZ1TK9rII3A4ODmPbplcL1yWpLzM0rdMy6lS7ys/CKeh9pSU59eYgu+fsxrJ/wDTXfpR6jiLiKaiw+CtorfjLbi+hF1sTTFkYe3msirbuKn3TTE1amh0MKWpADqNqsjryjm47jplr0xyqVRxaWUFKcIGVKJOMAd//wBotfRhWLGZJP8A4w7+WLH1puT3RrbdClnEqYpwy5tPwnj3fEMfGVRs1uPvosDZXvt2j2iwtpmI6fFZPmLYg87q+6dq/a1VnmKbJsVBb8w4ltA7DvPjz5D1xVrsvqjWeqVRVUTBM2F9n2SN3wcZzz5fCER1onbBmZt65ptrLcvlmVJ71n4ah7Byz6z4CPvr8B2lEGOWJjr/AMHHPjxvEmYC7E5bZye7pbS9lWJZBCZHbq+LY1DoN2zzlPpaZoOtNdqe1bwNuQOufXF0LcQ2grWQEpGST3RBmhQHvonMDH94q+miL51cuUUO2FyLLpTNVIlhGOqUY9NXycv5UdDCcffNgrsTrLXGbbTbYep0Vkc2aLO5fFzW2zUOKbxOq2qIyGhg47+sXI9d9Nl7Z99j7MyiT7NLm1TeHNqlAA7fjB9kY/WTbz10XFK0slXY5Dj6vuWk4z8vIe0iJv1QabZ0/qbbSAlKENJSB0A7RPKOfgWN4niNFUV09g1gOXTcjX3DbzWEMz3sL3clTRrZZx/2Oocv95H9sc/q12d9xP8A/Ej+2IIYllzUy1KtJBW8sNoz4k4Hs5mL1Gi96nn5tJf8cP7I89ScVcQ14Jpow629mX31VDKmeQXaFI8prJaM7NsyTSJ/tH3EtIyzy3KOBk5i4bouymWlJNz9UDxbddDKeyRuO4gnn8STERUjSC8pKqyU06xKhtiYbdXh4fBCgTjl4AxdmuoHvWkQQOU+kf8ARrj0VPjGLx4ZU1VZHkez6t22/wC62GyyBjnPGy9f6tlnnqif/wCJH9sP1bLP7kT/APxI/tiEaHQ524Kk3Sqa20qYdCikLO0chk8/ZF2fqLXr3S0l/wAcP7I4FLxPxFWs7SniDhtcM5qhk87/AKoUpW/qjblx1VqjyCZoPvBRTvawn0Rk88+qPvdGolBtOebp9URMl11oPJ7JsKG0kjrnxBiyLA00ue27olarUWpdMu0lwK7NzceaCBy9sUzXYD3zyYxkeYp6/frjvS43i1Jgr6ypZllDrAEW0PgrjNI2HO4aq8/1bLOPVE//AMSP7Y+0nrJZU26lpUzMy+4/CdZIHzZiFrZtCrXa8+xR2mVLl0JWvtFbQASfVz6RzcdoV+1VtprEoGkvZ2LSsKSrHdkfkjzzeLsf7D2zsgY+uXT3qkVM1s1tFk5LTctOsImZR9DrTg3JWhQUFDxBEWtcWp1u21VV0moNzRfbSlZLbYUnChkc8xH2ityvy1YXbcw6oy82hS2QTyQ6nmceAIB+SKXrLg3zM5GcMM9fvY9BXcWSuwVuI0gAeXZSDrbQq51Qeyzt3upmtW86TdzMw9SkvhMsoIX2qNvMjPKKbcGqNt27VXaRUETZfZCSrs2wU8wCOefXFs6CJHubVhgfX2/omLL1dx7/AGoAgEbWuv4MRFdxFWQ4BDiMdu0ebHTTd3LyAR1Q4Qh43Klih6qWxX6ozSJLzpL75IR2jYSkkAnrnwBi7J6aakJN6dez2bDanF7Rk4AycfJGKtInl0qqSdSbO1Uq8h0Y9Rzj44yar7yJi2Ki+0vchci6tJHgUHEbPDHEM+LU0zqi2dmunS39FME5kab7hWxKazWlOTTMoy3Pb33Etpyzjmo4Gefri/MjGe6MVKB+vtO/G2vpiMjL7rqrctWdqTJIeSjs2fwivRSfizn4ow4X4jqMRpKipriLR66aaWJ+5RBOZGku5LyXLqZa9sP+Zzcy4/MjmpmWTvUj745wD6s5i3ka722V4XSqklOeoCD826IVSmZqE2AkLffmXMDvUtSj6/EmLwqOkV206lLqjiZZfZoK1stuEuJTjJ6jBPxx5scWY9iL3y0Mdo27gC9h4kqo1MrySwaKa7bvChXSwXaROhxSPhtKG1aPak93riuAg84xVtuuzVuVqUq8opQLKxvSPt2z8JPsI/IIyllnkTDSH21AocSFpI7wekez4W4hdjsLhM0CRlr221vr8Fs08plb3t19oQhHq1ekIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgitDV2yGtSdMbnsRxLZNapj8q0XPgpdKD2aj4bVhJz6o0arRP0ioKbcS7Kzsk8UqHwVtOoVzHqII+aN+6xkDwBzGnHjQ08VpzxF3TIIa2SVZfFalDgYKJkFagB4B3tU/yYyC4GORd1s3TRbCdWtYmzwZVLVNuaDUxXLVYS2ptWCJmcQlnCe/KVuH1jafCNYnD/AGC3qhrRZ1jzLJek6nVGhOIBwVSreXHsf8GhfP44vW5NaBVuEG0NIDP7pym3PPOuNb8rRKIQHGyoZztLk25t/BHw5TJ5MCwRVdQrm1Fm5MLYoVPRISrq0/BmJhWVFP74NtkH1OeuGy1JJPb6mJg5AfxUi+VJR2enljNowlIrEwAE8gAGeXL1Rjf5PqUZmOKS2nHUAliVqDqOfRXmjic/Ioxkn5U39j+x/wCGJj8xGOfk8/20FA/Eaj+jLhyWdUf/ADMebfktk3EbLtTHD/qSh9AUlNpVZwD98mUcUk/EQD8UaSZfPbN8+e5P5Y3d8RH7AOpf8T6z+huxpEl/rzf3w/LALLHPtGHwPzW2vjX/AGoVwZ/xFM/SWY1jaH/s02B/GilfpbcbOeNf9qHcP4CmfpLEaxtD/wBmmwP40Ur9LbiVjimlVH5Bbx++NEuo37Il0fw1Pfn1xva740S6jfsiXR/DU9+fXEBbGOfVZ5n7ltn0n/aYUL/2fj9DMadR8H4o3FaT/tMKF/7Px+hmNOo+D8UFrYr9WHyW9PScZ0ss7pn3Ap/6OiNQvFjLMyvEjqG1LoCEe7j6yB90rBJ+Mkxs+sbXjRi2tKLXcrGq1qS6pKgSQfZ91mFuoUhhAUns0qKtwPLbjOe6NUGt980/UfVy7b7paFpkazVX5mW3p2qLO4hBI6g7QCYK7F5GOp2MB1/otifkzCo8Ps+D3XHNez6yx/8AaMtox34C7AqNgcOVERWJdTE7Xn3q040sYUhDxAaz7WkNq9W6MiIgrsUTS2nYD0VmaufYBU/ax+eREG2b9ltG/HmPpiJy1c+wCp+1j88iIDoNQapVbkKm+lSm5SYbeUEjJISoHl8kfIuNHtjxmB7zYANJPk4qmp0maSsp30hbSkKTkKBBz06Ria+lKX3Eo6BZA9mYlut65Sjsg8xRKZMImXUlKXX9oSgnlnAJJx4RGdv27U7nqbdNprSllZHaOYyGk96lHu/rirjHEqfHJ4IKB2c67eNrD4LGpkbMQ1mqnNrP6j56gmgq+L6iYx7QAVBJ8cRkvcco1T7Dqcix9bl6U80j71LRA/JGNCPrifaIy42idDJSRu3ay3ut/BTV6ZVlnKtJQw0lIASEJwB3coxu1GbQ3e9XSlIH1bI9RKQfy5jJRj6y394mMbdSvs5q/wCGH0RHZ4+aBhkPg4fJWVhuxqkjSdX+ptUDk8nJjH/FiIRGR7RE2aT/ALGtR+/mPzQiFO8x5XiIAYdh/wCwf+lUTDuMWU9sNhm3KW2j4KZJgD2dmIgPVVIRqDVkpGBuaOB4llBMT/bv2P0v8SZ+gIgHVj9kKre1j8w3HrOOBlweG36zf9BV9XrCpF0JBFszmT/46foJiKr5+zGsn/0136UStoV9jE7+Oq+gmIpvn7MKzj/brv0o8/jI/wDpmi8z/wBSok1p2qTbBrjNuaUvVh7aewW8UJJ+GsnCU/GSIiFpufr1VDaNz87PP4B3Y3OKPXPdzJ9ke+auBx21qfbTJIbl3nJh046rJwn5B+WL30Rthucn37lm2gpEmOxlwT/shA3K+JJ/53qjV7R3EU9HhkZ7jGtv7u8fTYISZnNjHJSvblGlrfosrSJRAS3LthJIHwldVKPrJJPxxGOv312ifezH/wAuJhASBgRD+v312ifezH5W4+gcWRNgwN8bNAMoHoQtypFoSAqXoWcXPO+qRUf+emKDqTchuW6Jh5h0qlJXMux4YGcke05PsxHhti4V24iqvsLKZiakjLMkDoVLTk+rCQfmjpZ9BNy3HJ0hS8Nury6rPPYnmoD1kDEfMRWvqsMgwin+s5xJ9SMo+9aGbNG2Icype0atj3LoKq1MN4mKkcpBGCloZ2/LzPyRWNVfsDqv3rX5xMXTLtNS7CGWWwhDaQlKQOgHQRa2qv2BVX71r84mPrbqFmGYI+lZs1h9TbU+pXRLckRb4LH+i/r5T/xtr6YjKwdBy7oxPpr7crUpWaeOEMzDbiiBk4Csn5oncayWQAP78mOn+11R4fgPEaOhhmFTIGElu58FqUT2sacxsr6z4xGuu32LyX8IJ/Nri7LbvKi3YHzRX3ViW2hzc2U43Zx19hi09dvsYkv4QT+bXHsOIp4qnBJ5YXBzS3ceYW3OQ6FxHRR9pJ9ntP8AvXvzZjIrOIxn0/rUhb11ydWqS1Il2UuhRSkqPNBA5D1xL/6slj/7cmf6OqPO8E4nRUWHOjqJWtOYmxIHRU0sjWx2cVfY5xBmu32USf4in6a4l+3rhp1y08VKlOLWwVqRlSCk5HqMRBrv9lEn+Ip+muOvxlKyfBDLGbtJaQR5rOqN4rhenQX9cqt+Ab+kYuDXVtPvVk3CPSTUEJB9Rbc/sEW/oL+uVW/AN/SMV3XaZaFtyMpvHaLnkuBOeeEtrBP/ADhHHoC0cHvzdHfNVR/k1lHGmOff3SMHH1VXx+gY9+sn2dTP4Bn6Ijw6XpWu/KSEDOHVk+wIVHu1k+zqZ/AM/REeVYLcNP8A/wAw/wBK1h9j6q79BP1tq34dv6JiytXfs+qH3jX0BF66CfrbVvw7f0TFlau/Z9UPvGvoCOxiX+6NL+1/MrXfk7VaTku802064jCHkFaD4gEj8oMTxalTFV0pW4XN7kvIPyznPmChBAB9e3afjiL6pSlOac0WsoRyZmZiXcPf6RJT8XI/LFf0rqoNvXRRVuYV5o5NIT4+gUrP0I0uGnuw+v7Fx0liuPUXHu2UU5Mb7HmFYdA/X6nfjbX0xE4a0595S8f7Zb/riD6B+vtO/G2vpiJw1p+wlf4y3/XF/DX5kxDyHyKU47jwocsVKXLzoySP/G0H4wYyZmEhbKkLTlKkkEHvGIxnsL7NaN+NI/LGSFSrVHpWxFVqUtK9rnYHnAndjrjPtEd3gAtbh0xcbDNa58grqP6husUScjeOQPPOMYjKq2iTQab1/wACY+gIoPnGlgH1y3D8TRMXXKdgWG1SpSWSgdmUfB245YxyxjEdPhbAxhEssjZmvzAfV5ak/erIIezcTe6+8IQj2i2UhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEEXBjAfypGnzbshZ+qMo1hxh1yiTqgOqFAusfIUvD+V6oz4UIhDjOtem3Tw2XvL1FoE0+Q905deMlt5hQcSQe7ISpJ9Sz4xK066Ltqd7fBab+vKNuPALp4/YvDnRZudlwzN3M87XHEkc9juEsn42UNq/lRqUkZbz2el5PeEecOoa3EZxuIGfnjfVb1GkrdoNOt+mtluUpkq1KMJPc22gJSPkAiSuLgcQMjpDyWF3lThiwLH/hiY/MRjn5PP9tBQPxGo/oy4yN8qcP/AAAsc/8AriY/MRjj5PMj+6goAzz8xqP6MuHJRVfnQebVss4iP2AdS/4n1n9DdjSJL/Xm/vh+WN3fEPz0C1LA/wBx9Z/Q3Y0iS4PbtjHPePyxAWWOfXZ5Fba+Nf8Aah3D+Apn6SxGsbQ/9mmwP40Ur9LbjZzxr/tQ7h/AUz9JYjWNoh+zTYH8aKV+ltxkscV/Ko/Rbx++NEuo37Il0fw1Pfn1xva740S6jfsiXR/DU7+fXEBbGOfVZ5n7ltn0n/aYUL/2fj9DMadR0HsjcVpP+0woX/s/H6GY06j4I9kFq4tqyHyVQm6BXpCURPz9DqEtLOgFt52WWhCwemCRg5i4NJrrtWyr/pFzXtZrF0UmRfSt+nOuKQFYPJQwcKKeoQoFKsYPInG5vTenyNV0htSn1KSZm5Wat2RbfZebC23EmWQCFJPIg+BjTzxE2fTbA1xvW0aRKiXkKfV3xKsgcmmVELQgeoJWAPUIKiqonULWSh172W52xLpoF72nSrvtaYD1Kq0o1MyigAMNlPJJA+CR0I7iCO6K/GKvk2qtO1DhyTJTbqlt0utzktLgnOxtQQ6Uj+W6s/yoyqiCvU08nbQtk6hWZq59gFT9rH55EY/UyQeqtRlqbLqSlyadSygqzgFRwM4jIHVz7AKn7WPzyIg2zfsto348x9MR8h42jbNjEMbtiGg+RcQtWq1laCrjn9GbvkpRc02ZOa2AnsmXTvVjwCgAfli2bfuSsWtUEzdMmVtqSr6o0Sdjgz8FQ7/b3d0ZRlKcZPjGLd1NoYuisNIACW5+YSPUA4oRTxVgMPD3ZVOHuLSTbfYjUEfG6ioiEFnM3U/VarsV3TmoVeVP1Oapb6wPA9mrI+I5HxRjcj64n2iJutRRVopObj0kJ0D2YXEIt/DT7RGPF9SawUVQ7dzAffZRUuzBhWWzH1lv7xMY26lfZzV/ww+iIySY+sNn94Ixt1J531V/ww+iI9Dx/wDmyH9ofJXVf1G+akbSf9jWo/fzH5oRCneYmvSf9jaoj9/MfmhEKd8eU4i/N2H/ALB+5UTfUYsqrd+x+l/iTP0BEA6sfshVb2sfmG4n63fsepnqk2foCIB1XP8Aqg1fn3s/mER6zjnXBoT/AMzf9LlsVX2SkbQr7GJ38dV9BMRTfP2YVj8dd+lEraE/YxOZ/wBvK+gmIpvf7MKx+Ou/SjzuN/7tUQ8T96okH+ztVC5DqYkjRO4Pc6vvUaZdIaqLeWx3dogZHypJ9pAjmy7Dl61YdWqhb7WdmEqTKAdUFvCsA+KiMeyLAkJ6apNRYqMt6L8o6l1G7kNyTnB9X9scWkjqeH6imxB2z9fS+o87a+qraDC5ryssgrPSIe1++u0T72Y/K3Eq0moMVamy1TlVZamW0uJ9WR0iK9fvrtE+9mPytx9S4ue2TBJHt2OUjyzBb9SbwkhRJgnpzMVK26y7QK5J1hk5Mu6FEZ5KQeSh8YJiu6WW8xcN1NtzaUrYlEGZcQr7fBG0fziIpd6UL3u3NPUoghtDhWyfFtXNP5cH2R8fjoqmmpGYozQZ7A+I1/vyXNDXMaJAsm5V9qal25lhYW26kLQodCkjIMWxqr9gdV+9a/OJim6PXB7rWsmnLcJfpiuxOepbOSg/JlP8mKjqr9gVV+9a/OJj7bJWtxDBX1Lf0oyfW2o9DcLqFwfEXDosdWmXJh9DDI3OOrDaBnGVE4HzxdI0nv8AIyKB/wDumf8APigUU4rdP9c219MRlYkDw7o+a8I8OUuORSPqHOBaRbKQOXiCtGmgbKLlRzpHalftZNTTXZDzYzJaLY7VC87d2fgk+Ijprt9i8l/CCfza4kvanwiNNdvsXkv4QT+bXHucYw6LCuHpaWEkta3S++rr8gFuSMEcBaOihmk0ipVyfbptLli9MOhRQnelIOBk81EDoIuM6T6gDrQP/wB0z/nx20k+z2n/AHr35sxkWEgR4/hbhWjxqjdPO5wIdbQgdDzB6rWgp2Ssu5WlphRKpb9rpp1XlfN5gPuLKN6VcjjBykkRHWu32USf4in6a4nMJA7ogzXf7KJP8RT9Nceo4spW0WAezs2aWAX30IV9S0NhyhWBT6pVKUtxylz8zKLcSEqUy4pJOM9cHn1jrP1SfqbqXajUH5pwcgp5xSiPZnpF+6M0WkVqfqTdWp0vNpaZQpAdQFbSSekS9J2dasisOylvyDawchQYTkfHHjcG4UrMXomzNnyxk/V15aXtstWKndIwHNoo70bsuclJhdz1SWWzlstyiFpwog8yvB6cuQ9pi19ZPs6mfwDP0RGQoSkcgIx61k+zqZ/AM/REd/ijCosG4fZSxG9ni56mx1V08YihDR1V36CfrbVvw7f0TFlau/Z9UPvGvoCL10E/W2rfh2/omLK1d+z6ofeNfQEc3Ev90aX9r+dVSfkzVd1v0g1rRaYlUDLiFPPtj98he7Hx4x8cR1aVVRSqq4p1YSialH5VXrK2yEj+dtiZtHkJcsRhCxlKnXgR4jcYg+4qWqi16fphJ/vaYWhJPIlOcpPq5ERq43C+losPxCLfIAfQAj4EpKC0MkC4t/BrlNI6edNY9m8ROGtP2Er/ABlv+uIPoH6+038aa+mInDWn7CV/jLf9cWcN/mTEPIfIpTfZvUO2FyvWjfjSPyxIut9KqlTfpBp1Nmprs0P7+xZUvbkoxnA5RHVhfZrRvxpH5YycWE7FZA6GN3hTDm4tgtRSudlBde48ACs6ZgkiLSsRfYYyrtn7HaX+JM/QTGKo7oyqtn7HaX+JsfQET+DsWqKkeDfmUotCVU4QhH1ZdBIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBFwekRTxU/tctRT/wDp+b/NmJWPSI04lKTVa7oHflHolMm6hPzlDmWZeVlWVOvPOFBwlCEgqUT4AZiQqagXid5LSxQv17p/40z9NMb8U/BHsjSZRuH/AF5aq8i67olfyEImWlKUq250AALGST2cbtE/BHsiSuNgbXND8wtssLPKkUuaf0qtKrttqUxJ15TLpCc7S5LrKSfAfUyM+JEYb8IOolD0t4g7Wuy6J9uTpAcmJKcmV/BZQ8wtCVqPckKUkk9wyekba9XdNKJq/p5WdO7h3Jk6wx2fbISFLYcSQpt1IPIlK0pOOhxg8o1Hav8ACnrTo5U5xuuWdP1CjsLKWqzTpdT8q63k4WpSc9lkdUrwc+PWAVeJwyRVAqWC40+C2J8VPEPpLS9BLtkqfqBQKlULjoszTKfKSNQamHX/ADhtTRWEoUfRSlS1FR5DaeeeUamaPITNTq0lTJJlbsxNTLbDTaE5UtxSgkJA7zkj5Y+1Ktu4q/PtUuhUGpVGdeOG5eTlVuurPqQgZPxRnJwXcEl3Um76fq1q/R3KQ1SHRMUijPgGYcmRjY+8kfW0oPNKT6W4AkAJ9KNtlqvfNiszRltZZE8Z1DnpzhPu2QlWi67IyMq+4lAz6DLzSnFewJSpR9QManrDuBu075t26nUlaKNVpSoKAGSoNPJcI/5sb06vSJCt0mcotTlUzMlPy7krMMuDKXGlpKVJI8CCRGp3iB4JdVdJbgnZu1LeqN0WopanpSep7CnnpdokkImG0jckpA5rA2nkcjmBIW5i9O/MydguButj81xM6DylnLvhWqdtrpiWC8kIqLRfWcZDYazv7Q8hsxuyeYjTBXas7Xa5UK5MJCXahNvTawBgBTiyo/Fkx0Zo1ZmJoSEtSp12aUvYGUMKU6V/cgYzn1RlXwt8DN/3xdVOurVS3Z63bUp7rcyuWnUFqbqKkklLaW1DclskJ3qWASkkJyTuSWnNPPiT2sy2t/d1nBYNInqBwiUmjVNhbM5K2ClD7SxhTa/MclBHiM4PrEaaB8H4o3u39JzM3YNySUlLOPPvUecZZZaQVKWosqCUpSOZJJwAI0wjh7182/sH3/0/3NTv/ZwW1jETh2TWi9luV0m/Yss7+L9P/R0RqU4zv2z2oH8It/o7UbcdMZSbkNNrUkZ6VelpmXoci08y6goW2tLCApKknmCCCCDzBEayOMHQvWOscR16Vm3tLbsrVNqEyxMy09TaLMzLDqVSzWQFtoKcpUFJIzyKTBX4qxzqdgAvqPksqPJmHPD9Pkf7o5r80zGW0Yn+Tmt68LQ0krttXrZ9ft6cZrqplpqrU1+ULrTjDY3I7VI3AKQoHGcYGeojLCIK38PuKVgPRWZq59gFT9rH55EQTakwxK3PSZmZdS001OMrWtRwEgLGSTE+aoyU5P2PUJSRlHpl9ZZ2tMtla1YdQTgDmeQJiBfehdh/8l6v/Qnf82PkfG7Jm4pFNEwuytadAeTiVhVA9oCAsgJrUSy5Zlby7jkVBAztQ6FKPsAjHOsz3upVZ6pBJT53MOv4PduUVf1x7BaF3E8rYq3M98k5j8kXPamkVx1WbbdrUounySSFL7QjtFjPwQnu9px8caGJ1+LcVPjpxBYA30B58ySq5HSVFm2sr7s2mzL2kC5FKPqs5IzXZA9+8K2/LkfLEDg7Tu7xzHtjLWUlmpWWalWWwhppAbQkdAkDAHyRCWoGldWkai9U7cknJuSfWVllobltE9RjqpPhj2euO1xZgFQKKnfTgu7JuUgb2sNfTVW1ELsjbclJ9Hvm2p6jM1A1eVbSGkl1K3UpU2rHMEE5B5Rj/d9VZrVzVCqyvNp99RQSMZSOQPyARS3JSZZdMu9LOtuJ5FCkEKHqx3RdNq6bXHck00XJF2TkjgrmHmykFP70Hmo46d3rjgYli2JcTMioWw6g8r6m1tb7dVU975gG2UlaU02YRp24kp5zpmFNj1EbRn40mIJUkpUUkYI5YPKMr6ZTZakyDFNlEFLEu2G0DnnA8fE+uIj1J0uqfunMV23ZVc01NLLrzDY9NtZ+EQPtknrgc47/ABTw9UfRtP7OMxhFiBvrbX0IV1RC7I0t5K+bNvS3Zm1pFb1XlGHJeVbbfbdeShSFJSAcgn1RCN+ViVrt3VGqSSwth1xIbXjkpKUBO4eo7Yoz0lNyrqmJiVdaczgoW2UqB9h5iLgtrTy5blfbS1T3ZWVXjdMvNlCAnxTn4R9QHxxwMRxbEuIaeLDxDq0ja+pAt6C26pfK+YBgClHQ1h1q033lpID04tST3EBKRkfGCPiiJb55XjWR/wCmu/SjJCh0eVoVJlqTJJIZlkbRnqT3k+snJiAryte5pm6qrMS1u1N1pybdUhxEo4pKgVciCBgiO7xVhstJgtLSNBcWmxtrrY3+KtnYWQtaOSlDRgZsZn8O7+WIm1JoIt+7p2WQk9hMq86az9yvJIHsVuHxRMOkchPU6zWZaoST8q8H3CW3myhQBPI4POKZrJa07WqVLVOmyLszNSbpQpDTZUtTSvADmcED5SY28Wwl1dw3C4N78bWutz2s4e7X0WckeeEDmF8NEK+JujTFAdWS5JLLjeT1bWc4HsVn5RFM1++u0T72Y/8AlxQNPJG7bcuqUm3Ldqzcu6ewfJknMbFHGT6PLBwc+qLr1vo9XqrlHNLpU5OBsP7+wYU5tzsxnaDjofkjTZUzVnCr4HtOeMtbaxva4I+GnosMznUxB3VB0K+yic/EVfTRFY1zoO9mSuFlrJbPm7xHgclGfj3D4xHl0YodbpdxTb9So89KNqk1JC35dbaSd6eQKgOfWJQueit3BQJ6juDHnLSkJP3KuqVfEcGNzBsKdX8MOpXNs67iLjmDosomZoMpUGaS3B7i3ayw67tl6iPNlA9N5PoH255fHEt6qEGw6r961+cTEFC0ruYf7Ru2qsFtrykpkneoPLBxE03Qqq3Bpe8s0qaTPzDDW+VDCu0CwtO4BOM9xPs5xpcMVM7cJqqB7DdrXFtwdbjUD119VjTk9k5h8VBFJcbZrEi66tKEImm1KUo4AAWMmMkk35ZoAzc1O6f7YT/bGPJtC7M8rXq/9Cd/zY496N2f7mKv/Qnf82OBgOM1+AMeyKDNmI3BGyqhkfCLBqyKbvm0XnEMs3FT3HFkJSlL6ckk4A6xaGu32MSX8IJ/NriMqFal0NVynOvW3VEIRNNKUpUm4AkBYJJOOXTrEq6z0ypVO25Nim0+Zm3EzqVqQw0pxQT2axkgA8uYj1r8Yq8cwWqM0WUgCwF9b2WwZHSwuzBRfplPyVMvKSnahNNy7DaXdzjiglIyhQ6mJ1F+WZ/ump39IT/bGO5s+7D/AOS9X/oTv+bD3o3Z/uYq/wDQnf8ANjzOB8QV+B05p46fMCb3IIWvFK+IZQFkfI3dbVTmkyVOrcnMvryUttvJUo4GTyiI9dvsok/xFP01x8NLbcuCRvWSmp+hVCXYSh3c49KrQkegQMkjA6xVNaKFW6pcco/TaNPTbaZNKVLYl1uJCt6+WUg8+Yj0OKYjVY3w8+WWItdnAsL8iFc97pYMxC+eg365Vb8Xb+kYmpPSIi0UolZpdQqi6nSZ2US4wgIL7C2wo5PTcBmJdHSO/wAGMdHg8bXixud/NXUwIiF1zGPOsn2dTP4Bn6IjIaIJ1Yt6v1G85iZp9DqEyyploBxmWWtJITz5gYjW48jfLhbWsBJzt215FY1YJYLdVX9BP1tq34dv6JiytXfs+qH3jX0BF/6J0qqUun1NFTps1KKcebKA+ypsqG09NwGYtDVK3Lhn72npuRoVRmWFpa2uMyq1pOEDOCBiPN4jBKeE6aMNNw7axv8ApclryNPs4FlIOjf2Dy34Z76cR7rXSfMrqbqKE4RUGErV9+n0T822JJ0nkJ6n2bLy1Qkn5Z5LzpLbzZQoAq5cjzin6y23NVqhS05TpJ6Zm5N/khlClqLaxhXojmeYSfijs4jQPq+FYmgd5jGutz0Go9yvcwugA5qFaB+vtN/GmvpiJ01jYcdsd9aBkMvNLV7N2PykREFEtS6Gq1IOu23VUIRMtqUpUm4AkBY5k4jI6pSEvU5B+nzje9mYbU2seojEcrg2glqMNrKZ4LS+wFxbcFU0jCWOBWMFr1FmlXHTahMna3LTKFuEDOEZ5nlGQ1Tvq2JSkO1JutybySgltLbyVKWruSEg5Jz3RCN1ab3Hbk06pMk9OSQJKJlpBUNv74Dmk/Fj1xbDcpNzDoYZlnXHFHAQhBJJ9gji4XiuI8MNlozDcuPPccr6aFVxyPp7sIXySSSMDJ8BGV9DYclKRJSjo9NmWabV7UpAP5Ih3TnS6rTNSl61cEouVlZZYcbZdGFuqHTI7gPXzib0pCenhHrOA8LqKSOWrqGlue1geYGt/eStmkjLQXO5rtCEI+hrcSEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESOqkA847RwekEXTYR0wPHlHdIwMR16jOYZ9ZiMwQBd46qTnPOGfWYZ9ZhdF12cufX2R3AwMR15Rz8ZhdLLtCOufWYZ9ZhdF2hHXPrMM+swui7Qjrn1mGfWYXRdoR1z6zDPrMLou0I659Zhn1mF0XaODHGfWYZ9cRdF1LaSc/ljsBg4jj44cvGMWta3YIu8cHPdHGfWYZ9cZXRdShOckR2SjBzDPrMM+sxiGgG4CWXaEdc+swz6zGd0XaEdc+swz6zC6LtCOufWYZ9ZhdF2hHXPrMM+swui7Qjrn1mGfWYXRdoR1z6zDPrMLou0I659Zhn1mF0XaEdc+swz6zC6LtCOufWYZ9ZhdF2hHXPrMM+swui7Qjrn1mGfWYXRdoR1z6zDPrMLou0I659ZhuB74XRdoQhEouqhnvjpsR1AAj6xxiMXNDt0QDAxHMIRkiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCOMjxhkQRcwjjIjmCJCEcZHjBFzCEIIkI4yPGGRBFzCOMjxjmCJHBGQR4xzCCK3q5QLgqM4mYpV2PUxoNhBablkOblAn0iVc+hA+KKf70by/dHm/6C1F4ZHjCOfLhkEzy9xdc9HuHwBssMgJurP96N5fujzf8AQWoe9G8v3R5v+gtReMIr+h6bq799/wDMmRqs73o3l+6PN/0FqHvRvL90eb/oLUXhkeMcw+h6bq799/8AMmRqs73o3l+6PN/0FqHvRvL90eb/AKC1F4xxkeMPoem6u/ff/MmRqs/3o3l+6PN/0FqHvRvL90eb/oLUXhDI8YfQ9N1d++/+ZMjVZ/vRvL90eb/oLUPejeX7o83/AEFqLwyPGOYfQ9N1d++/+ZMjVZ3vRvL90eb/AKC1D3o3l+6PN/0FqLxjjI8YfRFMObv33/zJkarP96N5fujzf9Bah70by/dHm/6C1F4ZHjDIh9EU3V377/5kyNVn+9G8v3R5v+gtQ96N5fujzf8AQWovCOYfQ9N1d++/+ZMjVZ3vRvL90eb/AKC1D3o3l+6PN/0FqLwyPGEPoem6u/ff/MmRqs/3o3l+6PN/0FqHvRvL90eb/oLUXjHEPoem6u/ff/MmRqs/3o3l+6PN/wBBah70by/dHm/6C1F4xxkQ+h6bq799/wDMmRqs/wB6N5fujzf9Bah70by/dHm/6C1F4xxkeMPoem6u/ff/ADJkarP96N5fujzf9Bah70by/dHm/wCgtReGR4xzD6Hpurv33/zJkarO96N5fujzf9Bah70by/dHm/6C1F4xxkeMPoem6u/ff/MmQKz/AHo3l+6PN/0FqHvRvL90eb/oLUXjCH0PTdXfvv8A5kyNVne9G8v3R5v+gtQ96N5fujzf9Bai8YQ+h6bq799/8yZGqzvejeX7o83/AEFqHvRvL90eb/oLUXjCH0PTdXfvv/mTI1Wd70by/dHm/wCgtQ96N5fujzf9Bai8YQ+h6bq799/8yZGqzvejeX7o83/QWoe9G8v3R5v+gtReMIfQ9N1d++/+ZMjVZ3vRvL90eb/oLUPejeX7o83/AEFqLxhD6Hpurv33/wAyZGqzvejeX7o83/QWoe9G8v3R5v8AoLUXjHGR4w+h6bq799/8yZGqz/ejeX7o83/QWoe9G8v3R5v+gtReMIfQ9N1d++/+ZMjVZ3vRvL90eb/oLUPejeX7o83/AEFqLxhD6Hpurv33/wAyZGqzvejeX7o81/QWouSlSU1JSTUvPT6px5tOFPqQElfPqQOQj2wjYp6CGlcXR3101c4/MlSGgbLgDEcwhG4skhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEeGq1yi0NhEzWqvJSDK1bEuTMwhpKlYzgFRAJjyP3hakpJy9RmbnpLUpN7gw+5OtpbdIODsUThWD1xBYlwG5VZjopW0x1lpmXnGG5mUmG3mXUBbbjagpK0kZBBHIgg9Ywv42L+1G0W1n021Eol6Vxm1Z59tmp0ZmccTKvKl3krc3Ng7SXGnNvMfaZ6xNlTPOIGZ7XCzR3iBcBHs9UYdcVV/3tX+ITSjRLTO86tRVVYonqu9S5tbClyjro+EUEbtrTDysH7oeMRtWKprxxY8RV86f2TqxUrOt+zHJlhlqXmnmkKSw92CSpLKkqcW4sKWSsnaOXUAQstd9cGuLWtub2HjpdbDisAZ7hAODw+eMCuHnXTVaraNa7WNe11Tk7X7AoFRfp1VL6lTbS0MTCCO2zuUUONBSVElQ3HmQBitaCalag1zgU1FvWs3rW56vyAq4lanMTri5ljs5VpSNjhO5O0kkYPIkwsjK9r7WG4J9yzcCwrkMx2JA74x/4Gbrue9OHWi3Bd1wVCs1N6cnkOTk9MKeeWlMwsJBUokkAAARXLxmrqqWpi7Zo1wzckl5CS2EvLShJDO88h47fnjkYviYwqJspYXFzg0Ab3K2Gzh0bZLb/epjBzArCSQSIiezq7dlCvtVl3HVFz6XUKKFKUVFJ2doCCRnoCCD6o8C5i8NQbsrEnTbhep8tTVKS2htxaU+iopHJJGScZycxzP8TxmJpZE4yFxZk0uC3U31ttb3p24tcDVTNvz0x8sc7+/rERWpd1enrLueRqM66qdpEutTUwHDvGQsY3dSQUHB8CI82mV3VieYrsjUqpNTDvmK5lhbjhUpspBBwT98n5Ixj4qppZYI8pvKCfIi9wdeosgqGmw6qZSoDuEN/rA+OIQbr9xuaVv1cVue86ZqgSXu3Vv2bR6OeuMmLgu+j3q5SmLgpdyOSstK0ttx5vt3ErcWlBKlcuWTy6+EZx8SdtEZYYXOs1ruWxJHXlY3QT3FwOV1J4XnoQfjjnfyzEO6cSF8V4ylwu3XMuSTMyUuy7r6yVhOCR4HrF8alT05TrLqE3JTTrD6A2UONq2qTlxI6j1Rs0uOe0Ye/EHRFrWi4vbUWvpqsmy5o+0Isrp3eyAVnuiNW6zVTouKualMefdko+cdoe0+vlPwuvQYisWHWJhenTVZqU24+62y+6t1xZUo7VK6k+oRZBjUc0zIspGaMSX6A8vNSJQTbwurzKh/3McbogewbruVd30purVidelp1SwEOPKKVA7kg4J+6B+SLqZrVXlNZV0d6ozKpKYR6DCnCWxlrdyHTqD88c6k4pgrImTBhAdIGctLi4J12WLahrheyk/cB/8A1jjekciYjmrVipTWrlPocrUZhqTYYCn2UOkIWoIWvmB1+1EWfbLN+XlOVNun3hMy/mLgCg5MrwdxXjG3w2xlUcSiKbsYYXPdmcwWtqWgE7kdUM4vlA6/BTuFbukCoDqYt2yKPX6LS3ZS4qsahMrfLiHe0UvCClICcq59QT8cWRqXTr2pLs9c0pc7zNODiEol2phxKkhWE9OnXnG/W4pJRUYrHQu6lul2jqdbe5ZOkLGZiFLHaDHIgw3A9AIiqyaZeaqb76ajc8xMyb8i64iXW8sqSracHB5ZGOse7SGrVOqW1U5ipVCYmnW5hSULecKikBsHAJjXpMf9ofDG+ItMgJF7bAA33530UNluQCN1I+4dwHyxzuSOhHyxCFv3JcD+nlzVB+tTrkzLushp1TyipsEjODnlH0tu3tSLmozFblL0dbamN+EuTL24bVlPdy+1jUZxQZ+zFNTueXtLrC2gBI5kdFiJ81rAqa9xz6o43euPE3LzQpIlFTKlTIl+zLpJ5r243ePXnEJ3JKagW7VZCjzF4zTjtSIQ0pEy4EpJUE888+/ujoYxjLsIjbK6Fzgd7W0NwANepKzllMYBsp5CvZ8sc7h4D5YiS5pe8bQsd1VQuN56cdqLex9p9zclspOU5PPqMx4dQLhrsjblozEnWZxhybp4cmFtvKSpxWxo5UQeZ5n5Y0arihlEx7p4SC1ocRpfvGwCwdOGA3GymnPPujjePV8sRvMXPUFaOorQnXUTpaSz24Wd+7tQjdnrkjn8cWxaVyXBM2bdU5MVqddflWmVMuLeUVNkk52nPLMZy8T08U0cQYTnZn8hYm3wUunANvC6nALSe+BOOeYhS2be1Huijs1qSvZ9pt8rAS7Mu7gUqKe7l3RLEtI1Jq3Wqa/PFc8mTSyuY3H0ndmCvPXrzz1jewjFJMUaJHQuY0gEE21v5ErKOQyC4CqQVnvjguAcsE49Uat9eKZxZ6B1+2qDcHEXXag5dTriJVcnXJ0Ja2ONoO8KxgEup6Z6GJxu+c4heErh3vGvXtqgbsuKs1CTkKNPPTUxN+54cSsOLHbAYVtBKQMp3AEg8we5ZaTcQuXBzCA3dZrlY5847EpCd0aurib4pdGdNbP4m3NdqtVGLifYdcpkzUZh9KUvJLrSXG1qLbiShBCkgDbuwnd1TsnsS5272smgXg0wWEVumS1QDROS32rSV7c9+N2MxFldTVYnJaRY769FXdxhuBjWfRf7pvXHiE1HsKwdeK9QmrfqFQmG25isTaGUMIm+zS22lvOMbhgYxgeyL60A4ptVLbsvV61dTqiK/cOm8i/OSU3MEuqccbcUytpxYx2iA6WyDkKIUoE8uU2VLMSYT3mkC5F/JZ670+Mdyr0cxqykJLiluPRKp8WI19rrXmM0rNPbqD6N7KXg0pSUpUGQAtSsNbNuB6xnPvhn1PqGsWiVr3/V0JTUJ6XcZndqQlKn2XVsrWAOQCi3uwOm7HdCyspq32h2UtI0uL9FJ5dAxkdTiOdwjCvVjUa/6Xx92TYtMvKsytvTrEkqYpTU64mVeKg9kqaB2nO1OeXcPCIS4k6VxXcPj1Knq9xF16dZuOamkSjUhWpz6iGyk4Vvxyw4npnpCyrkxARhxykhpsfgtoJXg4EAvv7vXEEcMOlOuGnDVce1h1VdvJNTEsqnhU7MTHmwSHN/14eju3o+D9zEQa66g6h6O8aNizcxedbFiXWqVacpy51zzFtayZZ36kTt9Alp08vtoK51UY4xI9ttbLNYrx3RwHB8pjDrVLUO+bw447O0htO8a1SaBQJVmerrFPm3Gm5kpCplaXQggKSUBlvn92rxiG7ZnuJHjHvK/LrtbWKoWjS7XWpVPp0vUJiXbG4r7FsBkjntaO51WeauSSCNqyqfXhrsjWkm5HuFytlPagHbjx68ukc9pkZGPljXjZvElqhePBRqXO1W6Z9N0WXOU+Xla2y8pqbWw9Ns7d7iTzWPqiSoHmkgHJyTeNS1I1AR5N2W1CRelaTc61N5q4nXPPD/AKcdn9dzu+AAnr0hZSK9hFwP0c39Fm4HMjIMdkqB6CNbGumserFF4XdDrlpGpFySVWrTVRNRnWKk6h+bKFJ29qsKyvGTjMfe4rl4qeEnVex2dQNYHrspNyzAD0s5OvzbK2UuIQ8kh9IUhSUuJUlSTzPyQssDiQB+qbaXPnstj6l4PsjjtQe6MBtcLw1n154sJnh4sDUadsui0WXAcelJp1ntVpl0vOOOBopUs7lhtKd+MDd1yIqXDbqVrVb1Y1c0R1IuWq1xy1aPUJqmVqYddW426wCghDy/TUlW9C05JKSg46nCyyGINdJlDTa5F+Vws6Nx8Y47TkT3jujWPw9Wlxd8RNrVC6bY4kqzTZenT5p62p+uT29Sw2he4bMjGHAOueUXXxb1vXbQXR7Sm2Z7VytLuRT1bTVqpTqpMJM8O2bcaC1qIWsIQ6Ejd0wccoWUDELxdqWG39bLYelQUnMdSr2RzyjVxoHTeK/iQqF1N2lxFV6lC2npdLyZ+tToDgfU8EbCjd07BXh1EFdUVRhc1jW3Lr/BbSUnIjmI90Js2/7D01p1s6mXeq57glnH1TFSVMOvF1KnVKQNzgCjtSUp5+ESFELaY4uaCRZIQhBZJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCK1tSLCtDUiz6haN8U5mcpM63h0L9FTShzS6hXVC04yFDmMRrU0vpVMq2olzcMcvOm/tJ0zTzxrSgJcW6EIVuqTL7g2NlByhXPs3eW0EKAOx7VnTGT1etCYser3NX6RTZ30Zw0d9pl2ZaIILS1LbX6BzzCcZHIkgkGLP7iPShjTD9SajVm6qPRpp0v1Z2RmpdE1WFjOwTbimDvQjPooSEoHXHWC51ZTvmka5o28d/D+qgbgE1P1Dkb9rWi1ELt56eUpyYXK1rmwmnNhauzcQHACUPHB7HO4FSlJ5JVmbPKAWA1fPDnV6ohoqnLVfarLBA5hKT2bwPq7Jxaj96ImHSjSazNGbRlrJseleayEv6a1rIU9MukAKddXgblnA59MAAAAAD1apSktOaZ3ZJTTCHGHqHPtuNqGUqSWF5BHriQpZTObSmKQ8vcsG+BldT1x1/qOsVzS43WhbMjSWMq3f315uiX7TP75DUwojuLnqit8EAxxYa4DP/AI3UOv8ACSor/kuZeXb0ku2cSygPu3H2a3APSUlMsyUgnvAK1H+UfGLC4a76tHR7i51mltTK/J24mdm6j5u/UHQy0vE8XUjerAypBCgPth0jJc+ECNkEjjuSSfRW9oT9c4t/4uVz8s5F4cOH+t26o+yt/ojMWrwvyc1edK4o65QGVvytYoNTYk1bTlxyYTNqbTjrnBBx6x8Xm0N1g05tngd1JsKuXTJSlwzjtQZlaY4v++JkzDDTbam0dVp3BQUQPR2knHWIJ0VML2tylx3a/wCayg8nkf8A8L1A/Hqh+kri+5rlr3Lfg/8A6VUWb5P+mzVO4XbZM0gp86mJ+YaB6lszTgSfj25+OLordRk6Xre1UJ+ZSxLst+m4roMy5A+cx5Xil7Y46ZzjYCaP5m66sJy00RPgvTMj/V7lx4t//SqjnSX7Lrp/CK/Orjy0ypSlwa2N1OkrMxLNoVl1IO0hMuUkj1ZUBnxjrYdYpdt3ndDVanWpTe64EKdO0Kw4o4BPfgjA748pSzxtr21LnWYaiY5r6atHPZS0gOzcrn5Km2iP9Kb+/FVf/NimUlK6ExQa6CUsVGVnJN3BwCdzief85B+KKpZgU9b19zqEnsXZZQQrBwrk4fyEfLH0maWZzRWQnkfCkJtx4+O0urSfnUPkMcpkL3wMkj+syJzx6SX+V1Xlu246E/FXXoq02/Zr7bqEqSZ1eQRkfBRF1XokIs6sJHTzF7Hq9Exa+h2Peg9+Or+imLpvggWjWef/AIk99Ex77BrHAGO55D963Y7CG/grb0S+ws/jbn5ExUdWPsDqfdya/OpinaJgizMH/bTh+ZMVHVc4sSp8+eGvziY16Yj/AAtr/wAI/IqB9h6KKG70qv6n3vVTb7hlQhQTO71AHLpV0xjqcdf7Iu6nzfmWhjrqTjey60O74bpT+QmDKUnQf4IJLSscu/zkxQ6nP+b6MUmTSQVTk2pBB70ha1flAjzLDNQAySyZz7KLaAWvYAab7qgd3Un9FeGoy5odLsWs7drgy6cd4DocA+RRi6NQFGl6m23Wkeil/sW1n1doUqP81Yi1rvoN+yFuSTlxTEu5T5EJZl0N7SWwUgAckAnkBnJiv6pTBnLdtS528YKUknPetCVAf8xXyRS1xhgqGlhZ2fYvAOh7vdceemnuWFhlcOliqjbSVVLWWtz4GUSjKkZ8D6CMfMr5Is6zLqq1qz9ZNJoLlSMy6kObUqPZ7SvHwUnrk9fCLz0aWJ+buOvOIwZyZSRnuyVqx/zoo2lVxUOgVG4FVioMyvnDzfZlw434U7n8o+WL2DtG0cwl7PtHzOzaaXHjpsLLMW7rr2uSVLFu1GZq1FlKlNyipV6YaC1sqBBbPhz5/LFtaxfYHPH/AH1n84IuikVmlVyWXN0idamWUqLaloPRQAOD68EfLFsaw87DnQOvas/nEx7nFiDg0xz5vxZ166b6aarZl1iNui+tp/sZSv8AB7n5FRFtiXtVLZpM5IyNuuVBuYeK1OpKgEHaBjkk/liUrTI/UxlTnl7nufkMW7ooAq1aqTzImVY9X1MR5qphlmnoGQyZHdkdbA7NHVUm5LLG2itK2cfqX3WfF2XI/nCKvp5e9wU+QpVvS9sOPSany2ZzCyNq3SSrkMctx7+6KRbPPTG6z4uy/wBIReemt5WtSLMp8hUazLMTLZe3NqJ3DLqiO7wMcfBQWzUp7fsrRHXTvDtDpqq4t22NtPvUmJyeoiKNVfs5tX8Kj86mJVYeamGkPsuBbbiQtKh0IPQxFWqv2c2rj/Go/Opj2XFZvhdwf0o/9QWzUnuKr62fYc3+OtfkVFq3dLNzkjpxKOjKH5ZltQ8QQwD+WLq1tI95rZzy89a+iqLcr5B/Uw+8lh88vHneI2h9bUMPNsQ//Y1UzaucPL5qhy887M6eSVuBX1VVeEqU+KcbvpKHyR3tRIbs69kDolDQ/wCcY+dLpjrWqnuKofUWao7MpT3AJJWk/wA0Jj7WwP8AwQvgEY9Fvr98qODShz5QX7sbJH6MjN/mqB3jfwIXrsW/bio1GkqLJ2q5NyqXFATPp4IUsk9Bjlkjr3RN6clCcxGOmd42vR7OkpCqVmXYmG1OlTbhOQCtRHQeBiSZOaYnZVmblXErYeQlxtaeikkZBHxR73hJ1qGNpn7Q5W6ad3Qaaa+9blPfIATf7lgj5SP9kjR38PNfn5WJI8pOP/w5J/h+S+i7Eb+UjI/VI0dP+/zX5+ViT/KPSU1OcNsw/LNFaJOtSL75HMJbJU3k+A3LSPjj1pXNk1NT6fJRJxNj/wDt86Veyi/obsZf8Puf1C9POf8A5MUz9GRGB+v+r2nNycE+mNiUK7JGer8oaemZprTgVMS/m8u4hwuoHNA3EAZ655ZjPrRGlz1E0dsakVOXXLzclbtOYfaWCFNuJl0BSSPEHkfWDELOjIfOSDfutWIPBmM8ZutXrNS/ykiIfowzdPFV6qVVP8qIi9+HTU+wtK+LvWKs6gXRKUSTmn6nLMOzO7a477oJVtGAee1KjFmaYS01f7fE/e1tSr8zSJ6iTrzDym1JK0uzvnCBgjkeyaWcHBHqjIFc8ODmMaN7vKlOwwf9C/r5zyxOf5RTE6eT/wD2q1pfh6l+nPRizZ+sOnEh5PSu6dzd2SCLmcfelmqT2o86cLk4l1K0t9SjZk7sYBBzgjEZYcCFMn6Twt2azUpdbDj4nZlCFpKT2Tk48ptXPuUkhQPeFA98RfVbtC4PmZY37n3qCdZf9cn09/ASH0X4+/lSRiQ01/Hah9GXjz6yEHyk2npBz/e8h9F+PR5Uoj3P015j/Dah9GXiSVVN9jP+1/BZ0U/PmMvz/wBjT+QRiR5Siwnq3pDSdQacP78s+qtuLV3iXfw2o/E4GD7MmMt6cQZGXwf9iT+QRFnFnKy8zw26iNzDKHEpoUw4AoZAUgbkn2hQB+KMV1KqMSU7mnosceBI1DVjUnVLiKuGS2TU9spUpz3JbSoBbjYJ6lKG5cE+B9cUzyavOnauffyv0ZmJW8nZJsI4Y5Yy7KEOTNVn1rKRjevcEgnxOEpHsAiAOB/UyxtH5jV2galXJJ27UMpKGJ9wNKdWwZhDjaAfhLBKRsHM55CM1ymBsYgc475iT5hR5pH+051//HaD+moiZap/rVsn983/AJcMRZobbdYrXBnr2/TpN11p6Zprragg80yrqH3j/JbO4+GYuKd1f03mfJzs6atXZIe+hqaTKKpBcxMhQqZmN/Z9dnZelvHo55cjygtaMhjNebD81bfEP+1C4e/wNU+miKte2tUvxma+6ZUCfo8rZFMpE3jdUp4uLmStxta0jDaQFqDQQ2nvUevMCPBxLSUzTuEvh7lptotuebVB3aoYO1zs1oPxpUD8cSt5R2Wl5PU/R+syrKGp1b76S+lOF4bmJYt5P70rUR4EwUvDhmN9AGXHVevjD0w1A0l1ckuLzSdpb4liya2ylJX2SkN9iVrQOrDjQCFkfBOTyzkTvYOvVq8QWgNy3ZbyTKzkvRp1iq05agVycx5uo7cj4SDzKV948CFAR4OKqpUTiourRbWOo25R7HblnEST88x2Ic3tNrQl11athQpC3BzABOBEHcKrlKRq1r2xp86pdmG3auZQt7uxLQdPm+M/vSvbnngqgtwTNjmPZHR17joeqs/hS4ktT9GLIq1v2Po3NXhJz1UVOOzbSJghp3sW09n9SbUM4Qk8+fpRKPlK6rN1ywdIK1PyZk5moszs2/LKBBZccZlFKRg4Pokkcxnlzjt5PjXPSPS7S+4aNqBfVNoc7NV9Uy0zMqUFLa82ZTuGAeWUkfFHw8pLeFtX9Y+ll1WdW5ep0efmax2E5LkltzYZdCsZHPC0qB5dQYgla97UBBffbTp3gtiBHKNSXCxxN1Ph0qd7e52mE1d5uF+UC+xnlS3mvYKmMZ2sO7t/bHrtxsPXu2PWvxL6FXrXpS17V1No9Rq0+pSZaUYWorcISVEDKccgCevcYxX8lyAqp6tgjP1ejkfLPRit6pd2tRF2Lv1td+SzhtKurue1aNcq5EySqtIS88ZZS95ZLraV7CcDON2M4HToIrEcAYjmC6oBA1SEIQUpCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkeOqUyUrFPmqXUG+0lZ1hcu83kjchaSlQyOYyD3R7I4Jx16QTdWRpZozpxovR5ug6a2/7kSM9Mmbfb87fmN7u1Kd2XlrI9FIGAccukWvqpwn6Hax1hNx3raHaVcBKVz0pMuyzrqUgBIc2KAXgAYKgSMDBAiXeXcY5yMZBgqTBG5uQt0Vo6c6UWHpLbgtPT63ZekU3eXFNt7lqcWRgqWtZKlnl1UT4dOURdV+BPhlrdwruOa0+7F153tnpWWnn2ZVxecklpKwEj1JwPVE/wCR1J6QCk8uY58x64I6CNwDXNFhsvFR6LTaBTZWi0WRYkpCRZTLy0sw2ENtNpGEpSkcgABjEUitad2lX6guqVWll6ZcACl9u4nOBgckqA6RcmU4yMGGR4RRUU0NU3JM0OHQqzKCLW0VFoFoW7bO/wBxaY3Lqc5LXlSlKHhuUScfHHjr2nVq3FNmfqNO/vhWAtxpZQV8seljryEXNkeEMg8x+WKHYdSvh7B0bcnS2ijI22W2io8tadCk6K7b8tIIbkXkKQ42kkFYV8Ik5zk+OYStq0SToarbl5TbTlJWlTO9RyFEk+kTu6k98VgbSSOXLrDkO6MxRU7bAMGgy+nTyU5R0VMoFu0i2pQyNGlOwYUsuFJWpeVHqcqJPcI9dQp8tVJN+nzjfaMTLZadSFEbkkYIyOY6x6eR8PljjIEWshiZH2LW2btbkpsLW5KnUO36Xbcl7n0eWLEvuK9m9SvSPU5USe4R3rFGkK7IO0yptF2WfAC0BRTnBz1BB6gR7jjpDl3mMRTRCLsA0ZbWtyt0SwtZUgWpQxQPeyJMim7dvY9orpu3fCzu68+seJ7T61H6dKUpymnzWRWpbDfbOeiVHJyd2Tz8cxcvLxjgxU+hpn6OYNrbcunkoyNPJU6s0GmV6nrpdVlw/LKIJTuKeYORzBBEeOcsu3p+jS9Am5EuSMsQppvtV5SRnHpbsnqepiugAeEc8oyfRwSkmRgJIsfEdFJaDuFSaBbNHtmVckqNK+bsuL3qSVqXlWAM5USegEURzSaw3XFOuUUqcUSVK85dGT44CovHA8IY59Iqkw6jmjbHJE0tbsCLgeSgsadCFS6BblHtmUXIUSW7BhxwuqSVqVlRABOVEnoBH1rVDp1fkF02qMdtLuEFSAopyQcjmkg9Y9+EiOOQHWNgU0TYuwDRkta1tLdLKbC1l4ZSiU+RpaaLKs9nJobLSW9xOEHqMk58eeY81CtSh23KPSNFkzLsvq3uJ7VasnGOqiSOXhFXABjnI6ZiPZYbh2UXaLDwHTySw6K25bT+1pOmTdGlqaUSc8Ul9vtXDuIORz3ZHPwMeA6Q6fkEe4h/pT3+fF54EcH2RrPwqhfbPC0227o05rHs2nkvnLSzUow3LMja20gNoTnOEgYHWKVWLSoVdnpWpVOTL0xJEKYX2i07CDnokgHmO+Kz155jnkBkxty08UzOze0Fumnlt7lkWg6FUuu29S7kkfc+sS/bsBYcCN6k8xkA+iQe8x5n7Mt6aNKL8iVGi7BJfVVjstuMdDz+COuekVzKR0huSOuBmMH0cEri57ASbfAgj3EAqC0E3sqIizrfRXjcyZEe6J5l7tF9du34OcdPVHwlbBtaSlJ6QlacUS9Sx5yjt3DvwSRzKsjme7EXCVJGAcernAEE4GIw+j6Y7xt5nYfpaH3jdMjeis46RWB/5kP9Ke/z4uyRkpanSbEhKN9mxLNpaaTknalIwBk8zyHfH2z4iONycZyAD35iaagpqMl0EYaTvYWQNDdgrB1L0H0s1eqVGq2oVsmqTdvqWunOCdmWOxKlJUThpxIVzQg+kD09sXfXaBR7mo83QLgpsvUKdUGVS8zLTDYW262oYKVA9QYqHLOcwBGcdY3FAjbcm2+6gW3eBzhqti5k3XTrA7WbZeEww3Nzz8wwy4DncG1rKVcwD6e4AgY6CJ5UkqRjOD4x29EeEDgjPdBRHEyIdwAKC67wScMly12oXJW9NjM1GqTLk5Nu+7E+jtXnFFS1bUvhIySTgACJIsTSuwNM7dNqWLa0jSaUtSlOyzSCoPFQwS4pRKnCQMZUTyi6wU9+IEp58xygobDGw5mtAKgCY4E+GWauM3I9p9hxTpfVKNz0wiUUsnJJaC8AEgZSMJ5D0cconeQp0lS5Jim06XalpWVaQywy0gJQ02kAJSkDkAAAABHoBA6wKk+IgjIY4zdgAUfV3QXSy49Sqdq9WbaMxdlJS2mTqHnswnsggKCfqSXA0rAWr4ST19kd9UdC9MNZ0UxvUu2/dhNHW45JATkxL9kpe3cfqLiN2dieSs9PXF/FQ6mG4dIJ2TLEEb6rqw0hhpLTYwlACUj1Acopl2WrQr3tuo2jc8j55SqtLrlZyX7VbfaNKGFJ3IIUPaCDFV3ezl1hk9SIKwgEWKtfTjTKytJrYas6waOaZSGXnH0S/nLz+FuHKjvdUpfM+uI81H4N+H7VW43bsuyys1aZXvmpiTm3pbzk8vriUKCSTgZVgKOBk8omvcPCG4dTiCrMLHNyFugVt2rpzZlj2o3Y9q2/J0+hNoW2ZJCNyHAv4ZWVZKyrJ3FRJOeZiIk8B/DCi4vfInTw7g52okjPzBlN+c57Lfjb+8+D6oyB3DriGR4QUOgjeAHNGij7U7QPSjWGQpdM1DtNNTlKLv8AMGW5uYlUsbwlKgAw4jIwlIwcgY5YjnU/QbSzWOZpM3qPbKqs9QlOLpziZ6ZllS6nNhUQWHEE820dc4xyi/8Acnpy5euO2UnmCIKeyYb3aNVFmrnDNo5rbMStQ1AtbzqoSbfYsT0tMOS76W852FSCNyck4CgcZOMRUdPdBdLNLrTnrKsq1m5GmVVtTc/9WcW9NhSSklx1Sis8lKxggDJxiJBKh3EQHM9YKOxjzZ8ousfv7gjhRH/+LCf/AI5Uv/8AYi4azwk6AV+z7fsKr2H5xQrWMyqkyvupOpMsZhztHvTS8Fr3L5+mo46DA5RMCiM4yPZDI/qgo9miAIyjVQzZXB5w7ad3TIXpZ2nxp9Zpa1LlZn3WnnezUpCkE7HHlIPoqUOYPWLn0q0G0r0Vfq7+mlsmkKrxZVUMzsxMdqWi4UH6s4vbjtXPg4zn1Rf4wenOAxnkcwWTYY2WLWgWXaEdSRnrHOR4wVq5hHXPPrAZ7ucEXaEdSrHXEN2YIu0I43DvMNw6Zgl1zCOu8Zx3+2CTmCLtCOpPPGfngCBzJ+eCLtCOpUM9Y5yD0MEXMIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgi4McbvGLO1UoN/3BZs5Jaa3yu1rhSntJOdVKMTDKljo26h1tfoHxSAocjz6HDC3uI/iKrr09oBd17+8jV6mzak0memKbJqlK4o/BlHgplSGlKBCmnWwEqCgCCcFRak9W2B4a4b7ea2BRjXrxxQXNonrjZdh1G16a5al1ql0KrDji0usFT/ZPDGdv1MFCz6ljvij8KnFvP35Vn9HdamfcbUWlOuSx7ZtLCagtHwk7QAlL4AJKEjaoeknlFL8pXYb1w6OUu/ae3umbRqiHXFDulpgBtRH/AAgY+LMSFTNUGSmM0J2V8cSnEjcejt5WHYVl23IVytXpNmXDE06tPZJU6202Rs+6UtQye5JiONX+NnUeS1Tquk2gumbV2T9u9oiqzC2H5gl1shLoQ00UlKELISVqUcqyMDkTZOjdwq4nOM239QEO+cUyyrRkppwkZSiYMunLf3wmZl0/8EfCKhwRDfxY64FwAq87qPPr/wDmaomy1DUSzuGR1g51h6BSpo7xjnVXRW/b3Nrt066LAo8zUJ2nKdUqXfUhh1xspUfTSlRaUkg8046mPVpbxR3HfvDFd+u07bNNlajbon+ykWnHCw6ZdhDidxJ3DJXg48Ixj0HJSeLdtPJHvcrnojpyM5iLw4cP9bt1R/8Ajf6I1CyQ1UrrAn9F3vHNSBWuNW8qZwtUDX5iy6O5UKrcK6O9IKed7BppImMLCs7irLKB4ekYrfFNxXX1oDUrNo9EsumVmcuWSU880+XQpD4UhPZthByclRGOZ6Ra/Cto7amuHBlblm3iudTItVubnkmTdDa+0bfdAySkjGFHIxFpeUQmpen6yaPTs68hliVdLrrqztShCZtkqUT3AAExAUySztpu2zbhtttzur10l47LmrOqFN0p1p0oes2o1txDEk6e1bKHV8mkuNOpztWr0QtKiAcDHUil6l8cWsFt6z3NpLYWkMlcztCmVNthhMy9MuNJSklakN56bx0HeIs/XC5Lf124zdKmdJqsxcbVGMk5Pzkh6bLKGptTzhKxywlsEnu5gRTbc1KsnSrygmoV137W0Uql7ZuWEwplxzDi0skDa2lSue093t7omyqdUSgFvaaB1s2m1vcspuF7WbVzVtVyp1T0pfssUkSYkO0l5hrzvtC8HMdsOezs2+n3fPui/tSb8nrKXICTkGZnz0OkhxRG0o24xjx3R7NNtT7G1aoTl0af15ur0xuYXKGZQy42A6kJKk4cSlXIKTzxjnFqa2SyZyq2zJrJCX3XmyR3BSmh/XHA4lqZ6PDpJaY2eLW9SBzXVzOZBmDr+KrFf1JfptoUq55GSYfNQUlK0KUQlBwdwBHXBSRHF56jzVBmJOkUamCdqc20l3Zz2pz0AA5kn8kRnUplbVh+4Ewr6vS6yttSc9ApKjn4zui6pnB1lpAzkGXaH/QqjyH09W1IyMky5jE3l3S6+YjTmR6clWZnu0Hgq5amplRqs7N0Ku0dMnVWGVutNjcO0KU52bTzBxz5E5GYok1rBd0i83KzlooZeeIDbbiXEqXk45A8zz5R9pr0deZcDpsHL/3dUdtUhi+LX9bjZP8AxyYsqa3EW0MkgqCDFKY72GouNdtxdZF7wwkHY2V7WPXq3cEg/MVyjKpzrbuxDakKSVJ2g59Ln1JHxRbd6akVq37n971Kojc6pTaFoGVFaiQSQAOvSJFQPVjnEQXPPSdO1mkZ2oTDbDDTSC44s4SkbFDJPxx3MblqsOoImtnIdmaC/TY8zyVsxcxg19Vd1kXVc9fnJmXrttuUxtpoLQtSFjerOMelFuTWss5LXQ5RvcyXMq3Peal3ercUBe0q8IkOSuCkVWTfnKVUGJtpjO9TSshJAzg/FGPD0g49azl1HJdVVy3uPrRv/LHMxyvq8OpoRTVBee84u0N2tI00FufJYSPdGAGm6mXUi/J2ykU9UpIszHnhdCu0URt27cYx99Hsp15KnLCXeDku2haJZ10thR270FQ2568yIsfWN1FWlLVdZJKJztFIPqWGiPmMUenVR1Oj1VpbqyFMz6ZdA7wlSkKwf5QX8sYVWO1NPidRHn/FiMlo00dla770MxDyOVle1i6k1C7VVMTNPl2PMZbt07CTuPPkc+yPnSNTajUbQrFyOU2XS7TXUtobClFK846k8++Ld0ulfMKpdkhnPm0u41nx2qUP6op1r/sWXV+MNflRGnSY1iDqaFz5DmLZidBu3bly/wC6wbNIWgk8j8FL1k19+57bla5MMIZcmO0yhBJA2rUnv9kUZ2+pxGpDdliRZLDgJ7bcd4+pFfTp1GI+mkf2AU32v/nlxakzy18l/Yf0VUd+fEKlmH0Uwd3nujDttQ4aq8vcGtPWyrmoepU5Zs/LSMpTmZhTrBec7RShj0iBjHsMViVvBc1YaruRLI7VEqt4tZO3ekkEZ64yDFgXpLe+HUSpywTuTTaQ6cfvuyJHzuj5I9NnzZmNG60wTzlkTKAM9AQFf9aOdHjNY7Eqlhf+LyyZNtCwD381V2zs7hfTWy6S+tFyFj3RdtRC5FKtqnUFYT7N+CMxJ9BrktcNIlqtJJUlqZRuAV1SQcEH1ggiIdpFeo0tpLPUl+dZ89eeWlMvnKzlSeePDkYkXS6QmpCyKcxNtqacWHHdp5EJUslPzYPxxbwziVZU1LY5Zu0a6MPOg7ridtB81MD3OdYm+iiOS4mLgVxdzXDfUrfpzdODBdk6ihS+3dPmSZnCkk7QPhpyPuR0zFO0i4sqvqTxL3dofO25ISlOoC6k1Jz7S1l59yVmEtekCduCnerl4CIp1OAtvyl9lVJRKRVZKVOQD/sku/L/AJUYiE+Fa5lJ42k14ubW6tU68VeC97UwvHr9LHKPegLmvrJGyhpP6ZHosp6Dxk3ZXKHrVXWrRpKZfTFakU7Dzp89HnDraS5z9H0WwfR7zFMd4xNb6lpBZupVkaKNXBM3A/U0T8vJMTTzckmXeCEHKMkbhuJ3eHKIZ0OkBNcHvENeRG41eeMuVZznswhw/pPzxkvwFAf3JVGP++1T9JdhYLOGWWdzW57XBP8A7v4KG7J8oBr9f092FtaCStVZl5lpmdckWZx/zYLV9vtyEnAJ5+ETbo7xO3JqXxJ3zolUbap0lIWozUHWJ1lay+8ZebZYSFg+jzDpJx3iIi8l3/gepf4/I/kfiz9GdTrC0o45tYbk1DuSXolOmV1qSamX0rUlTyqkwsIGxJ54bWeePgmFlhDPK1sT5JLhx12HVZHaccTlx3txR3XoLOW3TpenW63NrZn21rL7vYraSAoE7RntCTgd0XrxPax1bQjSac1EotJlKlMys3LSyZeaWpLag65tJJTzyM8oxR4Xrjol38ft/wBz23UUT1LqchUpiUmEJUEuNl6XwRuAPyiJt8ony4ZKqef6508cvwwhZbEdQ80skl9QXW9CohpvlGdUqO3Sbj1B0FXLWrVlhLNQljMNB5J57mVuJLbh2gnbkZx1HMifeIniyt3RXS+hXvRqemuzt3toXQpYuFtt1tTaVl5w4J2JS4j0RzJWkcuZGE+oWulmai8Lem/D1ZzM/ULulJiRZfaUwGmW3EhaAkLURuKlOADHLrkjlm9OM21Z6yJLhws2puIcmqPIeYzOxW5Hatqkkrwe8ZBGcc4WWo2slEb7PuLDWw0JUl6XccWpreptD094gNJha5uhbTVOmWZd+WW2p1ZQ2VtvKJWgqwklJBTzOCIufiQ4w7p071HldGNHLBRdV3FlD8yh1DrqWipvtEtIZawtSuzw4TkBKSOR54jrygfoa56KLT6KvO+o68pyXxHNkgHyn10lXpFMm5gnnj/S1kfkhYKwzTtJgz/pAX05qWuFniyqmttdrmnN+2f727zoDa332GwsNrbSsIWChZK21oUpIKSTnOQeoHz4YOLWf1rk9Q6ve9IpVu06xm5Z9yZYdcUnsViZLi17s4CRL55eJiKtIcp8pRqGhBKQqSnAQOWRslj+XnGI1panVG1dPtSNNqJtRO6gVOlyalqO0easrmi6kK6JKluMpJPLapcLBV+2yRBuY31cPO2yzjtnjR1KuTR7UTW1GndIlqDaj8vK0cuPOhU+45MNoWlfP0djTiFHGBuUPA4ux7i7dpPCVTeIWuUansVqsLdlZCkpcWGnpkTTrSEAn0sBtouH1JMUbXrS+k6PcAtd0/pbScU6QkTMu5yX5pc8wp5wn98tSiB3DAGAIxM0Zd/uiq3otw7Tagi27URP1Cqt79iphxU2/MOpHTOWeybG3JG9w9ASFgs5KieF4iLrlzRb9okfILKrU3i+1S0x0JsXVKtWBRG6veMw4TTluvBuXligrZVnO7cpG1RB6BWMA5inWBxc8Tl1XlbdFrXDbNU6j1iqScpNVHzCeCZeXedQhb25Q24SlRVk8uXPlFL8qG00xprYzDDaW226u8hCEjASkMcgB3cu6J70j4m9DNQXqJYNoX4xUa87IJSmTTJzKCS0zuc9JbYTyCVHr3coWVge81BidLa2XpqefvULaxcbOq9j64VvR6wdJ5K536YWywltMw7MvJLCHVHY33DcencIrNscV2tjml2omoF/aLe9l+0ZGUmaczNy80w3PLddUhaSXACQnCT6PPn64h6tagWfpj5SGvXhfVbbpVIlWlodmFsuObVLpqEp5NpUrmSB0jIDX7VSwdX+EnUi5NOrgbrNOlZfzFx9LDrW15K2FlGHEpPwXEHOMc+vKFljHLI/OTJqC6w05KGKZ5RjVyVpkpelyaCIVaD7/YrqUqqZbbUdxSQh1aS2VApUNveRjIMSrrPxlzNkz+l0xYlAkKvR9RWG5lExOqcbcZbW62gDak/CAcOQehSYgaYuK3WfJjyVCercgmpvT60tSZfR26le67izhGd3wAVdOnOLF1EZdYsnhbQ82UKMqtSQfuVVFBSfZgj4sQsFQKqdrfrX0ab6aXOoWSOtHHXcWkfELPaSLtGkP0SnzlPafqDrziX0szDDLri8A7cp7VWPYIk3UTiKuCzOJiytCpS35CZp90yrcy7POLWHmSpb4ISkHaQOxHXxjCTi7sqcvji31UkqeczFMorFXQO5SZalyrrg+NtLmPXiL0ty9XdQeJPhpumYmfOJmZtWTYmnSclUwyudZdJ9ZW2omFlkKyUSOYT+kAPK+qmPXTjTv6gaszmjmg+nCLsrFHT/AKYrcZefPaBIUtDbbRScIBAUsnGcjAxzkThR4oDxASVZotxW6m3rstpxKKhIJUvYtCipPaICxuThSFJUg5KTjJ5xj/w81Kn0jjs1jq9Xmm5eSkZesTEw+6cIabRNtFSie4AAmJS4Y7H0pk9e791LsDXSj3jNXOzMzD1IkZQIVJNuTSXN5cDqt4SSEZ2p655dIWWxTyzPlDs2hJFtNgr44u+IKu8OlkUm66DQZGrO1GpiQWzOLWlKUlpa9wKDnOUY+OIVsnygl4Sl10Gka2aPOWtRrlU2mTqqe2ZSlCykB7a8nDrfppKikjaDnnFV8qJ+w5bP8Y0/oz0RHx0Vug1zRzRChUWrSM9U0U5O+VlnkOOoCpWXRzSkkjKgR6yk+BiAsKuoljlcQ6wbl063KlzXPjU1S0510qejNiaXSN0TEo3LuS6UCYcmXt8ql9XoN9doKug6JzF6cMHGErXO46xYF2WSu2bporC5h5jtiUOIQ4ltxO1YC21oUoApOe855ERAdx3LQbI8pfJ3DeFZlaVTZCSbEzOTjoQ20VUItp3KPTK1BPtMevRWclNS+NHVrVGx3i/bcpRZ0eftIKWnFqaaZRg4+3U26sHvCCYkhYMqZu1+tfvEZdNre9VO6/KCar1yvXBO6L6RM1e0rXKlz1QmWJh5XYp3fV3C0UpZQUpUoA5OEkk9QJ0tni9tCvcN09xCP0eZl2qTmVnqYh1K1pntyEpZS4eRClOtkKI+CrJGRiIA8n222rh51cJbScl4HI6jzFX9p+WIZspa/wC4A1CQVq2m95LIzy+ty39g+QRACwbVTNaHl18zXHytspipnlD9ZqaadfN8aKS7Gn9UnDLNT0s3MIURkght9ZLbiwEq9HaN204xg4k3iS4zLr0kvO0rb08synXO1dtHlqlJLWp4uPKfdUhpttLfwt21OOWfSj70DQ1HEDwT6e6fi5U2+VSEhO+eeZedc2wrKdnaI67zz3fFEE8TtPpej/ELw9U2vVwOU+yaPbrM7UVMKTvZk54hx4tp3KTlLalbRuPdk9YmwVj31UMWZztDl103J1Cn7QfiR4g9SdR5O1tQtB5q1KM/LvuuVJyTm20oWhG5KMujblR5fkiKZbygmulcq9Zk7P0KlK6xRZhbcyuSbm31NNhawlS9gITkIPyHwMZeaY66aV6yOVFrTa7G60qlpaM3sln2uzDm7Z9cQnOdiumcYMYo+TZAN8a0ch/h0h3f79PQsFa90l42MkvmJ10V90zjnl7q4bLs1mt6025ev2g9Iy89R5t8rZ3TEy00FJcSEqKSlayMgEKSQe4mvz/FJcspwfy/Emm2qaqqTGz/AEtLjnm6d0+ZX4Wd3wfS9vKMJ9PkpRw68TzaAEoROW0EpHID/TV3oPiETZWv9asp/wDwX+WzCypiqpnDvH9An1BtdX5qjxt3hYGi2mep0lZlHmpu+WplyZlXXnQ1LFopA2EHJzu7/CKdYfH1e8tqLR7F1w0YmbTRX3m2JWZIeYW2XFhCFqafSCtvecFQIx4GIA4kM/3I/D3gZ/vapfSbiRuL287R121v0gtnSKvStxzsrNLEw7TT2yGg4+ypJKkj7VDTi1c+SeZhYLB1TMDmD9summt91LvE7xe6gaLas0zTWytP5C4napTmJplK+3U+48444gNoQ38I+gMcs8zHt0T4ntZbuuKrJ1j0Yfsm2qPRJqrv1V6Sm2kpLJQSjLo2/AKzgc/R5RDXFtclCtDjl01ui459EnSqVLUyamplSVLDbSZt4qVhIKjgA8gCYylRqRprxP6dX1Zmld5S9TfXSHJB93zZ9lEu5MtOoZUrtEJJBLas4zyBhZbMckr53gybHQaa6bLGKb8oXrVUTUr6s/Q9mZsCkzQamJp5uYUtKcgYcmEHs21ncg42kDcPhdYzV0m1JoWrun1F1EtveJGsy/ahtZyplxKihxpXrQ4laSeh25HLEYLcGt6WdKW/dnB5rbIOUiYqtQfaQl50sh91YbbXKlYwUOZQCgg+lnAI5bs6dMNNLT0ktGWseyJR6VpEmtxxll19bykqcWVqO9ZJOSroekQQs8Pkmk77nXFtR0N1d8I4HSOYhdVIQhBEhCEESEIQRIQhBEhCEESEIQRWhqgNS3rQm5bSdFDRcb2ES0xWH3G5eXz1cIQ24VqA6JIAz1JAwcULR4NtY7Ho1TvuQuG1q3rDXnnEmv1WceVL0lpQ5uyo83UpyZV6Q7RQTsSrCRyO7N3aPARxsR9yILWmpmzOzOJ9/wAfNY68LXCbSND5V+6bsnmbgvyq71T1UypaGQo5UhlSwFndnKlkBSiTyA5GTddbXkbv0ZvW2qiT2M5Q5wbsZKFpaUpCgP3q0pPxRf21PXHWKTddIeuC2qvQWHUsrqMhMSiXFAlKC42pIJA5nGcxIWTYGxxGJo0ssMfJaW7JM2Net2jJm5urM04jHwW2mQ4MH1l8/wA0R4OCEgcWOuKSRuE3UMj/AOJKzE+cJHDzW+HSyKvatcuCTq7tSqqqgh2VaU2lKSy23tIV+Dz8cRXrDwO39VtVKtqpobqqqz5y4CtyoNJemJZYcWQXSl1g7ihahuKSOpJycxN1zWwSRQwkNuW3JHmoY0Hy4eLZbaSpJtyt4I55yZzGPbjlF28ODqB5O/VFJI5e7YPMcj5ozy9vMcon/ht4TaXojY9yUC4Kubgqd4JLNYmEpKGlMbVpDSAfSI+qOEqPMlXQARAU35OTV2nip2laGuglLJqkyXn5B16ab7VGRt7Zhs9k6tICRuJGdoOB0EXVLaaeFrTlvo4HwzKbvJ5hY4XqBuSRmeqGM9/98r/ryPiiFfKO0yVreruklGn0qVLT5XKvBJwShc00lWD3ciYzN0k02pGkWn1F07obzz0pR2C327oAU84pZW4sgcgVLWo4HIZx3REnEtwwXFrnqFY140i6JClsWk6HHmZhla1v/V23PRKeQ5II595gtuemeaJsIGot8FjVfOnVJ4TuL7TWV0kn6hKSNxqk2p2WmJguhbT00WHW1E/CQUgEA52qAUMECPtbmmtk6qeUF1CtW/6CisUsNzkyJd1xbae0SlgJVlBSeW49/fGR2vfC/cOres1i6qUi5pCQatJcup6TmGlqU/2c123olPIcuXOIz1P4FdVbr1juXVaytYZa23K7MqdbEuJhqYbbKUgoU42oZ5p7uUTdaslLJG45WXbmuB4WsVlhp1ppY+lNDXbGn9BYo9McmFzapZpxawXVBIUrK1E8wlPf3Ra2sORX7Sx185c+m1Fs8Luh2qmjZuU6l6qTN5e7AkxJB6YmHfNOy7btCO1Ucb+1R0x8Dn3RJF72XN3TUaNPS060wKW8pxaVpJKwVIPL+Z88cLiGmlq6F8UAu4lunk4H7l1bOfBbLY9FEuqlOXSbwnmWvRYni3NAdxO0gn+du+WLomcDWakfi7X5lUXNqHpy9ec1JzknONSrrCFNuFxBVvSTkYx0x6Xyx87002ma/NSdWo9T8xqUo2lvtMqAUAORBTzSRk8/XHj5cBrKaonmhZdokY9o6gEkgeV7KowOBJA53VEm/wBnmWx3oGf6OqO+qn2cWt+Eb/PJitWRpvO0GruXBX6t7o1BaSlCvSVtzgFRUrmTjl3co9d32POXHcNIrMvPNMopy0qWhaSSoBYVy8Okb7sMrZsNmDo7PklzgdBdp19yz7NxYdNb3V5p74hq8KTJ1vWGTplQQVy8w0gOJBIJAQojmPWBEygHnFlz9izk3qDK3gmeaSzLgBTJSdxwgp69O+O3xBQvroIo2tzASMJHhfVWzMMjQ0DmuatRaNYlk1v3GaWyhxhZ9JxSvqik7UnJ9ZEQ+brposH3omTcEz2/nBfyNm7d0x1+Dyidb2t+bua3ZijScy2wt9SPTcSSAAoHoPZHwRaKU2N701PN9qZEy5dCfR7Qp+Fjw3c45GLYHU1c5ipLMjbEWjQEHMTdtuXI3VcsLnnu9FFtwzap217CdUcqQpxo/wAhbaf6o8FS/va6p20EpITOV1h4eAG5Q2/I4j5IvP8AUorK6VR6Y5V5b/SmadfCuzVhSFlBxjxylXyiKtMabOzOoKLwXOMlhK0OdiUnduS2Ejn0+EAc+qOLLgWIVRa8xkG8QP7OQNf7lWYnnW3T5K3bDx76r5A7vOB/0i4olsfsWXV+MNflREh2/Yc7R6zcFTcnW3E1ku9mlKSC2FqUeeeuMxTqRphUabaFWtpypMOOVFxK0uhBCU4x1GfVG0zBa1sbBk2E4/f+r71JidppyPxVX0jOLApv3z/55cWpMn/V6lyPuT+iqhLaRXnJMplpK9lS7KM7W0LdCRk5OACAOZJi4G9PqiL7Yu9VRbUhpsIU0Qd5PYlvOenU5jbEGIT0lNTvpy3snMvqDcAWJFis7Pc1ottZWCxeshQb+uGqVCUcm0TK3ZUBsgYTuA7/AFJEcWFO7rLvKnbvREp26PjSoK/ImJMsCypm026gqoTjM1MT7wcUttJSMDPLn61GKQxpjUZeoXFMpqTHZVth5pCNhy2Vr3AnxwPyxpR4JibOzndqSZbtsARnDh9bnc2VZikHx+KsWnWZSZ7TacupQdTPyzqglQX6JAUBjb06ExKmmFSnKtZVPm514uPJC2is9VBK1JBPicAc++PFTLAnZGwpy0HJ9tT0yVqDqUkJGSMcuvdFYse3Zu1rfYo03MNvrZWtW9tOBhSioDn3846WA4RNh1VC8R5WmEB9v178/HxVkUZjcLDksL+OZyXsPiZ0Y1VnPqcuhxpiZc7gzKzqXF/IiZVz9cY6W3N/qdUDSTV9aw05Upy51urAAOUAITz6nJWrHWM8uMHhfrXEpT7ZlaHccjR3aC7NLWuaZWsOIeS2MDb0OW++I4vbgMui6NENP9LJW96SxP2e9UXZmdXLOdnMCZe7QBCRzTgBIJPgfGPcg6Lk1VJM6d7mC43Hnp/BWdpHSk07yal6TYRtNUNQmzk8zh5toH5GhE08BX7Umjfhar+kuxWqNw11mk8J73DsLhklVJ+QflFVINLDHaOTCnQrZ8LABAx1i5uHbRyq6KaMyWmNTrEtUpqUVOKMzLoUltXbOrWMBXPlvx8ULrbp6d8UjDbQMt6rGvyXf+Bal/j8j+R+LF0n0j0+1n44tXbW1IoHuvS5ZdaqDTHnT8uUvpqLCEq3MrQo+i6sYJI59Iyg4SOGavcObN1NVu5pGse+GYl32vNWVt9kGw5kK3dc7+6PhpDwvXBptxJXzrfP3PITkhdbVQbZkWWVoeYMxOMvp3KPI4DRBx3kQuq46V5ihY9uxN1AHCtadAsXj3vy0LVkPMqTSqfUpaUl+1W52TaXpfCdyyVH4yTE5+US/ax1UZP65U/OPDthHs064X7jsnieuzXuaumnzMhcTc2hqnoYWHmu2W0oblH0Tjsz08RF6cTWjVW150nm9PKTWZalTE1NS8wJmabU4hIbXuIwk5yekTdWR0720z47akm3kVhjq3pXpzJ8Bdj6iSNn0qSuXZT1qqUtLIamJguFSV9qtICncjn6RJ9EGKPxI1ioVuxOF2sViaXMTT9KJcedXlSylcmCVKJ5kgDJJ6xIkj5OLVKotU63L119cm7Wk3ULNOYRMOpQlJ6NIcc7Ns7SoBWORIOCAQZ61+4SLc1g0qt/T2gT/uBM2ehtuhTa0F5LTaW0oU04MhRCghJKuu5IPPoV1qCjmkY4httALdbKDvKB5Xrnoo2kZV5307+c4xj8kLJIHlPboB5Fco6ADyP63MRXdMOBLUaX1NoWoOuerq7tbtpxD0hK+cTMy4pTatzSC6+cobSoBRSkHOMcsxdHEfwbXPqdqXLaw6SahG0LoDCWJpzc80XFIR2aHW32TvbV2Y2EYOQOo711Z2MziZ8v6QNueijvSFRV5SjUJaRnEnOZwc49CXHd64xOsfRZ/UnT7Vq/JScWmasBMpOIlgjKX2nnXu2JPdsbZK//AOsbDOFrhIqOhtdrmoF73mq57urjRYcmUbyhDalhayVuHe4takpJUrHT4454W+E+p6FNX5I3dXaZcEleiZVpTLMutCA02JgLQsKzuCg/j2AwusBQyShoeLXLj5X2UeXrqp+q/wCTgq1zzCiajLSUlS6kCvcozLE7LoUs/fp2OY7t+IxZte2aloJbGjPFNSZh2bbqlVnEVCW+ClHYTDjXYhX++sIeHPvB9kZZ2rwPX/a2lepWkUtqNTXqJebkq/TUuS7v94OszKXCpQz6RU2hCFEdShB7jF7r4SZmd4SJLhyqlcp71VppcflKqJdRaZmDOOPpcCSd2NrikHnn0jC6PpZp7PcLEN08wdFFflNanJVrSjT6sU15L0pP1JczLuJ6LbXLBSVD2giMhdJuGvRCwHKJfloWDK06utyCCmcRMvqUC6ztc5LWU8wo93fEQ39wYakX9oJY2kVS1DpRn7NmXymfcl3VIdlilSWWwOoKElKefUJEU3T/AIMuIu070tuv1biTnahSqNVJObmqd55PbJmXadQpbO1Tm3CkJKcEYwcEYhdXhr21BldHe9vSyjyr2FaOpnlIK7aN8URurUiaZW47KuLWhKiimoUk5QUnkoDvjILiC0tsLSThH1HtvTu3maNTZmX89dl2nHHAp9TjCFLJcUo5KW0Dr3RYmsvA7qdf+tdb1esrVmVtl2qKbLPYpfbmWQlhDSh2jah12np3GKvanCLrHI6Yai2Be+tCrlfvCRlJSQfnHZp9EippxSlqw4okbgU/B+5GcwusI4ZGdowx6uLtfNRVwpcDukWr2kduao3nVLkenKg7NdvIsTbTUqoMzTjaRyb7QZDYyQvPM4xyx7OPik02gap6HUSjSTUlISBTLS0s0nahptEzLpQlI7gAMRlrw4aT1HRLR6i6a1eqS1TmaU5NLXMy7akNr7WZcdGArmMBwD4oj/iW4X7h11vmx7tpFzSNMZtR0uPtTLK3FvfVm3MJKeQ5II595EQsnUWWmDWN7xtfrooZYpUnXfKaXjRKg3vlqhQzKvp8W10aXSofITGPXDpR67anGFZ9g12Y7V61bgm6WkYwE7C9u2+CSsqUPvozypvDRcEjxc1TiPcuWRVT56UTLppwZX2ySJJqXyVZ29Wir2Ed+Ytud4Naojiwa4hqRdEixSvdBuou0sy6u37TsA25hedvNY3dPtiIm6qfRyOLX21D7+l7qJNBKJTrk449a7crDSnJKqSVak5lAUUqU05MtJUARzGQo8xH14GLcpVo8WurNsUFhTVNpMrOyUqhS1LKGkTzSUAqVzPIHmefIxf+uXBLe10arzer2iOpy7Pq9XTmojzh+XUHSkJWtp1j0gFgAqSRzVk5wcCQuFDhd/ue5Ot1av3Ea/dFyOIVPT21QQltJJCElRKlEqUpSlnBUccvRyV1nDTytma0t0BJv5qNPKifsOWz/GNP6M9FR0E4EdFLflrT1QmXq9WKmZKSqyJefmGlSrcwptLgIQhtJUEqOQFEjkOsSLxb8Pdb4jLJpNq0S4ZOkO06pifW7NNqcSpIacRtAT3+nnJ5colmzaHMW3aFDtuYdS65SqbLSK3EDAUpppKCoDwOMiIutoUrZKp0kjbiwstfmqenVtar+Uic0/vJl5+kVNhszKGXS0tXZUXtU4UOnptpPsGIqPDzIzmjHFXqfoHblUnZq11UmedYlnnCdjgabdbWccisIWWycDIwT0GJ/f4X7hc4v2eJX3zSHuY02WzTOxWJj9bjKZ3/AAfhHd7OUd6Jwx3BROLKscQrNySDlJrLCmXKctpfnCN0q20SFj0fht5+9PeecLrUFI/PnA1zk+hUF+T6cSnh41cG5JALxPpDkDIq6+Hx/wBRiGbKSs8AGoSthx795LBx1+py39oicrj8njqbS65X2dItZlUK1rjWrzumOvzLClMKJ+oOhklD6UhagN2Mg+uJxtnhCtOhcNlQ4fZirTL6KuFTM7U0thK1T2UqS8lskgBKm2gEk80owTzyA0VbKSd7WsLbZQ4X63Ufq1puTQjgU0/v605Klzk8mTp8kGqghxbJSsK3cm1oO70fHr3GIX4jZ1rVnXfhwqF4U6XU1edCtp6qSaAtLShNzu55pPpbkp+qKA55A74umneTn1enhTbQvHXMTVj02a7ZqnMuzKw2nJKi0ws9k0s7lekM43Z584k7iS4MLn1gvC1bjsG95G12LUo8vTJJK2ne2ZUw6tba0LbI2lIUnBGCCnMLrN8VRLFlc02GXTyU6aaaGaU6OuVB/TW0ZeiLqiWkTZafec7UN7tgPaLVjG9XTHWMT/Jsq23vrQeRHn0jzB/36eiRNBOF7XXS/UiTu++deJy6aRLy0wy5TnJubWlanEYSrDiyk7Tz6Z6RFjfk8NaKVV61PWrrpL0RmtTK3ZhEkZpjtkFSilK9ihvwFqHPxMTdWyCUmORkdrX0UIafqDnDtxPuNELQqctpSVJ5hQ91XTkHvGOcTZWiP9CvkEhQOC0n24rh/s/LE8aO8G9oaZ6N3LpXWKo7WnrzaU1WagGg0M7VJa7FGVbQ2TuSSSd2Ty6CAk+Tm1o82Fju68NmxhOecGQSqZCCd2e0EqVdiHMZ556kHMLrXFLPG0d25LSPIk3UYcR4/wDwi8PWRjMpUT8qm4uziC0nt7hG1s0tuTRqeqdO91pgiZZdm1OBQbfZC0FR5qQtDu1SVZHLPfGQvEVwaTGq9g2Fp/YtxSlDp9jsuyzRn21uqdaU22hOduPS+p5UccyeQEVjio4YLh19rlk1y37nkKU7ab0w44icZW4l7ethScbOmCyc+32wus30cnecBqMtvTdQHxa25R7u459NrXuORRO0uqy1MlZuXUpSQ60ubeCkkpIIGM9Dn+vK+nWBo5wuWddd8WbZnuVJNSXntVbknXHHJhEulakgB1ZGQFuY5j4XMxE3E5wd3zrfqnTNSLS1BlLddp1OYlGlKS927brbriw4lbZBHwxjHPlH00X4S9WLPrtZOrOtM3elvVqhzdHfpjs3NrAL5QC59VWQCEpWMjn6XKF1bFHLHM85L3Nwemii/iToGmvE3oPM8VmntOnaDW6A4W3VzSEtPTjLTgQpLnZrUkKTvCkLBzgbT9rtya4QtR6zqpoBa92XCouVPsXZGZePMvql3VtBwnvUpKEqP74qjGGc8nPrJKNzll25ruhixZyaLy6e65MoSsZGFOSyD2LiwEp5kjJGeXdmnpNpxRdI9P6Lp1bqXPMaNL9klxwjc64pRU44rHepalKP30QdVnSMmMxkc3KLa+J6q8B0jmEIhdVIQhBEhCEESEIQRIQhBEhCEESEIQRIRxDI8YIuY4IzHMWjferWm+mLkg1f94U+hqqhWmTE0ojtijbuCcA9N6flgsXODRdxsrsCSB1jnERlcXE1oHadanbcuTVOh0+pU50sTUs86oLacHVKuXWPpQOJLQq6VVBFvanUWfVSqe/VZ0MuKPYSjIBdeVy+CkEZ9sFh28V7ZhfzUk45wxFpUjVvTWvWbMahUm9aW9bUpv7eqF4Il29mN2VKwBgkD2nEW/YnEpodqXXRbNlaj0uo1RQUW5UFbbjwAydgcSnfgAn0cnAJ6QUmWMEDMNdtd1JuPAwwIBSTyBzFHqd4WxR5pUjU61LS8wkBRbWr0gD0iqaeKnbmlcGjxIHzWZIAuVWMc8wwI4Q4haQtCgUqGQR3iPBULhotKmmJKo1Flh+ZIDKFnmsk4GPjiZJo4m55HADqTYISG6lVDECMxT6pcNForjDNVqLUsuZJDQXn0yCAcfKI+1Sq1No8qZ2pzjcuwkhJWs8snpGJqIRmu8d3fUaefT1TMOq9WIY9ceCk1+jV1pb9IqDU022rYtTZ6HwjxVW97Vokz5nU60wy8ACWzklI9eAcfHGDqymZGJnSNDTsbi3vvZRnaBe6rmIYjzMVOnzMmmoMTjTkspO8PJVlG3xzFJk79s+oTqafKV+WW+pWxKckbleAJGD8UH1dNFlD5GjNtcjXy6oXtG5VwRxgRT524qJTp+Xpk7UWmZqaKQy0rO5eVbRj4+Uex+YYlmHJl9wIaaQVrUeiUgZJ+SLRNG4kBw03128+iyuvpiGO6Ld/VFsf/dLJ9M/CP9kVmVqlPnZAVSUmkOyqklYdT8EpHU/MYqhrKapNoZGuPgQfksQ9p2K9IEMRESuLnhqSopVrHbwKSQR2yuRHUfBi67O1j0u1CptTrFl3zSqrI0fHn8yy9huWykqytSgAkbUk58ATGyBZYCeJxsHD3q8sQx64ii3uKnh7ui427UomqtFmKk+6JdlsuKQh50nAQ24pIQtRPIAEk92YlfcMZzCyyZIyT6hB8kx64Y9cWlbmrem933RU7Ktq8KfUK5Rg4Z+RZUS7L9m4G17hjuWQn2mPhK60aVz1zVSzZO+Ka/WqI08/UZNtZUuWbaALil4GAE5GecRlCCRmmo18VemD4wxEQji74aDzGstun2PK/wA2Lgn9e9HKZZ9N1An9QqSxbtYeXLyNRW4exmHEFYUlJxkkFtY/kmJtyWIniOzh7wr+x6442+uItpHFLw9V+rSNCo2rFCm5+pTLUnKS7bqip55xQShA5dSogD2iPpXuJ7QC161O27cGqtCkKlTnlS83LPPELZcScKSrlyIMLIKiIi4cLeYUn4hiKRat4WrfFGauKzrhp9Zpj5KUTUk+l5sqHwk5SeRHeDzHfFsXvr5o3pvWhbt9ahUmi1IspmPNppwpX2aiQFch0OD8kFkZGNbmJFvNX9iGPXEZ25xM6C3dXJK27a1SolQqdRcDUrLMuqK3l4ztTy5nAMeOb4sOHGQm3pCd1ft9l+WcU08hbygW1pOFA8uWCDBYdvFa+Ye8KWAMc4Y74p1v3Lb910iXr9s1qSqtNm072JqUeS604M45KSSOR5Edx5RZk1xE6IyV2mxJvUmjtV8TqacZBTh7UTJWEBrpjduIHWCzMjGgEkaqRMQx4x4a3XqLbdKmq5cFVladT5JsuzE1MuhtppA6lSjyER9ZHE1oRqNcAtiztS6VUKovd2UrlbS3sDJ7PtEp38ufo55QR0jGnK4gFSfAjMWk5q1pu1fzelrl4SCbsdTvRSSo9uU9kXs4xj62kq69BHFb1c02ty8JDT+t3jT5S46oGzJ01ayX3gtRSkpSAepSfkghkZ1Cu7EMeuOjswwy2p551KEISVKUo4CQOpJ7hEUU/iu4dqpcrdqSOrVDdqLrvYtJ7VQacXnACXikNqySAMKIJIxBHyMZ9YgeqlrEMRaN/wCrmmulrck9qFeVOoKKkpxMoZtZT2xQElYTgHONyflih2xxJ6E3nXpS2LW1OotSqs+pSJaVYcUVuqCSogcu5KSfigoMsYdkLhfpdSViGPXFJuu7rasegTd03bWJel0mRCTMTcwSENhSwhOfapSR8cWJReKLh6uGps0ekavW29OTKghppU2G96icBIK8AknkBnJgjpI2GznAHzUo4hiLOv7WHTHS4SR1BvWm0IVHtBKedrKe2KNu/bgHONyc+2KNbHEnoTedelLYtbU6i1Kqz6iiWlWHFFbqgkqIAx4JJ+KCgzRh2QuF+l1JWIYiM784k9DdNK572r11IpdNqYCSuVyt1xrPMbw2lWzI54Vg459Iuh3UqwmbKVqMq7Kaq2EsCZVVEPBcuGs43bk57zg+B5HnBSJY3EgOGnirkhiIh/uu+Gk9NZLe/wCOV/mxck3rnpHIVS3aJOX7S2p67WJWZojClq3zzUyrawpsY5hajgQWInids4e9X1j1wx64jS5eJbQezq7OWzc+qFEp1Up7gampV51QW0sgEAjHXBEVVetukiLKXqOnUKiO2y26lhdTZmg6wh1SgkIUU5wrJAwefMRKkTR3IzDTxV7YEAMREP8AdecNAyDrJbwI5YLys/Ri6K3rTpVb1kyeotZvqlyluVAAyc+46QiZyCQGxjcs8jyAJ5GIQTxHZw08Ve8IsbTfW3SrVtMz+p5e9OrLsngzDDSil5oHopTawFBJPLOMZ5Zi+CQOsFm1zXi7TcJiGIjuU4iNEp+7E2LJ6k0d2vqnFU8U9Lh7UzAUUlvGOu4ERW791T090vlJWe1AuyRocvOuKal3JtRSlxYGSBgHniCx7WMguzC3mrpxAiLMqes+llGsqR1Gql8UyWtmpLS3KVNbh7B1St2ADjr6CvkMeK6+IDRixlU5N3aiUmlmrSSKjJCYcUO3ll/BdTgfBOII6WNv1nD3qQMQxFmWLrPpTqa89LWDf9Frj8sne6xKzSVOoRnG4oOFbc8s4xmLpqlVp1Epk3WarNty0lIMOTMy8v4LbSElS1H1AAmClr2uGZpuF6sCGPZFgS+v2jU3Zk3qHLah0ly25CcFPmakFq7FqYIQQ2TjrhxH84R7JDWbS2qWPN6lU6+KZMWxILLczVG3CWWlApBCjjIOVp7vthBR2sZ2cOu/JXniG2I8qnELopRaJRLjquo9IlaZcgdNKmnHFBubDSwhzYcc9qlJB9sXPeV9Wjp7QnLmvWvytHpbS0NLmplRCEqWcJGQO8wUiRhBIPxVcIzDHriybk1r0ptK0JC/LjvqmSFCqqELkJt1w4mgpO5PZpA3LJHPABOI5041n0v1bYmZnTu9KfWhJFImW2VkOs7vglbagFJBwcEjBwcdIlQJI82XML9Lq9ceMMc4tG2tW9NryuWp2da140+pVqjdp5/JMLJcl9iwhe7lywogRa1w8VPD5alyPWjXtVKNK1OWc7F9vepaWXM4KVrSkoSQcggn0SDnGIhQZowLlwt5qV8DwhgRaV4as6baf0ORuW8r0pdLpVSWESk489ll8lJWNik5BykE58ItmkcUvD3XqvI0Gj6sUKbqFSmGpSUl23VFbzziglCE8uZKiAPbBHTRMNnOAPmpUhFh6k656T6RrlmtQ74p1GfnElbEu6orecQORUG0Aq25BG4jGRjOYrVj6hWXqTQkXLY1yyVapq1lvt5VzcErGMoUORSoAglKgDzHjBZCRhdkBF+iuKEcdeccwWaQhCCJCEIIkIQgiQhCCJCEIIrK1Zvi5dPbMm7ttyxX7rXTx2sxIS02GX+xA9JbYKFbyOpSMHGcZPKILpXHbR7p0xndQLK04nqxPUFSlXBQU1BDc5TpfJ2zKQUHtmjjClJAKT1GOcTnq3qnbOkNmTd43H27zbPoMSko12sxNvYO1ptA6k45k4AGSSAI13WWqrUe96lxmXtb0zashMzzztv2tRJdbT1dfKVJU2oYO2X+2dcUAFq3bQN0FzK2d8UgDHaHfwHVZ86C8QFkcQNopuW0nixMsYbqNMfWnziSdPcoDqk8ylY5KHgQQMVvKhjNQ0t5nnMVAfPLR7eCHh8vlV7T/EbdaHrQla0qYdp9vU7dLNvtvKKj2rRzhhJVltB5kpSrkEjd4fKg7hPaV56+c1H8stEjRUzyyS0JfINbj11C9XlAeH7S+29O6xrHSaI81dNUrcuZmaVNuqSou7t+GyrYPgjoOUXpoJwxabS2gMvedq286i7L00/dkZl5U44UvKnJYFY2rUUJysJ545Yip+Ue/a1P/wANyX/XiV+GUD+55045D7Gaf+YTGSzbBGaxwt+j8SsIderD1C0b4GLHsC45BVNmXLoeXWWm3kOc1GZcZClIUQQQArkeqExdtX4NZSv0LSfU7hcbkZZ5plmp1Kfmam4lT7gDK23AMKAcCg7uSAACMY7ozO1Z04tLVuxanYN4tbpCpt7QtKglxl1PNDqD3KSrB+Y5BIjBvSS8tSeCLWuV0O1KnV1Gw7hmQKdN8y22l1wIRNNZJ7P0zh1vuyVc+RViSqZqZsEoD/qEAX6W2962IN7gkBQAOOeOkY86hNO1a7riqAUrs5EtBWOgxsbA+XMZErUkIKh9rziC6GiXr9u31UnXUJVPOdu2FHmShSnQB/zR8keI4yZ7UyKkvvnd+602+JXSqBmAapbsqbVO2lSJlaty1SbQUfFQSAfnBiwdWvs0tj8Ij88mLi0dqKZ+yJZrJK5R11lRP324fMsRa2tLUy9c1AZk3A3MLTtaWTjasuDB+WMMZqfaOHI5263EfzH3qJnXgzeS++tX69Wz+Ec+m3Hv1weX73ZCRbOVzM4nCR1OEK/rKYse8KPd9Iq1FTdlYRPqddywUuqXsAUjd1SOvKLw1Lebm75tWkKUAht1Ly89MFxPX+Z88cmeqknZiDnsLC8xix3F7D5Ksm/aX5kBebRsLpdbuC31rCiwtO32oUpJPzpijWNb1Hu25bglrkQp2cC1LaHaKSUqK1BSh6xy9gisW68zS9Z6nKIWFInm3CkpIIJUkOcvkUI+uolmTtMn135aTxamGCXZlts4Ix1cA78jO4Hr18Yrip3fR8b8vaNp5JA9vUXOttbkAgqA2zAdwCV4Z637ltLSysU+oONKSqYQodksqIbUpIUPl7vWY88tpxJ3DZNJqNqJR7pFwGaeceKegVuGOgIUE4wOkX/atckdQbSUupMIAcCpabazy3gDJHqOQR4RYCfdvR64W21OuTVBnl+3KeWTjuWkEepX5LauiooTFUkF9K5gZe9yy7rh3h0us3Nbod2n4eK9V8NzLeoNnpm1gvpEml0g5G4P8/nzEn3OD72qqf8A0J/6BiNdQnEPalWo80oFLipRST4gv5zElXRn3tVb8Sf+gY7mGANlxEcrj/QrI/07f3oos0psW27mt+Zn6zJKeebnVtJUHVJwkIQcYB9ZiWZCi0+m0hNFk2iiUQ2ppKNxJCVZzzPPvMQjp/bN6VqkPzNuXKqnS6ZlTa2w8tGV7UkqwkEdCPkETwylaWkpWrcoABRznJjHg5jPZWv9nyOyjv2Hf1PPf3pT/U+rb71rH42uHrS3R26tPZCwqG9JMXDMTCZ9Lk4692gS6yBgrUdvJaumOsS/xZaQWLw8cLlxUvSmnzNJZuarU1ipbp154uoQpSgnK1EgeiMgcj3xSPKVfZtpH+Mzf56WiS/KQkDhtUf/AF5Ifkcj2y5UkTGe0Fo2GnqFjFrHoBppZXB3p7q5btKmZW6KounOTk6Jx09sH5dxxQ2FWxOFJTgpAPo+3OxLRWuVK59H7IuKszBfn6lb1Pmpt49XHly6CtZ9ZUSfjjDPiQIT5PDS8E4OKL+iOiMveHX9gPTrB/8AJemfo6IhX0bQyoLW7ZW+9YJaXanU3R3iM4iNQaitoGmydZMq2s/X5pVUaSy2Bn7ZZSD4DJ5AGJW4RNKqlSdCL+1rvNtb9zagU6ozQmHubnmfZOKCvV2rhUs+Kez8Iwz1jt25rh1t1YXb0jMTLNKq9VqVRDXRuWbnCC4od4SpST88bK9Jr7pWovCCxX6Q2ywGrTmac+wykJSw/Ly62loCRySMoyB9yRGS1KB3aPLXfo5iFizwJ8Mmj+t2m9euLUW3n6hPyVbVJsOInXmQloMNLAwhQB5rPPrF3eUB0+tbSvhzsexrLkFSlGpdxOmWYW6p0o7RuYdVlSyScrcUefccRDnCbo3xF6kWTV6vo3rGbQpUtVVS81Ke6E1L9s/2Tau0wykg+ipIyefoxOflG5GqUvh80+ptenvPajKVOXYnZkKKu3eRJrDi8q5ncoE5PPnEJGAKJ3csQN+uqkrSDgv4fqfR7K1Al7TmhW5aWp1ZbmPdKYITNpS26F7SvGN4zjp3dIx1090fsPWvjn1ctXUOlOVCnSoqk+023MOMlL6J2XQlW5BBPourGOnOJf4ZtC+KC27nsy+Lx1y92LMRIduuh+6c25uZdk1pYR2a0Bv0FLbVjPLZy6Rj/J1rXSg8aGq83w/W7K1m41v1JqZYmQ2Uok/O2SpfprQM9oGhyJOFHkYlZz5QyIujsMw03vp4KTPJ6dta2s+rmmtPm31USmzDnm7LrhUEqYm3GUrx03FBAJA57RnoIl3jK4fNL7s0+vLV+uUR5656Nbrpk5pM26hCOxSpSMtpUEnBUeo5xTuCbh21G0vn7u1K1bEvL3Jd73OTaWhwtI7Vbrji1IJSFLWseikkAJ688CWeKfP9zjqN/F2c/NmMea2oIf8AYi2QdSPDosa/J/8AD/pfXtO6HrLU6I65dVOq815vNibdSlOw7U5bCthwFHqIivhT0F021z1B1cldQqU/NijzBXJOMzTjKmluPzIUr0SN3wE4CsjIjJryc/7WeRP/AK2n/piMMtIKLxHVi8NVm+HyrCTLcy6a0hDzLbzzJdmNiW1OpOFcl/BKTz65wYyWi5rGxQOy3vrb0WQfkwapNsUHUahPzThp9OqEq+0hR9BtakuJcIHQEhtGcfcjwjDu4J6q1K65ziDJcSxN30++VEfBeLnnSfmJ+QRlxwV3rZlt8LWqU9TaW9I3BbsrOTtZmXn+087V5s4qXUjkNoBStARz5jOTuiGnbQpzPk9EVdU5LqqEze/u32fap7VKAgyXwc5x6JV8eYKl4LqeJt9gT7tlkp5TGuzMvoRQJKnzGJasXAwH1IVydaTLurSnl1TuCFe1IiJdfeFhjTuxtLb50CsS4p+421MTFRdpcvMzri3Ay06h9aUBQbPaA42hKfS6chHr4ubjcuzgo0Wrz7vaPPuyKHl5+G6iRcQs+0qQqMxZ7WDTXR/Ti0KnqRc7NFlahT5ViWccYddDjgYSoj6mlRHLnziFuljKmaQvNtG2PRYo3VWKdbvlOJav1mYLElTaW9NTLyh6KGm6C8paviA/74iu8GtBqGumuF7cV90MLEt527TqAy96RZJSE8u4dmxtRy6lxXTEQTxsUa57h4w6zQbNlpuZq9Sk5KVZZlc73QuRSlxPL7UoKwru27s8oyt8nHf0jc+g7dotysvLztoTz0pMJaSEl1t5anm3lDxO5aST1LeYKqlPaVZicdA4keJV3cdVbqVu8MF4TVKmlMPTCZSSU4k4UGnZppDgyPukFST6lGMNb04etM6LwMW7rJIUp9u7Jl6XemJ4TLn1RLswtBb2E7QAnbggA5TnPM5y88oN+1Zuj8Zp36Y1EGalkDyZFrgkZAkCf6YqICurmh8rweTFH/GHWZ+vcNvDxWag+p2bfo8x2ri1FSlqSxKp3E9Tnbn44zQsTgz0B03uunXtaNqTMpWKUtTkq8qovuBClIUg5SpZB9FRHMd8YQ8U5zwucOZBAHuTOfQlozC4a7R4t7fu2ozXEDfEjW6K5Ty3Jsy7jSiiZ7RJCjsZQfgBQ6kc+nfElY0paaizm3JDdemiqPHSnHCtffPqzJfprEYPV3QHT1ngWoOu0lKPsXY5OqTMviZWW30efvMBJaJ2jCUoPIDJSc9TGcXHV+1Wvv8AAyX6axGuyqUrXhvhvs+t3LMvzujyKosy8hJzLTS0uecvBYXhBWCpwP7VLC0hSgcdBALDEiO3N237vu8VJXFjUp+5dEOHCo1pxx2Zm6K6l5xwnc5hEqkKJ6kkAHPrzGaFl8GugGmtzSN82lac1K1ekKU9KvKqUw4EqKFJOUqWQeSiOYjEjjrn6BXtN9BZ+yGVSdHmqW97mMknMsz2coENk+KBhOfFPfGSfDxovxJ6c3lU67rDrQbuoj9GelGJE1Gaf7OaU60pLu11ISMIQ4nI5+nErOnA7dwLc31demixk4RtGrH4jbj1XuLVenzNbqLMwHGHDNOIKXn1vqU56BG5WUpwDkDHIR7dMre1Hs/gt1ttS/LZr9FlJVxmZpbNWkHpbcFqQHC12oBKcoTnbyyT3k5vDyZS22qhqs48oBCJqTKieeAFTOYljiC1g001d4XNT5jTi6GKy3SpJpqcU0y632S1PIIH1RKc5CVdM9IgCyxgiaYO1Js6zvVRbwj8IGhGqugduX1e1rzE7WKi5OiYeRUH2goNzbracJQoAeihPQRQ+Jm3qVaHGJw92pQmFM02js21T5NpSyooYZqim20kk5OEgDJ5mKLwt6GcUF16c2teVha4mh2k5OPLbo3unNtbUNza0vDY2ko9NSFnrz3c4u3i/wD28+h34eg/5YXBYixpWkMtq3XrsrVb0tszWHyhF9WZflNXPUpYmJktIfWyrtEMMlJ3IIPLJ5ZxHXhv0utKq8QGr/DdWWJucsT6u95gqaWhXaSc82JdZWkhW4JWoE/bd8UW7avrFROPC/J/QyhS9XugOOoRLPpQUFgsM9orC1oGRy+2+KMiODjh51Qsu97v1s1rQxLXPdPaNJk23ELKEuvB15xXZkoTuUlASkE4APTML2WMDO2msG7Pdc+HRY7WXw8aVVrjhuTReoUJ9dq09h9bEqJx1K0lMu0sfVArecFSupivcYdn2nbOuGjelNSDsjp3TpKVlktOzCghllycKZgl1RyPQSgFWcgBPQRdem/+ubXj+KzH6IxGRXFDw62/xEWQiiTE4zT7hpZW/Rp9YH1JxQ9JtfIktL2p3AcwUpPPGCurGU3aU8gYNc3wHJRZaPCLXtKeKajakaPy0lS9PxJFmoyaqi4txW9pxLiUpVuKk7gysZV8IZ6DEZcT01LyMm9PTbqWmJdtTrq1dEISMkn1AZjCfgu10v23b7muFTWlLyazRkuM0d+YXudAZRuMsVfbo7Mdo2vPNIxnBSBkpxJ11Vt6B3/V0vlpbdvzjTa84KVuNltJHrysQK3qV8TYHSRi25I6G2oWqegzU7bdwWnxJTTjnZTd/wA0462ockiXclZkq5fdB9xJ+9jL/wAqUQ5YVirbO7NXmCnaev1EYxGPl421IscA1i1dp9gzjl3zky6z2ie0Q24H2dxT1APm6O77YeqJb49K0bl4dtFrhS4FqqjTM2VA9SuRbV8uTBcdgy08rL7gH37qL6ndZqXAKqx514oqFm38iSdl1H022nEPuoPsK1PAD/ezF1cRlvUq7dZeG61K4yp6m1m3bbp840lwoLjD00G1p3JwRlKiMjnEc8VlNRpfqZqNp/KNqbpt2TtMuaXHcFlDi1DHgFzL4HcAnHdEsaz/ALYfhZ/gm1P05MSENzma7cZQfRy41F0wtfhp41dJZDSpE1T5GuP01ExLuTK3QPOJxcq9gqJJCmyORPUZ8MZ1a2jGjV+H/wDTNU/RHIxC4wjnjd0LHhN0T/K6oy+1t/YZvz+LNU/RXIgbrq04DO2a3YH/AKVrdtAAeTnvnGQP1QWe/wD3qRj56I3O9I8KOuWmlSeLT6JCm3DKMKVzU0+tlK3B6sCX/nJj6Wf/AK3PfP8A7QGfzUjFB1jpR01pFl3LI9omT1I0rp8lNYHLt2mmQR7PqEqT6yTErj3LQ2QcmgHyNwr91ktlmoeT50kuXsyZijVV5oKHVLTzk0Fc+vw22ok/jWv9d18HOnNS7VTk7eL9JmloB9JRMktxz24cKR8Yjy1a3nri8l3ICXbDj9OlEVBIxnCW6mouH4myvnESVutq1CtLhOsgOl0KmHWHmxzzipolk7h6ksK+ImIsth5MbS39ZrfuCu/WbT2nXBxX6N6B3QXnreo9t0uluS7TykB0IQ6XDkcwV9klJIwcDkQecVG2LNoOhXlFaNZOnbD0hQ6nJKQ9JqfW4kIdkHFlO5RKiO0bSvmSc9MCK9q8AnylGnvcBJSnX8HMx1vrn5UC1QP9qNf5PfiVJYA4u5h4Cs/Q2rz9va78TVepcwtmdp9DuGZl3QeaHETe5Kh6wQDFE4dOHGxtVuF6/wC/albk9WLzln55ulOMOuqdDjcuhxCUNJOFqUtRyCFE5A7hHu0pOdX+Kb+LlyfpRiZPJ0V+j2vw1XJclenUylNplcnZuamFJKg00iXZUpWEgk4AJwATBIGNlc1km3e+Z1WOmrMlfdH4I7DoOoNErNKn6VeE1LS0rVpV2XeTLdi6tACHQFbBvWE9wAAHIRl9pLwYcPtNpVm6gylpzSK5Ky9PrDcwanMFKZpKUOhWwrxgLGcdIiHygmpFj6qaCWtdOn9faq9LNzrlvOW2nGx2iJdzcnC0pVyyO6Lz4atDOJ22rns69701yXWLMRIF9dE91JtwKadk1pZQW1oCPQU42cZwNgx0EQVdExrakty5xZouoouG1LR1S8olcNm62MrfpzzIl6bJreU02+pEo0thvckggFBWsYPNZx3kROXChw3X9oHqhqA/MqkW7IrTrnuOw1OqeeCG5hXm5cSRyUGVEHmeZj5cY3Cq/q4lrVDTCaMlqDQW0qQhl3s1T6GjlCQvcOzeQeaF8s8kkjAKalwQ8SVV1stWpWtfKFJu+09jc48UbDNsEqSlxSe5xKkFKx47T9tgOSshiZFVZZBqSSD1vyWTiSSOccwhGK7KQhCCJCEIIkIQgiQhCCJCEIIuhbB7447Lu3GPpCCLoloJ+CcDwjBXymtJqtUqGmPubTJubDMxUC52DCnNuTLYztBx/wDYxnbHUgHqMwWvUwCojMd7bfBYw+UTkJ+o8OL8tTpJ+ae92pJXZstqWrHp5OEgmJU4amH5fh907l5lhxl1q25BC23ElKkqDKcgg8wYkrAPVMc4ibo2C0xmvuAFij5QzTe8710qpFw2RJzk9N2tUTNzMtKBRcXLLQQtYSnmraoIJA+1Kj3RjPfuod+cbeoenVsULSqdortAcKZ2YU4pxCULW0XXlqKEdmhKWiQDkkkAZJxG0XaOhSI6hlpGdjSRk5OB1MQteah7d+bNobXHkqdXnlyNAn5hsEqalXVJAHMkIOMevpESWPpTTrjtz3Wqrs6xMLUvskJ2pACeQyCkn4WT17hE3EZABGY4CB9ziOHiOBwYpUsnqdWtBAaRpc891tuiDiLqMNC1zLVKqUlMMOtdm+hwBaCPhJxyz1+DHx1VYmHbytlTcu4tKXEblISSB9WT18OWYlYJA6COCn1RrHh8HC24Z2mjba26OzDmsTADGI7qKdY2JmYrNuKal3HAhxwkoQSB6bfXw6R57nt5N6ap+5U55w3Jy0qlLjrY28wgqG0kEdVju7ol7aPuYbR02RhVcNR1U8kkj+697HFttO5y32PVS6EOJPUgqEXrTasfUaiMUnzx6XdKFKedAVtK1KSeaQB08RHmkK5W9OZ2uUSfojs556cMLUtW3HpBKuhCgQrmB4eMTvsA6JgptKj6SAcdMiNY8K9iXOopTGcxIsLgAtykW56c+qx9nA+obKE6RZFeXpjOES77c09NJnGpfBC1ISAOnXJBUQPUIpVWuCs3lRaRZ0tbzyJmTUhKl88rKUbehA2+Jye744yC2jl6IjgISDyQAfHEYy8JAxNghmLWZQxwtfML39DdR7PpYHTZQrqM1OUS5ram2pJ2b9y5WXUQhKsLLbhOMgHGcfPFek9R5+7JSqUp22XpNJpsysOKWo5IQQE4KRzOfGJM2+AhsHXbG43Ap4amSWGctY8gluUHYAb77BZCAg3DtCoHsW/KlZdJepfvYmJrtZlUxvJUjGUpTjG39788TNbdXcr1Elas7JmVXMJKi0TkpwSOuB4RUtnqjtjHQRsYNhNRhTRE+fOwCwGUC3ruVlHGWbm6wU8o7SatUr00ncp1Lm5tLMxNdoWGFubPqst1wOXQxNvGxprc2qPD/V6HaEkudqklMS9SZlUH030tH6olPirYpRA6kjA5kRPpSCc7R1jjYD3Yj0F1QaRrjJmOj1qgufWHUTWrReyuF6iaRVJuq0SYk2FzSS4pbxZbW2gFotp7IemCpSlYGOeOcbO9NbWdsXTm2LNfmEzDlCo8pTnHUDCXFMtJQpQHcCUk49cXGGWworDaQT1OI7npjEQopqUwOL3OuTYegWAHDVZzlc4tddaRcVEmxSK5J1uTccdYUht5p2oNhQSojBylRxg+uPjwovXXpg5rRw63FTZ1bUrKVKcpkyqWWlDrrbamnNhxg9ogtLGPuT1zGwMISOiRygUA8tsTdVNw8My5Xai/LkeS1W8L3E9ePDfZtUtRvRmq14VKpGo9sVuy5RlpDe3b2Ss/W85z34xyiUOMW+K/rnwrafX2myp6lzlSr8wt2mISt9culrzlkEnYk4PZpVzSMbx15Z2BbcfawCBnOOZgobQyCIxGTQiw025rBzR7jpuybqNkaYzGhFRlmX3qbQnKi5NOhLSFKbZLxSWcYAO7Ge7r3xxw2Uqqy/H7q/UJmmTbUo/JVVLb7jCktrJqEoQAojB5DPXx8Izk2+A+WOQhAIO0Z8e+F1Y2kfdpkffKbjS3JcgEdTEYcUMvMTfDvqHLSjDjzztvzaW220lSlqKDgADmTEoQiFuPbnaW9VjF5POSnqbw3yUrUZF+VdFWnj2bzakKwVDBwoAxF3k/qRVqfqVrQqepc5KiZfa7FT7Cmw4O3muhV16jp4iM69oPVI8IbRj4I+SJutRtEGiMA/UWp/TJq5bc4c9eqeKJVWJyqTVIk2mvNHA4pCplwL2jHMbArOOgPxxfyOAu0XOFwavJqV0pvH3smvKp3aMiWKw32pb7Is9qfqY5Dfndj2RsjKR02iG0EYKRC6obhcYFna6Ee83WtWqWTeWqfk+bYkaLb1RmqxYNwPrmpREsovLlwp4qKUYyrCZlo8u5KvA4tq99TNReMOW020Zo2l85T3qCttufnEqW4heG0NLfUChPYISlLiiCVfCAzkYO07YOu0eEcJZbSSUtpBPUgdYKXYde1ndAfGywYqFJqg8qDSqoaZNGSTKqSZnsVdkP9JHRzXjHXl168u+PPp1S6xw48d1dtwUuabtDUDcqWdYaUZZCnz2rOcDCSl4OMgZ5BeeQMZ4FAJ5pBh2aTyKAfihdWChDSCDqHZv6KIOLLTut6r6BXVZ1tNF2rPMszUm0OrrjDyHezGe9QQUj1qEa+arrRqHefD/Q+E2R0eq/uxIzbTKpkNuF11LbylpbDHZ5SrKkgqKsYB6Z5bZShKsgoBHrjjskBW4Np3HvxzgpqaLt35mutcWPktcPG3pxcVqaI6GWKilzM3O0KnTUrNiVaU8EvBmV3/BB+23Y8cco2PpJ5Ew2g/ax2x4CF1bBTiF7nA72HuUE8cEtNT3C9fEpIyzsy+4zJhDTSCtav79YPJIyTyB+QxjhWKHXXvJg0ims0icVOMTXauS6WVdqlHuy7z2Yz3g9OhzGwQpjjs09wHhBYzUglc51922WrXiJkKzMcPXDsqRok9Mu0+lTqX2m5Vzc2tCmAUqG3KeaVDmOeMjIjI7SHjkunVXUeiafT+h0/RZesuuMrn3JtxSWAGlryQWUg5246jrGXmwDOEiGM/awVTKJ8UmZj7DS4sNbLV7Yuod+8El+ai2ZXNL5+ue77u2SmkrWy2tCVO9k8hQQoOIUHQSBggjBwQQLq0r0lvOzuB3Vit3FRJuVnrwS1MycgtlQmPNm1oCVlvG4bipZAIzgA98bF1strxuaQrHTIHKOdifuB8kLrFmHZTq7Sxt4XWtDQLjMvLQ/Suj6aI0LqlXFKVMq87L7rPadq+47jZ2KsY7THU5xmLk13qFd1B4o+HK/kWxPSqKpT7YqUyyGlrTJqcqJdW2tW0fA3YJIHTmBGwvaByCYBAHLbygpFC8sEbn3AtbTosE9MKXVWvKR3pU3qXNok3Zab2TCmVBpX1BgclYx4/IYzsUcCBSnOdojtgeEFtU8HYNIve5J96wT06pVVa8pRd9Tdpk0mTXKzG2YLKg0f70Y+3xt6+uPrxqyF+ac672FxFUO3p2tUOitsMTrEspW1LrbriilwJBKAtDmErIIynn0AOc20AYCR7I4U2hYKVIBB6gxCo9itG5gdub38Vru0Rm7y4meMmR16FhTdtUCgy4MypzcpGUyy2m0dqUpC3FKWCQAMIT4ARkHx/1ifkOG2s0emSc1MTNfnpKnpTLtKcUEh0PLJA6DawoE/vvXGRqW0IThDSQAc4AxHbAI5piVMdHkidGXau3PmtcF68B1j27w0q1UptUu167WqBJ1Rcg48wqWS+sNKfQlsMhwJAUvCd+eQyTiLP1aF0XLwY6Myj1DqT07SarUZF5tEqsuIbbWsNZSBkfU+zAzG0/Ax8GOAkDGBC6pOGR/omwIste3lK9MZyemLE1DolHmpuZdknKPPmXZU4QlvDjOdoOPrj4yfVFs8T03X7V1H0FveQtafqhte1aFUFy7bS8OLl3+07IqCTtJ246cs9I2X7R9yPkhtx9rAFTLhwe5zmusTbl0WuS3Kjqfxg8VNj6kTWmk9bNv2W5KPvvPJcLSRLPqmAC6tCQpa1lKdqRkDn0BMZ061Nuu6PX0yy0txxy26mhCEDKlKMq4AAO8nwi8ggHuxHJGeoziF1sQUvZNcHOuXbn4LVraNBryfJ6XvTF0SeRNuX6y6mXVLrDik9lJcwnGSOR547okTiW0wnbj4JtIbmk6RNu1i1qbTWXGUMqLqWJiVQh0FA55DjbHswY2C7E4+AM+yOdo7kiF1rjDW5CwncAe5Yy6E21NVngQlrUmpJ5D8/a1Xkyw60ULy4qYA9E8weYx7RGG3BVal2VziKsSUuKjVFqmWwiemme3lVtpbIadWkZUMfXlg/FG2IgHkR09UAEjuAhdZSUDZDGSfqj32WB/GdSb20v4kbJ4lKDaM1XKPTpeXYmktAlCXWluAoWpIJb3Nu+iogjKT4Yij6DTN6cSvGQzxBzVjzdv27QZQhXalS0bxKLYbbDpSkOLKnFLOBySOfjGwgpQUlJSMYxg9I4S22gbUoSB4AQujqDNLnzd297eK17cPdj1m5OIfiGt56UmZJFwUuuSEvNPMqS1uenNqVBWOfUHl3CIqsvV/UHQnSe+uGau6Q1J6rV16aYTMFbiSwp5pLKsNpbV2ownKSlQBz3jGdr+1J5hPWOCy0TvLSCodDjnC6wOHaANdYi/xWsDVzSC9rA4KtP7brFDnE1meud+qzMmhlS3ZZLrDmxK0pBIO1KCR3FWDzES5pBx03dP1WydMpjQioysu/MUyhO1Fc07htClIYU8U9hjAyFEbu7mR1jOTaDyKRDbz+Dzhusm0Lonh0T7aAbb2WvO/wC7b64ROLO8NSZixKpc9t3pKuGTUlxbbeXlNOrCVhC0pUhxtSdpGdpB5ZEXT5Piy7xql/aia6XBbT1Fpt0uuiSadQUh1T0yX3NgOCUI9FIVjBKiB0OM41NNuJ2uNpUPAjIjkISn4KQO7kIXWUdCWSiQuuASQPNcjpHMIRC6CQhCCJCEIIkIQgiQhCCJCEIIkI6qWkDmY6B1sjO/l0goJA3X1hHRK0qJAIMYc8YGreqmhut2nVz0u755qxau801VKUhKC2osvDzjmUlQ3tOoxg9UmJGqpnnEDM7tlmTCMReK3VjUdGtml2i2kl4zdGnbgcEzVHZVKFEyrryUIUdwPJKWphRxg4HrERrd2p3E/wARmvt36a6FXsm2aRZZflifOfNw8WHexU8txKFLUtbmdqfgBITkA5JWVElexhLQCTe3npdbBIRg3oHxJar3TorrPb17VgrvDTihVCYlKqkJD5WhiYwV49BSm3GRhWOYKc7jkmq6G6y6n3NwS6g6kVy8p6cuWk+6vmVScS2HGeylmlN4ATt5KJPQ9TAhGV8clrDcE+5ZnwiBuCm+bt1H0Ao913vXZir1WYm51Ds0+EhSkofUlAwkAckgDpGPfEDqTxK1fi8mdEdHtRnqSJ6VYXIyrhbQwgpke3dJUW1KBIQsjrzwOkALqX1rWQtmse8s/YRhFw2656+2zxDzPDVr9WGq1OzDC3ZWa2tlbLiZbzhIS62lIcbU0FH0k7goDmOYNpV7Uviq4l9cL0tDRG+GbZo1mOPMNtomTLIcDbqmgtSwhS1uLUlRAPoAAAgcypZYHEY8oIBuTa3O62FQjBfRXib1SvLhx1elborKk3pp1S3nGKqhKEvL3Ie2KWACgrQtpQ3AYI25ycqNI4NuJvUy/qPqfQb6vOeqtUp1uuVmjzTyG0rYLbbiXANoAPpKZUAQehhZBiMRcxv633LP+Ea4ZPiB12nOCme1Oa1HqfvikL0RJrqAQz2hkyykdjjbjG9xJzjMSRr0xxfS1nUnU/T7UkU23KVZUnP1hK320zDs2houPuhCmjkqBT3gZHSFlIr2ubma0nS+izWhGAHCZVuMjVypW/qRPapCfsqXrBl6pLTLzSHnW29pcSEJa5jCgB6Q6RkvxeXhdFg8Pd13baFZfpdXkEShl5pkJKm9000hWAoEc0qUOnfCyzjrA+F02UgDVTRCMQJPVzUl7ye51YVds777fM3nPdUpR224VNbQOMbchsBPTwiQOGHUu47g4WpDUu+66/UqizKVKbm5x4JC1IZddxyGBySgD4oWWTaprnBtuWZT/CNZXC3xRa63Hr5ZtC1Bv6pz1CuNx9KZZ9psNuhSHUII2pB5Ot4HPrmJupOsOptN8oDO6SVW7Z161JxhapSmOJQGmyZFLySk43HCgr7bxhZUxYjHK0OAOpssx4Riff2q1/TfHRZekNt3bOSNuM0pM3WJFoIKH3Q3Mv4VkbhlKWE8iOR6Rj3pZeHG5rzcN3SWm+r60NW1NobfTPOtM7UureDYThpWeTKs+HLrCyPxBrHZA0k3I08Fs0hER8Ndua4WxY8/Ia+XMxW6+5VXXZV9l4OBEmWWQlBIQnmHEunGD8Lr3DG7i7nOMHTKr3RqlbupwptgNTcsiRlJd5tT7SXEtt42KaP+ylR+F0PxQsrpansohKWny5hZ2wjB7hze4u6tb51dvvUpNTs6dtqoTsqyXm+3S/2SuxWUBsYKVJJ+F8sXXwI6r6jao6SXfXr8uucrNQp1UcYlph9KAptHmqFbRtAHwlE84WWEda15aC0i4ustoRro0n4h9bK7woav33V9QqlNV6gTNObps6pLW+WS48hKwkBAHME9QY6aXU3yg2r9jUzUSz9Y2BSaqXvNxNzTTbv1J5bKtyQwrHpIV39APHELKsYi1xaGtJuL/Gy2NQilWvL1iVtylS1wTAfqbUkwiddCshb4bAcUDgZyrJ6CMGOPXiI1e0+1dpVk6Y3jP0aWYoAqE4mVbbUXHFOPFRVvB5JbaSfjMLLYqKptNF2rws/IRjVYHEJWWuCtjXSsqNUrdMo8x23bq2iYnGnlsJUvaOQUsIUcdxOOcYpS2oHG9M6WO8UTWqoFvMzhKpFT6RlAf7IkS3Z9n2e/0cZCsDPtWVMteyMNIBNxf0W0KEYUa/cYV1UzhrsO9tPyKdcWoSC322AvzFTICZkNhQIJ7X0EqI6EnAOMWBL6l8WPC9qNZDmtl+i5beu90NzEqZoTPZtlbaXCCW0lDjYcCgEZSrGDnOYWWL8SjY61tNLnpdbFoRgZrPqxxFav8SlS4f8AQu7kWzL2/LlTj4eLPbKQhCnXHHQlSxhTgQEJBHee8ir8L+v+sD9b1K0L1drXujc1oU2enZOpDaVpLBDbiCsABwbloWlRG7BUD3ALLIYgx0mQA2uRfyWbkIwv4OtZdT9QdBNTbpvK8J2q1WiiZ8wmXkoCmNsmVpxtSByVg8wYiuhcSGuUxwY3HqI/qJU13HJ3qxTmKiptntW5Yy7Ki1gI2kblKPTPM84WUfSEeUOI3BPuWySEYA6Y8TGqNzcGOpl1zt6TTt5WnPMpl6kUt9shh9xgI5BO3r26Ry6Y9sXA67xd6naDab39pdqQmUeFHnZm4H5p9ttyacD6uzVjs1A4QhQ5Y7oWQYgx4BY0m4zel7LN6Ea1+G66+NjXebFxUDVtT1EotUl2Km3OPNNLW2SFrSkBo5yjI69YmDhY1h1MvjiW1Vs26rvnKlRaGZ33Pk3QgIl9k8G07SlIPJORzJhZI8Qa8t7pGY2CzIhGt7gq4sNVbs10kbL1OvqoVun12TmJaVRMJbSlmbSntUKyhI6pbWgZ6lQ5Re2kPEvqPTZ7iGuK77ima9J2H2jtHkZkJS20rzmYbQjKADtJS2DzJwImyMxGJ4Btvf4C6zrhGr6Q1A43qlpbM8Ukvqvi35WdVvkO2QAEJmA0SmWLfZlvcduFHdgEjPIxsC0K1LRq/pPbOooZDLtZku0mGk52omEKU28lP70OIWB6sRFlZT1jZ3ZcpB315hX/AAjgRzELcSLVe1S04l627bD9/wBst1lhWxynLq7CZltWB6Kmyrek8x1HhFUuuqzFCtmr1uTlVTUxT5CYmmmEnm6tttSgj4yAPjj8+E7UapfdxVW8bomnpudqk67NzTyySXX3FqcWSRjvXnu690ZNaXmwWLnBouV+iNCgtIUCDkZ5HIjtGkLRviW1j0dflpK1dUK5JUiWUOzpk0BUKehPI7PN3TlCD0PZrQoZyDnkc69JfKL0SqybQ1jtb3IbJCPd23lOVCn+svs7RMSvqylYPiOkZuhe3ksWyNcs0oRRrYu61bzo7VwWjclOrVMmBlqbkJpD7SuXQKQSM+rrFYCgehipWLmEIQRIQhBEhCEESEIQRIQjg8oIuYp9UrcjSUZmXMrPwW081H4o8txV5NJZ7NkhUy4PRT9yPExYT77sy4t55xS1rOVKUckxgXIq3ULxqUySiV2yyM/ajKj8ZijvT05MHc/NOuH9+smPtT6TPVNWJZrIHwlq5JHxxVZi26XSpbzqu16XlG+9a1JbQP5SjiIAJUgX2VBbfeZO5p5aD+9URFQlblrMqobZxTiR9o76QP8AX88feQk7MrKyzRLykZ10c9svNMvH5EmOJ+15+TCnGdswgc/Q+Fj2f2QseSgjLurhpV3yc4pLE4nzd1RwCT6Cvj7vjivgg8x0iJiCDtIx3EGLktq5Fyy0SE+4Syo4QtR5oPcPZAEor2hHAORnMcxYiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCKx9XdIrJ1lsubsy9aYmYlXgVS7yAA9KPYOHmlYO1Y9nPmCCCRGuWx6KxXL0qfBxd08L5taSnHxQ7kpSd7ltuD0lTSVHCQz3PtFWwKTlKicZ2Qap2JVNSLOnbOkryqdtIqKeymZ2mpR5wWj8JtKlg7QroSMHHIEZiFqbwL2Xb+mU5ppat4VujCsuqVW6tLoYM9Umee2WW4UnYynPwE4zjmfSMSLLm1kEksgLBtvruOiingZ12vmTvaocOlXL16UWhrmGadcMhudak2mSUpStxWP72IRhs8yCoJG8EbZP8oXYCb04e5y4GG8ztpTrNUaIHPsieydHs2ubz+DES3ohoVY+gtpptSy5BWHCHJ2ff2qmZ13n6TigBkDJCU4wB8ZNX1bp8lVdL7vplQl0PS0xQp5txtXRQLC/k9vjAKWU720pilOuvosIeDadnuIHiTe1erjDnZ2ZakhII3qyDOmXRLlQ/eqIm1jw3Jis8D/Liv1vHhNVD/KSorvktpKTb0su+qJl0Cafr6WHHsekttuWbKE+wFxZH35iz+E+6bbsDi51qlr3rshQVzE1UuyNRmEy6V4qJVgKWQknaoKAzzByMiJXPgAayCQnckn3K1NB8hfFuM5/8HK5+Wbi8OHD/W7NUf8A43+iMxaXDay7ckjxV1WitqmZWoW9VUSriB9dU8JxTYGfED+2PZoFqHY9G4CdTbZqt1UyUq7y6m2zIuzKUvul+WZS1sQTuUFHlkDHI56GB2VcLwLEnTK/5rI7yeYB4XqBn/b1Q/SVxEdV/wBdTo34mv8AyG9ExeT8lX5bhdtpT7Sm/OJqoPN7hgqQZt0A47uaT1iD7xrtEtnyn1NrlxVeTplOlpL6tNzb6Wmm91FdSnctRAGVEAZ7yIgLbfpTQeDmr21JIHlU6V+Jq/yE7/ZDgFO7iB1t7szjn6a/FOolxUS/PKdSVw2dVZer0yVlXQuclFhxk7KM40ohQ5EBxQTkd5j5cGt22tp7xG61SV8XFTaC45OTOz3QmkMJV2c67vAUshJICknGckHIyIlURub7QHX0zu19ArF0DGLF4rRnOKM99KciyNLHJnSn9TrUBCC1TL7ty4aBOrHIPOh2ZaAP3pXKH2D1GL44dwqoaXcU1flEKVITNHWGnikpCyrzxXLPfjBI7sjOI5uGy3q/5OSzrtkWyZi06/NTS3E8lNsOzjzKyCP36mfkz3CC1A0ljS3cAn3O+8KcfJ32tbd58NNXoN2UGQrFNeuWYU5KT0ul5lZS0wUkpUCDgjIifeJCXZlOHXUGVlmktss2xPIbbQAEoSGVAAAdAByxEMeTMBGgFSH/AOpJnHs7FiJr4mSP7nzUbn0tuofmVRF12aW3sQJ/V/ioh8m2B/c4H+Hp36LUXfx2A/3LF7gczskcf01iLQ8m1z4ccd/u9O/Rai7uOwg8LN8D95I/prESsW/m7/KfksFpTi1oEvwif3N6rRqBqJl3GBUg+jsMqnlTAO34XRW32xkBZFwKtryY9Rnm1bVTNLqNPGPCZnFsn5nDHxpxA8lqOR3Gnv8Ad/64XEc3hc3uP5NazaGyT21wV9cntT1KG5mYeJ/nNIHxiC0AZITmc6/4vT4KzaxSFaX21ww6lJQpl0LcmniBgltupiYQPWCh5XxGJx4oVe8Hjq0i1AlyEMVdMhKzDg5ZzMrYdPr+pPI+IRB3ENQ+KOW0eseX1Z02o9CtWzUS9Oo87JTLDj53MpSgOhEw4okpZCidiRuB6ZxEscdVTXXtOdCdaZMYQ4y0+pYICkKdZl5hCfbltzl+9gqwcsb8oItldrp4FXZpMz77/KP6jXDtLjVvUx1kOHmEuoRLSoHtx2n80xj/AMNfE83w43VqIpdhzty++GfYx5tNBksdg5M/C9BWd3ber4J8YyF8nrOi9bz1m1WdbO+4K20tpSh8FLjkw8Ujw5OI5dwAizvJ833ZNk3Zq+b0u2j0TzyekPNvdGcblw9sdnd+zeRnG5OcdNw8YK4AvMT2m13ON1nBpVfg1P08oV/ppDtLFblBNCTdc3rZySNpVgZPLwEQv5QsY4X7h/Haf+ktxPttXba15SLtStG4qbWZRl0y7j8hMofbS6EpUUFSCQFbVJOOuFDxiAvKF8+GC4QBn+/af0/GW4grrVQ/2Z1zyVQ0C/aU0T+KE19B2MJuFfi8t7h70+uKz6vZ9Sqz1anlzbb0s8hCWwWEt7SFc85Tn4/HlGbGgagOCiiEnl70Jr6DsRJ5NMJ/UNvvdj9eXSM/ibcTdc+QOc6EMNjlPyCgbRHH9xLrvtOU+eUnn4/V24kbhC4ymrKs6wtCjpjUZ5TlTNO91m53a0PO59at+zszyR22CN3Pb1GYjrREEcEmu24/+OUk/wDTtxlTwS6taWW1wy2ZRLj1EtumVGW90O2lZypMtPN7qhMKTuSpQIykgjPcRBa9HmD2Wfbun/UVlchZUSMdI156lWs1rTxd61S8q2JlVs2BPy8ieuJsSLbISP8AhH3h8RjYNLzkpOyzU7JzDbzD7aXWnW1ZS4hQyFAjqCDnMawtFq9xI1DWjVm++Huw6TcjlSrEy3U3Ko62hDTT8y842lPaPs5J2HIG7AAzjIzAXQxF/wBm0i+t9PAK5NJ681VvJt6jUrtQp2jVF2XKDjIQtyWdB9hU4v5DE8cH1i2rqXwZUKyb1pfujRak5OJmpbtnGu0CZ5xafSbUlQ9JIPIiMQ9E3KxS9CeI3TupS5anZKTk5h6UCgrsFy80tExjaSMJ5AkZ5I6nrEr2NrLTLJ8nsZe19Q5Sk3hJTDrEsxLzqUTqHV1DcQlvO/m2vJwMbe8Q5rn0szWFrn8mEH0K7eUKsW19NrO0lsuy6b7n0amzlRTKy3bOO9mFLacV6bilKVlSlHmT1jMW/NDNLtX2bfm9RLaNVdoSe0kFeezDHZKUEFRw04kKyUJ+Fkco1/cS1UvG4OGfQW774np2fqE07UnZqdmlFTjgW6FM7j3ktJGPUmJh4uuICror2lFE0Q1VKnqtMbJ1mh1BDhdC1sJaS4EEjJJUADz5mJWwyaNkkrnDQ5bD06LxaKH/APuR6jfilQHxAy8ULSzlxu67H/1DcPzvMf2R7dO69RLI8o1fs3eFYk6OxNy04hp+efSy2pS0MOJG5WEjKQT/AN8RTtCphi8OMbXCvWy6mpU5+h11LU3Lney6XH2Uo2rHJQVtO0g8wCRkAwVDXatF9c7lU+Aj9rNrF/73/k8xC9t/633d2Ty/VDlx/wDtmIkjgov+ybV4ddYKRcl10ulzziZlbUvNzSGnHQqSKE7EqIKyVDbgZOSPERHlvykzL+T2uZ99hxDczqCyppSkkBwJl2UkjxG4EZHeCO4wVRcDE23JjlSds9pTbd8WQ8pTVL1D06odck0E8nnkmVcKh96ozo+KM+uFwD+44tjHT3vzn034w84vbFmE6CaC6nSSSGk2tKUOdWFHqqWQ6wOXcQJgH4vGMw+Fw54ObY8Tb859N6C2aNnZ1Lo+Qbp5XBUQeS0/Y8vb+GWfzMUjgr/be61e2o/5SEVfyWvLT29knr7tM8v+BEUfgrIHF5rST3qqI/8A5IQBSEdynI6uWL+mDfvGsi29e5WWWpy0tQWpebKBzdl1sNO7Cf8AgXAPWv1xJVjTjE9afFjPSjqXGZhLbra0nkpKqi8QR7QRFT4crKbv3gm1oowZ7SYlZ4VOWwAVJdlmW3gU+shCk+xREWPw3szE5oPxDBhBcUbdp7pwc+il9xSj8QSSfZBaDGlmQciHH4EKatMtW9KNNuCG0rf1htSt3BQrtn6pKOSlLUlK1djOKWNyu1aUkZ280q7ucZacMlT07q+iVs1HSa3p6h2m8Jv3OkJ1wrfZxNPJc3KU44TlwOK5rPIj2Rhbbt5ae/6G7UrbqFwUU19h6YbYkHnmzOJcXUkrGxs+nzbOcgYxGV3A3ITNO4WLDYnJdbLq5ecfSFjBLbk6+42r2KQtKh6iIFdWgkvI1otbIPTwU8g5jmOqcwWcJJjFdgLyVhaGqXOOrAKUS7ilA94CTGnLS6zrcndNJcVamy7zU9MTM8tS+W1SnCkKCuRQdiUDkR0jJXyhPlAdQ+Hq92tGtOLJklzc/SUTcxWKq044hQeKkBMu2kpCikJOVKJG4428ueFdi2/fNyUNijKanWE09IS9LzpLAlir0xltQBGUqSoej0Mb1BbtNei1qu+Qea63zY1u0eYBti4mpsFR3SysrUj2OJG0/Hj44t6me+CgTKZ+kTqpeYR0W0sgnnnBHQ+wiJnpGjUkhIcrdSceX9s3LjanP3x5n4gI9lV0goMygmlPzEm6Adu5XaIPtB5/IY6fs99RotBsitXTnW+t2VWzWKJX6lZFddcSt+o0gAy06cnlNyistPDJJzt3czzTnMZ3aQcf1JmjKUbXaQkKGubdDMpc9KWt6izBOAA9nK5RZJSMLKkc/hjBxr5uHTu4qMgmcp/nUt3usfVE/GOqfjEUGlzVRoKnF0idUy0+Ch6WWA4w8nGClaDyIwSPYY1ZqUO5arZjnLT4LfDT5+UqkkzUafNMzMtMIDjLzLgW24gjIUlQ5KBHMER6I046F8Yt9cNFXlkysu9UbEm38T9trfK2pMqVkuyClc2ScqJbPoE+0FO1PR7WrTrXO1Gbw05uJipSiwA+znbMSjhH1t9vq2rr15HGQSMGOW9hjdlK3mODxmCvuEdQpJGQY7RgskhHEcwRIQhBEj4zcw3KSzky8cIbSVGPtFuXrOFqnIlQeb7nP70cz8+Ig7IrPnpx6em3Jp85U4c+wdwioUCimoOGZmDtlmj6RJxuPhn2RSEgrWEpGVEgfGTEMeUH1ue0R0PZs626g5LV27C5JpebGFtyaAPOXAftVK3IQPwiiMbeVRIaMxV1PA6plbE3cqKuLnykLNnTc5pzoQ9KlyVKpear+xLyELHIplU5KFAHl2qspySUhWNx1x3zrXf2odWNZu25qlWJvmEvTsyt5SU5ztTvJ2pz3JwIs+rzszOTa3X1clKzjux4fPHhz3RoPlMm695TUUVG0NjGvVV6SvOtyT7cy1OOIcaVubUkgFB8QQMj4oy34cvKPat6bVKWpd51iZu231FLb0pUny5MNIyAVMvqysKA+1WVI7sJ+EMKsnxjlK1IUFAnIMQ15abgq2WKOobklaCF+hy0rxsrWuyJPUbTuopm5WcQVKTja4hY+G06n7RxPePZ3EE+fmORjWf5M7iGnrD1YldP6rOuGhXg4iRcaUr0Wp08mHgPEq+pk8uSgT8ERtCuOVRI1h1lACUOJDyBjoFZyPlB+URvMf2jcy8PiVF7FPkGx1Cuq0aqqekfN3l7npf0cnqU9x/qivxHlqTRlqy0kHAf+pKz8o+cRIcXNWgkIQjJEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESPBW6RK16kz1FnisS9QlnJV0tnCti0lKsHuOCece+Ma+MfibuPQiWt227Ao8rU7quh5aZZEwhTiGW0qQnPZpIKlrWsJSMgcldYKqeVsLC9+ykjQ7QKyOH+3Z62bGmKo5KVCcM86qfmEurDmxKORSlIAwgd3XMWVrPwT6Ma23Oq8q83VaXWHkpE0/S5hLYmtoASpxKkqG4AAZGDjrmIt0X4qtd5DW+naIcSNoSVLna8x2kg/LtBtba1BRbKti1IWhexSBjBCgAc848WpnFpxAXTrLX9J+GmypKqe9UutTz7zIddcWyvY6rK1oQhAWdgHMqIznngZWXPfUUr4Q1zbi9rW16rJzSDQjTrQ+1HbRsakqblppZcnX5lfavTiyNuXVYAPLkEgBIGcDmYhmueTg4eqzcr1fbNw09h98vrp0pOoTLjJyUp3IK0pPgFcueCI+GgvFxdGqmk2otTuCgydNvPT2mzM262gK83fKWnVNktk7kkLZKVJyfEEZwIfsLi943dTqO9XrB0sodbkJeZVJuzErTXClLyUpWpBy+Oe1xB/lCItZYyT0b2sBbcbjT3rPu2bYoVm0GQte2ac1T6VTGEy0rKtDCGm09AO/wCM8zEJ6u8Euj+tF8zmoF3z1xoqU82y24mTnGm2QGm0oThKmlHOEjqTziCtS+KHja02phuSt6V0mQobEpJKmZ2apyyhuYdbbC0HD3c6tSRFU0v4l+Lu8qBVL2r2ntIlrXatqqVaRqrcitLLswwwtbKSe1JKVOI2kY5wCyfVU8tontJtrayyE0S4WtI9A3JqdsWlTS6nONhl6pT7/bTJb5HYCAEpSSATtSM4Gc4GLW1g4GtE9Y7qevSrN1ak1WbwqcXS5lLaJpeMb1pUlQ346lOM9+TziwLY4wL6rHB1dOu03KUhNz0KrCmNsoYWJZSlPSyUko35+A+T8L7WPqri7vlXBinXlEpRxdXun7nKa7JfmpV54U/W924fUcHG7rz78QKkzUpjDLd22ZTVbXDRpdaOktX0Zt6Qm5SiV2WeYqL6XwZuYU4jYpxThBG7bgD0dowMAR96Bw7WBb2iszoLLKqb9tTTEyw4qYfSqZAfcU4pQWEgBQUrKTt5YHWIx1k4kr4014WLV1elZSmKue4UU0KbeZWZZK32i64QgKCsBKSAN3f3w4KOJm8OIaQuxq+JWmy1St+YlQhMi0todi8HAMpUpXMKaVzz3iJVglp2yNhA1I08lLuieh9naCWq9Z1kP1J2RmJxc8sz7yXXO0UlKTzSlIxhCeWIuW9rRpd+2lWLMrTkw3IVuTdkZlUusIdDbiSlRSoggHB5HBjBeb4x+LG4NS7wsnTGxaHX021PTbXZsU51x5Mu2+ptKlAPDceSeg655RL/AA/cXVW1m0nvyuVOiSlMu2xpB6amGWwvzZ0di6tlYSo7h6TK0qTu5YznnyiyQ1tO/wDFDQa8um6mjRbRi0tCLN949lv1F2n+duzm6eeS652jmM80pSMeiMDEe/VTTO3tX7Gqen10vTjdMqoaD5lHUtujs3EuJ2qKVAekgdxjB6w+Lvje1OpT9dsDSyi1uny8wZR2Ylqa4UIeCUrKDl8cwlxB9hEZp6JV3US5dLqLW9WKC3RbqmRMefyTbZbS1tmHEt4SVKIy2G1dT1+KCyp54qhvZsBy25iwVGa4cbBa0M/ue0zNXFsditgOmZR53hUwXz9U2bc71HHo9OUWtWeCvSKu6e2tplPT9yGi2jMzE3IpTOtpcW48rcrtFdnhQHMDAGASIiHVHiz18ujWiu6RcM1myVVNrhxuemH2g4644yrY8crWhCEJWQgdSSCQTuAF1aB8XN1apaY6iTNzUOVpl6af0yanXkNoUJZ8oadKNzajuSQtohSd3hg8zibKoT0r5OztyttppyU76taO2jrPYj2nl3mcRS33GXt0m4lt1CmlApKVKSoDpg8uhMWtdnCvptemj9A0Rrc1XFW/bbrT0i63NNiaBbS4hIUstkEBLqk8kjliMQ6JxycX1YtKe1HpmnFAqFs0h4sT881TniyysJSopWQ9kYDiCTjkFDnGbGgGr0vrlpZR9RZaQEi5PBxmZlQ5vDL7a1IWkHwynI78Ee2IWcM1PWOIDdSOY5LrodoFY3D9bs/bNiOVJcrUp0zz6599DrhcKEowClKRgBA5Y8Yh2oeTc4fKjPTNRmKhd4dmXVvr2VFkAKUoqOB2PTJMTdd16Vah3tRLek22FSs+WA6VoJV6bpScHPLljuhW7zrC74lLPtxEuvGFTjjqFK2DqcYIxhI9fMgRxZMepI3OYb5muDLW/SOoA9FY+GncMjmjTZfDQ/Q2y9ALVm7PsV6puSM7UF1Nwz76XXO2W222cFKUgJ2tI5Y658YqOr2k1sa02PNWBd7s83TJx1l5xUm6lt0KbWFpwpSVDqB3RbtN1Sqy78VbdQRKpkhOvSaVJQoL5KUlGTnrkJHxxXaReVVn9QKpbD6GBJybSltlKSF5GzGTn98e6K4OI6GpIDCdX5NRztf7iswYizswNNrL0Wnpdblm6aSmlVIdnVUaSp66Y2t51Kn+yUFA5UEgZ9I89vhyigaL8PNi6EWvVLRsqZqzslV5lU0+qffQ44lamw2dpShIAwB1B5xT5jUu+K3PTztn0ppyn08kqUpvcopHeckdcHkOeI97mqFUmbAVc0hKsNzsrNJl5hCwVowe8cwe9PzxSziqgeXgZu6Cb20Ibvl62WIdCXbagaeStW2uC/SO09M7q0opc5cPuLd7jDs+p2cbL6C0oKT2ag2AnmkZyDFjf6Gfw8551S8j6vdJnA/6GJtujUCq0ezaLXZFEuqaqQQVpcSSkZRuOAD4x9rmvmr02mW0/TUS5frRQHA4gkAKSnpzHeoRe/iKiZnuT3WtcdOT7W+YVZhpnaFuw+au6j0KVodBkrdkFvCWkJRqTZWohS9jaAhJPLBOAO7Ge6LH0R0AsbQKiVKh2Q9U3mqrOeezLtQfS66V7AkJCkpThICc9M5JOY9Zvesfqmos/s5fzFYznYe0z2Bc658R4RcF8Vuctu152sSKUKelwjaHASnmsA55+uNlmL08kMs7fqxkh3m3dbI7M9+31VHlm8Kul1k31eF909NTnJi+G5xmrSE8827JLbmXu1dQlvswQnOQAVEBJIiNh5Nrh3FxCs5uMygf7YUzz9Pm4Gc9nu2dps7sb847++JKp9+6sVaSRP063Jd+XcB7NxDJIOCQftvEH5I9916gXhS7kYt+jU+Wedel23AhaCpZWQSoD0h4GOaOKqPse3LHhtwBdp1vtbqtVzKd4Bc3Ty6qr6i6J6d6oWAnTO6aGg0JhttEo1LnslSZbTsbUyofAKU5SO7BIIIJERdpPwI6I6SXfLXtTE1mr1KQV2kl7pzKHG5ZzucSlCE5UO4qzg8wAcESJZ2o1cnLk96110tEpOLBLZQkp5gFWFAk8iOhB7o8db1BvCfuWdoFk09p8U8qS4pSNxUUnCuZUABnl4nEWHiehFOKgZjcluW3ezDcW8Fm9sD7SObc/wAFQtcuDzSDXqss3LdEvUafWW2gw7P0x5DTkw2PgpdCkqSrHccAjpnAAi5NEOHjTjQCizdJsKSmQ7UHErnZ6bd7WYmCnO0KOAAkZVhKQBzJ6kmOaTqZUqjZ9ZqLsq01VKQEhaSk7FZVgEpzkHkcjPdFKp9/ar1eTTPU23ZZ+XcztdQycHBIP2/iDGDuKqEZMgc4vbmAa25tcg3HKxCDsGv7Rre8fBWDe3k8NAbzumaugCu0YzrpeekqZNNty24nKtiFIV2YJz6KSEjJwBEjXXwyaXXVo/I6HmTnaXa9OW07LtSDyUOpUgqVkrWlWSpSlKUSMkk84k2jvTsxS5R+pMhqbcYQp9A6JcKRuHxHMe0R6Jjw9ocBurG0sIuWt3UV3rw46eX9pHStGK8qpe4dGblG5R1l9KZlHm6NiDvKCM7cg+jzyekXNY2mNu6f6cyOl9DdnF0eQlHJNpUw4lbxbWVFRKgkAnKz3Rd2B4RzGStETGnMBra3oov0M4erE4fKPUqJYkxVXZaqzKZp7z+YS6oLSnaAkpQnAxHl024adPNK9Qrm1LtqYrC6tdZeM8mamULZSXXu2VsSEAj0gOpPKJZwI5goELAALbbKLtE+HewNBbdqlr2aupTMhV5jziZRU3kPEnYEbRhCRt2joQYo+j/CbpPon740WszUp2XuiXRJ1CWqj7cwythO/wCphOweiQ4oEHOQYmmOMDwiVAgjFrNGmyxT/wBDb4eDcPu0k3GmU7cvmmCoJ83wVZ7POztNvd8Pdjv74yhpVJp9EpspSKVKtyslIsIlpdhtOENNISEpQB3AAAD2R7IRCRU8UOsYsuBAjIxHMIK7ZeCfoNFqsxLTdTpUnNvySiuWdfYStbKj1KFEZST4jERLrlwx2lq84m5ZGbXb93y7YbZq8u2FpmG052szTWQH2xk4yQtOTtUMnM0xxgeESCQbhQQHCxWsu/rGvvSKa8z1NoJp7JUhDdZl1F2lzOTtBS/j6konA7N7YrJ5bh6UUnuHXmM9Mco2iTcnKT8q9Iz0qzMS0w2pp1l1AWhxChgpUk8iCCQQYx+vjgm0urz66nY8xULHnlJOW6WsLp6j3bpNzLaRyGey7Innzycx04cSLdJAtN9GDqxYeRbtesG2q+FuzEiGHzkl9jCFesnuPx5MTjcHCXxE2y44JGm29ecqlR7N6mzop80sY5bmJk9mD44fwO4d481tcHnEFqBPIkruTKadUAqAm3hOMT1Veb70spZUtlknmN5WopzkDkBG26vgy3uqPZpM1rLC2s6Kan6j1Su2/o9aNTvFm1mxM1VySbSOyXnAZG4gOODn6CCpRwrCfRIiKLV1E1D0dvJ4UKq3FZF0ySvN5lg9pJzCeYV2TieXLodqhz69MRv80n0lsTRazJSxdPqE1TaZKczgAuzDmAFOur6rWcc1H1AYAAiNuL3RLSLUnR67bh1BsKmVWo0Ggzs9T6gpHZzkq6yytxvY+jCwnekZTnackEEE54cshldmK6UbBG3KFgJpr5TXigkWm5KtyNt3a2yAlczPyfmryh4FbCkIz/IPrjKWwPKR0ipsMjUrRy4KGVY3zlDmWq1KpHQqX2OHEeO3apQHiY1923pRXZey6bW6WWp8zsumbWy0Nrg3jIAB5Kwkge0HkY8EvOz9KnFiXfmJSaZ5LAJQ4j1EHmPjjfZQNLQSdStR1SQ6wW6rTjW/SjV2VM1ptf1GrxSgOOMS8xiYaST/ALIyrDjfsUkH2RfUaO2L1U7OMT9ap4dqEsdzFUk1mVqDCwAEqQ+3hWRy78HGDyJjJHSXjZ1WstMvT3Lkl79pLZINNuJ0StWQnuDU8kbHT4B1JPcVDORTJRPZq3VWMqWnR2i2ZwiFdH+LLSPV2aat+Tqz1AulfW3642JWcUef1rJKH08jzbUrkMnHSJpCgroY1CC02K2Ab6rmLOvtR7WUTnlhZ/JF4xaV9MqKJR4J5BS0n48EfkMYu2Uq3aOlLlUlUKHIvJz6+ca9PK61SaVqra9HUo+bsW63MIHdudm30q+ZlEbBZJ/zWbZmDy7NxK/kIjC7yuGnVQmxaGpcpJrdlEsvUeaeSOTbgX2zKT98C/j7z1jOtNd0Rsutgjg2tbdazCAoYUAfaI+apZhfVsfFH1MI5y95y1VNmZfsFAjJSroY+Me6f+tD2x4YyCqcLGyvfSCszlBvikViRcKH5GeYmmlAc0rbcSsEfGkR+iiYp0hOrD0zKNurSnaFKHMA840H8IenE7qXrfaVsy8kt9uaqjC5kAdJZtYceUfABtC/lHfG8K7qzNouKXp8lNutJl5ZTjgbWRuKyAAfZtz8cb1Lo0k7Ly3EZGeMc7FXQihUpt5D7cmhLjagpKgSOYirDmMxH9GqFVmqpKy6599aFOp3ArOCBzP5IkGNoEHZebSEIRKJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkYT+UasG7EizNc7QlFvuWVMETpSncWE9o26y8U96ErQoKI+7T3ZIzYiDtYuI63dONV7S0ZuC0X6gi+exl0zinkJl2w++WClaFA7wMgkeCgIkLUrWMfCWvNgefjyVN0aujQbimXSNZGrakXb1t1lmXfRMFXndLcSpa0pHPm3vW6pC8YOT0IIEG8ESQriv1wSrmPPKgf8A+SV/3+WLfk7YleG7ygNCtfTl5xih3W20p+nIWShpmZDgUyR3hDiA4nPMDbzPfX+CZaJfi31vk31hD/nVRIbUfTITUyCcde8ZPrHjErmNlL5Iw8d4O18dFZvDjyrPFX/AtYz6/Tm4q/AXxIaL6SaWVSztQ7xNKq8/cz85LS/ufNP72Vy0q2lW5ppSRlbaxgkHlkjBBij8NakzNQ4qJ2XUHZddEqykuoOUkKVNlJBHiASPYYuvyfGh2k2pOkVXuW+LCp1ZqkndL8sxNTAUVttJlpRaUjBHIKWo/GYHZVU3adpH2f8Azb+amzygKkr4WbmIOf76pvd/6W1/bHv4ZaSms8GluUjaVef27Oy2Oud6nk/1x4fKBJ28LVzADAE1TuX/AL41FzcGhH9zFYH8HL/PuRAXStesIP6v3rXhaFwqa4H73ttslS5m9qagJHfvaCh88vHZNZfb4EZi3XdwdGpIb7JSTuTmR37cd3pJJx4xS5FpqhXncWgwQUmZ1RpbTTQ7mpZ6dYXyHX68z8keqsJQ1qZM6Ftg9gvVpx4N4GOz7YMJJ5ZztUYlefa5wt5ZVkzxzU0ItbQzQVjCVVKoy8qpCTzSlhtmWHxf3wcezPdHl4SAqzeNXWGxglLDE2Z2YbZAwCETaVtkD7x/PsMUnjWuysS3F5pwi3rUqF1ztryMtVGqLTwtT0ysTDjqkgIQtXwGgSQhWACcRammWpVxz3lAaNfF16dVWw5i8Myz9HqQcS4UrkiwhYLjTalJU6yhWdgGcjMFvvkY2qzcw4D4L7cO+smnWi/EvrFXdR6+KXKTcxPsS/8Aezryn3BPFRQlLaVHOAeuBFwcHlsVxWmOvGrEzSn5SjXRTJ5umKd5F7Y3NLdPrSkrSncMgq3D7UxQuHPSDTzWPiY1ioWotuoq0pKzE+8wkvuNFpwzxTvSUKBzg98e/gxqVUpdkcQmnxqL79Ho1KmnZRpxWQ0vs5ttShnoVJbRu8SkcolY0+bMwv8Aq3fb77qm8FXFtpLoFpfVrPvxysCfm6+9UmvM5LtUBlcvLtpydw57mlcvDEbIaTUZetUqTq0ru7CeYbmG9wwdq0hQyO44MYQ+Tn0x06vLRau1W77Ct6tTzV0TEu2/UKczMLS0JSVUEBTiSQncpZwOWSYzklZaXkpVqVlW0NMsoDbaEDCUpHIADuAHLEYldHDBIIG5yCLaLA7goQFcXmt45/4TU/8AKh/tPyxZ/DsCbx4qAkc/cSud/wDvszF4cFa0M8YWt8u8oId84qh2KOFYFU58vVkZ9sWfw4kP3TxTzTKg4yqiVoBxJyn0nJkjn6wD8kSufHqyP9p/3q1dENddNbD4NNSdNq5Wz76rinp9NPpjUu4pbiH5OWZS6VBPZpSFIWTlWcIwOZAOZnApZFfsPh2otOuWQfkZ+oTM1UlSzyChxpDi/Qyk805QlKsHGN3dGG2h+hunF98GWpmo9boKV3Pb09UF0+pJdcC2UMScs8lBSFBCkkqXnKc+kfVGXHk+bhq1f4a6QKxNKmVUyem5BlxZJUGkL3JTz7k7yAO4ACIOgurcOzdqztP1dPK6u/VueTTb+odRWkqTKNMvlI6kJeUcfNFX0bkhUBVLxnXEPT87MKb3ZyUJ5KUPVkkfEkRSdWJFupahUGnPZ7ObRLsLIOCEqfKT+WPTp04q0b7q1lOlXYPKLkvvPPkNyfblB5/ex8whc6LiJ75dYjIQPB5aLH3DRb4u2Yk7X+Ks6qy626xctdlwe2pVZDoPcEl50fSCYu60Zxqf1Qrc/Lq3NzEip1B9RDZj4W9Sk1uoah01SNxddc2D9+HXSn5wIpWjBcdumcBJUfc9xI9gKQBHKoWOhraf9WWRx9WuePkR6LBvceLcyfmq5omke4dwZ6ZTy/kKig2tJ+eaW3OkZy2627j73arPyAxXdFHmhQ7gBcSMbFHn0GxXOPPpix5zp3dDWMpdQ4kHx+pGNulZ29NRx8zHP79fvWTRmDB4FW/c0+ubsO0pUElSfO9wHcErCU/NmKwqb91pzTqSBCuwbQrHXotKf/lxbNuh2tPSdLSCoSspPKCfAqaWR/zsRVNN1+6V4W3LkbhT2X93q9J1Q+dQjkUcz552dJOyb+4WX+SrY65F+dvhZXK5+z217P8A6VUXdqt9gVUPglo/9ImLRdONemiegHX/AN1MXbqqpJsKqkEEBLWe/wD2VMe2piBh2Ig/ry/JbbfqPHmrW001Dt6n0Kk2vMF/z0vKZG1rcnct5W3nn98IV0A630oeKG/oLis6XUOhv2dS6jMUqTXN7nF9splJWFB1WDnGcjAijVw41upKj/i2/wA2uNKVtUzCqT2l4cO0hy2BFh49VgQ4RNJ8FxWUga5U0eLaAf8Ail/2R59P52Vpl53dUJ13s2Jft3HF7SrakPKJOBzj0VZaXdcqcWzu2oRnHd9SX/aPlj5aey0rN3xd0hPNpW2+X21tq+2SXiCPnjVjzfSd49/aJLeeQW+9YAHtPU/JfN1uzFWtd05alYmZ1yZQhyZS62UpRlwkbcoT1yrx6CPrp1qPb1Ft2QoU8JkzKXFjKGtycrcJHPPgRFv0NppuhX8iXSAykNpQB02h1ePmxF86X0Cgzlm0+enKTJuzJW6e1cZSV8nVY5kZ7owwySqnr4XUpYx3ZvvobaSEG2t9TrdI8xeC3TdSGnpnPIx3HSOicY65juOQj6i2631zCEIyRIQhBEhCEESEIQRIQhBEhCEESEIQRcQwI5hBFxFn6x27O3fpLedq01BXN1egz8lLoHVTrjC0oH84iLxjq4CU4AzzHfiCLUrp883MWPQloSE7ZBltSPuFpSEqSR3EKBBHUEER6LhtCgXQyW6tIJW4keg+g7XW/Yocx7OkZMa8cJFx0it1PUTRSRbqErUXnJ+rWoXA24ZhZyt+RWr0AVHKlMrwkqyUqBODjtLz7LszN09xD0rP01Yan5KaaUzMybpGdjza8KQeuARzxkEgx6GmqI52Ac1ypoXxuvyUOXJpNcVG3zdBc915RJz2RATMIT+RXxc/VFjImkdquXdStl1Cilbbg2kKB5gg9+YymIxyiGNfLZZbEndcmwULcX5rNLSOvLKFn1/CGfvYylYY+8FWw5zYq0hVZpcumSnAJuWQcoamMq7I/dNnO5pX75BSR4xP+iPH/qbojMydH1EXN3tZZV2O6Yc31WnpPMbHlfXkDnhLmT0AUkYixLNt+3dQrPk5+blQxPsAyjz0udpUtP2yh0USnBPLPOIuvmx7hqt5S2ldiSU7ctYmClxUpISinHRkZSlQTnntwtR6AEEnrjTq2RmPO5bFO52fKFvE061Js7Vez6ffVhVtiq0ept72X2sggjkpC0nmhaTyKTzBiq3FT1VClPNNjLiMOI9o/wDtmIq4RdDV8P2hdBsOcWHKs4k1GrqSeXnr2CtA8UoAS2D37M98TOeccc7LohRMevLu8Y635YNs646YVbS27QQ3OMhDLqT9UZcTgtPIP3SFAEjvGR3mLguqiGQmDOS7f97vK54+0Ue744obTjjDiXG3FNrSchSTggxVtvssmOLHBzdwtKWvnD/fmhV9TlqXZSVtkKW5LTDSFdhNs55PMkj00eOOaScEDBiK+ffG/wAvegabau24u0dXLZk56UWkhuYdRgNLP27bg9JlfTmCPb3Rinfvkn7DuKZ909NdSnqdLOAkS1QlEzSck/avNKbO31KSs+uNV9Kb3YvYUePQvYG1Hdd7wtVE6hSmfRSSQqPRQLYqtfnmZKQk3XnXnEttttoKlLWogJSAOpJIGBzOY2U0TyQc0mdQuvauSDcqlWV+a0px5Sh4De6kA+sg+zujJfSfhp4cOGt33St+lKrNxNgJbnp5xMzNIOOjaUpDbJ680pCsciSOUQ2mfeztAranHKSMExnMfUfNWBwJcLCeHKzprU/UaVEtdFWlA2zKKPpyEqSD2ZH+OcUE7h3AIT1ConWXdmZ+YmKzPDD8652mPuUDklPxDEd6jP1O6JtE3VUlmVaVmXlAcj1KV4n1/NHskJGYqEyiUlkZUo+HJI8T6o22gAZWrx1TUPqpDK/cqv2TT1OTLlRcT6DY2IyPtj1Pyfli9I8tNkGadJtyjA9FA5n7o95j1RaBZUpCEIlEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESIP4nuGC3+JCjU9mZrb9DrlEUtVNqTLQdCA4U70ON7k70nYkjCkkEZB6gzhFhXvqU/aNVNPTb65xsMpdLwd2JTnPI+ifAd/fGnXV8GHQ9vUGzfK/yVM7Y3sLZdlCHD3wMyOk9/jU6+dQZu8a/KhSZBS2FMoYUUFsrWVOLW4oIO1OSAnwJwR5dcuA2T1H1Dm9StPtR5uzanVcqqTaJUutvOEAKWhSFoUgqwNwOQo5PLJzNVvauzFfq0pT02u823MubC+HStKOR5/Bx3eMdazrCqWqczT6HbztSbk1EOupWQOXIkAJPLPLJ8I5Z4nw0QifP3SbDQ3J30FtVqGClMeQjT71ZWkHCNbOj+kl06eUq4Jibq1409+SqdZfYHNS2VtILbO7khAcUQkrJJJyrmMV3he4f1cN1h1CxzdouLz+sO1XzoSHmm3eyy32eztHM47EHOftunLMSHZd3yV40s1CUaUyttRbeZUQShXt7we4xTL+1ANkvybIpRnPPErOe22bdpAxjBz1Mb8uMUcVIK5z/wAWba+ZsPir2xQRASNGg29VTOIXSA66aWVLTUXB7i+6L0s4Z3zTzns+yeS5js96M52Y+EMZzz6RUdF9OVaSaW2/p0awKqqhypY88837DtsrUrd2e9e34WMbj06xTrf1gk6rV2aPVKS5T3Jk7G1qc3DceQBGARk8s9I916aktWzUW6LTqcuoT60hakBRAQCMgHAJJIGcY6RrDiLD/Z3VXad0HKd736W3uVIMWbtue39Fj5O8AzE7xAfq5DVDY2blRcKqQaHnJS8Hi124mO8jG7Z39I+k1wGS81xCDXU6n4ZNxouD3I9xDzIdDnY9v2/eQPS7P4oyDsbUZm7Zt+lzdOVIT8uneppStwUAeeOQIIJHI+MVa87mFpURdYMn5yEuIRs37fhHrnBjZjxajlpDXMf+LAJJ10tvpuqW0lKW5g3S9/VRXL8NjjfE/NcSM/eqZrdJeZylG9zdvmw82Szu7cunPIOHGwfDPOPFq3wtL1O1xs7WmVvkUd60/NSqR9zO3877GYU7zdDqC3kK2/BVjGefSL5rGq8xS5enzSLXdfROyaJslLpw3nOUkhJHLHWPjQdYnq5VZSQRbDiG5l9LJeD+4Iz1J9H/AL5jSPE2GiYQF/eNtLHn6KSymcOzPM39VZuiPC2rRvVm9NT1Xx7r+/BT58x9zPN/Nu0mO2+udsvfj4PwU+PLpFI0m4PV6XTWprrGofn7Oo0nMygaXSOzVIdoXdqirt1dqEh5XLCM4HMROt7XO7aFHFXbpvniQ6ltae02bQrluzg9+Plj4z96SknZKLxSxvQtltxDPaYJUogbc+IJ+aN+XFKaCR8cjrFjcx8G9Vl7PA0gW1Fz71hfKeS9q8ghTElxHTUs2VbtjNvLbBVgAk7ZwZOABn1Rl3ofpnM6O6WUTTiauZ24HqQJgKqLjBZU/wBrMOOjKCtZG3tNvwj8HPLoPlU9U2qTQqZUnqOsz1VQXGZQPZ2t5wlZOM8xgjl3+oxzaOqHu5WU0CsUlymTjgJaClEhRxnaQQCDgEj2fFGp/iLDu3ZTZ++61tDzFwCeV1jDDTU77RaEqDNdeA+U1L1EmtTtPtRZyzKvUxmooal1ONvLwAVoKHEKQVAAqHpBRGeRi8dHeES19IdK7rsSmXA/O1i85B+TqVadYAGVtLbR2bIVyQjtCdu7KjnKufKUrbvv3fuiqW37nFj3OU6O27Xdv2OBHTHLPXrHxpWopqU7X5U0rZ7hIeXu7bPa7FKGOnLO0ePWLRjdE4NIf9YuaPNu49NUFPTB3aAam/8AVRZpPwnJ0y0BvXQt++lVRF3uT7hqYpvm5lvOJVpgfUe1Xv29lu+GnOccusXfw1aITHD3p0rT5+6kXCkVB+damxIeaEJcCPQKO0cyQpJO7I5EDHLJI11WtBfNpPdgk4WsP5A+PZjPSLsndRaNK2e1dyUOLafOxpnISsuZIKSegxg5PqjXp+JMMq2vdHKLNFzcEaddRqso207SHM5D4LrcdiGv3VS7k90+w9zS0rsex3b9i949LcMc/VHW5rDVXLkp9yyVV8xmZEo3YY39oEqyOYUMciQfUYodH1kM1UpWUrVuu09meUlLL5cJHpcgcFIyOY5jxj13Zqqu2rgcoTVAXOLbSlQWh7BOU56bT0jlOrsAmgfUE91zwXfWBz8jbflp1WZfEQSVWLXsz3u1ms1dVTEx7rul4thrZ2eVqVjOTu+Fju6R4rW04ate5Zyuy9R3tTKXEIlwxtDYUoHAVuOcYA6R5aFqjMVn3QU9bL0omQkXZzcp0kLKMeh8EYznr6ortjXZ78qS9VBJea9jMLY7PtN+cJSc5wPuo2qL6HqnwspxcjM9u/XvHXxKyZ2TiLK1q1o0ibqczO0SvOU9qbUVOslsqGSckDCh6OT0OYu+3LQp9t0JVFkipSXAouuL5lalDBJHh6vCKHemparPrDNIboip1TzKXElL208yRjG056R9LM1EmbrqjlOet56QCGi4FrcJBwUjGCkfdfNFFIcBpsQfDALSkkEWda53G1gsWdi11m7rx2bpQm06sqqO1gToUwtns/NtmNxHPO49wx8cc2PpZ7z60auqsednsVNBBl9mCSOedx8PDviQxDA8I6kPD2HQGN0cYGQlzfAm2vwVghY21hso4urSZ65bhfrzdxmTU8EAIEqVFOEhPJW8dQPDvjrI6TTMpRqtSHbmcf8AdNLSQ4qXOG9it3QrOc9O6JKjjA8Ih3DmGumdP2fede5udcwsedk7CO5NlESNC5tpPZs3otsEH0UyisDnnp2njFWufShy4qq3Uk3J5qtthtrHmxUfRGM53jrnpEj4HhDA8IrbwvhbYzCIu6SDa55bc1Hs8YFrKxrN0up9qz3utMTzlQngkpQ4pGxKQepAyTnHLJJ5R4bp0kbrdadrNJrbtMemcl5KUkhSiMEgpUCM94PKJHwIYEXP4ew59MKQx9wHNub3633UmCMty20Vi0/TGRp1pz9uy8+sv1IDt5tSM5IPLCQenqz3mLcToZOtt7G7zcSMckplCAPkciXcDwhgRXLw1hkzWNdHowZRYkWF78vHVOwjNtNl4aPImmUuUpypgvmUYQz2hHNW1IGT6ziPcOkMCOY7bGCNoa3YaK3ZIQhGaJCEIIkIQgiQhHBOOsEXMI4BB6RzBEhCEESEIQRIQhBEhCEEXVSArrmI81S0E0z1eZbcu6iqTUpfHmtXkXTLT0vjOAl1PNSOfNtYUg8spOBEiwgCQbhQRfQrBa++ETV2z0zc9Z8zKXxT23dzEuFNyNUDZ+1KVkS7yh4hbPLkERj1qzIKo1Cmbb1BplRtWaqLJTLityLsmgugbhtccSG17SBktqUPWY23R8ZqVl5tlTEzLtvNq+EhxAUk/EY3Y66VgynUKh1Mx22i0ecO0zcd4X7KaOWDUKWK3dzqmpWYnHcS8mWm1uOvkc+0IaSshKclRSO7kduXD7w62Hw92kKFbDHndVnlec1itzKUmbqMycFalqAyEZztbHojJ6kqJxTmPJuXfQOOClcQ2nd0UOl2WmupuKdkVuOpnWXT6UxLtIS2UKbdWpeMrAQlahj0U7tgca0krpbB3JWMjbHsuEjAjmEIrVi+bzDUw2tp5AWhYwpJ6RZVbtOZlCp+npW8znOwc1oHfy7xF8wiCLoolUMEpIx3YMeVUhL7itntGFHqWXC3n5IlWfodMqOTMyiSo/bp9FXyiKQ/Y0ks5l5t1v1KAV/ZGBBRR85Tu2G16fnnE+C5hREfSVp8lKc2JdAP3R5n5TF8t2Gwk5dqDivUlGP6zFQlLTo8qQssKeUOeXVZHydIjKSis6nUWfqzgTLskIPVxQwlP9vsi+aPRZWkM9myCpxXw3D1J/s9UVBCENpCEJCUjoAOQjtGYbZEhCEZIkIQgiQhCCJCEcZHSIRcwhCJRIQhBEhCEESEIQRIQhBEi3r/AEg2bWieoknfomLhi37++wytfiTv0Y0sS/I5b/qu+RWL/qlW/o4kGxkrxz7d38uYoGiqEqduPcM+kgZ/nxX9HD/4CpH+/uxQdFCAu4lHoVN/9ePE0gFsLv8AqPP/ALFqNuezX10IJLdbyT9da5fzo660cq7bf4Q/TRHbQfkitg9e1a/IqOutHOu23+EP00RQdeE2ef8A/RR/9vr4fNdNYkJbua2lIGFb/hd/J1GI5lUhevMwFDOEHGe7+90w1kUDcttY/wAZ/wDMRCTUBr1Mkn7Q/o6YwrABisgG3bw/6TdD9of2h8lzR0hOuVRCeQKFZx3/AFJMV7Wb7CXfxhr8sUGkEHXKofeK/NJiv6zfYQ7+MNfljeh0wfELfryrJn2T/Mr6SCU/qSIOOlGVj/izHi0PSDaTqsc/PF/QTHvkB/qSJ/gZX5sx4NDz/wCCDv46v6CY2qcD6Tor79if+lZN+0b5K67xpXu3bVQpgb3rfYUGx+/A3J+cCIPaqb9YsykWUw6POV1VbaUnqEnmCR4bnD/NjIdaSRiIUtagMt6xzctu+pyLr8ylOOufgj4isH+TFXFdHJLUwdlp2v4p37JIP3FTODnBHPReq7ZNqU1UteRbT9RYYlWkJPcEuLH5MR6LqwjWeihAxlDOcdeq/wCyOL4UP1YLeGRnbLn/AKRf9hjm7AVaz0UjpsZ+kuOXVMDXVAH/AKiP5CyqIsHAfrBddOeeqNz/AH81+kCPHapxWNQfwE39JcezTk41RufP3c1+kCPHaozV9QfDsJv6S4riJ7Ont/xZ/k5QNmnxcvLaNUpUnpTX5Sem2EPPPPJbaWsblEtNgYGefpAx8ZqiVCY0gkZxDTigxPOTZQOeGlbk7se3n7CY8Nu2RT6zYVWuZx11E5T3XAgBQ2KShCFYIx37iOsX3aV+06QsWQeul1xfauOSiVBor7QJ+6x6jj4o08PibVxtirj2bDCQx19LF27vFYxjMAH6aL70iVtbVGh0x+acdbmKUgJWyy5tLaiEg55c0naCD64oFan5Ck62tz1RfQxLtJG9xfIDMuR+UiPNctLGm1506s0B0tylQWVKY7gkEb0ezCgR4R9bhpEjXtZm6XU2y7LPoSFpyRkBgqHMetMb9VPI+JsLmNFSyWIE8nfqH3brNxNrW71wpAq1co1ctKuPUeeZmkMyb6VlvmEnYeRig6FjFozX8IOfm24rE7a9Gti0a8xRpZTKJiUfcWFLUrKuzVz5nwij6GEe9Ca5/wD5g5+abjvt7f6ap/aAA/snXy7bja6u17UZuio2ocwzKaqW/MzDzbTTSZdS1rVtSB2qskk8sYiUafVqTVApVKqMpNpQcLLDqVhJ9eOkRRqdT5eral0SmzW/sppphle04O1TigcGJHtWzaTaDT7VJD+2ZUla+1c38wMDHKMMDdVfSdW1jQYu0NzfUG3IdOqiIu7RwG11Xk98do4APUxzHshtqtlIQhEokIQgiQhCCJCEIIkIQgiQhCCJCEIIkIRwYIhPsjo4eWOXOMf+K3jO074UUUOXuqj1St1Wv9ouVp9OLYUhlsgLdcU4oBKcqAGMknd0AJiyrC8p7wpXwphio3PVbTmnlBvsa7T1NpSTy5uslxsDPepQwOZxFrYXu7wGiq7eMOyk6rLH2co5C1D7Yx8mH2ZplExLupdadSFoWg5SpJGQQR1BHfH0iLBWruHFdSARHYOJMfKEC0IvtvT4x2jzwyR0JiMqL0Qj4hah1OY7B3xTiMbFF9IR1C0mOciIRcwhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCOIFQHWCLmEfNTyU8uZ9kdS9z5DETYovtHBUB1MfFS1Hnnl7I65AibKLhfYugd0dFOqAyMY9kW3cWolj2ogquC6KfJqAz2angXD7EJyo/JEYXHxZ2DTlKYodPqFYUPt0pEu38qvS/5sak9dS032jwPX7l1qPA8SxD8mgc7xtp7zYfFTj2hPU9Y7NnnETaa8Q1o6iVFFDMtMUqpOZ7KXmFBSXiBnCFjkTgZwQDy5ZiWB6u4xbBURVTM8Lrhatdh9VhsvYVbCx/Q9PD+yvvCOAcjMcxYtRIQhBEhCEESEIQRIQhBEikXTTn6xQKhSZVSEuzcutpBWSEgkY54irxxFU0TZ43RO2IIPqLKCAdCrW09tyfta3E0ipOMLeDri8sqJTgnlzIB+aLOntNLvpNWnpqy600xKT6lFballCkgnO3oRgZOCOcS1gQwPCOTUcP0lTTx07rgR/VIJBGltCOvNVuhY5oaeStPT2zPeZSnJZ6YS/NTK+0fcT05DASPUOfxkxS9SrHrd3TVPmKPNSrJkgvJdWpJ3EgpIwk+ESDHGB4RZLglJNQjDnA9mLbGx0N9/NSYmlmTkospGmNxzddlKxeddbnBJKCm20LUsqIOQMqAwMx7b2sCsT9fbuq06i3KT6UpS4FnGSE7QoHB+1wCCMchEjYHhCNUcM0Ip3U4B7zg69zmuNjfw5KOxZayj6w7AqtGrE1cly1BE1UplJT9TOQM9VE4GTyAwByEVjUG3J+6rdcpFMcYQ8XULBeWQnAPiAT80XTgeEI3IsGpYaN1A0HI699SSb7kk81LYmtbk5K2pWgzrFjJtlxxnzrzAyu4KPZ7tmM5xnHxR5tN7YqNo0FdMqbsu48qYU7lhRUnBCR1IHh4Rd8cYEWMwyBk0c4HeY3KP2VPZtuD0XCjyixqVZdVkNRZ+63X5Uyc0laEpStXaDIT3Yx1T4xfcIsqqGKsdG6Xdjsw8/7KlzA61+SsTUKw5u5ZiTrFGm25apSQwlaiQFpB3J5jOCDkjl3mKba2ntxpuZq6rwqjc1MS4+pJbVuyraUgk4AAAJOB34iTIYEaEvD9FNV+2uBzXBIubEjYkeCw7Fhdn5qL7j07udm5Zi5rKqrEs5Nj6qhaiggnG7uIUCQDz7499p6dT1CodZbnp5p+qVhlxtawSUJJSrHMjJyVZJxEhRxGMfDlDFUGpaDc30ucoLhYkDYE31UCBgNwo+tixavRrGrFsTcxKqmJ9TymltrUUDc0lIySAeqeeBHgY0tn37ETbdRmpVudYmlTMu60pSkcxjCiUg8+fT1Hn0iUMDwhgQ/w5QljYyCQ1pYNf0Sb+/oVJgYdFEknpneNXqsi/eNZaelKcQG0oXuUpIOcD0RjOBknngR6rt09u2qXeu5LeqUlKnYhLa1OrStJCdp6JI6ExKUcYHhFI4WoRCYe9qQ6+Y5rjbXfTko9nZaxUcUe0dQ0NVSXuG4ZecanKc9LMpD61BLq8YUcoHLAPyxQqZprqdRpcytJuSSlWFKK9jcw4Bk4547P1CJkjmJfwxRvyEufdtwDnN7E3Ou5TsGG3go1nrCuSeua3q9MTsm57mMy6ZtSnFla1oUVKKfRwc57yIklPwRHMI6lFh0OHl5hv3zc3JOtgPuVjWBl7c0hCEb6ySEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQjo79bPX4usEUF8UXCBpfxVU+lt3s/VKbVKGHRT6lTHEJdQlzaVNrStKkrQSlJwQCCDgjJzhrV/I1zqamx7h66MGmlwdt53RCH0N95TsdKVK9u0d8RFxFcX/ABqaca9XbKzt6122JeTqsxL06nKkmxJeZpcUGFNpcbKXApsJVvOSrdnOMROnA35QvWTV7V6jaN6oUulVlqstTBaq8lKmWmWFtMKd3OpT9SUghBHJKCCc5PSN9sc0bLg6LmOfTzSWe3VbDLSt6UtK1qPakg647LUWQl6eyt1WVqbabShJUfEhPP1xVo45JHPA7usc/N7Y1b3XTsBoEhA8oQRIQhBEhCEESEIQsiBSh0UY7h094EdIRFgi+gdHeI7hQMfCERkCL0Qj4AgCPo2ScknMYkWRd4QhEIkI6lQHKOpdHcIWRfSOCcd8fIrJ746qUPuomyL6lwDvjjtOeAI8E9VKbTGi/UqjKyrSRkredShI9pJiPLh4jNKrfLjSa/7pPN/7HINF4E+AXyQf50Uy1EEAvI8D1W7S4bWVxy00Tn+QJUoKWrPWOuMnnGMNwcYc2ouN2taDTY6Ien3io+3s0Y+TdEX3DrzqpcfaNzN1TEoys8mpIBhIHhlPp/8AOjkT8R0UWkd3Hw/qvW0P4PMYqxnlAjb4m5+F/ms2K1c1u240Ziv1yRp7aftpl9LfyZPOI0uLij0yoyVop0xN1h5OQEyrBSjPrW5tHyZjDZ+ZmZpxT83MOPOqOVLWsqJPtPMx8440/E07ieyYG+e69lQ/gxoorOq5XP8AKzR95+Kn65OLy6p1tTFtW7I01KuQdfWX3B6wBtA+MGIvuLVnUa6gpusXbPrZV1ZaX2LZ9qUYB+OLRhHHnxKrqftHn5L2FDw1hWHa08DQep1PvN1ypSlqK1qKlHqTzJ9pjiEI0ib6ldsANFmhemnT0zTKhLVKTcLb8q8h5paTgpUlQIPyiNilu1eXr9Fka7Jub2KhLNzDZ/erSFD8sa4ozV4Y7jTXdLZSSWvL1Hecklg/c53o+LasD4jHp+F58kzoeRF18x/CbQiSkirGjVhIPk7+BGnmpebJI590d4+TXWPrHtDuviyQhCIRIQhBEhCEEXBOI4zFo6n36jTCz5y85q1a5XpOnjtJqXozTTsw213udm443uSO/aSQOeMAkRHJcbullX0ymdUaBQLqrEhTJjsKtIyTEquoUpJxtemGVPjDSsjDiCpIIIJBSrEql88cbsrjYrIyLI1G1n010mcpzWoV2StFVV1LRJB5txReUjbuA2JPTenr4x59Hta7C1vtJq8bFqC3ZYns5iWfARMyjv3DqATtOOYIJBHMExiP5UJQVP6WEHl5zUR88tEKqpqeyh7WPXb4lZOXJxXcP1n1+ete5tTadIVSmuliblnGXyppwdUkpQRH1t3il0Eu1VSTbmpNPnjSKc/Vp4NsvDsJNkAuvKygeikEZxz59DGOHlBdCdLLe0yqmrNItRti6ajW5YzNQ86fUpZc3b/qallsZ2jokRe+g3DXpkjh5k7rtS0mpW7rysFchNTvnbx7dU3KjeClay2ncvachPLEZWWuKipMxisNNeanei6z6Y3BYz+pdLvSnLtiVLgeqjqiyygo+ECXAk9SB6zyGYtvT7ir0G1RuIWpZWoknO1VYJalXZd6WU+B17PtUJCz37Rk454xzjDDiF05v7RjgfsewbhlUSswm6Hl1dDDyXUlS/OXGAVpyCMY+NKR1i761wdUu8ra0j1L4YEUinrlJdioVGfmqg8lyZcSGFtOdFjtUrS9uHo4OU90QVh7ZUOfla3UAEjnr0WfWTjui2qhqPZ1MnlU6crbSH0HapIQtQSfAqAwPliq1V56WpE5MNqw63LuLBHcoJPP5YhmwLPpFwWfW5+akFzM60pxuWUCStJDYKcAdTk+uPN4zidXTVEdJRNBe4Od3r2s0bC3Mrfkkc2wZuVMc9cVJptNTV5yeaRJrxteHpJOenSOJi5aPLUdNfen2009SUqD5BCSFHAPziIhmGqxLaOTElWZOZlnGJ9KWm321IV2ZKVdCM4yVRXa8ofqISp7jLy35xMaQ4hqHNkcGWyw9pY75tdPeFHbHXyur4m71tqRkpWpTdXZblpzPYLKVELx1xgR8ZPUO0ahNsyMnW2XX31bG0BCvSUeg5iIfu/lp/Z5/eP/AJREr0/TizKZMy9QlKOEPy6g42vtXDtV443YhR4viWI1HZwNYGtDC6+a/eAOltEZJI91gBbRVetXPRbeQ0usVBuWDxIQVAnJHXp7RH1kq9S6hSjWpOdQ7JBK1l0A4ATnd6+WDEW6xNuVq56Tb7G7cmXddG3rlWT/APLj2aZzPb6ZVdkrGZbzlOD3Atbv6zGbOIJTistEWjs2h1jzu0An5p2xMhZyV3o1Lsh1YbRcUruUcDcFJHykRUqrc9Eokq1OVSpMsMTB2tLOSFnGeWM90QtatrUSq6cVytzcqpU9JreDLwWobNjSFDl0PMnujyVaadmdL6Kl5ZUGKi80jceiQk8vnMclvFlbHTOmnjbqzO2xPJwbY31vry6Kv2h4bcjlcKZJXUaz52ZZk5WuMOPPuJabRtUCpROABy8Y+1Svy1aPPOU2pVhpmZaxvQpKsjIyO7HSKXQ9ObOlm5CqM0gImWw1MJX2znJYwQcFWOsWRUKRT65rVM0ypsdvLupypG4p6MAg5BB6iOpU4ni1HDEZWszyPa0WvaxBOvjf4Kx0j2gXtcqWqPXqVXmDMUmoMTSEnCi2rO32jqI9r77csw5MvKCW2kFa1eAAyTEP2BKN0LVKsUWnKWJVLTgCCScAKQRnPhkj44u3Wm5G7R0gvW5FubDTqBPPt+twML2D2lW0D2x18ExKTE6YyytAcHFpA1FwbGylsx7MudyuqPZXEtohqJcjVo2XqHT6rV30uLblGWnQpQQkqWQVJA5AE9Y9+o2vGlOkk5J0/UW85KiTNQaU/LNvodUXG0kBShsSeQJ741j8N8m/pVrhole0w8pbF5F1CgrkEKfmpmQxnvGOzc/lRL/lP5OYqWo+ntPk2y4/NU6YZaQPtlqfSAPlMdohc1uIyGB0pGoI081m9d2t+l1iSFCqd2XhKU+UuUBVKeW24pM0CEkFO1JxkOIPPHWKRe/E1ohpxcb9pXtqFIUqrSqEOOyrzLxWlK0hSfgoI5pIPWNfuqN6MXrw28OzqZkOzNFqk3RJkZyptUsuXQhKvWWuyV7FCJB1OsS1tS/KTS9k3vSxUqLU5NHnUqXVthzs6OtxI3IKVABbaTyPdiACl1fITaMDdvxCzi0/1d031TlXp3T686ZXG5chLyZV0FxonpvQcKTnuJAzFx1OryVHkXKjUZhDEu1je4oHAyQB09ZEa/tN7Ro+inlHm9PLAQ9JUGoSbqFSi31ubG10xU0UBSiVEB1sEbiSOmYzb1cSBYFSHrZ/PIjSxCodSUsk7N2gnXwW5T1D5Y3F41aSPcq/RbkpFwMuP0eeRMoaVsWUpI2nGcc/VHml74tibqooktV2lzpcU12QSrO4ZyM4x3GI00RnjIvVqSmSUp83amufclIOT8ihFs6euPP6h0ycdThUy+48PXlK8/ODHjW8WTvho3hozTOIcNdLOAUipcQ023U5V29bbtt1LFYqjbDqxkICVLVjxwkEge2PTI3JSKlTV1eRn2npNtKlLdTz2hIycjqCB3RFNu0en3fqXcKLhZ87Qyp7alSiPguBCengkAR8LISZCcvekSxIYblZgITnPwCtKfmOIuh4kqnzhz2N7J7ntbvmuzmeVismzOLvDVSQjUyynFpQm4JYFRx6QUn5yIqlRuSkUqQRVJ+oMtyjhSEPD0kqz0wRnOYhW1LWolT07rlam5YmdlFPFl5K1ApCWkrHIHHU/PCYddd0Yl0OE7WaqUIyOgwo/JkmNeLiiubCZJ423MZkbYnkQLG6wbUPtqOV1KqdTbJWQlNfY3HkBtVz+aLpScgGI+tnTezp23qVUJik75h+UZeWsvuDK1IBJxnHWJBHIAeqPU4RLXzRdpXBouARlvzGt7+i2Iy8i71zCEI6ysSEIQRIQhBEhCEESKTddzW9ZtuVG6bsq0rTKPTGFTE5NzLgQ000OpUT8mO8kAczFWiOuIbR2T1+0bubSKerT1IbuFhpCZ5prtVMONPtvNq2ZG4b2k5TkZGRkdYkWvrssXEhpy7qyLb4seELWiVfo0tqjZtSQ/8AUlyFcAky+D3BqcSguA+oGL2070b0UsOfmLs0v07tSiTVVZDbs9RpFlrtmsg7UrbGNhIB2pwkkZjVTefkoeKK3H3U22q17pYSSWjJ1Tzd1SfFSZhLaUnryCzjlzMZ+eT90Q1S0D0LdszVdxDVSmKzMVCWp6JpMwmQl1ttJDW9JKSStDiyEkgFfiTG1IxjW3Y661IJZHvyyMt4rJR5hmYR2b7aVpznBEfH3PQkYln32PUhwkfIciPo6mc3bpd5rGPgLScE+0Hl88fNMxPt/XpDcPFlwH5jiKFuldHjOybanlTcsptIKlKeHZ4HrUOXyiDM8+tsPKk97agClbDiXEqHiOhxEZ8SGk0txCaR1nSh66522PdcsK8/RLFewtupcCVI3JC0nbgjenr1jAWW4DOO7RWYfGhOtkvN00KK2maTcL8ip38JLPfUAfatY9cZsYHD61iqJJZI3WDbjwW0lNTkydrjhaPg4gp/LHoStCxubWlQ8UkGNVyOJnynGgE27Jan6aTt0yTYwp2o2/50wlI67ZunlKCT++Uv1CLpsTyulvOVRun6r6HzdIG8IfnaJPFbjaieeZd1LZ5dfrhPqjMwPGo1WDayImxuPNbKoRDl+cT2gmld202x781dkqDW6pLJnGJaebcUhLKiQlTrpRsYzg47RSTyi+Lb1GtS8UB6zbzti5Gsbgul1Np/I8coUofPFZBAvZbAe0mwKuuEeXz/AGc35N9vuyE7h8ozHduelHThEwjPgTg/IYxusrcl94Q6wibokIQgiR9mxhI9cfHBjs/NS8qwuZmHUtNNJK1rUcJSkDJJPcIweU3Nl9FHqI+G8k43Z9UY/wB58Y1pUmbdkLOo01XXkr2dstwS8v4ZScKUrn+9HqMRpcXFPqbWm+xpqqfRkE5zKsdo5j1qcyPkSI5FRjdHS6E3PgvW4dwTjGIjMGBjerjb4C5+CzIffal2y8+4httPNSlqwAPbFj3Lrlpdaqi1UbrlXnh/sUnmYV7DsBCT7TGEtevC6rqd7W47gn6gQcpD8wpaQfUknCfiEUeONPxQ46QMt4k/cvZ0P4L4xY1s5Pg0W+J1+CyjuPjBpTKlNWrakxNYyA9OvBoZ9SE5JHxiIuuLiT1Ur7iuwq7FJZUPrUiyE/8AOVlWfXkRFsI4s+MVtTo5+nhovY0PB2DUFjHCCeru8fjp7l7KnWKtW5hU5WanNzz6/hOTLynVH41Ex5PZHEI5riXm7tSvSRxsiAbGAAOiQhCG6z31KQhCIRIQhBEhCEESMhOEG5UytwVm1XVY8+l0TbOTy3Nq2qHtIcB9iYx7i9NGrkFq6mUCqLOGVzaZV45wAh36mSfUNwV8Ub+GT+zVbJPG3vXB4nofpHCZ4BvluPMaj5WWfbaiSDH3jyo8AMch0j0IOUiPpzl+ZV2hCEYokIQgiQhCCKz9UNUbN0js6cvW+aqmSp8mOSU4Lsw4fgtNIyCtau4D2nABMa39P6vKUa+K1xdVSRTp5YT8y+xT7fpxCnLlWcb5FDThKVMqzueXt7NJzsAIyjaf16wwOmIkGy0qmldUODs1rbac/wCHhosBuBbRi/Z++alxAhtdi2nV3HlSNvyRUW59pSiUpUlzJDCCcpVyUSPR2pxnt5UD/DtK+ZP981Hr7ZaM+Iwb8pXbNy3HP6ZG3reqdUEtMz5fMlKOP9kFGWxu2A7c4PXwMQtappewozGzXUfMK/fKPftan/4bkv8ArxLHDL+1404/izT/AMwmI08oTRKzX+HZ6QodJnajNe7EmvsJRhbzhSN+TtSCcCJR4b5Ocp+gen1PqEo9KzUvbsi08y+2UONrSykFKknBBBHQxldXMB9scbfohVbVXT609UbHqlhXqlCqdVmi2SVhC2nBzQ62T0WhWFDqMjmCMxgvpfc2o3A3rjKaN39UXKpp7ck0PMJnbltCXHNiJpsZ+pKCsB5vOAMqG7CVGbvKGaTXZqLpZR65ZlMmKnP2tUjNuykugrdXLLQUrUhI5qKVJQcDnjd4RjTel3ascauoGntsy+kE7bxtt3s5+bUXXGkBami86ta20BpIDOUoJUcnGSTiMVq10mWYFoIeLWPUdCtmNeVuoNRIwR5o7z/kGI+0UmWJO06rNzK9jTM4ta1YJwkNpycCJHnpPzqnvyO7AeaU1u8MgiIJpVXuazKZVrQftl512dUsBwBWEqUnaSAEneOhGCI8fj1T9H4nT1jwcoa8XsTqQLDTrZdCZ2RweVeeo1w0i5dPZifos4ZiXRNtNKV2akYUCCRhQB6ERY9Qt68mbDZrEzX0Lo6mmlok+2XkJUoBIxjHIkd8V+Ztep0nSFck5JPGbm5tMyphDZUtGSAAQOfwUjPtisV2Um1aMS8omUfU/wBhLAtBtRXntE8tuMx56uppcUklqKppa/2fNYEjXXTfXTkbrB4Mlyeisy8P2PrO+8f/ACiJFsu0rxolV88rt0KqEqWS2GS64cKKkkKwrl0B+WLDuyl1R2xLUl26bNOONIeDiEsq3J5jqMZEXbRNS7iqNUkqbM2a/LtzDiW1vK34QMjmcpx88ZYZ7LT4j2lXmDssWW2ax7oGoGh9VjGWtku699F4n5iVndaXXpqZaaZpkpt3OLCQVFvGOffl0/JFN00dErLXlRUuJU2iXcW3g5HohxJI8eqY5otjovW77ima4iflmG5gqaWlPZlzctWMFSTkAJHTxjpRKBNWteFw0aXlJ5yTdpsw0w6tokKJQFpG4AAnqOXfFUbasVDKx0dmOlkAO57wIFxyGm91AzZg4jmVRbQlb9qlsztGtqWbXTZt5aZhxRQFBRSncMqVnGNvce+Krf8AbjlrWFRKUt0OPpnHHHSOQ3KSrkPUOQz6ou3RKVmpO15xublnmFmoLUEutlBI7Nvng93Ix8Nb5OdnaRTUSUo8+pM0SQ0gqI9A+EZDBxHw8+rJc6QssAdcvf2A9FkIrQ5udl9LKtG9KdUZKqVa6VTkiGiTLF5xQIUghPI8uRI+SLSuWWr05q7NsW1NJlqgoDsnFEAYDIKhkg92YuOhak3G9OU2kPWW+0046zLKfO8bEkhJVzT3Dn1j5sSc4nW9ydMm/wCbkKHbdmrZ/g+PhYx1GI2J46Srpaanoi+3bNzE5rjTWxOwtzGihwa5jQ2++q8ukyzJXbWaZWmFqragS5MKc3ZAUN46d5IOe/1Yi0+Pmu+4vDDc6Eu9m5UnZKRR3E7phCiP5qFfFmL4oElOsay1Wadk30sutObHS0rYchB+FjHzxCXlHpa57k0/tCxbaodSqC6nXvOphUnLLeDTbLSkDftGEgqfB54+BHpeFGOio3QuFgx7wL7kX0J6+axmu2leBvssatbl0W0tLuGu4KNWZCYnaLTvOZxuWmW3HJZwrYmgFgElJBWsYIyCkxNXGwWpric0CV6DjTtQlPWlSTUGflEWfxN8B9laX6Ui79MDd9ZrbM9LtPSbq25pJZWFBZShplK8hRTzyeXj1j16p0697wvHhWuB+1608/KSVIFXWKe7/e7zc1Lh0u4Sez9JKj6XQZPQZj050XNIkbmY8WvlPXYhY8akU0ac6hT+iDaXEyVuX27OyG7/ABDvZpST6y20x7Yymqf+upUj8UV/kN6LP47dHK+niOoN72ra1VqDFxS8m/PuSkmt5KJlhwNEqKAQn6klnr4GPRxAVjUDTDjmd1etjTWs3MzSpRgNoYlHyy8XKaWFAOoQoej2hPIdRgwVYjdA5wdewc1XPUv9dVpf4qr/ACE7GYOrmDp/VPaz+eRGGnDhberOtXFo/wASN82BO2rTadLLS21MMutpU4qUMo2232iUqc9BSlqUBgHlyyIzO1UYfmrDqLMqw484rsdqEJKlHDqO4RysaBdh04aLnK75LqUV3RyOtuSVFrUym35wvbwgVS2AEn9/2IA+dv54+1ryAkL6tJgDBVJJfPj6YdX/ANYRxfdAqS6Das1LyE0477mhh1CGlKU2UBJG4AcvhHr4RcDtHnJXVK30Ik31S8tJNNKdDSigbW1jmrGPD5Y+XQUU7Klgc05WPiI0P6dnH5ao1rg4C21vuXGnP7Jtz/fTP54RTbVIFfvskn/BZzp9+qPrPOV3Te+6nWGqI7UJWoqWtCwSkELUFkbgDzB5YI5jEfexKHWFyV03NP05yX90Zd4MtFBCllW5Rwk88AkAeOTHRpQ8yx0Yac8ckrnaGwBBsb7G/ms2mzgzmLqz6PT7vfs2ozlLnNtHZdUZtgLAUohKSo4xkjbt7+gi4a1MSE1o1T/c+WUwlmeS26gncS4Avcc4HXOenfFVsOnT7GltySr0jMNvuGZKG1tlK1ZYRjAPM+EUM02pK0lEmKdNF9NXBLXYq342HnjGceuNGGhkpaUFgce0gde+tiDsOl+Y5qMmVvmFc9hWld7CqPWZi5VO01TCHhKdq4R2am/RTg+jyyIlIdBEO0TUm56ZTpCjmyZpaZVlqXDpDnMJSE7j6GB0z1iYk/BHsj3fC8lEaXJRlxtYuzZtyLaZuWnLRbUBZazVzCEI9Mr0hCEESEIQRIQhBFwcdTGEnHnx3X9wuXpbtj2FZdHqD9Tpxqk1PVlt5bBbLq20tNJacbO8FslRJOApPKM2yRn1xHepGm+jGsq2rS1Ktq3LlmJEKeak50IXMywWACpHPejICeYxnA9UZxkNddwuFTM1zm2YbFYG6e+WNExUpWR1W0fbl5N1QTMVCh1ArU0k/bCWdT6fsDoPqMbJ6bPSlVkJWpyL3ay04yiYZcH27a0gpPyERihUvJecJE9dEncEra9ap0vKOh56kS1YeXJzOD8FwO73Qk45hDiOp8BGWUtLy8lKtSss0hlhhtLbaEDCUJSMAADuAGIukMZ+zWFOJhftTdfI1FhtRS8h5rBxlTZx8oj6tzUu96TLzavYoEx9esfCYkpN70n5VtSh3lPP+2KTdbKxT44774ybDmrYq3DVbLlUojSHXa15nS26jMOPbgENrZUC4GtvPc0N2c5IAGcaJXyqOsdnTrcjrLw401D+cLSyZqjvHnzO19LuT6v/AOsZGXl5SPhvsLUqvaZV168ZKZtyfepk3OtU9Lsp27SihwJHaFwhKgRnZg45ZiQrd4o+FrWejqpcrqvY1blJobHabXwmUW5nuUxNBJV/NxGw3RoD2aLScS92aOSyh6z/ACqfDJX0sorrl4Wk6oAOCcp6ZthB78KZU4sgetIPqES9J6kcIevb1PrQuHSq85+XUhySNTalhPsKSrKcImB2qCCAQNo9kU+6OCHhK1DkjMzWiVEYTMJ3NTluvKlAM/bJ83UhB9QKSIgG7vJEaPVMOLsfVy5bfdPwG6pKszraPADAZJHryYDsL6EtUk1I3Acp44h+CTQ7iUqrd4XtSq5Sq/5uiX91qHNJ3PNJ5oDiFpWheM4ztCsYGeQxixePki3JMCpaTa7bJ+XUFS0tXKephQUOihMMqKk4PeGvXmKTLcBfHnoqh1GiOtLU1TWlFbMtSrhfkgsDvVLvAMhR8NxHM847SHEl5TnRee9xdSNKKjd7IWltPn1uedJPPo3NSGELJPeSuLGh4H4t4IVLzE43ljIPgsvdEbC4kNCeGav0q6rqY1F1Ek2Z6dojL04/NNApaAl5Xt3drjg3Izg7cbto5AqjEQeUo4tdNkplta+HqRW2yrClztJnaQ6rnzBUvc2D3DCI2X2mqYrNs0qtVWiv0OpT8kxMzcgHCFyby20qWyojkooUSknHURUnKe6tpbKpvtmlpKVtzDYWFAjBBxjIihsguS9t1sOgcQMjrWWCVieVo0FrEohu9bJu60p5R9MyeyelR/LBQs8/96jKbRbiF0p1+ps3UNItQZWvCnlInJd6VcYmJcqzt3trShYBwoBQSUnBweUUW7+EDhwvhTrl0aD2i+68SXH6fLeYvKJ6ncx2as+vMd9BuGPRXhsmq3O6a21UabMV5SBNPTs07NFLSM7GkKUThAJUe8nIyTgYOMJGgIKyjE7TZxBCmEPT7f16TSseLTnP5DiPsw8H0FQacRg4wtODHDUzLP8AJmYbWfAKGY+vOKrrYXKeZAiLOKCdnZPRSvKkXFJLvm7LpT17JbyAsewg4PqJiVWxz9gi29SrZF4WFXba9EOT8i600VdEu7coJ9QUEmNaraXwva062K3cNmbBWRSvFwHA+4rW3InZNIJ8Tj4+kVeKFtW04QtJStKsFJ7iO6LTv7X/AE+sJCpZ6oe6lS2kiTkVBakq8HFZ2o5+PP1GPnIpJqqQRwNLj0H3r9ISYpR4XA6erkDGdSbe4b+66kmEY56d8VVQum9pG3a3bMnJydVfEtLuS7q1OtuK5ICt3JQKsAkAYyTGRkRXYdUYa8R1AsTqpwTH6HiCF09A/M1psdCDf1SEIRortJCEBz6A+EE2SEVGkW7X7gdLNCok9UFg4IlpdbhB+IRJNv8ADDqnW20vTkhKUlpeMGdmAFgeOxG4/EcRsw0lRUfZMLvJc6txegw4f7VK1nmRf3b/AAUSwjKugcINuSwbcua6Z6eWMFbcq2lhB/e5O4kesEfFEm0HRnTK2i2ql2jI9o0QpLkwjt1gjv3OZIPsjsQcOVcmslmj3n3Lx9d+EfCqa4pmukPgLD3nX4LCWg2HeVzqbTQbZqM6lw4S43Lns/jWfRA9ZIHrji8LJuOw6k1SLokRKzbzCZlKAsLHZqUoD0k8s5SciNhyUJSAEgADuAxyjHXjCt9LlJoVzttkqZmFyTqgOe1adyfkKFY9sbNbw+yjpXTNcS4b9PcufgnH8+LYrHSvjayN9xuSb8hfQfDmsXoQhHld9V9RSOza1tOJdbUUrSQUkdQY6wibkahQRcai62H2HcKbrs6j3EnCTPybbq0j7Ve300/Ecj4ouRo+jiIO4ULkVVtPXaG8R2lGm1to58y056aT/OKx/JibmzhUfUqKYVNMyQcwF+W8aojh2IzUv6rjbyvcfCy+0IQjYXMSEIQRIQhBEhCEESPLNzknKqT51NMtbvg9osJz7Mx6oiLXpAW5QkHopbw+hHKxrEXYTRPq2tzEW0vbcgePVVzOyMLrKUEVSmvrS03Pyy1qPopS6kk+wAx192KUj0TUpUEEgjtk8j8sWfQtIqBQKpL1mUnp1bssSoJWpJScpI58vXFg2XZFPvOuVtuozUwz5o9lBZKee5SxzyD4RyajGcTp3RROgb2khIAz6WABuTbTmq3SPBAy6nxU4GpSCmA+qcY7InaHO1G3PhnpmPmmq0dxQbRUZRSlcgkPJOeftiMtR7YlLT08YpUi+660Kilzc6RnJSvwAj02npHQnZCjXCqfne3UzLzhQFJ2hZCV4xjpmMvpjEX1XsccALg1pd3tsxI001tZTneXZQ1SW1Oyr7qpdqaaU62MqQlYKk+0dR1j4zFXpEtMCVmqlKNPnADbjqQrn05E5iJ7SfVJ6k3hMtYKmJadcTnxS6giKLbNnS13W7XLnqdQmTOSy3FIVuyCoI35Vnmcnl3Rq/4mnmYxsEIc9xk0JsLMPXqeSwM5tZo/sKeH5iWlmg5MvtNIJxuWoAZ9pj5vT8gwEdvOMNhfNO9wDcPEZ6xBc/VZupaSSTc2tS1SdU83QpRySgNqIye/G7HxR7L7lUT3vHknVEImKfLNKKeoCtgOPliuXiwiJ8rIr2bGdT+uQLbckdUaGw2t8VM7VRprywyxPS7jiuiUupUT8Q68hHLc9T33lS7c5LrdTyUhK0k8uvIc4tG3NJqHbVYl63Izs4t+W37UuKSUnckpPQeCjEX0aorpGpqqgCUtiquMuKPQBxa0nP8A37o2K3H6nDBCa2ANL320N7NFu9e3U7eHisnTFhGcblT8qoSDS3ELnZdKm+awXQNnt8I6isUg5Iqcr/x6f7YimkUaXuHUO66RNOLQzMtrSpSDhQHaIPLPsihTNhUtrUhizUTUyZVwZU4opLn1oq8MdR4RVUcSVbGtkhgBaXmMd6xzA2HI7/esTO4C4bztup6amGHmw+y8hxs9FpUFJPsIihr1DsAEpdva3wpJIINSZ5H+dHtty3WLaozNFknnHGmN5Spwjcdyio5wAOp8I1hcavC7ZegSraqdsVqsTzlzTk4JpM642Q2EdmobNqB3uHrnoI9fCXvjBlFnW1G4B6X5rCrqJKaPO1t+uq2fUm4rerwc9wq5Tqh2OO1MpMod2Z6Z2k46Hr4R4ZHUCw6nWjb0heVBmashRSqRZqLK5hKhnILYVuyMc+XKMPtU9E6Pwg8Mt/VnTW5665P3WKZJPPzLzaVsI7XarYW0pIyh1xOevPkYgO9uGyg6f8LFm8RdBuWrtXTPTMnMO4cSlpsOqcUjstoC0LQUoO7d1BPLPKzKOi15a6WPQsGgudeS2vbE5zjJii3FeVn2iG1XXdFJpAf5NGfnW2O08du8jPxRRdF7nqF66Q2Zd1VVunavQpGbmlfdPLZSXDy8VEmMDLQ0rkuMLit1Ta1LuCrNyVvPTcvItyjoStppubLLLYKgoBKUpJIA5qUTnmczYDZXz1LmNZ2bbl23LxWxhmr0l6lCsMVOWdp3Y9uJxLqSx2QGd+8ejtwM5zjEfOVuC352mO1qTrdPfkWdxcm25pCmkBPwtywSkYHXwjXhwx1mtUnR3iX0lmqo/OU22reqipILV6DagxONulKeiQvYhWByyDFx8OYx5O3VAgk492v0VqJVTK/tLd3kSfRZxuXvZjMuzNTF30VtiYKuxdXPtBDm04VtJVhWDyOOh8I+Sb9sF11KWr1oK3FEJSlNTZJUc8gPSjBzRHheszX/AIVbNrN0VqryDlt+7nmqZFbYSsLmVKO/ehWfrYHLHUxHnA7ww2drpJ1a8LmrVXlJu2KpKGWbk1NhDpwXPT3IJPNOOWOUSFj7bM97GtYO9qNVssuG8rRtFLLl03RSaMh8kNGfnG5cOEddu8jPxRUpKoSNUk2p+nTrE1KvpC2n2HEuIcSehSpJII9ka4GtPqfxTca+oFoao3DVWJOipnG6e1KvBK0ty7iGkNI3pUlKcKUsgDmSTyJMXrpLbuufDRo9rlR61IVOTotIlJiZtWoPOoyp3LrRebCVK2bk9i5jAwR4kxFrrKOvc8lxZ3NfhvdZovag2DLVsWzMXnQm6sVBsSC6g0mY3Hons927PTljMVGqVyi0BpD9aq8nINuK2JXNPoZSo+AKiATGrCgcNFt3PwhV7iOqNw1ZdzsTLz6El1KmVIRMoQreCNylqytW7cOZHXBzcGv961zUDgi0euG5JtyaqArE3JPPuKKlPCXD7SFKJ5lRQhGSepye+McoVQxF7Wlz28rjXldbLqncVvUhhiZrFbp0kzMnDTkzNIaS5yz6JURu5EHlHwqN4WnSJkSdWuekSMwpIcDUzOttLKTnB2qOcHB5+qMGPKKD/UV0ix9z/wDSNRbvE/YdL1P417NsCtzMzLyFbpFOln3ZZQS6lJS6cpJBAPLwjINCtlr3RuIa25Fhv1Wxam1OkVqW88pFSlZ6XOU9pLvJdQSOo3JJEUy4L6se03mpa6LvolIedGWm5+fal1LGeoC1AkescowG0atad4auOtnR607ln523qtKlEw3MgAvIVJrfb3hOE7kOJ5KAzjI+2MW1ohovTuMTU/VW6NT7lrDc1TnguWVKvJBQpxx4IT6aVfU0JaSlKRjlEFo6LE4g93cYzv3ItfTRbMHarS5eQ91JielmpEN9r5yp1Ia2HoreTtx055xFMOo1gpSP/Dm3uX/rNn/OjXnoZeFeqfBbrhYlVnHJmTtUIEgpxRJbbeUdzYz0SFNFQHcVq5+Hs4YOBrTXW7R2laiXHc9xSc9PPzTS2ZJxkNANvqbGNzZVnCQesQAG7LIV0kha2JmpF91sdkptielm5uVfbfYeQlxp1tQUhxChkKSociCOYI6x94oVjWvJ2RZtDsunPvPSlApsrS5dx4grW2w0ltKlYAG4hIJx3xXYldJt7apCEIKUhCEESEIQRdF8zgEjlGkjiJ4LOLe2NULkvNyyK3dLE9V5iflq7RnfPHHUrcKkrUhsl5pQBAIUkAHOCQMnbnr/AK3Wpw86Y1TVG8Wpl+RpvZtty0sAXpl5xQShpG4gAknJJOAAo90Ys2h5XXh+rTjbF12pd1uqWrap3zdqbZQPEltW8/Egn2xtU/aM7zBcLSqhE+zXusVFfk2rp4uX9Ypq2r+cvSbsqVpj4qIuUTJRJvJx2AYXMDPaFfLYk/AKiRyTGzdxtDqC24kKSrqDzzFs6b6mWNq7aUpfWnNxS9aok9uS1MshSfSScKQpKgFIUDyKVAEeEXG+mZIBlnUJIzlKkZB+flGMry92a1ldTxiNlgbr5GnMgfUHXmMdOzcOPkPKHYTzacImW3fU63g/KP7IB+oN83ZNDg8WnP6lf2xZWs8nfNy6VXPb+mdfNtXZPSC2aVUJhtSUMPEjnuAO0kZAWOaSQodIqtfQq4mwurX1K4UuH7ViemqvqLoxRalUp0gzFRlVKl5pwgYClOtKQ4o8h1J6CMbby8kvw/1hTz1pXvdtquryW2pnsp1hrwAC0pWQPW4T64iJqp+Vf0HfJKKxeVNaVuxiWrzTqR35STMoHt2RVaP5WPWOx6mKJrdoHLJfGO0QwqYpUwgd6uymEuBX/NHrjbDJW/Uddc90tO/7RlivCPJs8WWk01MTegevUo7L81ASVSmqQ674BTaSts/GsiPmjVXyq+gzvmt4WZVrwp7QyPO6SzV2ikdVF+S+qZPgtefVE+2X5UzhVud5pi6JS5LTecxl6cppebSeh9KVK19e/biMubZrNEu+g0+6rQuL3QpFVl0TclNsuB1p5pYylQzzwQeh5xDpHt+0bdZMgifrE4ha4bT8rbU6NUTStYNBfNJhtW2Yeo06uWfax1zLvJOT6i4n44yZ0P4/dAdc7qkrFte4K9SLgqZWJOQrUilIfWlBUUIdQpSN2EkgFQJxgZid7u08ta+5dMpfFl25czDYwhFSkG3dmeu3elWPiiPLU4TeHCw79lNTbX0XkKPcUiF+bTUmp0ssFaSlSkspWWgohRG4N5GeUVl0Tv0bFWsZUMP1rjxUxpNTa5FqXeT3BCig/PkRyZ/Ydr8pMNHx2bh8qcxa12X4mkLTJ0pCHJhY3KW4k4bB6cvE9e6Lbl9S7iZP1USzw8FNlJ+UGOLNi9NTv7NxJt0Xdgwmqnj7RoHqpRanpJ70W5pGfDOD8hjrPT8tTZVydnH0tNNjKlGLKktSaXPLS1WaV2eftxhxI9ZyAR88W9etcl6jPeZU04kpc8tqjtWvvI5xhPi0DIDJGbnpzWcGD1EkwjkFh1Xuruobk48pum05htsHk482FLPr8BFMYvy6GFhRqCVpSMbVsoxj4gDFAAJ6CIN1k4xdG9Hg7IP1n3w1xsqSaXSVpcW2pPc65nY1zGMElQ+5MefZUV1bJljJLugXopafD6GLNLYN6u/u6y/t3UuVmlCWrbSZVxXJLqcls+3vT+SIj4gOPzh/0GbepcxcSbouJKVBNHojiH1JWO553PZsjPIgkqA57TGqzWPjW1l1a7WmSlS97FCWVJ9z6U4pC1pPc6/8NzlyIBSk9duecWLpPw/6ra0zwase1335MrKHqnMDsZNruO51QwSM/BTlXqPOPZ0NLLTw9piLx/fVeEr6yKpnyYaw/wB9P6qp6rcRl5ak1upzcgkW5Sp+aefbp0i6olCFrKghbpwpWAccgAfCLUsXS+9tQ5oItujOus7sOTboKJdvxys9T6gCfVGX8zwKWxpNSKHX7orLl11CYSsz7CZctSMm8CNqRzJdBCuRXgEp+DnlF50JqXkmvMJRhthltIDbTaQlKQO4Ach1jlV3ENPhzDDh7AT15f1XucB4Iq+JHNq8anOXbKDd3lro0H+7KLtJuGuiWBPS1y12oqqlZYBU2hA2y7CyMbkjqsgE4Jx1JxEzwhHhKusmrpO1ndc/Jfb8JwejwSn9momZW7+Z6k7k+q5i7dPNLrp1OfmGbablgJQIL65h4IS3vzt5DKjnBHId0WjEx8LFwqpWpyaa45husSbsvsJ5FafqiT7QEqA9sZUMUU1Q2ObYqrHqqqosOmqaQDOwX11Fhv05K9Lb4Pk4S9dt2KJPViQaxg/hF9f5o9sSjb3D7pVbiE9nbLdQdA5u1BXbkn70+gPiAi/3phuWSFLSo7jgBCSrJ9WI+XnU87/g9PKB3KfVt+Yc4+gwYVSU31GC/jqvz/XcVYviP205seQ7o9w++6+spJSchLolJCVZlmG+SG2mwlKR4ADkI+zqmmx2jq0pwMZUcR5DKT7/APhE8UD7lhIT85jqqTpct6c1sKh9s+vcfnjoABugC4BcSbkrk1KVztlw4+fBpBI+XpDtqm6ctSzbKT3uryfkEcipMEBEmw6/4BtPo/KeUN1VeOUtMS6T90StQ+IcvniVFl3ZlphLodfnVuY+0CQlOfZ1izNcqCLi0sr8klrtHGZfzpsAZJU0QvA9ZCSPji8E09a1BczOPuYOSlJ2J+Qf2x6Xm232FtLSFocSUkdQQeRiqeMSxOjPMELaoql1HUx1DN2kH3G61qYxCKxeFDdtm6qtQHkFBkJx1gA96Qo7VewjB+OKPHymRpY4sPLT3L9UwStniZI3YgH3i/3pCEIxBtqrd1OPCXcq6bfc7bq1jsavKFQSf8a16ScfyVL+aMvUEg55Rry0/uU2hetGuPcUtyU424+QMktE7XB/MKhGSNf4uLOkQ63b1CqFTdBwlTuJdo+vJyr1/BBj2GBYnBT0Zjndax+a+Ocb8NV1firZqKIuztF7bAjTU3HKyyC3HxEciMQF8Xl+GfS8ihUdMqFDLG1wqKc9N+7kcd+IyesK8KffdsSVzU0KS1NoypCvhNrBIUk+sEER2qPE6eucWxHULxGL8M4jgcbZaxgDXG2hvr0KuKEIR0FwUhCEESEIQRIiLXrf2lC2fC3Pbfb6ES7EQ68rCHaGsg4Qp5R9YGyPM8YfmeU/s/6gqKk/iyrkspOpQqb3vx7LzHzZXZ7ezz2u5OPg8/g7oja05+8pGt1o2fT2ppanz24WkHaApW3HpDxMSLQ9WqFcFVl6PKU+fQ9MkpQpxKAkEJJ7lE90ULRr9f7lKhj6on6a48/UMp66Wkho6hzhmf373cO7e17aeSqcA8tAJK++qj9Sf04pz1XZS1OrmGi+gDASvYvIAyfyx9dOqpqC8qkylQpDTdEEogIeCRuLYb+p89x5/B7o9OuJxaDOennrf0FxddnDFoUTl/8Al0vy/wCCTHRjo3y48+0rhkYzb9Lz6jr4rMNvKdeSi63fs/vf8Sn/AM4iK3oc42zbFTdecShtM6pSlKOAB2aeZPhyij2mwqa1Ju+VT8J+VnUD2l1AijWteEpaVtVu2anITYnJguIThIASot7CFZIIwQI87QVLMOnhqZtGgzi5va99B620VLSGuDj4q8dZJ2Qn7Pln6fNsTDfn6QVMrC05Da8jIi2b98722R5jjzn3Pl+xzjG/0NvXl1xHinaZNU3SSUcm2yhU5VfOQlXIhJbUkEj+THuvqbRImx5t1CimXkJd1QHUhOwkD18oqxGofVtqKiRuQuZCSOmvL01WMji7MTpeyv8Asgajiff9+XZea9j9S2dnntNw+559MxFj1MXPsXrMtA9rIT7cynA54DroV8gUT8USfbuq1CuWsy1Fk5GebemSvap1KAkbUFR6KJ6AxbmnlPRU6xfNPfBDc04pk8um5boz8/zR1K+KmxFtNT00plF5BmJub5bjkNtCrXta/KAbr4aUVAVa+6pUe+YlStX325APzg/LHonf2d5X7wfmFRS9E5dyUu6pSr3JxqWW2tJ6gpcAI+UGKnO89dpUj7j8kuqNTD3PdhVK5/1vaAT5gm6rZfsm36qXRGCHlS/1v03/AB2f+ixGdw5GMEfKlc6fpsB1M7UMD+SxH1ILLEhemcFJ/lAf2qlS/HKb+eTEQa4/627YX3tI/wDmRPPGtaNYvLhgr8lQZV2ampISdQ7FpG5S22XUKcwBz5I3K8fRjCG+OJa2L/4VbN4eqFblYcuenvybDy+zSphwNFYT2W1RWtaipPolI5k4zyzkTdc+te1kjw7TMywWxXhl/a76c/xZp/5hMYu8Dn7ajW/8cnf8ouRlxopbU/ZWkFl2lVkYn6RQZGUm0gfBeQwkLHxKBEYF2ZqzTOEHit1Wd1IoFYflK8/NPSapBlKnFNOzRfYcwtSQUKQsgkHkRjHWIWxO4RCF79AN/cunD/8A4NxcfxdrP5J2Lu4cv9bs1Q/+NforUUvg/sq49Q7I4hLtk6U/LS98U2dpdKC08nZh5E0VJSo43bS80nI5ZV8kY6b8S9tab8L196BV226wm5Kw/PNMqDaUsMpfbbaV2u5QWhSNqzt2nOB05xmufGREGudsQ63qVmFwNftPKd/8Y/PuxHnksPsIvv8AhSU/MriXOEa1KtZnCVRKdXpN2TnJmQn59bLqChSEvuuuN5B5gltSDz8YiDyWS0+8e/Mc8VSUBwOn1FX9sY81vQtIfTg9D8gvtxh8PV62leyeKjQ115is00pm6zKy2e0OxODMIT9ukoAS6jvGVEEFcVye4hJDiI4KdQa+qXbk65S6QuTrEq3yQl7CSlxsZJ7NYBIB6EKGTtyY7Z4lrj4b+JnUim62zN31e3qgp9dHlEu9u00248HGVNNurSgNlsqRlJ5Yxg4OLY4W9OLmvzSHiCrltUJ+Tp9zyKpSiyaE+i+82XnQ0juJQFttjHesxktbtWmVwh/SDsw6Ec/VXjp5/rYVxj97O/pyYh3Uj9oRpH/Gaq/nZmOtA4mbVtvg/rnDtULfrKbkmZh9lDxaQJZCFzKXCVkqC0qSApO3YeeOYzgXrrJpDedC4BNOPPqRMB+iVN6rVJkNndKsTa31NqWOqQA42FZ6FXPEFQbSx2Yb2ZY+/wDors8op+wppF97/wDSNRa3FZVr1ofGbaNX07pKKncsrR6c5TZRbZWl53a7hJSCM8s94i3Ndtb6XxYUjSvSHTe2aymuSTiJaZE20gN9stltv0ChSiUDatRUoJwkDlEp6voSx5RzTeW37iiVpzefYh/+yCzlPbFzmHQuYLqg8MVbqN5cZlWuHiAl5yk6ityTgpNOVKhlhLglyhSNuSQRL5KBzChvO7IAVcnk1FBN46uqPICYlPzszHS7ilvyn9DUrDaVyzJCjyCiaa4Pj6fNEbaF61Urg+1N1VtnU+2K47NVCZ7OXEmyglSmnHlIJDik+gtLqVJWM5BGARBZRuEMjS86Nc7XzG6zE4mrzs67eGnUoWndVHrJk6XsmRTp5qZ7FRcTgL2E7ScHAPgfCMTOF9vjeVprQzpC7Tk2J569sD3mBc/wg9v9d+qfC34+aOuhVq1mQ4MNc74qUk5LSlzJb8xC04LjbCjvcHinc9tz4oVFR4X+ObTLRLRylac3LbdxTk/ITE0647JNMloh19bgAKnEnIChnI6xiVk+Vk0rJJTlBadvNbIG+ndHeKFY10yV8WdQ71prDzEpX6bK1Rhp4AOIbfaS4lK8EjcAoA4JEV2IXoGkOFwkIQgpSEIQRIQjhXwTBFZ2rmlNl612JU9OL/p6puj1RCQ4ltex1taVBSHG1jmlaVAEH1YOQSDgpf3kc7LnApzTfV2sUtXdL1iRbnEK/ehxstKR7dqvZHh8qBqdxQ2Df1Bd0/rt02/YbFNQ8KhRFOMNKny4oOCYeb55CQ3tQs4wcgZJzj9pZ5TnijtWq0yQuesyl7U3zhtp2SnZBtM282VAFtt5lKV9oc4ClBZyRyMb0McrW52Fc6eSFz8kjdeq2hcKXDxIcMWkctppK3C7W3zNvVGdnVM9ilyYdCQrY3lW1ACEgAknlnviWXJ5tlxSHmnkpT9v2ZKSPaMx9JVwvS7bym1NlxAWUq+EnIzg+vnH05YBzkeMaxJJud1vsAa0Buy+bM5KTAwxMtrJ7grn8kfXPjHydlpZ8HtpdC/WUiPl7nMp5svPteGxw4+Q5EQsl3ckpJzmuWbJ67tvPPtikV+yLbuiTVTbgpcrUpNeSZafYRNNE/eOhQiqFupN/W5pp0eDiMH5U/2RwZuba5O08q8S0sH8uDEbbIdd1j7fXAHwwX6ovVLSSiyb/wDj6Qp2mL696WFJbUT++SYmmzbaomnVrUqybYt5dPo1FlUSclLsr7UNtJGAMqO4nxJySSScmK17pSgx2q1Mk9zqSn5zyj0oWh0bmnErHik5jIuc4alYBjWm7QvOKnI5CFPhtR7nAUH58R6AtKkhSCCk9CDmOFJQsFK0hST1BGYp1VYkpGRmp9DXZqZaW4C2SnmATzxFbnZAXFWNaXkNCiO6JoztwT75OfqxQDnuT6P9UUuOVEklROSepjiPnMrzI8uPMr6REwRxtYOQSIR1t4vNI9EnHqTUqk5W7ga5GkU3CnG1YyO1WfRa6jrlXPO0iJtUpKQVKOABkxqNlNJtVeJzVC5LosO3JqaptXrs2+qqzH1KTZQt0qG51QxkJKfRRlXMACOvg1BT1b3SVRsxg8vS64uO4hUUTGMpW3e82628be5VLWbjV1i1b7amStS969CWVYkKW4pC3EHlh1/ktfLkQNqT9zFlaRcPGrOuM8lqw7WmXpMudm9VZkFmSZ+63OnkSO9KdyvVzjO7QrydenNoKl69qhMpu+qtKCxKbS3Tm19w7P4TwHfvISe9AxGXtOp1PpEixTKXIy0nKSyA2yxLtJabbSOiUpSMAR3pMbpqNnY4ewW68vPqfVedjwCrrpO2xKQ36Xuf4D0WI2ivk5NNrKTLVvVCf991abwsSu0t05pXhsPpPY/fkJP3MZRS1ElqFJtU+lyUvKycugNstS7aW220joAkDAHqEV+BGeWMx5qrqJq52aZ1z8PcvU0NJBQDLA2w+PvVvPsMzTK2JlpDrTg2rQsbkqHgQesRXdmicst81W0VpYXzUuTcOEKH7xR+D7DkeyJqfp6F+kz6J7wekU9ba21bVpIPrjnPjtodl36PEJaV2eF1vksWZ2RnKbMqk6hLOS77ZwpC04Ij4RkrcNrUW55XzaqyqVED6m8nk437D/3EQfeVj1K0Zv6rl6SdV9SmAMD1JV4K/L3Rz3xFm2y+i4VjsOIERPGWT4HyKtqKralaVbtz0mvJUpPmE6zMHaeeErBI+PpFKgfCMGPLHB43C7MsTZ43RvFwRY+q2TtzLSpVEywC4goC0hAyVAjliPj5xUn/AKxKIZB+2eXk/wA0RZuhVwouTS2gzXa73pWX8yeyeYWzlAz7UpSfjEXmpdTdOGmmWBk4K1FRI8cDlH1eCQTRNkHMAr8q1tK6iqZKZ+7CR7inmU06MzVQdweqWgED5escLYpMidzwaSv7pw7lfPzh7nuOc5qdec8UoOxPzR9mpKUl+bMsgH7rGT8pi2y1l8jUd5CZSUmHh3K27U/KYEVV7kpTEuk93Nah/VHoW6lCCtakoSM5JIAiy7g1p0wtreio3hILdbO1TMqovuA+GEZwfbFck0cIu9wHqtinpKirdkp4y89ACfkrs9zG1n++ph5/1KVhPyCPSlCGmw22nalPIAdBGPVw8X9DZS43bNrTs05zSlycdSygevCdxPs9ExGFw8TOqddQtmXqctSml5BEiwEqx98vcofERHIn4go4dGkuPgvWUPAWM1neewRj/mNj7hcr38VNurpGpQrCW/qNZk23gr/fEegofIlH86IZj3VauVivTAma1VJyedSMBcy+p0jxxnpHhjwlXM2onfKwWBOy+44NRy4fQRUszszmC1/Lb4aeiQhCNddNIYhCCJ15RmNwhLUrTGcCiSBWH8ZOcDsmuUYcxmLwg/sYTv8ADL/5pmO/w7+W+h+5eC/CQP8Ayb/O35FTjCEI94vgiQhCCJCEIIkeWbp8hOqSZyUZfKenaICsezMeqMHOOmuXfpFrPpnrBRLiqzVIcmWmKjTWp11Es8ZZ0OEKbCgklxtxSTkdG4hzGyDK4XCoqJhTx5yLhZqt0akS7iXmaZKNOJOUqQylJHsIEdpeQkJNa3ZaUYYW58NSEBJV7cdYw04sLnr2oXEbpNolZly1OnMzQRU6o7T5xxjfLPOAncUEZKWZd1QB5emPExGtSpWqnGTxI35ZtP1QnLWodlqmZSTZaLqmg2w+WEkNoWgFa1BSy4TuGQBkAAYthjbs0e5aj64McWsbc3sFsamZSUnWw1NsNvIzu2rSFDPjzju202y2ltlKUIQNqUpGAB6o19cOuquo8xorr7pjdd0zlRnLEt6pqps+t5Sn2SliaQoJe5LISttKkEnKd2BgAAVrh8uq6KjwCal3BP3JVZipywrHYTr066uYa2yrRTtcJ3DB5jBHOMgxoOa2qllex9rDcE+5ZyM06QYeVMsSjKHV5CnEoAUoZycnqY+T9Do00/5zM0qUdd/xi2UqV8pGY1u3Ne16NeT0tK4mbwrjdVevJ1pyeTUXvOFtjzvCC5u3FOEp5E45CLcuSn8QnDbZmnOv0jrTVatJXYzKzYp705MLSjtpdL6WXm3FKQ6koK0k4ByARg84xNPE5uUtFvJVnEgNchtYHlpdbTH5GUm0BmZlmnWwchC0hQB9h9sfN6lUyYCEzEjLOBobUBbaVbR4DPSOlJn26vSpSqS5HZTsu3MNepC0hQ/LGsui2Nq1r5xNan2JbesVbt5FFqFTnWQuoTSmQ2idDSWkpSsbR6YxjkAMYgYY3btB/otioqRDlAbfMtmzNIpUu8l6Wpkq04nO1aGUpI5dxAjtLyElKuOOy8qy0t45cKEBJWfE469TGBPDRxF6m29pPrJQr1rj9dq+m0i5M02bnHi+tLuXW1IUtXpOIS4hBTknkSOQ2iIhp+nOt93aE1bi1e1yqzc/JzbrqpQPvpdWlL6W1KS6lYDeFE4QElOABkdwQxt2aB6LX+kmlocxlyRc+FtCtqrNPkJd5cwxKMtOrzuWlsBR55OSBz5wMjImYE75oyp8dHdg3j4+sYD6x8U+oc9wZWJdlNqjtPuG8pl+l1SflPqL2yWU424W1D62pwoQcpxjKgMRH172zrPwU1fT7VAauTtws191T1Qp6lvJZWkIQp1lxKlqS6Cl0gLIBCgFAAgEBEwC2ULJ2ItabtbcaE+F1tBB7+8xTazbVu3IlpFw0GnVNLCipoTkqh7YTjJTuBxnA6eEYWasXZcrHlBdP6HI3HVWaRNS0it2RROOIYWFJe5qbCtpz6OeRzj5PpbFyXNxMcbM9NUC5arKWFpqEJdZYnHGmJ5xlxQSFIQoBfaP71ZVkKaax6ostZZmtDiWZdb2/qs3+xbwEJSAE8gB3CLfktONPaZVzXqdY1AlanvK/PWaayh/cep7QJ3Z9eYw10L1EqtN419al3Xd9Q97tBpdbnFMTU64qVlW2Z6WytKFK2p2o3DkOQJx1OajwhTl+626gag8Rl1VmsNUTtZiSoNN88dTKIUUYJS1u2ktMhtOcYKnFH4QOChtYyUgZdbn4c1m1tHd38usUW4rJs27uy99dp0esmXz2Xn8k2+W/HbvScRrG4bdItaOJNi45yla812hJoEwyytL87NPdr2ocIxhwYx2Z8esSBxeUHUjQTQbTSzn9T6vUaqxVamqaqkvOPsuTKVntEJUd5UQkLAAJI5dILD28uiMrozltfkthMjSqdSpJqm0uQYk5RlOxpiXbS022nwSlOAB7Io05ptp1Uat7vVCxbfmqnv7Tzx6msrf3fdbyndn15jE/Tvgp1ut28rau+qcSdRqUjS6pJVKZkVuThEy026hxbJ3PEYUAU8wRz5gjlEU6hW1qbrHxrXjpTbWq9atxreqYaUmdmOwaS3LNKKQ2hacZz3YiRqpkqnMaC+PcgAaLZOWG1pKVpykgpIPQg+rpHgo1tW3brbjdvUKnUxt4hTiZOWQwFkcgSEAZ+OMBdEtVdUbalNdOHq+rvnq7N2lbFam6fVVzbjjzLsslTa9ji/qgSe0bUkE+gUnHXlY9Kvy+VcAtZr67yrpqbeoSZZM77pPF9LXmrJ2BzO7bkk46c4KPpFhGYN1AcfdpZbKLgsWyrsU2q6bRo9ZLOeyM/ItTBbz1270nb8UVKn0ml0iSap9JkJeSlGBtaYl2w22geCUpwAPUBGuPSfV6665wNatSU1ddVdrltTss8zOKnXfOmpeZeZ2AOlW4DLb3f0JEdtWNZdR6bwuaJWRbly1GVql8NTKp6oibUJhxDT4Qlsu/CwpTvM9cIA55MQo+kIg3tA3lf42WwF3TfTuZrXvjmLFt9yqhfa+fLprJf3/AHXaFO7PrzmLgdlZeZaWxMNJdadSULbWNyVA9QQeRHqjXFK21q3wb8Qmm9vzeq81dFMvaZalp6WV2qGlpceSysFtbihlJcSpKwQcjoOYOyBPQY6coXWzTTCXMC3KRuFb9D05sC2JxdQtqyqFSZpxJQt6Rp7LDiknqCpCQcR7pi1LZm6q3Xpm36c7U2QA1OrlUKmEAZxtcI3DGTjB74qsIi62gxo2CpT1qWxM1du4Ji3qa7VGcBudXKNqmEYGBhwjcOXLrHjr+ntiXVNNztz2bRKvMMpCW3p6QafWgA5AClpJHOLhhC6FrTuF4HKDRHaZ7iO0mTXTuzDXmamEljYOidhG3HqxjlFH/Uu0027f1Pbax0/Wpj/Mi54QQsadwvjKSkrISzUlIy7cvLsIS2000gJQ2hIwlKUjkAAAAB3CPtCEFkkIQgiQhCCJHVZASSeg6x2jopO4YIyDBFAM1x0cJDdxTlnT2tVGbqEi6qXmEvMTKJcLSSlSQ+W+xVggg4WRyi6rPt3hs1Fm2NQ7DoOndwTUo8FNVilSsnMusP8AXk82CpCx16gjrGv3U3yPuoUtVKnP6Vaj0Cfpy3nHpKRrHbSz7bRJKWy4lLiVqHTcdgPU4iSvJz8HWvOgOptyXvqlKStEpszSV0liQaqLUyqecU804mYw0pSUoSltYG4heVnkBnO4Y4gzMx2q0GSyl4bIzTqtgxSlSChQBSeRB55jy+5kuDllTrJ/3twj5ukfZ9MwpAEs6hCgc5UncDHyDtSaGXJVp78GvafkV/bGuVvrgsT7Zy1PJWB3Ot5+cYj5s1F53f2TLUwG1ltZl30q2qHUEHGCPCOZiZaeYdYm2pmWS4goKijpkYyCMge2NZtZ8lTq9btWnKzorxFyXbOPLdaM0ZqnTGCSQFusKcK1c/hEDPgIyja1+7rKqV749Wtutm3ujLoAMyHWPwjZA+XmPnj7tPsvjcw8hxPilQMar5NvytWgwcp7Ddfu2lsKO0uKlq+HQO8LJVNBP707T6o9FD8qjrDYlTdt7X7h/knJ5khKkyqJiizbJ7ytp8Obj6hsiz2d51aQVSKxn6YIW0ogKGCkEeEeddOknDky6QfFHoH5sRFXDXrpbPEppkzqXZ8nWKOyZx6Qfk5/C1NPNhJIB5haSFpIUPEg4IIiU9tUQfrsu8P3ySg/KIpILdCFtNcHjMFyZJ1oZYnnk/f4WB8v9sRDc+vmm9Quee0do18UurXW20tc5I09RdXJttqSHO3UnKGyCpCdilBWVfB8LA8orMauOcM9Xb0tk6w3NJnJddYXSVqMwmmJ3qeILZCwnIRvx9oF7vRzGF3kx7OmPP73v2cpM4htMvJ02SnFsKDLu9Ti30JcI2qUnsmMgHI3CNbEAI6CSa+tldh7zJiMVPbc7rPXOe+EIR88X0hdH2GZllcvMNpcacSULQoZCkkYIPxRxS6XJSDDFMpUkxKSzKQhplhtKG20juSkDAHsEfTEVSRl+yb3qHpK+YRmxpdpyVb3Bne5r7toS2hKEdEjlHaEI2rWWpz0SOUpKjgQj7NI2jcepjINusS7KuEsZHwo878uheUOpBEe2BGRgjMWFgIssBIQqDMyS2RvSCpPziKTVqVJVqnvUyoMhxh9O1QPd4EesHpF3LYwMjnnuMUeelw0sLR8FXX1GNGWIt8lvQVFiCDryWLdw0WZt6szVImSVLYXgL7lpPMH4wRFOiU9dKellum17aANxlHTjmMgqQfZ8L5REWAg9I5cjMhX1/Ca72+mbKfrc/RZPcH9xtqkK7azrwStl5ueaST8IKG1ePUClH86JpuHUuxLVWpmu3TT5V5I3KZL4U7j7wZV80YASk9OSHaKkpyYl1up2LLTqkEp70nHUchy9UfAkkkqOSepPUx3aXiB9JTNgay5HNeMxT8H8WK4lJWvmLWO1sAL+8/wWXFxcW9j05xxm3qRUaupHwXSAw0v2FWV/KgRF9w8Vuo1UUtFHap1IaJ9Ds2e2dSPvl5Sf5oiFoRrT45Wz/p28tF1qDgjBaGx7LOeriT8NvgFW67e933M4tyv3LUp7eclD0wpTfxIztHxCKJ3YyflhCOU97pDmebleqigigaGRNDQOQFkhCEYq1IQhEIkIQgiQhCCJGYvCD+xhO/wy/8AmmYw6jMXhB/Ywnf4Zf8AzTMd/h38tHkfuXg/wj/mX/O35FTjCEI94vgaQhCCJCEIIkY48fVgN3xw6VudbZ3ztsOs1qWUBzSGzsd+LsnHD7QIyOi1dUWWJnTi7JaYaQ407Q55C0LTlKkmXWCCO8YzEjRU1DBLE5h6LBrgKTU9ZdcavrBdDKVuWnbNPo0uokn6uWES4d596m2HiR4umK1wPjHFfrePCbqA/wD5JUXD5LlDadIrreDaA4u4ylSgBuUkSrOAT4czges+MRxoLqRZ2gXFtrEjVmre4DVQmp/zd95la0LKp3tUAbAT6bagpPLGPA8okarhwARxwOcdSSSfSyo+hAwvi3A/3OVz8s3F4cOH+t26o+yt/ojUWxwrU2evqjcT1wUCVcdla9Q6jKyOU83HZhM2tCeWeeCnI9Y6xRtFNd9M7R4LNRNLq9XvNrnqblQbkqeWVlb/AJxLtIQUkDGAoK3ZIxtPqzKwhc1mUuOha/4lea6AT5NuzsD/AMt3c+z+/Yty8da39eLY0g0GuGQl7Gt+32JCUfrM8468Joty6JdL6QlsbE7QrAII3LGVJSN0XffVNnKX5Nqw/PmuyM7dyptoHr2azPbD8YGRjOQRFx8YcpKHg20DqBlW1TbVNpMuh7A3pbXS0lSQeuCUoP8AJEQqnBxYTe1mtuOuuy2I0+Ul6fJS9Pk2+zYlmkMtoz8FCQAB8gEas7bubXW1+KjVuc0CtdqtVt6eqzM205LB7s5Xz4ErSkrT6QWGxzyOfSNnVkvuP2dQn33VOuu0yVWtauqlFpJKj7Y17aGat6faPcY2sFw6i3AikSE5MVaTZeUy46FPGooWE4bSo/BQo9McogLp19i6EZsuu/oqXoSq2lcMfEG/Ovz4v6YlVLrsvOshotNha9mwdc9oXd+QCFbQRyGb7095eTCuP2Tv6cmIz0okZ/Up/ievu05J9+j1Kh1FUuooKSsvThmG07fuuzZXy6jkDjMeyzdd9MaVwF1/SSeuAIux919lmmhlanHA5NIcCwQNuwJJJJI+CRzOM5LnxvDBr+q4eev3q0dTP2j2jfqr1a/SHIm3ylwB020pz/6R+jsRFOrlo1+l8COj09PU51pDdZqD7m5PNCJlx9xlR7gFJTkc+ihFw8Zur9ha729pVZulNYVXqylam3ZRmXWlxp11thtto7wAVlYIwM4xzwMElBs2N8ZOpDLe4BU3jmums2XxPUq5bdmDL1OTtmR81eSMqacUh1AWn98ncSPWBGRvk1E2sdDJ2YpCUGtu1t/3aWcFwrCU9jk9dnZkYzy3FfriNNa6ZJzvlENOKbUpduZZRLUvchSNyVKb7ZQ5epSQfiEenh9X/c28a136LTy9lEvQlylEHCEn0piVHPrhC3mSR1UB3QV0P4urMpOma3qRusZdfburFsa+6yyNIdDSbjn5+kTi8Hd5uZ1p5QTjxLCQe7aSO+NlPC8izkcMVpKsfcKcaIS4FnK/OiFec7z3kPdp/VyxGKGlGnts6ocbWuNpXRINzUtNU2vttkgb2FuTbDPao+5WEurwe7OYvPgAvKp241qJw63U6G6ja8xMzsowvO9KQotTKUj7kOBCh63Ce/lBCUZMUxc7ZxcB4f8AdQDwn6va8aYy92MaN6SLvJifmmFTziZGZmPN1oDnZjLJAG4KV158vUYmPyiVWrlf0V0grtz0r3MrFRQqbqEiW1I81mXJVlTrW1XpJ2rKk4PMY5xa/ALr1pRo1IX1K6kXY3R3arOSa5RKpZ5ztA2l4L+AhWMb09cdYuPyiOoFo6naUac3jY1VTU6ROVSoIYmENLRvKEpQobVgK5KSodO6Flgwj2FwL9xtfbVS/wAPWvXE1fd+SNsamaFuWxbq5N1blTNMnGQlSEZQN7qin0jy6RjjdustE0J4+L01AuCkz1RlGS7Kql5LZ2hU5KtAEbyBgd/OMxbT4xuHK4KhR7Vo+orMzVam/L06VYElMJLkw4UoQjcWwBlSgMk45xjjZEhI1Xyl93ytRk5ebZ7GZJaeaS4nPmjOOSs+v/uIi62ZiXMiDH3OYa9NFaOiMjWtSazxFcRSKJM0y36ra1fl5cP9VPTKe12JVjCtjbfp46KUnxiy6MVf6HbW1EEH9UhBI9fmjEbItcJeWktCr/l5Rhtllu1qolDbaQlKR5q5yAHIRrdo5A8ndW0kHP6pCMjv/wAEYiVRPB7P3L3OVxJ8yqVc0svSeRuG3i4G6ZqZppRKlKNg4SqYT5q4rPcTuZmj7F+uK5qnn9SzhZxk/wB7zmP6cxF0cY9hh7hy0L1MZQlK5SgydGnDjBUlyVbda+QtvD+WItvWSXm6boFw0Xi/KurptManmZlxAyUL86acCfapLbmPvDnECteRpjL28sot6m6yQ1e4mLfpPEjRtK7v4cqTWn2KzIU+jXHU3EFxovrZJelwuWVgoUsfAX1QOYPTMZPQc413cQurNha78TWiKNLa4muIptTlVzLjTLiEtlU405tO8A5CW1E8uWR68bEx0HrjFdujkMkkhvcX0PouYQhBdBIQhBEhCEESEIQRIQhBEhCEESMfeN3iEurht0Om7/syhMVGrPz7FMl3JpClS8mXNxL7qUkFQGwpAyBuWnJ7jkFFu3hM2HMSAtq/XaG5JVnMv5hVyyWpzvKOzd5Od3LBjJv1trrCTVpANlqzsHywWsNJcSzqPpvbdxy/e5T1u05/2ncXUH2BKfbGxnh112t3iN0tpuqNs02cp7E647LvyU1tLks+0opWgqSSlQ5BQUOqVJJAOUiMrw8nTwgXu+5UUaaN0l185K6HPPSrXX7VtKuyT4eikRNulultk6NWVT9PtPaMimUOmBfYMhalqUtaipbi1KypSlKUokn1DkAANiV0Th3BYrWp2TMd+MNwrnem22FlLjb20dVpbKk/NHDc9JP8mpltR8N3P+2PuOfQ59kdHZdh4YdZQv75IMUFbih3iv4gKhw1aUOamU+xJm6i3PsSTksy+WEMJcCvq7zgQsobBSE52nKloHLMYu2n5XzR+rutsagaS3FRishKnpB5ifQ2fE7uyVgeoE+qM+XaRJuIU2lKkIUMFAUSkjwKTkGIyv7ha0K1KacReWllqVJbgwZk0tEvNf0hjY6PiVFjHRgWkC15GTF143WXl0Z4l9BtepmYkNJb/wDdGoycuJuYp5Zfl5hpncElZaeQCUhSkglOQCR4iJLq9uSldlvMq5T6VWJY5BZqEmh1JB68iCPmiItGOEPRXh6uyoXppnZExJVOoyhkFumpOzIbYKkqUhCXVcgVIQSevo9esTb7pSyeT/aMnwcQR8/SIdlzdzZWR5y38Za68FDpVLtWmtUSgWtKUynS+eylqa022y3k5O1tISBkknpHvNTkQQlx0tKP2rqSg/OI+7brTydzTqFj96oGO6tqhhQBB8cRiVnbkuiVNu+mhSVDxBzFEuy3UV2kGTlkobeZPaMcsDdzyOXcc/kiqrpsis7uwCVeKMpPzRx5m83yl595I8HMLHz84qlibOwxu2KtikdFIJG7hQXNS0xJvrlpplTLqDhSFDmI+USXqRKTa6K3MvIYWWXkjtEJKVYIIwfVk+MRpHha+k9ilMYOi95h9Z7bD2pFjsvrKo7R9CCMjOT7IrEUun/4QfvTFUiqL6t1nN9ayQhDqQPHlF26pX0ZRuOe4dY+8cJTtAAjmLgLBUuNykIQiViucmKfUmdzS+XQZj3x5Z8hLK8/cGK5QMuqsi+uFEWuCAuw3HCRlMyytJ9e7GPkJiCKe92jfZqPNHT1iJp18qbUta8pTNw7WcmkrCe8oQk7j8RKfliC5FeyZR++9GORK0OC+ocNFzKYE7ElVaEByAhGkvXpCEIIkIQgiQhCCJCEIIkIQgiQhCCJGYvCD+xhO/wy/wDmmYw6jMXhB/Ywnf4Zf/NMx3+Hfy0eR+5eD/CP+Zf87fkVOMIQj3i+BpCEIIkIQgiR5qlTpKryEzTKiwHpWcaWw+2SQFtqBSpJxz5gkR6YQQi6s7TbSHTrSGkzND05ttujSM5MedPtNvOub3dqU7suKUfgpSORxyig6m8NGiWsFUarl/2JKVCpNIDYm0OuMOrQOiVqbUneB3bs47ok+EFWYoy3IQLdFbVi6cWRpnb7VrWJbsrR6Y0orDEuD6az1WtRypaj3qUSYjmt8GfDVcNxu3TU9LpFU9MPecPBp95plxzOSS0hYRzPMjGD3iJrhE3R0MbgGlosFZl86O6a6kWrK2ReVqS09QpF1t+WkULWw2yttCkIKeyUkgBK1AAcufSPLdWhWlF7WRR9OLotBietygBgU2RL7yEy4ZaLLQSpCwo7W1FPMnkYv2ERdSY2HcLxUqj06iUyUo9Ll+wlJGXalZdvepWxptIShOSSTgADJJPjESV3g44bLmrU9cNc0wlZqoVOYcm5p9U9NJLjq1FS1YS6AMk55ARNEIKHxRyAB4Bsres7T6ytPqG3bVlW1IUamNlR83lGghKlHqpXetR7yrJ5DwiNJ3gx4Z6hca7omdK6eZxx7zhbaXnky6l5yT2AX2eCeqduD4RNkIXR0MbgA5o0VFr1l2pc9tv2fcFAkZ6iTDIl3JB5lJZLYxtSE9BjAxjGMDGMRHtg8J+gGmVwtXXZ+ncpLVWXJMvMvPOzKmCRjLfaqVtOMjI58zz5mJchC6OijeQ5wBIVi1bRDS6u6hSGqtWtRuYuqmJbRK1EzLwU2EZ2DYFhBxuPVJji69DdK73vOk6h3PabU5cdD7HzCoiZeadY7JwuN47NaQdq1KIyD1i+4Qup7NnRWNbmiWl9o33VtTLdtVqTuWuodRUJ9Mw8pT6XVoW4ClSygZU2g8kjmI+TWhGlDGoczqsxaLTV1TiVpmKi3MvJU6FthtW5AXsOUAD4Pdnrzi/oQuoETBoAOvqoLXwP8LTiytek8oVKJJPuhOd5z/jor1R4WtBatZ9IsCo6ey71AoTz8xT5IzkyEsOPK3OKCg5uOSSeZIHdiJWhE3WIp4RezRr4KGKFwccNls1yn3LQ9MJWVqVKm2Z6TfE9NqLT7SwttYCnSCQpIOCCOUXbT9ENLaXqPNauSFptNXbOpUh+pCYeKlhSAg+gV7B6KQOSe6L6hELJsMbdGtAVPrtBpVzUaet+tygmafUpZyUmmSop7RlxJStJKSCAQSORER61ww6Fs2A/pc1YTKbYmagKq7IeeTOFTWxKO039pv8AgpSMbscukSlCF1Lo2P1cL8lZVyaMaZ3fYcnpjcdqsTtsyCGG5aQW86A0lkbWsLSoL9Ecvhe2Ok1onpZPaeM6UTtmyUzass2G2Kc8VuJaAUVApWolaVAqJCgrIzyMXxCCGJh3HK3oos004YNDdIqyq4bDsOVkampstJm3HnZh1tB6hBcUrZkEglOCRyPKJSAwMRzCCMjZGLMFkhCEFmkIQgiQhCCJCEIIkIQgiQhHBOIIuY1qeUY4OOIPWPV2X1L02pXvnpHuSzJCnonW23pFxtSioJQ6pIUle4KBSSc7gQMJjZDU6nJUenzVUqLwZlZNlcw+4RyQ2hJUpXxAExr7kvLG6YLuealKnpJcrVBQ8pEvPy82w5MrbB5LXLr2JST129oceuL4M4OZgutapMZbkkNrrEnQqyuOPS7WW2rete1dRaJNKqTAelZqXm0Up2X3jtC/n6ipnbncokgDO05xG7sDkIh/QXiw0U4kUTzemdwvvT1LaQ9OU+dlVS8yy2okBW08lJyMZQVAHHiMy86lxSCGlhCu4kZHyRnNIXu7wslNE2NvcNwvOaZKbittK2lHvbWR82Y582nEfWZ9Ssfautg/OMGOC5Um/hMMPAfcLKD8hyPnjkT4QMvyswz4kt5T8qcxStlC7UG/rko26PFpeD8iv7Ye6DKP8IaeZ+/bOPlGRH0anJV/61MNqPhuGfkj7Drz/wD6xF0Xyampd8fUphteO4KzH1+KPi9Jyj/12WbV68c4+XuelH+DzD7XqC8j5DmARd3ZCTeOVyyM+KRtPyiOokFoA83nX2x3Aq3D545DdRb+BMMvDwWgoPyp/sjqJubb5P09z2tKCx/UYlFztqbXMql3x4EFB+UZEBOPJH98U95B8U4WPm5wTUpMnap3sz4OJKfyx6UqQsZQtKh4pOYIqRWxIVqlTVNEwgLdbISF+iQsfB5H14iFVoW24ptxJStBKVJPUEHnGQC20LG1xtKh6wDEe6gWgUKVXKUwNmP74aQOn78Dw8Y8/jdG6ZomZy38l3sDrWwPMD9nfP8AqrEl3eyfQs9AcH2RWYoUe+RmwQGXTzHJJPf6o8xE+2i9TKzNqF7o7tfDEdI5SdqgfCNoaFahXqhBJ38xCL91RzSEIRF7IUKglO4jpFJqkyA32ZOFK5/FHumn0oSSo+inrEQaz30ugUk0uSeKajU0lIIP1pnopXtPQfH4RrTyforpYfRuqpgxoUV6s3Y1c90uIlHd0lTwZZhSeizz3q+M8vYBFnS/+EN/fCPkOQ5x6qegrmN2OSBnPrjnP0aV9UpKdsDWws2CqkIAY5QjRXcHRIQhBSkIQgiQhCCJCEIIkIQgiQhCCJGYvCD+xhO/wy/+aZjDqMxeEH9jCd/hl/8ANMx3+Hfy0eR+5eD/AAj/AJl/zt+RU4whCPeL4GkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIRweXOCLmOMjxilXFcNNt2QVPVJwhPwUISMqWruAERPUtZK7NurRR5VDDYPIoa7Qj2qJCfkEcDGOJcPwRwZUu7x2A1K3qTDqit1iGnU7KbciOYhakazVmVmENVmVQ82pXPKOzVj1EEpPs5RK9ErtOr8iiepz/AGiDyUCMKQodUqHcYnCOJMPxu4pX94ciLFRV4dUUWsrdOo2VSjg84Dv5QjvLSXR5ll9tbL7aXELSUqSoZCgRggjvGIwf1L8kvw+XbOzNTsmvXHZj8wsrTKyzjc1ItEnOEtOJ3pHqDmB3ARIHlEqlrzStBPPNA11xqoIqjPus7Qwsz7chtXuU12f1QDtOz3FHpBOTkDMavaBxwcYemj6aevVu43Fy+N0tcDKZ1eB90ZlCnPn9kbcET3DMwrQqZYg7JI262Y8H/AdRuFO5K3dqr7mbmqlXkxTm1eZJlWpeX7QLUCjcsqUSlHMkAY6HORlO/Mpl9pW26oHqpCCoCIr4VNWrl1y0FtXVC7qCikVassOmZl20KS0stvLaDrYV6QQ4GwsA5+FyJGCZayIqkLnOu7dbULWMZ3Bovg1UJF1W1uZRu8CcH5DH3yDzB5HvEdXGWnE/VW0LHrSDHn9zpRPpMhbKj3trKf8A7RgFavs7LsPjDrKF+1OTHw9zmEcmFvMnv2LP5DkRyJedb5ont+OgdbB+cYjjtqggjtZJDg8WnOfyHEEXIZqDfwJtDo8HW+fypMBMTqPr0juHi04D8xwY490mEnDzbzH4RsgfL0j7tvsPDLTza/vVAwCL4ipyiSEOqWyT3OoKfnPKPQ2606nc04hY9RBjsAFAhQyD3GPO5T5F1W9csjd4gYPyiCL7lIUNqkhXqIzHnNNklK3BgIPiglH5I4Mk4n/B56Yb/eqIWPnjhXum38ES7w785Qf6wYFFyZOYQcs1BxIH2qwFj5+fzxws1JI2llh5P7xRQfkORDz1xsZmJJ5PrSAsfNHduoyTgymYQD12r9E/IecDYC5TdQ/eLcozX5hqTlBLBOO0QCCN5GSeXLviievxj2VmcE/VpucSolLzy1JJ8M8o8cfOqhwdM9w5k28l9GpmFkDGu3sLr1S88416KxvR84ioNPNPJ3Nqz/VFFjs2tTStyFEHujFshbusnxA7KuJUpJykx9kvJ6KODFLaqSCMPIIV90OcehM3LKGQ8ke2Nlsl9itVzNdl78j7oR83HgkYQcnxjxOT0s3/ALIFfe8486n5meWmVk2VlThwlKBlSjGRm5AaqBCfrHQL41SbcU0+uXZefEs2t1TbSdyl7ElRwB6gYxDua4Jy6K3NVqeV6cwvKU5yEIHwUj1AfPmNhln2S1SZNyYqLaHJqabLaknmG0EYKR457z8Ua+75tt6z7xrNsPZPubOuy6FFISVthR2KwOmU4OPWIiropKeJksm5+HRej4Rr6eoqZYmbtAseo2P3Kh9eUVaTlwwyAfhK5mPJT5ftFl1YylJwPbFSjjTvv3QvpdLHYZiEhCEa63UhCEESEIQRIQhBEhCPdSaHWK9NJk6PTZibeUcbW2ydvrUeiR6zgRIFzYLCSRkTS95sB10+a8MIqdctqv2zNGSr9Hm5F0dA80QFetJ6KHrBIimQII0ckcsczQ+NwLTzBBBSEIRCzSMxeEH9jCd/hl/80zGHUZi8IP7GE7/DL/5pmO/w7+WjyP3Lwf4R/wAy/wCdvyKnGEIR7xfA0hCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQjgnAzBFzHRROD6o4W8ltJW4QlKRkqJwAPGLMq2rFrU11bDan5opyCtpICM+AUogH4sxo1uJUmHNz1UgaPEq2KnlqCWxNJUdap1d+r3YumrdJYlfqKUg9EhIKz7SohJ9Qiw69Un5RSZGU2MgtFW/mMYzyTFeuKpsVW5H61JsrTLPuLUcqSrbu2n7U+IMUWuuFTRQul+dNdmVJdTg9mr/viPzjjFUa7EZZ3G4c42Phy+Fl9Go4hDTNjAtYfFeuRROuS60VFxl5Cx6JQORB/7iL50eq0xI3KuiqcJamUqb29clKd6VZ8QNw+SI2tuTmWA66ttTUs4B2Tal5PrMXfYk8xTq8u4p3PYSSVuJ2jmv0OzSPaVLOPUM9It4enfSYtDKw2sRc/8t+98FTiLBJSvaRfT48lkOFYHURxvz9sOXWMfa9fty3JMu9jMlmVBKQ224UtjHdy5rPrJx4YijydTrMk551TKgO0QpXNta0EHvGcnx74+mVP4SaSKUsiic5o53A9y87Fw3M5l3vAPSxWTKkNrPpJB7sGLfu2wbFvuWTI3vZdCuGWaXvQzVaczNtpV4hLiVAHkOcWtp7qU7VphNEriv74UShp5QCVKUOe1Q6ZI6Ecjj5ZI7NWM8o91hGLU+Lwe00ztNvEHouHV0klLJ2UwXwlpWWk2G5WUYbZZaSENttpCUoSBgAAcgAABj1R83KfKuLU72ZS4rmVIUUk/JHpKSnqIR1r3VC8gk5ps5aqK/vXUhY9ncY57SpNqwqWZdHihZSfkP9senIjmIsi8qqi23yfl5hr1lskfKMiPq3Oyz4w1MNqPgFc4+h6cu+Pm7Ky0x9fYbX7Ugwsi+vTl0j4uSMm8rLss2T47cH5Y+Zp7SBiWeeYx9ws4+Q5EA1UGU4ammnfU63t+dP8AZBEXIBJxLTUwzy7l7h8iswKKk0nCHWX8fdpKT8o5fNHCZqdbTiYkFe1lYUPk5GORUpTO11amT4OoKfyxFkTzqYQMzEi4PW0Qsf2xyipSauRe7MjuWCk/PH3Q426MtuJWPFJz+SOVJQ56KkJI6cwIFESpKwFIUFDrkc4plzTDcrQZ6YWE+gyopyB8IjA+ePWabJA7kshtX3TZKT8xi0tRluyVDSwmddWmZeSkpWQcgel1xnqBGtVy9lA9/QLYo4+2qGR9SoyGMcukIeyEfPb3X0W1khCEET+uEIZxBNtVc1qWTMXKyubVOCXl0OdnkJ3KJAB5d3f6+kSVQbUo9ASDJy+57btU8vmtX9nxR57CkjKWtJ7hhbyS6fXuOR82IuLHPMeyw6gihibIW94i68NiVfNPK5mbug7IUjEYPcXlqih6norrSSGq9JofV0wHkfU1AeralBz4qMZwxjzxl2qmpWBIXQ2j++KLOhtR/wB4eG1Wf5aW/n8YyxiDtqR1txqupwdWex4tH0fdp9dvjZYhUxw4caJ6HcI90UiRc2TScHkQRmKvHz6ZtnXX6IpXZo7JCEIpWwkIQgiQjlKVLUEJSVKUcJAGSTEk2ToBqDeQRNKp4pMis4MxPBSCU95S3jcr5gfGLGQvlNmBaVbiNLh0fa1MgYPE6+gUajnyH5Yuiz9NL1vp8NW9QX3WeqppxJbZSPv1YBPqGT6oydszhssG2AJirMrr04QMrnEjskepLQ9Ej77d0iVmWmpdpLDDSG20DalKBgAdwA6COrDhJOsxt5L51i34SYmXZhseY/rO0HoBr71AllcKlHkFMzt71RVQeHpLk5UlDAPgV/CV8W2JQqFo0K36M0zb1IlZCXllek1LtBAIPUnHU+s8+cXdHR1pD7S2XBlKwUkYjrQ08UH1AvmmJY3X4y7NVyFw6bAeQ2VBpzFMuWiKpVbkZefZQezcZmGw4hQ7uRBHL+qI4u/hcsituKm7emJihTCh8Bv6swo/eE5HxKA9UVioahWZplX5an3pdtJoyqjMokZducm22lzDi1hDYQknKvSI5jkM5OBEn+sc8eBjOanbKPxrb3VWHYxWYY4uo5S087HT1Gx9VhPeGgeo9npXMOUn3Uk0n/CKfl3A8VIwFp5cycYHj3xHikLQsoWhSVJOCkjBB8CO4xsXmJmXlWy5MPIbT4qMRtfds6fXoXFVK2JeZmVI2+e4LTqcc+Sk4Ur2KOPVzjkz4SDrEfQr6Hhf4SpGER4jED/zN09429ywvjMXhB/Ywnf4Zf8AzTMYe1wsUO7alZ008sTtOfUzhacFxI5pUPHKcK9hjMLhBP8AqYzo8Ky/+aZjawalmpK8MnblJaSL8wbajqF1ONsUo8WwDt6KQPbnaNDsbHQ9D4FTjCEI9qviSQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkcK5AkxzHCuYxBFEusF2TTbyLZkHSkFKS+O5alc0oPqAG4+OREUz78lTEpLrapmZWklO5O5Rxz+IeoReGpra0X6+p34KlpCc+tpOPm3RZteZp7xbMzOebzCEq7NWcbh3j44/OHFFZNXYvMJybNJaByAG1l9EwuFkNGzJzAJ8yu8i8xU0lYlHZV5CUntAnaefTB7x7Y57Z9klI7HmoodCgdpJ6EY7lDu8Y8lu1GamFGTdUh1tppKkuAdOnomPTUphbPnExLgKW12ScHpuBJOR6k848+RY2XQB0X0ccdU0e2JLaRzbZQUjHrJ549kVusTMgxbFOlqWoBxzeZ0pPV7clLePBKUrJT9945iiUaovVBp5E022Fsq2HYcpIx3R76dQpip0KcnGAtaKeltC8DPoKUsBfxbE/FG9ROlIkgibdzmkeOneNvQWPgStacM7r5DYArwVdiZFMUzTtwKCkAJOCUY54+SKVQPc/wA79J6YamgtWG1k4UP7YrLi5qcluzYfTLzSCCoYzg9/Lw8DFOkaLNOTpm6g8n6i8VoCU43Hl6WfD+yNJugLStjc3uquVuyc4xOSqih1OcFPcpI3JPxERk5JPiZk2JjGO1aSvHhkAxjbQaTMXPXGKdKhRbWrYpxI6JI9NfsA7+8kRkRUp2XolIfnnUYak2SvanqQkcgPyR9Y/Bs2SCnqJ5NI7jfbTe3kvJ8RkOfHG3V38dl0rdwUmgMiYqc6hpKuSUk5Us+AT1MWmrWK1+12ebzpTnrsQPmKsxEtZrFQuWpzE/UZlW3cQdqsD7weCU/OcxbyqvSEvqbap5dZAOVoYzk55/F645+JfhGrJJiMPa0MB5i5PxFlsU/D8IjvOST4clk/QroodxoKqXOJWtI9JpYKXE+spPP4+kVfsx3K5xjJIzk3QppipU+ZcZShST1P1PJGD7O4iMhrXriLioktVUpCVOJKXE/crSSFD5RHs+FOLBjwdDK3LK3XTYjquRiuFGgIew3aVVChQ7sx1II6iPuk5ECAeREe1DiuOvhD2x9tifCOvZDuMSHIvmefWHUbSAR4Eco7ltfiDHUpUOZBibhF5V06ScO4yyArxT6J+URx5k62cy9QfQB9qrCx8/8AbHqgRiCLyqNSbPMS7w9RKD/WIsnUSQrlUXJqlqXMKZZSsq24XhRI+5z3CLa4tdeJjhx0WqeplOpkrUak1NSknIyk0VBp9110BQUUkEANdqrl3pEY3WJ5XjSapsttag6a3JQJo+ipVPdaqDIA78nsl/FsPtMVVNA+thLANFMOJx0E4cSLjqp3fl5iWX2cww40r7laSk/PHzj12bxt8J2pbIakNWKJLOrwFSlbSqQWFH7UecJSlZ8dpUPXEoSdF0+u+RRVaC5Tp6Wezsm6dMpW2rHgttRSY81Pw/Kw913vXpqfiaGUd5vuIKiTp1hElTmlVPdCvMao80rPNLiQsf1H54oc3pjcTGVS5l5gDuSvaT/OwPnjnS4VVRbtv5LpxYvSS7Ot5q0Y7sNKeebZQMqWoJA8cnEe6bt2uyBIm6VMoA7wjcn5RkR6rMlPOrnkWlp5Ic7VQ8NoJHzgRqxwPMrWOBGvRbUlTGIXSNINgeammSYRKyjMsgYS0hKB8QxH3jhPTlHMfQGiwAC+eE3NyuD0i09ULabvLTyv246zvVNyTwaB7nkjc2fiWlJ+KLsPSOi/SSRnryiHtD2lp5rOGV0EjZWnVpB9xutWCSUEKPIpOfjiuJIUAodCMxVNYLbbtDU246A0yGmGJ1bjCAMBLTmHEJHsStIih09zfLJB6p9Ex8zq4jG4tO4Nl+ncLqW1MbZWbOFwvTCEI0l10hCEEUg6FXNJWxqTTH6gwwuXm1GTU46kEsqXyQtJPQhWAT4Exm36KjnaPbGuQEpIUCQRz5RnPo7eSb4sKnVZxe6cZT5pN569qgAE/GMK/lR3MImGsJ818j/CVhRzR4iwf8p+5XtCIa4peJGncMun8veE1aFUuOZqc8mmSMnJeghUwpClJDrmFbEnbjklSiSABGJIkfKK8ZGHZx5Gj1kTH1NSUlyTeebV8I7c+cveiccy22ru8Y9JBRumb2jiGt6kr5BLUBhytFz0Cyt1s4yeH/QZDkveN7y83VkEpFHpOJud3DuWhBw17XFIHhmMVpriw4z+LB9+h8MGljloW0+sp98c/gr7LOCfOHQGUEjqlpDix9qo43RM+ink2uHnSpSKpc1Ndv6tggmZriEqlkK7yiWHocz/AIwuHwI75w1M1s0d0JoaZzUK9KRbssyzmWkiodutA5BLLCAVrHLA2pwPYCYvjkgidkp2l7up/gq3CV4vK7KOg3WINo+TXl2atK6kcR2pVWv25XnEvTTKJh1MuHE/ASt9R7dxI7iOzxjGCIy9uLUqm2rQjU67V5CjSUqhKXp6emUtNpwMfDWcD4/XGG15+UN1N1sqT9hcIOilUrjqsNOVaoypc7FROEr7JB7Nod4W65jlzSBHxtPydGsWsdTau3i91nqE2ts72qNSplLqm93NSe029ixz5ENNqB7lDEWywyPs6sflHIc/cNvVYMe1vdp23PMlS7YPGTozq5rLIaOWfWKrWKnUfOOyqTckrzLLLS3Vp3KUF42oOFbdpIxnmCcoJC3qbI4X2IdcTzC1jPP1DpFl6WaBaLaC0xbem9jUmhBDOyYn9u+ZcQOZ7WYcJWoctxycDHQRfNFrtFuSmtVi36tJ1KRfz2UzJvoeaXglJwtBKTggg4PUERz6gx5rxA28VtxZ7WkIusQOOPT92j3BRNW6PKJS2/tkKipsYJeQMsrV45QFoz4NpETdwazbc9pPMTbXwHqs6tPxss/15EXhqzYUpqXp9WrOmkpK56XJllqOOymE+k0vPqWBnxGR3xHHAjLT8hpDV6ZUmXWJiRuWcllsuDCmlJaY3II7sKzHfi7OupY53H8ZD3T4tdqPdY+S16erkoJJqBv2U9njwezQ+8O16rI6EIQV6QhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkcHpHMIIo81PsZdwyyapTGiqbZTtcQn4TiBzG3PLck9PEEiIZmEFQVL1OQLi0EoKg3u2n1g80nvxGU5Rnvil1C16HVVlyoUuWeWft1Njd8vWPAcR8EMxif2umfkkO99QT18F3cOxp9GzspBdqxpZKJSXSxJSxaAGO0dTtB9Z7yY+CpRufZ2oqCm0hSgspICnCRhRUO72eEZKGxLUMuqV9wpMIX8IhvCvUQrqD7DFrzeiVAfdLjM8+2Cei20OEDwyRnxjx1V+DnE4WgwOa889SPmuvFxDTuNngtHvUMyzbUqwqRpqu0C1EheQQ2D3Z+2Ph64nXTW010K31Nz7G12fAUtpYyUNgYShXicEk+3EeygabW7QHUzLTJmX0nKVvYIQfFKRgD29fXF1BJHfHreE+DH4RKautILyCABqBffX4bLlYtjDaxvYwghvzUYXNozKTrypmhTCJck5S05uwn1JUOYHqOYosvonW3HgJ6oS4bJ5kuuOcvvcAfKYmoJ8YYEdafgnBqibtnRWPQEge4aLVjxqsjZkDvvKt61rMpFrS5RKIU4+sALeX8IgdAMcgPUI8+pSHF2XUQ1u5dko4PMJDiSr5gYukAx556TYn5N6SmkBxl9Cm3EnvSRgiOzNhkQw99BTNDWlpAA5XWiyoeZ2zSG5BBWMMn2apVSFJHJbiVjOOe45i3nXEUd0P0qoNOtlCsIWfWnKf6/ii+7ptaqWlVFNutl2XfUQhXQOdcEH7rHVMW55pSw8l8SC0OAH6n5ufSJx6sd3jH5tqKabD5nQVAs4cl9GjlZOwPjOhX3mnVP0lbxQUl1knb6yOnykfNE36RpcFqkr6KmXCn5AD/zgqIiodBq901FqTp8uQhCgo7hybx9s53AAjkO8iMh6LSJeh0yWpcmMNS6AnPeo95PrJyY+hfg4wuc1Lq9zSI8pA8SSNvKy4HEVTGIxANTe696enKOY4AxHMfZF5FIQhBEhCEEXGAeojgoSRzjtHVR5HlmF0Wu3ywV9NydoWFppLOpU5U6hMVmZSF80Ny7fZN5HgpT7hH4IxrWpNj3lX5I1KjWnVahKglPby8q4tHLqMgEH4oy+8pLdNNv7jGplkzUwsSFuSdNo836QAC319u4UkdPQfbB8CD4RLtPkZKmSTVPp8u3LSssgNNNNJCUoSAAEgDkBHVFQaSFotvquI6mNfO917AaLWU8y4w8ph5pTbiCUqQtOFJI6gjr8sVK3r0u2yZtVWs+6KtQ5zaE9vTpxyWcIByAVIIJHq6RNPGDQ6NTr1pNTp6G2pypya1TqEJA3FKwEOHHerJH8gRj3NHCMeJjoMkEsebquZJE6CbJfZZD2D5RHi2sBbaGdUnq9KI6ylelWp1Kva6odsB6g4IyFsXyx96SjjbOpOkFHqbKtqVv0aeclHGx9srY4HUrPgNyI10coRqOp4nbhbbKqVuzitzdk+Vc4WrmcQzca7ktRak5U5UaYXmgfDMsXFfKkD1xkDZnEHw83/NMLs/VezalOTJDTLbVTYTMuKV0QG1ELyfucZj88cT1wJ2Y3fPFlpxSn2e0Zk6qKu4McgJRCphJPq3NJjWloo7ZgdluQ4hIXBhG634DpHMdUAhODHaOcuukdShJ7o7Qgiw1407bakL1o9yMMBIqskpl1SU/CcZPwifHa4kexAiA6Ws71t+PpCM1uL23k1jShyppZ3O0adYmgoD0ghRLah7PqgJ+9B7owhlXOymEK7icH448NjsPZ1DvHVfduBa41GGRg7sJb7tR8D8FWIQhHnV9CSEIQRcjkc8/iibOF29hQ7sftSceKZatIy0CfQTMoGR7NyQR7dvqiEo9VLqM5SKlLVSnPFmalHUPMuDqhaVAg+vp0i6CUwSCQclzMaw1mLUEtI/8ASGngeR9CtiZAI54MQRrtxr6A6AOP0y67sFSr7Bwqh0lImJtCsf7IMhDXLn6aknHTMS7Zlyyl42tTrjklAtzzCVkdQhfRafiUCPiiMGeDjhzTqZWNW5/TiSqdw1yaVOPqqS1TUuiZWcrcQyslsKUr0iccj8Hb0j2tO6B3eluW20tz96/L1VFNA90QFnA2N/BYoOcR/HPxduuUvh506/U+tCbJR74Zs7XOy6E+dOJAJPLlLtqWO5XUxfOlfkwbLlqqi9+Ii9qrqNcsyvtpppcw43KKWOYC3CrtnwCOpUgHHNOOUZM6rcQWi2g9O7TUe+qVRFNtb2KeCXJtxPRIbl0ZWR3ckgeJAjDuv+UF1z10qj1o8G+ilRmwlQadrdSYS8pkq5pJQFBhnlzy64rOPg45R1GPqJm5adoY3mdve4rQc2GM3kdmd0WbSzpPobZgC/e3ZNsyPIZ7KSlUKI/kgqOPaceqMTtUfKf2iKqqyOHGxatqNcbyyxLPCXdblFr71NtpSXnseASgHqFY629afk49StWKyi9eMTWmq1+cOXEUmmzZWGiSCpJeWNjY5EFDTYAxkK6ZzE040a0d0JoTklp9ZtGtyTYY/vmaSkB1aEjmp6YcO9fiStRHXpGuRSQHvHtHeB0951KsBnlHdAY1YSs8NHHBxdOt1PiO1LVYdpTZCjbsmML7LO4J81bUEZ6c3nFLB5lJxiM1NBdCrK4d9PWNOrDM85INzDk46/OvBx599wDctWAEp5JACUgDCenUmEta/KUcPelji6Ra1Qfv6u80plqKQZVLn2qVzJ9A5PIdmHD4juiPtL758onxB6hUK73KRT9LbAkKgzMTUnOSKULnpTeC43teSqYdKmyUhQDaMqCgQQMWysqZ47vAYwbDb4LFjoYn2bdzuqzzI6g+wx4rMtSnWw5Xpim5Smu1ZdVebxyQ8tlpC8ffFvd7VGPYPZiKhIfWT7Y1qBxbKWja33rce0Gzua9MIQjsLBIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEjqQMYOY7Qgi801JSk60qXnJZt9pY9JDidyT7QYoK9O7NW72iqG1k9wWsJ+QHEXPCNWeip6ogzxtdbqAfmrGTSRfUcR5FeSSpshTWfN6fJsyzQ57WkBI+QR6h0jmEXsY2MZWiw8FgSSblIQhGahIQhBEhCEESOivgx3jqtO5OM4gi/PTxB3szqJrpfd8SMz28rVq/OTEo8nI7SX7UhlX8xKfZF325xa6i0OjN0qdp1Mqzku2G2puZ3h0gYA34UNxAA58ie8xvlSkAc+fxRztT4fNG+6ta9oa5my5LaCSN5eySxK/OLe16XDf9feuK5Jvt5p0BCQkbUNtp+ChCe5I5/KTFsTZy4EgdBzj9MO1Ph80No8PmjP6QsMobosBhfezF6/Mvg+EMHwj9NGB4QwmMPbvBZ/Rn/MvzL4MbAfI8WO1VNXbzv6aZCxQKG3IMFQ+A9NPAlQ9YQwtPsUY2z4THCEBOTyyRgmMJKsyNLbbq2Gg7J4cTey7jpyjmOB0jmNNdFIQhBFRbwobdy2xV7fdA2VGSeljn9+gpz8/zRrJfZfln1SzyCh5lRQ4gjBSoEgjHqIjacoA5zHxDDWT6A+SOXiGGCvIJday9Rw7xM/AGyMEecOtzta3od1rPaX2jaV/dDMdo2Ydi39wn5I47JH+LT/Njkf4Xb/xPgvYD8KTwLezD9//AOK1oQjZf2SP8Wn+bDskf4tP82I/wu3/AIvwU/8Aik//ANMP3/8A4rWhCNl/ZI/xaf5sOyR/i0/zYf4Xb/xfgn/im/8A9MP3/wD4rGHhQvVSm6jYc46nCMz0lk88EgOJ9mdpGP30SbrzaGod+6UV609K70Fp3LUW225SrZWksJDqS4ApAKkFSApIUnmN2REohpAVlISD7I+oHOOrSYYaVobnvbwXzvGsSZi9Y+qZH2ebcXvrzN9N1gnpJ5MDTChTrd266XLU9Sbkdd84fEy841IlfcFJ3F17HPmte08soHSMpKzXdJ9CrOS/V563bKtuUPZtIUWpKXSo89qEDAKj9ykZOO+JJxHVSc4GRiNySCSc3lfcLjxsZCPxYWv7UjynVNqtZXYfC5pvVtQrimCpuUm3JR1MsojqtthI7Z1I7yrsx35xFqynCTxkcV0yxXeKXVZ60rdeWHPe3I7VLS0DySJdohltR7luKcWPthnlGyoIA6Y6+EdsD1Re2NkDbU4APU6lVmJ0pvM6/hyWP2ifB1oDoK2h+yrHl36qkgmsVQibnSod6VqGGvY2lA8cmJrPPr3RV8QxGnJRuldme658VsMyxizRZUiPfIA9ifbHo2wAA6RnBSdi/NdSXXXMIQjdWKQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhHBIxBFwTg4zDcPGMfeJXjG0/0AlnKMztr94Oo+oUaXdA7DcCUuTKxns0HHTBWcjAxkjF7Q7ykV4yN2PSmuMqxU6FU5gKanKbKBt2llR6BCc9q0Bjl9cHM5XnETZaMuIQQyCNx1WyWEUW07wtq+aDKXPaNZlKtSp9sOS83Kuhbbg9o6EdCDzB5GKyDmIW6CCLhcwhCClIQjoXAM5gi7wjqFZ7obvVBF2hHTtBHIVkZxBF2hHVSwkgEdY5BzBFzCOCcR1388Yx7YIu8I4B9UdS4kHGRn2wRd4R17ROcZHywCwTiCLtCEdQsE4A+OCLtCOCrB5/LHUOA4KeYPQgwRd44xmONwgF5GQIKLrnAhiOCsDPKOScQUpiGBHHaJPeIJcSrG0gg+Bgi5wPCGB4RzCCLjA8IYEcwgiQhCCJCEIIuMQxHMIIuMDwhiOYQRcYhiOYQRcYhiOYQRcYEOkcwgiRxgeEcwgi4wPCGMRzCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCLzz87KU6TeqE/NNS0rLNqeeedWEIbQkZUpSjyAABJJ6ARr94nvKJPv8Andj8P0zsbBLU1cym8lY6FMok9PwqvakdFRm1q/Tp+saWXfSaXKOTU5O0KeYl2G05U64phQSgDvJJAHtjSfeGnF/6cTEvT78sysUB+YRuZTPSqmw4BjO1XwVY7wDyyPGJFlxsWqZoWhkfPmqJNTc3PzL09PzT01MzKy4888srcdWeZUpR5qUTzJPfHyBJyEk5PXHX/vyjIXg90WtLU6t3Hdl/SK6jQrPlpd000OFtM9NPqUlpC1DmEDYokDrkDpkHLCraRaNaqyabJqumFuUEzaTL06qUKQTKTUi8QQheUY7RIOMpUMHHOOTW47RYfVR0k7rPftp81xIqF0zO0zWv8VgzoXxFak8P1d907LqYdp0w4lU/SJtSlSk2ker/AGNeOi08x++Honafw88TmnvEPRTMW0+uRrco2lyo0SaI85lgTjeMcnGySMLT4jIBOI0316izdu3BVLbmyHJqlT8xT3SgclONOqbUR6iU8v7eucvk4dKNS7L1LrN0XdYtZo1KqNuqalJqelSyl1ZmGVgAKwrmkE8wOQjrEjqtvC6idkwh/R5+C2GwhCIXqVwTGOfHpe126f8AD/NXFZVwTtFqaatIspm5N3s3AhbhChnwIjIs/wBUYs+Ul/ayzn8N0787BatY4tgeR0Uz8PtXqlw6HWFXa3PPTtQqFvSEzNTDyty3nVsJKlqPeSSTF03bWve1atYuINdqaXITE5s+77NtS8fHtiy+GX9rxpv/ABXpv6OiLj1MuO17TsG4LhvWYDNCkqe8ufUepaKSClI71KztA7yQILNrj2N762+5azpfWjiVa0zZ4s5jWifX2l2e46rdAV5kWw0XVANbuz2YG3G0qx6W7PONplInk1OlyVRDamvOpdt/Yo5KdyQcH1jMaddD5K0qhf1t2Zq1XK7QtMX5yYuGmys7yZnFgFDZcPwfTSwppS055pKRjcTGf/BxrBqdruLwv+5HZaWs9FUVIW1INyKWlpbSSoqW4Oa9qFNo8N2/wiVy8OmJeQ4/W+7c/JePyh1/3tpzorTq5Ydzz9CqDteYllzMk5scU0WH1FGfAlIPxRP2mE/OVXTi1anUZlyYmpyjST77zhypxxTKCpRPiSSYxi8qB+1+pX8ZZf8AR5iMldIP2KbM/gCQ/R0RC3onE1TwdrBXdjMYN8Yl66up4mrB0q071Pq9qS1zSDDKlSrh7NDzk0tHaqQCN2AB3jpGcsa8uOCduym8YumE/YlLl6lcUvT5VymScwoJbfmROOdmhRKk4BOPth7YLHESRDoeYV6cPWqWt9icTlW4aNXb59+DCZBcxJ1BbY7RDoZQ+lW44UUqbUQUqJwpPI4zH047b51VoOpeltl6bag1K2F3St2RdXLPFDanFzEu2hawASQntD09cWjwnzNfvDjNvS49cpVVJ1FkKWRLUptgIYQnay2spIWrO1ns9vUKDhVuyMD0eUYVcCNX9Gl2o225XA88aYhzGxU351LdiFZOMFe3OTjEFoGRxonuBNr6dQL2U+cOukvEBpzXKvUNY9ZxeklNyiGZOX3vEy7oXlS/qgA5jlyiNpXUzUFXlEntN1XjVFWsmnqcFIL582C/c8OZ2eO8lXtiSuGuo8VU9UK7/dHUmjyUqlmXNJ8wDO5Tm5fa7uzWo4xsxnxMQfKZPlR5nl/+Wq/yYmC2XuAjiyXHeG6zpeUQ0sg89qow78nzqbqBqJUtTm76u+qVxNKqUu1JJnXy4JdBXMgpRnoDtT8gjMN/60596qMFvJk/rnq8f/Wst+cm4K+d5FRE0He/3K6fKDarai2Y9p7Z+mN01CiVW4Z2ZU45JO7FupQG0IQTjoVO5+KJA4GdTKzqlw9Uit3JWZmq1iSnJunzs5Mub3XVJdK0bj3ns3Gx8UQnxP3FadT449NqPeFekqVRbZpRm5uZnXktstOr7d1OVEgDPZMj4xHs8l3Uky1t6jWYmbbfbpdcZmmFtr3JWhxtTW5JHIpPm4II8Ymy1I5ne3Hvaai3kLpxH1/Wi5OMGg6L6eau1e0JOtUVl0KlnFFpp1KJpxSy2kjcVBoJ69wiv8Iur+r41rvzh01cudNzzdrMl+VqhbSlz0FoSpJUACpKkvNqG70gQRkxHfE85qU1x6Ws5pBLU967U0Fn3OTUMCXJ7Kc7Tfkj/Y9/f1io8D09MMcTOqElq5LTTOq860XJnk2JXsQpsvJRsJwfSYI542bcZ5xCrjkd7XYE/WPla2yu3X3U7UKgcbul1jUW8KpJW9VWpFU7TWXtsvMFb8ylW9OOeQlI+IRmSc4z4RghxLf64No9+Bp36RNxnefgn4oLepHEySA8nLXHT57ib1s4kdStOrC16qlty9vVCdeYbfmXOxTLomeyS2gIHLG5PXwjOPRG1L8srTqmW5qZePvouGVU+ZqqAqPbpU6tTfwhn0UFKef3Ma8LXneICS4s9XHeHanU6crhqVQTOInuyKBLGc6pDikjdvCehJxGxTRqY1LmdN6M/q9Kysvdym1+6bcqEBpK+0Vt2hClJ+Bt6EwVFAQ5zr3vc+W/JXxCOBHMF1khCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQjo652TS3dil7ElW1PU47h64Iu8Ixxb45NNZu3atUada90PV+35lDVXtZyUQ1V5RnftcmOxUrDjbY9JWxRI5ZxFx23xf6KXXWqFSaPWptyXuVKG6bVDKnzJycUojzJbgyWZkYB7NwJyFApJgdNSqBUwk2DldetFTrVNtdtdIddZQ6+G5l5o4Uhsg45joCcAmMZdcGZK4eHHUFF4OJmZKkSCZ6mTE0dxl6iHE9iGlK5hSiSkgdyjnqYn2+dYjKTj9Gt+Ul3wzlt6YmElSCociEpHUes8oja7qXb+t1ttWPqbZztQoqJkTKHaOXZZ2WcAIDiezOFYBVyI7/HnHzqbE6KTiFkzKl3d0IAJaDtv0PPT1WrUgSktad9PBY48BVmahUldau6tU6Up+m1ySok5yanpgsvPvMkqack0AFTikqKkk4CSCrBJGIyskJG1qWmaqFqXRKT9wMNLVR2aq2uUlDM7TsLrgSTgHwAil33IPUist0VMq1KU+Ql2mKVLMja01KJThsJT3chg+seGIt0hJGFAbfWOUcLiDiZrsTuaZp7Ii2a9+vha/LdasYFM0Rgbf3osXuHnTW4LY4w5Sga00UM3IhM/WZRmZ2rZnqgW1uNOtqB2LQVdotJH2yQORGBmRa9xXcu75Vxmozj06/NJQ8ytxRSobvTCkk4AHP2YjtVrFt+t2/aVyXxaUxXavb06uet0tqdQqXRgfXVt8y3uSlQQe9I9cVFnV65JKqLnXqVS+0UcLR5sULx61fC+XMdniDF6eqdSzzSviI7xbY2111OnpvodllBC2nFiba3/AO6yBBVjJjvEZ1nX2wbXsRV9XNOPSbDb6JMyjTSn5l2aXnYy02gFTilYO3A547sHFmo4z9Lpm6KPaNOkKvMT000iZraihtDNtslBUVT7xX2bak4AUkKJSTg88A/QqeeOqibNC7M07Hqum6oiYAXOU+npGK/lJOfDPOZVgCtU4n/jDEtaP8QNna5Tld94dOrD9IojjbKazMShZk55xW7clhRO5WzaM5SPhCJFnKfJ1JnsJ+VYmWiQrs3mwtOfYeUXqJWiphLWncLDjhj43NJ3bc040PapVxruASUhQd6ZRoy/nCWkoJ3drnZlJOcZwOkTFxk2XXr+4bbzt+2pdyZqBlmZxuXQMreSw8h5aEjvJS2rA7zgCJbZtm35Z1L8pQ6ey6g5S43KoSpJ8QQMiKjsPIZHIQVbIHiIxSOvy0Flp/unUe2NatE9ONF7a05rE/qRaylybU1LNJUlUrlRWnAJUrf9TUQpKQgpJz45weT51LtS7dDZCyqTKpkKvZylSVTlCfTcWtSliYwef1QqVuz0WlQ7hGR8nbVAp869UpCiU+VnJj67MMyyEOOffKABPd1MfGdTQLVlZitqkWJYcu1WywO0cJVgD0RlRKlcvWYxe9sbS55sAqKeifBIJHOvpbbly/qsVvKfjOgVITnrcssPll5gR7eHnjg0ku5VjaN0imXH7uvyUvS0rclGhL9qzL5WoqDhVtw2rB2+HKMl5aept0hyUqFBmEiX2udnPyg2nOcKTnKSeo5cxHwqbdq2smWqHvclw848llgykkgu9ooHGMAHoDFftMXZ9tm7vVWGCQTmZrrA2uFcaVbhnMYI8UZB4+NFRu+1p46/+nOf2Rm/SKsKo2tfudPSmxWNs0z2ajnvAyeUUy4p2h0yoyD09RFz0++pQllNSqXXU7PSOCeYAznlA1EYj7W/d6/BW1EXbsy3tqCsQ7d2MeVAuRvcEdrQvRGcbv7wlenyH5DFH8otcEnaesmi901BDi5WjTLs+8lvG9SGZuVWoJyQM4ScZI5xm3Q36FXVuVuSkEIm23FS7y3ZcNvoWnAKFHGemO/pCoC3p+sMUerUpiamfN1zDKpiXStO0KAUEqUOuSnI8CDEtniewPa64PP4fNa7qLNE9gP1nXUQ6CcX2m/ENc1QtWyqLcMtN02SNQecn2GENbN6UBIKHVEqJX0x3HnGLWqerNs6K+ULq2oF2szr1OkZJttxMkhDjpLtPQhOEqUkYyefPujYJbKbdmWXqjQKVLyiO1cllONyyWy5sUUkgp6pyDiPm/KW1Uq6/TpqjSkxOol0TC3HpVC8oKlJHpEZJyg8vVEiZhAN9Dss5YJZY2gu7wN7qyNDOIayuIi36vX7HkavLSlJmvMXzUGENFTpbSv0dq1AgBac8xGM/kx8e6mr2SD/AKbSvQj/ABk1Ga027QbRpj04JJiUlwpO5EswAXFkhKQEpHpKJwI8tsz1Am3Ztik0n3NmWlJMywuUDDnMEpUQB6QPPmD3mIM8Yf2d9VZ2DnPY951bf4rAmU06tLiS8oHqJQ76p66lQKLIOocabmXGT2rAlmUDc2oEYUXTjPURVuEaTkNI+NrU3RujNLl6S7KPplGFuFZSlhxt1gZVlSsNPr5kk4EZyVR+iWu8moIowVNVB3sSqTlUl51RBUdxGCeSSefhHeiil1GYdrDdurkpwK2KemZRLby+QyQrqRjAznugKiMvMWbvDkqGUIa9rye8CTfwPJYLcSeo9t6Scfdp6g3auYTSqTQGlzIlm+0d9NucbTtRkZ9JYj1cJ8zP6ycZV/8AEFQKFPytpvSTkuzMzTWzc4pMu22jvBUUsKWUgnaCM8zGatzPWvKzssiqUFupT84FBpCJJDzpQnqST0SMjmT3xU6C7JzFPbdp8guSZOQGFy/YqQQcEFOOXMGDZ43PMYd3huEFERLmLtL5reKwB40bzpWnXGrpvfVebfXTqHTZGemUsJCnS2iYms7UkgE8x3jvjKnQPio084jJ2tSViU+uMGhNMOTK6hLNtoV2pWEhJStWT6CuuIlqeoVHqTwmKhSpKZcSnaFPS6FnGc4yR0jmSo1NppWabISsqXPh9gylvdjpnbjOMn5TFqsip5IpXPDu6Te1tffdazLD1+szh44utX7qvSSqk5KVKfqEi03Tm23HA555vyoLWgYwk88k57o2A6JaxW7rrYctqJatOqUlTZqYfl2kVBtCHlFpwoUrCFKGNyTjn3RdjtsW6+6t9+gU1xxxRWta5VBUonqScczHrk5CVp7CZaRlmZdlGdrbTYQkZOTgDl1gpp6eSC7S67ei9Ax3RzCEFuJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiRwroY5hBFhzx7WVaFPl7a1Of0yuWdqMrN9jM3Jak6JOfpaEAKaUr6mtK0lRUApYG3BAUncM402pxA8PWnd2yWpNv0TUSfuhlLiZ9tbshIStVUrO1c02yChTiCdwUhCMqAURuyTtZWkL64PKIy1P0Et/UWUBptbqFo1RJKhU6IzLIfVn7suNq3fFg+uBF1zKmic5xfEQPTmtd91cct89gE2ZpfQLZD3NudnkO1KYOPtkqe2tE9M+ge6ImuLiS18up0OVjVy5iBgpblJ1Um0nwwhjYkRmxUvJjSFx1p2sXZr5c1XdeILjz8ihUyoeBdWtQ/wCby7okyx/J9cNtoMpFUtqcuqaH+z1qcW4Pibb2N/8ANMUQUlPTC0LA3yAXNNDXzHvut/fgtf8AYXF/rRZ800zXrhVedFTydplfWXwoH7h85daV4KCiPEHpEnX/AMclLlKWyxozZr0nVZthLk1Uq7smDTnD8JqWbHoLKSPrrg6EejkRni5wq8OLrBll6KWhsxgbaW0lQ/lAZ+eKbSeDXhkozy5iV0eoLzjhyTOIXNBPqSHVKCR6gAIqlw+knlbPJG0uGxt/d1c3D6tjcgkFlqkqfEDrpWagKpUNYLuVNJVlKmqu80lH3qEEJA9QAi87b4zdfKGW26zccndco3yEvX5Buaz/AMKAl3Pr3xstrXCBw0V9hUvO6N241uGN8nLeauD2KZKTEJXZ5L7SKpzTk1aV7XJQN/RhwtzrKR4DeAvH8uNp8bJG5HtBHQql+G1sZzMfm9f4qCZ3jRtq4bVq1kX/AKVV22EVxppLtQtmq9lMN7STuaRMoPZ5SVJ5LOUrUO+LVkqtohfFUpFh6W6dapV+krnWXBbDD8pJyj7vJJfm3WUOvPrxnK3FpCQcJKEjEZg6bcCDljKl5Of19vGo0aWVvTR2mmWpU+ooeD2B95tPrjJyjW7Q7elRJUOkykgyOqJdhLYUfE7QMn1xjDBHTsEcTQ1o5Db0C2Y6OokIMxA9LlfO1rcodp0KTt226NK0qmSDKWZaUlmwhtlAHwQBFXjqkYjtFi7bQALBIQhBSkUW7WZCYocwzUpGbmpclBUmVQVOpIUCFpA55SQFZGTyitRwRkYiuVnaMLeqbqy7Mmqo/VJttE1VJukJaQWnakx2TgdyQpKcpSpScc8kde+O+pDTypCmOt+eBLNSZccclGi462kBeVAAHpkd3fF4BI6nrApJ740zQ5qY07nE35qMullb1nTbMxIuNtTdWmihzm7UZdTTnMA4GUpyB7PGPBeFLnapX7falJmclAlU1vmZZI3NDsxjmQQM4xzHPnF4BPjHOP8A7xm+jEsIhedNPgb+agtuLK1dP5WYkaVNSs+y+J9E695267k+cOZGHQe8FO3pyGMd0fK/pWpy8vJ3DRZVcxOUx5RQ0kElxLqSgj2ZKFfyfVF3bQDmOSOWIxdQt9m9mB0tYHmNb380sqZblMTR6JJ0xOCWGkpWQPhLx6R+M5Pxx4GJd4X3NzHYrDRpjCQ5tO0qDrhIz0zzHyxcQGIY55i00rHNY3YNtb0FlNlbV7y0y7S5eYlpZ18yU7LTa2205WptDgKto7zjPL1R6aBXDXHph5mkzctLNhKW35lotKeJySAhQ3YHLmep6RXCkHr3QxzzmJ9ntMZgd9x5JbW6tDUVK/N6S6ldQbQ1Phbjsi0XHm09i6NwASrvIHTvio2jNtTNPWhqaq0x2ThBcqLCmnCTzwAUpyB0ziK6U5MAnBzFbaUtqTODultbq0b3RTEzMlNTaK1LzLSVpZnaawpwthWMoVtCuRwDgpxy7oqFlO1d6jJXWe1U52rgaW82G3FshR2KWkYCVEd2Iryk5OY5AxEspcs5mv6fxS2t0jmEI3BopSEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRcGKZcVaZt6jTVZmAVIlkbto+2JIAHxkiKmRmKXc9FTcFBnqStQHnLJSknoFjmk/KBGrWGUQPMH17G3nbRYuvY2VD0+v1F6y8x2sumVmpdfpMpXuGw/BUCQPji8B0iJ9IqhTqI9OWvU5REnVkOkFSxhTyR0Tk947h3g8ok8VKR878wM2z5zt3lntBv2nvx1xHK4frn1VAySqeDJs7lrfYjkVXC/MwZjqvLc1xUa0qFO3NcNSap9MprC5mbmXSdjTaRkk45n2DmTyHPlEN6c8VlN1SuumUO1NKtQlUSp7ktXNNUfsaacIWoK7TcfRVswCcHJAxFJ8oCur/ANy7cwpSFFtUxIpnSnqJfzpvJ9m8IB9RPdERy90ap6QX1ok9Ja2G7qRqK/KU+aoLckyiTlJZwNISZZKCVJbbDvJXI/UuZOVCO+FqVFU6KXLyG/qpvvfi6tK2rwqdhWjZV53/AFyjlKKgxbNL86blHDnKHHNw9IYOQAcEEciCBeeoOuli6V2HJ37f06/Smp5ht2XpziAZ551SArsEM5yXBkBQzhPeQOcYI6Us6iyejGqmoNB1rNnVG0q7UJ2ZpMtLNecT80EpUVzLizuIWQW20gbdyVnBJIGVNv8AuTrpw00XWPUK0afMXRLWvUX5aZelhuYd7JxtTzYPwd/ZhY5ctwxBVxVckodY62JHSylPRfVy39b7AktRLYkajJ06edfaaaqCEIfBacU2oqCFqSMlJx6Rjz6w6zW9oxQZauV+lV6pmemhJykpR6eqafeeKSQkdEp5A43KGSOWekQJwiXDeFq8FlIrliWUbsrTM9OhilCcTK9sDOrSo9qoEJ2pJVz64x3xJktxBz9naW1LUjiHsYaezEnPLlpSlCoIqD88A0hSC12YG5alqcSE9wb3EgcwV7KjNEMzrG1720XbSDistDVe8JzTqatW5rRuqTlTO+5dfkfN3HWBjKkkE9ApJwcEjJGQDik1HjKtKYuectnT7T2+r7TTJ3zKfqVv0rziRYWDhX1Xd6WOuQMEcwTEdab2fdV71a+OJ++FytOuuuW7OSdq24xMhx6nSfYK7MuAcy8cdABjcsnBVtTBdj1fUbTzhDpes1k65NUv3AqHmyLXk5NoNOLVOFKxM5ytx5QWHeYwGwkDAGRK1PbZWMGbUam+l7D+/NZr6s8R7OllxptRjSrUC7J4yiJ1blDpHbsIaJUMlzcOeUnIAOOfMRcGiWuNm69Wq5dlmGeaal5pUnNSs8x2T8u8kAlCgCUnkpJBSSOfiCIsq8p3VTVvTu3qxpZqzTNPa37lsz9ekZmRYmltLmZZp1LDvaBS5co3k5xkhQPgYhPhV1Juy19E67T9JtGGbvuWjXSqTrLktXkpbqq1tqK59L7qcK5oSgJSMbVJI74hXmocyexPdPh/DVZF65cSVp6EVO26NXbZuWu1C6lTCJCVoUq1MOlTJaBBQtxByrtk7duc4V0xz+tncQdBuiy7gv2tWfd1m0y20qcmhctNEo642lG9S2kpWreB08SeQiLr80luziDmbA1Cui8EaQ3xbTM88ijJ83qb0vvfKEPJWXEJOUNJVkJI9PGciIQrmpGrd36JcQmj9z3c1eTtkGSVK19hpLZelxOpL6FFAII7NpShkkj0xkgApLGSqljkJOx226c+ayKsLjbsC9rqoluTdmXjbstdLhat+qVinJZlKksdzaws9SUgYyMqGSCcR9L6419PbOuyt2pTrRvC6Ta6ymvT1EpyX5am4zu7RalJ+CQoHu9BXpHBEQbrBV6NXNJuFyk2xUJR6rOVijmVQytK3Gw202hw4B5Yc2g+sY7ouG6tMdYdAq3qzc9u3LZCLDvpx2fqFRrTjnnVO3JeK0tsp5OuDtlJSnJ34TyBJETcKkVU+U21trceV7H10U4XTxVac29YFt6g0yTr9yyd3rLNHlqJTlTMw+8AStsjIShadqgUqIOUqwDtMffRXiZtPWS4qrZLVtXNbFzUWXTNzdJrsl5u8GVFIC04JyMqT1wcLScYIiFOGLUa3uHng6ot36mPOywnZydnKTIFP99Tm90htDDZ5kr5qz02r3E7TF68MdjXDU79uLiJ1Pn6dL3hekqiVlaHKvNrNLpqezKG1kHJcIbb3DHLZz5qISWxHPI97O9e+4ta3xWTPIwwDAeEcxC6S4wI6nwziO8dFcgSfXEG6BWTfGoJt5a6fS20OTTadzrroUWmSRlKTgfCV3AkDHMxay78uynuPzLl00icTKusJcY2oCFBxIKigpO4hJOD1PLOO6PpURWy9NltqnFlVxI7QvKXvKwsdkFjGNuOz+KPPMIq2+7cytu8mEmY2qX6I7Hq1hPXGevfHzmurayonL2yOaLkAagCwcb6HUXA3vz5LUc5znaGyki1LnYuWQ7fsly8y0QiYYXnKFEZBGQCUkcwcDIisCZY7bzft0dqBkt7hux446xY9qmuG73fdVEmlSqSyXfN1KOSF/UyvI+Fjf8AFGOvFDXU6F8TOn2vHmZ9zqtSJ+36ktA2pW6lClMBZHeVOIxnuZPTEe0wmpfVU4fJuCR02O9uSSVBhi7QrMFE5KuFwImmldkcLwsHZ7fDoY4bnZN1SUNTbS1KGUhKwSRkjOPiPyRq8kbkrnD1YNWqU1OPTM5rLpx7pvLcWdztUfn1oC093oy02VYHUxKN56eucNEpw36nIaTIG3lIoVyEZyBOAuu7sdcF2bBz3lMdNawxC9yW7b+Got8NVnoiblXXFMtzTSnG/hICwSPaI+bdQknlJQ1OsLWrmlKXASR6o1mWzd1e0fcXxBVJ1yVf1ntu6ZlpG7CZadQ8XZUeHNIb2/fe2LkVpgxoLp5w46ysYlpyUrTQr0wBtUuXqJ7TCz4Ia3t+wwQYhm1y7anwWxNualnFqZRMtqcR8JIWCU+0Rw3MsPoUuXfQ4EqwShQOCOo5RrQtm+KzpPW/7qpBUW9WGbvZbDhOGXGVKckTg9dzjQSB4dOsZVcH1DpekfDnaz131yQp85dLhq7rs5Moa7Z6a9JlG5ZG5fZBoEdcgxKsgrO2dlIt1+73q8KRrlMVTiRrmgPvcS23R7dRXfdXzslThK2E9l2OzA+v/C3n4PSOnDrru5rtaleuiboDdBTRLimaF2YnO3DoabaV2hUUJ257XG3n06nMRjZ6gryjF7KHLOnrX56SiArYx/cC64A8wb9dBHiC5TsiCodVvYSSbgZ/hstkKJ6UW+qVTNsqfSnepoOAqCT0JHXEdW6lIzLrktLz8u48yfqjaHEqUjB55GeUYZXHpu3ofwqXHrVaVerk7f1zW3T11SuzU4pb4Q+pkr7MH0WwhKiE45gJHPkCIu0y0T1X8w0w1J0t0zodvzUpMSk5M3Gzd6H3Kyy7t7VD7SyACvmC2OaeaMHqCudWSNcGlm+uizGtbXqdubXG/NHEWolv3mSLM4idTOblThcQhQRsKAEfD67j0i59HL7uzUGzE3LetgzNmz6pl5n3OmJtL6uzQcJc3BKcA8+RAPInoQYx902B/u0deu4+96V+TsWYjHSC/bJsLgHqUxf1tzdfp1auObpKabLTRllTDzigtILw5tgdmpW7nzA5c4hYR1ZBPaH9b4Gy2ASlUp1Q3CQqEtM7Rz7F1K8eGcGIq0l18RqReWpNr1GjMUZmwK4aOmacngsTvpOp3kFKQ39a6ZV8L1RibZdv1PSvi70ukqfpxR9PvfBJzLU7SaXcTtSTMMKac2mY3AYUCBjBUFFAI+CY+tjaU6San6ncSY1Rmiv3Grk5MyTKqi5LolVFyaJmwhC0ha0lKQCoKCeYx6ZzKwNc55aW23I8+7dZY8TGur/D7psnUCWtxFdKp9iR81VN+bp+qBZ3bwhfTb0x3xKkxPSkoyZibm2WGRgFbjgSAScdTy6xrErtyXJcfk4aWLhcedRS7wRT6c87zLkmhKijB70pUtaB4BAHdiJX4snbovTiss7TNy1Ze6aI3QTUZO3p+tGnSc/NKU+C4pwdVpSgAJ79p7lEGNlIrnAl24IbYdL3/gs52Zhh9pMwxMNuNqGUrSoFJHiCI+MrVKfPlQkZ+WmNhwrsnUr2n14PKMJLJ0H1wkNKNW9MJmcptg064HpN62pFFwCaapy1vFT0r2gJWhDqQlvmMnPf6Wbf0Vfpei12Viya7oZ71dWqRZlRdpNRkag7OSlXQ0wXO0LZWpIWpTJUCMgnenCTgRKtFa67Q5tget1n77pSHnIkvP5fzkjIZ7VO8jrnbnMfRczLpX2ZfbC9u/aVDO3x9kar9NNKtTtXdJ3b9tWw6fP3U7VnJ834/ePYVCWmG3ASFMqICRgHG4g+kFDlgRLWrVo1zUHi70u07u6vT9NfuSw25O43aZMBC5hKG5t99ncORQtbOCRkYPeILEV73MDgze1vVZ4y9RkJoIMtPMPdoCpHZupVuA6kYMUS/roqVr2jWq3blDNfq9OknJmWpLcwlpyaWkZCAog4z44PqBOBGJ2vOmlq8Ll16PaxWLIzEhQLWqPverIS4t1Qp8wtxe9ZUSVY7WY5nqVIHcIs2Tkp/UvTviV4mKwtK2q7JzlvUIbSCmnyxTkju2nYwOXMqbWT3RCyfVua4xkWIv7rXv79FnJYdy1a5bIpNzXNQF25UJ6TTMzdOfmEuqk1EZKVLAAOMd4BHeAciK5Kz8lPtl6SnWJhsHaVNOBQz4ZEa9L6qMzPaBcMem9Vr81SbRu+aZlbhdZmewDjCXGgELWeQThxaufIFAJ+CIl/V/TvT7hu0J1LrfD/ACwotanafIomxK1F19yXaLwb7VO9altkodcOQRkjI5jMSja24OmwF9eousq2alITDy5Zifl3HmvhtodSVJ9oByI6zNUp8m4hmbn5Zhx34CHHkpUrnjkCefONcemOiurCpHTDUnSzTaiW/Myb8pNTdxs3el5ytsulPatvtLIAKzuBbByCVIxFX4gdLZuxNSr01k1R06kNVNP6xPIbdm2Ky6xPUJOQjskpQsBJSSEAYIO1AKkFREFgK9xj7TJp62Ww8HlnPzx5ZipSEq+3LzM/LsuO4CELeSlSs8hgHmYtOxL3sOo2rbEratRlWWanQ5aeo1NdfSiZVIlodmQ2o7sBIAJ59Dz5GMLeGXTXTDiTldRdSuIZxVRuduvLZWqbqTsqadLJQlSdqEqSEp3KUgbgUgN4AHpZLZkqcpa1tiT46LYBNz8nItB6dnGZdBVtCnXQgE+GTH0MyylvtVPoCMZ3FQx8sYOT9qWzrrxu3lYOtS3J237XoQVb9Hcm3JZgIKJbctBbUkqOHHFnn3jPJAxY1Aqc4jhR4ibBla9M1m1LQriafbs0872oMqJxOEJWORTtS2vA9H6oSOsFQa7K46aa89bj7lsXFTp5mBKCflzMFO8NdqneU+O3OceuO0vPyUw44yxOsOuMna4lDgUUHwIHQ8j18I1q6m6M23aOhmiOrdt1GsSN7XHU6XKz1bRUXzMLTMyylAjKyEFsNoQjbt9EEHOcxKEhphamhfHfpta+mbE3S6bcFvTyqoyqbde87UmXm1bllxRJJUy0rkQNycgDMFHtz8wBb+r/AO7ZZxAg9I5jqgAJGBHaIXTSEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEjg9I5hBFaV5ae0y7ds1vVKT7eNky2OZx0Ch3/liw29H7yerjc9PV1ohKk7ptLyy8UjkMAjrjl1iaYRwK7hrD6+YTytIdcHQ2uRsSOapdAx5zFUyt0KlXHR5ug16msVCnz7KmJmWfQFtutqGClQPjEX2Bwl6B6X3QLzs3T1iWrDZWWJh2aff833AhXZJdWpKCQojIGcHA5RMcI74Flk6JjzchQvenCHw96gXY7e106cS0xVZhztZlbMy/LtzK85K3W21pStRPMkjJ55zmJUXblGXba7UNObbpSpM0/zRrKEJlyjZ2aduCkbOQxjHdFUhBBExpJA3Vr6dac2hpVa0vZVi0j3Mo0m444zLdu69tU4orX6bqlKOVEnmrvikap6HaYa1SsjT9TLYVWZemPLelUeeTEsG1qSAo5ZWgqyAOuYv+EFPZtLchGih2weEnQHS655a8rEsE02ryaXEMTHupOvhIWgoV6DrykH0SRzEeOb4NOG+fu/37TWmEn7oKe85U2iYfTKqdzncZcLDR5923afCJuhBYezxWtlChrUfhH0E1XuZ68r2sbzqszQbExNMz8zLqeCEBCQsNuJScISlOcZwBzi/rC04sjS+gJtqwrblaNTkLLpZYScuOEAFa1ElS1EAekok8usXPCCybCxrs4GqizVrht0g1vnpKqaj2mqpTlPaLEtMNzj8utDZJUU/U1pBGSTzGYrNi6K6Yaa2vN2dZllyMjSagFCcl1JL3nQUkpPaqcKlOeiSPSJ5Ejvi+oQUdhGHZw0XUOWNwk6AacXd7+bR08l5SsNqUth5yZffTLqOclpDi1JQeZwQMgchgR0ubhH0EvO/JvUe6rEFUrU+4h2YU/PTBZWpKEoBLIWGyNqE8iCOXSJmhBR7PERYtFlG+pnD7pHrDI0imahWcmoylBS4inMtTcxKJl0rSgKSBLuIyMNoAByBtGMRS9N+FbQnSW50Xfp/YppVXbZXLpmDUpx/DaxhSdrrqk9B4Z9kS5CCnsI82e2qQhCCtSOCOXSOYQRWJfOn7tcL09SFhL7yR20u44tLTykjCFnb9unAxkEYi1HbDuefceYFl02TE08wpbvaoCGkoSAtKNvpAKIycc8Ej1xM0I8/V8N0lXKZSSL72t5cwSNCdiN+qpdC1xzKgWpbCLckS27MLmpx4hUw+sklRAwAMknaByHOKVqdpJYGslvtWtqRborFMYmkzjbHnDzBS8lKkhYU0tKui1DGcc+kXpCO1BAymYI4xYBZmNrm5CLhRneXDvpBf3vXTdlktTyLNbDNEQJp9pMo2OzwnDa0hxI7FvksKHI+JzXtRtMLK1btdyzdQqEmrUh11D6pdTzjJ3oOUkLaUlYI59CM5x0yIu6EXKOyZYi2+6jC7+HHRy+rNoVgXRZSJyhWyEJpUoJ2Za82CUbAA424lavR5YUo5wD1GYuS+tM7I1Ks16wrzt5moUKYDIXJ9o4yB2SgpG1TSkrTgpHwSOWR0JEXXCCdkzXTdRhcvDjo7d9iUTTO4bLTM23bhbNMkkzky12G1JSPTQ4HFcic7lHJOTmPfqDobpnqhQKPa97W0J+l0GYamJGWTMOtJbLaChIJQoFSdpxgkgxIEIJ2LNbDf7lZslpZZUhqNO6tylCLV2VKnJpU1P8AnLxDkqFIUG+yK+zHNpHpBIVy68zFBluG/R2SsCu6Xy1nFFs3JUFVOpyPuhNnziZKmyV9oXe0RzZb5JUB6PTmYlCEEMTDoQOfxVHbtS302wizV0pl6itySacJJ8F1tUslAQG1b8lQ2jHpZJiKLa4N+Hq0bskryoFgGVqFNmkz0iPdKbUzLvgghaGi4UA5SORBHLpE3wgjomPILgNFZVN0ksOj3rX9Q6db5auC6JdEpVZvzt9XnDSUpSE7CsoRgJTzSkHl1iht8NWizWmz+kTdkN+9SYmVTipFc5MLKX1HJcS6pwuoVnoUqHeOhiUYQQxMO4/sqHrP4UNB7Eq1Fr9s2A1K1S33HHpKeM7MLfStaAg71Kc+qDaMBK8pT9qB3+K6eDfh1vOoVOrXDpy2/UKvUHKpNzaZ+aS8uZcOVkKDnopJ57BhGeYAPOJuhBY9hGd2hRxXuH/SS5tOpHSar2WwbTpriHZWmS8w/LobWkqIVvaWlZOVqJyo5JJOSY+2qehWlutEtKsajWkzVFyOTKzCXXGH2c8yEuNqSvGQDjOMjOIkGEFkYWOFiB/2UQ0jhX0Oo1h1fTSUsjNv159E1UmHZ+aW5MPIIKFl0ubwQQD6JEenTDhm0Z0frDlw2LZ5lqo6yZYzszOPzTqWcD0El1atgwkD0ccgAcxKsILEQRAg5RooIrXBNw1V2uP1+e00aD807277DE/NMSzjmc7iy24EDnnkAB6ov+d0e0/qOotH1Ynbd7S6aDKKkafPiaeT2LCkuIKOySsNq9F5wZUkkbuvIGL4hBS2CNv1WgK275sW2dSbWn7KvakCp0apoS3NSynVt7wlaVp9JBSpJCkpOUkEERSJDRfTemaZL0dkbYSxaLsu7KLpyJl7C2nFFawXd/aZUpRJVvz64vuEFkY2k5iNdvRRzWtANJLh06p+lFasuXm7YpTaW5GUdedUqWCQQkoe39qFYJG7dk55x5NNuG3RvSijVig2ZZbLEncLYZqrc0+7NCbbwoBCw6pQ24WrkABzMSjCCjsYwc1hdQjbfBrw8Wjdknedv2AZapU2aE7Jf6ZTSmZd8EELQ0pwoByByIwPCFxcG3Dzdd2Tt416w1zM/U5lU7PD3Um0MzMwSSVraS4EE5JOAAOZ5czE3QgsPZogLZQrAOiOm41BpOp7VtIYuCh0wUiQeadWhtmVAUkIDQUEHCXFpBIyArHcMWjd3Btw6X1dT953Jpww7VJt4zE2pmdmWG5l0nJWtttxKCSSSTjmc5zE2wgsjDGRYhRZqpw16Na0zUtP6iWS1Pzso0GGZtuZel3uyGSEKW0pJUkZOArOMnHWPcxoHpNJ6aTOkMlZUtL2nPACbkGHXWi+dyVblupUHFKJQjKirJCQM4GIkWEE7GO5OUXKjyuaE6X3JaNt2LW7XMzQ7SflpmjyvnsyjzZxhBQ0relwLXtSoj0yoHPMGKhVdKLGrOolH1YqNDLt1W/LuylOnxMvDsWXEuIWnsgsNqyl1zmpJI3deUXnCCnsmdP7Gy4TnHOOYQgrEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEEX//2Q==" width="252px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<p>A successful accounting outsourcing strategy in Poland starts with governance and compliance design rather than vendor selection. Poland combines EU regulatory alignment, skilled accounting talent, and operational scalability making it suitable for long-term finance operations when structured correctly. The firms that succeed with outsourcing legal work treat it as an extension of their legal operations, not a detached vendor relationship. That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations.</p>
</p>
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" width="258px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<h2>Step-by-Step: How to Outsource Accounting to China the Right Way</h2>
</p>
<p>
<p>Your books could be reviewed by your state bar tomorrow and you&#8217;d be fine. Financial package delivered Complete monthly reports sent to you via secure  portal or email. Includes P&amp;L, balance sheet, trust liability, cash flow, and any custom reports.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<h2>Cost Efficiency</h2>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='310' src='https://www.youtube.com/embed/O_5-G54tpHc' frameborder='0' alt='outsourced law firm bookkeeping service' allowfullscreen></iframe></div>
</p>
<p>
<p>Outsource your tax preparation to experts for accurate reporting and minimized tax liabilities. Simplify your payables with professional accounts payable outsourcing for improved accuracy and efficiency. This control helps with planning expansions or investments. Clear processes prevent revenue leakage and missed payments. This improves overall property financial health and stability.</p>
</p>
<p>
<h2>Compliance, Risk, and Labour Law Considerations When Outsourcing Accounting to Mexico</h2>
</p>
<p>
<ul>
<li>Over time, we learn the details of your trust accounting needs.</li>
<li>A virtual CFO delivers the same high-level financial expertise as a traditional CFO but works remotely as an outsourced service.</li>
<li>Ensure financial accuracy with our expert outsourced accounts reconciliation services tailored for error-free bookkeeping.</li>
<li>That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations.</li>
<li>Accelerate your billing cycle with our efficient and accurate outsourced invoice processing services.</li>
</ul>
<p>
<p>Hong Kong accounting teams operate within a well-defined compliance framework that supports defensible finance operations. Hong Kong has never competed primarily on low labour costs, and in 2026 this is a strategic advantage. Companies outsource accounting to Hong Kong for regulatory reliability, financial credibility, and audit readiness rather than cost savings. Outsourcing accounting in Hong Kong has evolved into a governance-critical decision in 2026 rather than <a href="https://www.natchezdemocrat.com/sponsored-content/the-importance-of-professional-bookkeeping-for-law-firms-4435f7a6">law firm bookkeeping</a> a cost-driven one. In 2026, accounting outsourcing in China is no longer about cost optimisation.</p>
</p>
<p>
<h2>Best scenarios for hiring an in-house CFO</h2>
</p>
<p>
<ul>
<li>AFS prioritize the security of financial information through advanced security protocols and confidentiality agreements.</li>
<li>Choosing between outsourcing accounting and hiring in-house teams in Hong Kong requires careful evaluation of compliance exposure and long-term strategy.</li>
<li>Schedule a free 15-minute discovery call to discuss your law firm’s needs, challenges, and goals.</li>
<li>Yes, startups can outsource accounting or hire accounting professionals in Hong Kong using EOR or compliant outsourcing models.</li>
</ul>
<p>
<p>Regular inspections help avoid sudden breakdowns and issues. Outsourcing suits short-term  or standardised tasks, while hiring full-time employees is better for long-term, compliance-critical accounting roles. EOR enables full-time hiring without setting up a Dutch entity.</p>
</p>
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width="252px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<h2>Tax Preparation Outsourcing Services</h2>
</p>
<p>
<p>Our CFOs bring insights to help you plan, staff, and scale. If you&#8217;re still handling bookkeeping yourself and experiencing any of the seven common mistakes DIY firms make, it&#8217;s time to upgrade your approach. Software expertise They should be fluent in QuickBooks and integrate with your practice management software (Clio, MyCase, etc.).</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="outsourced law firm bookkeeping service"/></p>
]]></content:encoded>
			<wfw:commentRss>http://xuatbangiaoduc.vn/property-management-outsourcing-services-property-2-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Property Management Outsourcing Services Property Management Services</title>
		<link>http://xuatbangiaoduc.vn/property-management-outsourcing-services-property-2-3/</link>
		<comments>http://xuatbangiaoduc.vn/property-management-outsourcing-services-property-2-3/#comments</comments>
		<pubDate>Thu, 30 Oct 2025 08:27:57 +0000</pubDate>
		<dc:creator><![CDATA[namdepsco]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://xuatbangiaoduc.vn/?p=7069</guid>
		<description><![CDATA[A successful accounting outsourcing strategy in Poland starts with governance and compliance design rather than vendor selection. Poland combines EU regulatory alignment, skilled accounting talent, and operational scalability making it suitable for long-term finance operations when structured correctly. The firms that succeed with outsourcing legal work treat it as an extension of their legal operations, not a detached vendor relationship. That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations. Step-by-Step: How to Outsource Accounting to China the Right Way Your books could be reviewed by your state bar tomorrow and you&#8217;d be fine. Financial package delivered Complete monthly reports sent to you via secure portal or email. Includes P&#38;L, balance sheet, trust liability, cash flow, and any custom reports. Cost Efficiency Outsource your tax preparation to experts for accurate reporting and minimized tax liabilities. Simplify your payables with professional accounts payable outsourcing for improved accuracy and efficiency. This control helps with planning expansions or investments. Clear processes prevent revenue leakage and missed payments. This improves overall property financial health and stability. Compliance, Risk, and Labour Law Considerations When Outsourcing Accounting to Mexico Over time, we learn the details of your trust accounting needs. A virtual CFO delivers the same high-level financial expertise as a traditional CFO but works remotely as an outsourced service. Ensure financial accuracy with our expert outsourced accounts reconciliation services tailored for error-free bookkeeping. That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations. Accelerate your billing cycle with our efficient and accurate outsourced invoice processing services. Hong Kong accounting teams operate within a well-defined compliance framework that supports defensible finance operations. Hong Kong has never competed primarily on low labour costs, and in 2026 this is a strategic advantage. Companies outsource accounting to Hong Kong for regulatory reliability, financial credibility, and audit readiness rather than cost savings. Outsourcing accounting in Hong Kong has evolved into a governance-critical decision in 2026 rather than law firm bookkeeping a cost-driven one. In 2026, accounting outsourcing in China is no longer about cost optimisation. Best scenarios for hiring an in-house CFO AFS prioritize the security of financial information through advanced security protocols and confidentiality agreements. Choosing between outsourcing accounting and hiring in-house teams in Hong Kong requires careful evaluation of compliance exposure and long-term strategy. Schedule a free 15-minute discovery call to discuss your law firm’s needs, challenges, and goals. Yes, startups can outsource accounting or hire accounting professionals in Hong Kong using EOR or compliant outsourcing models. Regular inspections help avoid sudden breakdowns and issues. Outsourcing suits short-term or standardised tasks, while hiring full-time employees is better for long-term, compliance-critical accounting roles. EOR enables full-time hiring without setting up a Dutch entity. Tax Preparation Outsourcing Services Our CFOs bring insights to help you plan, staff, and scale. If you&#8217;re still handling bookkeeping yourself and experiencing any of the seven common mistakes DIY firms make, it&#8217;s time to upgrade your approach. Software expertise They should be fluent in QuickBooks and integrate with your practice management software (Clio, MyCase, etc.).]]></description>
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" width="252px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<p>A successful accounting outsourcing strategy in Poland starts with governance and compliance design rather than vendor selection. Poland combines EU regulatory alignment, skilled accounting talent, and operational scalability making it suitable for long-term finance operations when structured correctly. The firms that succeed with outsourcing legal work treat it as an extension of their legal operations, not a detached vendor relationship. That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations.</p>
</p>
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CkqyUBywqFvTsQvx5KaaPU+Shr037F/wS1yNjwP2kg4bl2+Q/tcSu+3x/RY/gFTe07hu4lsx5uVt28d+ixfAKGrMU3dGz6HqCp+i8FXaF3Mc1YaI8gpJZP0fQK42kFrGqm0fgrzaWAxNKEExDzC/ZRyPJcoWcgv2RvIoCs3zi4DgYVcp/ax71bbzCHROOFUoT67h/EoSsCTp+in7IOvxUBAeisFkPI/FSCeb0C/fBfjei/UB+P8AZVOvfK5f2VcH9OvgqffT/hL+yo5g6o1nUh5rAjWfSjKsiGS0J5LuXRCMBd46KxUx6lvqlVq58iQFZqgHhIVcujMZKPYczHpugUlTnHVRlN0CkYeioi5IRjIXcyMLHhJWUzK1M7n5JGCOijKxvDkqWkzhRdcMglCTCgOX/NSlKVEwcnn4qWpOYCzRZ7EizHCFycAV+MHqjC/cHyVip0yR5aeSjKmPGVLv6KKrCeYVkQyPaftFIU7sBRzf1mFnRHAWa3L8jL4lyBWN3mD1XZG/JWtilz9l6Iv2U8kUElgREWRcIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIuuoqKekp5KqrnjhghYZJJJHBrGNAyXEnkAB4lacqe2b2VqS9nT1Rvzo9taJe5cBcGmJsn7plH2YPuLkBudFgyX2yRWf+kMt4omWvuRUemuqGCn7ojIf3meHhx45wtd0vam7N1ddxYaTfTQ8twL+AQNvdPxF3l7WEBtJFxjkjmjbNDI18bwHNc05DgehB8QuSAIiIAiIgCIiA/HeyfgqTrUfoLviFdneyfgqZrQf4OkPkFDCKVTnopCEhRcDuikIXIi5IU361uPNW+3ew1U2nP2jPirjbv1bUKslmj1Pkoe9D7B3wUy05aoi84MLh7kbsRa54B7ULyNxrb8XK3bdPzSRfAKqdqqPu9wrW7zc5Wbbk/osXwChSzaiCsrG0qF3MKxULuirVCeYVjoD0VizLFRnIHxV7s36lnwVCozyCvllP2LEKk/EOQX68cl+RdAubuiAh7ozMTvgqPHylf/OVe7p+qd8FRWj7Z/8AMVHMEhAeinrK/BIJ8VAQKYtT+F6kFpjILVyXRA/LQu0uQH5I7AVOvZBuX9lWuaTAPNU67u4riT/Co5g5RKQo+qjYj4KRo1ZEMl4eiyB0WPD0WQOisVOicciq5eOjgrHP0Krd38UexKMSm6BSUHNR1P0CkqbmVRFmSMEYIystkYXTAOSym4WlyhwewYUZXMAaVLvxhRVwOWlECIh/WO+KlqI8goiL9Yfipeh6fNURZkpGMtC5kALjH7IXJ3RWKnVIBhRNYOZKlpeiiKx3NysgyPaftSkN0hdcXWzP2jWB/wAlxYcyrWI1i2m3pi09ITxVVG4t8vVOVw18R0E6cf4pW9GdFKl0kZPqVzbTz63VdkL8EZKw5ZuElIajPPK9JLQ5L6kjLIAEWDJUZHVFSxcuaIixLhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAUdqLUVj0jYbhqjU10p7babVTSVlbV1D+GOCFjS573HyABUivMW/3pe/O+Oluy1Sx8ek7bTx6y3BeM8M1JHLw0VtcR4TzNL3t6uZEfDiBAhrDpDV3bem/pzujJcrDslI9smnNHwyvpqjUcTXZbW3NzSHdy4gOjpwQMcLnc8Z3zqbT2y2221N2pdRaU0vadAWS2zS19C+2wigjpGMJeDCG8LhgH1cEk8sElXmCCGmhjpqaFkUUTQyONjQ1rGgYAAHIADwXnXtfR0uuLztJsBWtMlv3A1c2ovVPn1am022I1VRC7x4XyCnY7+FxQHl3s77P0W5G7lHoDeGx32k2h1Faa3Xe2ega27SvoaSmZVxxOZVQ8i48MsczIS4sY2Z3LJcveF12D2IuWln6Qumz+in2BsZb6CbHTMgjaB1a0MAYRjk4YIxkELW+r6aO5duPbO3UDWx/wBG9A3651LWDAZDNUUtNCzA8C4PIH+TPktk7/aL1XuNsnrjQWh7vHbL9f7HV2+gqpXuYxkskZbhzmglgcCWlwBLeLIBxhAeMOzrv/uLpLcjW2x3Zv20r90dubO7630tUXrUX1W+ltwf3FRDRTTQy+l0zapsjYnFzQA0tyQMr2Fsrvvp3eaG9W6Gz3PTeqdLVLaPUOmruxrK62yuGWFwaS2SJ4DiyVhLHhpweRWreybs1udpjUtfuLuno20aNkpdL2rROn9O2+4MrTSW+jL5JJpZYxwF000hdgZw1ozgq50m2GpqXtkXHd2ktEdLpqt28pbLVVrZ2Zrbiy4SyNY6IHizHCW+uRgh4aCcEADdaIiAIiIAiIgPx3sn4Kl6zeDbZW58FdHeyfgqBrWbFE8Z6qGSimwu5BZ8DioyB2VIwFEWJKlce8ZnzVwt0mWNwqZCSC3Hmrdac900lQyCcY71Pkoe8yYidnyUuzHAfgoa947h/PwUS2CPBXarqWS6+tbWnm17sqybcH9Ei+AVK7T8MsW49C52eBziQVcttzmki5+AUQXwkRZtSh6hWOg8FXKE8wrHQeC0JZYaMcgr3ZP1LVRaLorzZOULUKlhi6Bc3dF1xEYC7HHkgIu5j7F3wVFH6+T+cq83M/ZO+Couftn/AMxUcwZ0JUtbieNREJUnQPw7qpBZYHeoF2ufgdVhQSjhHNdkkox1QHGpl5FVS6uzX/2VOVlSGg81W6qXvasuHko5gyoT0UlRnmFGQDopKj5KyIZMw9AsgdFiQu5LID+SsVOuo6FVq7/tKw1D+R5qu3V3FlHsSjGpugUnSkZUbT9ApCA4IVEWJWF3ILKa9RsUoA6rtFU0ftLS1ylzLkkwOSiq+Tkea75atuOqi6ufiHIqbWQT1OmE5efipih6BQtMclTFG7AWaLMlm9AuRK6Wycl+8asVPyU+qVDVpOSpWeQcJUDdKqOlhkqqh/BEwFznHpgKbqKbews27I899qbtSUXZttlFcaiyy3F9a/gYxhxg+9ULYjeGo3Iv0e8+pdKNoLfUwuioppJAS1pPM+7mMLzZ9ID2j9Na+vf9DLFanTfU0hElXJgNL/Jo6lUnYvUe4VNs/cWXW4S/UVQ4vtsQeMM6g48QOIFfMY6rOtSlXpt3i04tctle3mexh6ahNQlzWqPq1YNxLFrKtqKO0vBdTgF+CD1+CnWzGMdV869id+7Ps3e4BdpXVFHeQ1lRMSSYHeZz4c/Be/LNfbdqW0wXi0VUdRT1DBIxzHZBBXvcJxXT4aKqTvPny59R5mOoOlVbjGyJd9YcdUUW+Qg4OQi9CS1OeL0NuoiLkNgiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAp+8epr9oraLXGsdKwU816sOnLlc7dFUsL4n1UFNJJE17QQS0va0EAg4zzC8n9gLcHX+rd0NzKjcOy2q833U9La9UXLV1irTJbomSU0TaG09y5vFFLHAXyFvG8gE8WC4F3tW62uhvdrrLNc4BPR19PJS1EROA+J7S1zeXmCQqxtNtBt1sdoqj2+2v01BZbJRFz2wxudI+SRxy6SSR5L5Hk/tOJOMDoAABcl5s7VFFftI7o7Pdoei0reNR2Xb6ovNBfKKzUTqutiprlBCwVUcLfWkEb6docG88SZ6Ar0miA87dmnT2utZbga47Te5Gn62wT6xjpLPpayXCPu6y22Cl4nR9+w845JppJJjGebeIZ64HolEQBERAEREAREQBERAcZDiNx8mlax1fU95C8Z5LZlQcQSHyY78lp3U1Y12YmnmSqS3RaJF0zuik6dyh6Z3RScDuilEkpTn7Ro8Mq2W2QBgVMieWkEHorJa6prmj1lDYLMyXDPkoK+VB7l3PwUmyVvdnmOiq2rLlFSUU0r3gBrSeqrJ6BHivtTyRP1VaXNILxM77sKwbanNNF8AtR756uZqDcWGmgk4o6V/wCJW1ts5M0sQz4BWh8pWJtyhxkKxUHgq3QnJCsdAcYVyWWOi6BXW0SgRtGVSaI9FZLbVBgAJUMqXGGUEBdkkgAURBWtDclwXKW4x8PtBVzotY67tUBsThnwVMa7ilefNxUteLiHgsa5QsDsn4lIu+oaJGErPp38Lgo6A9FmxnorlSZiqAG9V+T1ga081G9+5jVG11e7HCCrqNyrlY7bhcwXFoKw4Hl8hcfFRhkfJMS4+KkaTwUSWVkxd0SsHgpCndhR8A8VmBxaAVUkk45QPFd/fjzUN6VwjmuBuHPqrXKsk6mcYPNQFdNxOxldtRWeqefNRjpTI/mobJRnU46LPZ0ysGm8FnN9lQSfkkrmBaqre0ptdZtS1uk9TahFjuNDL3T217DGx3LIcH+zgg8slbSmGQvFvbx2lbV/Vm6FDA4RxuZRXUsbktjJ9SXHjjmFlia06UM8HtuTTpxnLKz1daNfaU1LAJ9P6otVxjcMg01ZG/8AIqQdUOcOIh2D445L5H7m6Nh0rP8AXe3epqm5WNxaxtdDIW8MuAS046FW7ZPtp7x7V0r7HVX2K/25p4oaW7tMpYPENlzxj3Akj3LmXEc0b2v3G7wcoux9TKVwOCFK0z+ELwtp36RplVUio1NoWnpqZnB35o6kl7QSQXNa4c+nTK9g6A1/pjcfTNLqvStzjqaGqbxA5w5h8WuHUEeS1o4qFZ22faUqUZU9y6CYY6r8dUNa0uc8NA8SqFrTd3Qeg6aSS+6gphO1nEynjeHSPPkAFqWXUe7W+tR6NZqWbSumHe1USAiedv8ACPALOtxKnTl0VFZ59S+r5E08NKSzT0j1mzdc79aQ0lM620pku9z6NpaQcZ4vIkcgtY3pu/8Auy188UlLpi2cLjDTOaXvkBH7ZyPu5LZOh9pNH6GpwaSiFTWHnJUz+vI53iSSrdM9oHCwADyHRYvB1sWv+XPR/wDmOi8XzLqtTov7la9bPj72iuyTvHp/U89bLQG9yXKV0rn0jDgZKm7JtdJoTbi0UEddd3XGpcX1NqlLnNikJOeFngPFfV+Sho6prnVNMyQhpwXDK826Co6a7dpu/UFbEyopKOg4ooXtBaxxeOYXDiaFalUhhotZJ6c7qyv3PY7KVaE4yrSWsfroad7PPZYsm5tFUXvXNHPFBSzcMMBy3PvI8V6Ote1N82wpRS7c3hwoYskUFSS5nwaf2fxW5WUFDbo3R0VNHC1xyQxuAo+fJflenHg+Hq0Y06m65ptO/WmcUsfVhUco7PlyKFaN0KR05ter6GS1VzB1ePs5MeLXdD8OqKw3qwWq9N7m5UcUoznLmgoqPB8UpPLRrJx/mWvo0WVfB1FmqQafZsb1REXonKEREAREQBERAEREAREQBFh3h14Za6p2n4qOW5CMmmZWSOjgdJ4B7mNc4N94BPuXkTZftmb27v8AaK1h2eW7M6RtFZoJ8v15c5NT1EsJjjnbFmnYKQOe53GC0O4BgHJB5ED2OiIgCIiAIiIAiLjJ3ndu7oNL+E8PEeWfDPuQHJF4yufbN35tPavoOyVNsvoua/3Km9Oprq3VNU2jNL3D5i8g0ZeHBsbwW8J9YdSOa2xutuJ2pdu9E3TWll2j0DqZtnpZKyooKXVNXFUvijaXOMQfRBr3AAnhLmk45ZPJAb1ReXu0PrTtX6x7MOite9lW20lFrTUUdqulypgKeokpqOopDLIyH0lvdv4ZHRtJc3PDkgBb+25drV+gdPP3IZSN1UbbTm8tpMdyKzux3oZjljiz05eXJAWNERAEREAREQBERAEREAREQBERAEREAREQHTWkijnI8InfkVoa5Pe+YueVvmrGaSYecbvyWkbzTcDicKkt0WiYMB6KRgceSjacdFJ07MqUSZsXRZlPNLBzb4LGiaszgBbhQyBU6hqYIjhpOB5rTO7uu7n9V1EEIcwlpGc+5bXracljsDwWkt1oY2Uc5f8AulYTi2WTR40uokdqZtVK4ufJLkkr0ltg79Fh+AXmy8ztfqZsbDybKvSG15JpIvgF0RVolY6m4aA8wrHQHoq1Q5yFY6DwVgWShPRSjXubzaVEUJ6KYjbxD5KHsQjjLcqpjeFqxvrWsIwcrMkpS7nhdLqThHsrilfMbpKxhOmlldl5K74Oq/HRYPMLnC3kuqnsZSRnQLOYOQWHAFnMGAtEUOMoPCoipYcklTkjctUXVN6reBlIhwPtiCpKk6hRx5TkKRpTzCpU3Lw2JaFZQGQsSA9FnQjiWZY4GAu8F1+hnKk44s+C7RTgjogK/UU5AOQo8sLHqzVVMMHkoKrj4HFRYHdSnkMrPjGQo6l6BSUHPkpB+mLiHRV7VtmorjSU8N1pYai39+DVRzNDmFmD7QPLGcK3RxAhQev/ALDSFyLSG95C5mcgcjy6lc+KajRlJ7JN+RelFymormzTeqOzlsxqOVthten6amprg501wZb5OAENHquwOQOT1AWlNafRw6QrZXVWjtX19A/mWxVTGyt+GRgr0FtDaK3TNdSzV1VLNDqikNRHxxNb3b48BoLs8yWY/FbRq4QwnkvO4dGGLodNKGST3Se2it6WfideJlLD1HCMsyWz/wB7T50xfRv7hTXBrDq+2Mpc8Jk4XE488Lf+iOw/a9JUTYKfcS/tdIxoqGwTd3G8gfuhekqYespOBuQuuXD6E1ad34/lYx/Sqi2NV6S7N+3Glp2VxtjrjWsORPWvMrgfMZ5BbJjoo4GCOGNrGN5BrRgBSjYs+C59yD1C6KVCnQVqcbGM5zqO8nch5IXBvRYcgIPNWGWAFvRRNXBgkgLYojHacRPPk0rzRs4DN2nNZSk54KNg/wBdelTyhl/lP5LzhsXTuPaI11KfCCL8Xu/3LzcX+9UO9+x2Uf2FTw9z0pUtyOiiZWeseSm52Ejoo2SL18L2KZ51QiJm+v0RZFVGWyYwi6CiNtIiLhOkIiIAiIgCIiAIiIAiIgC+dnY0/wDOV9p3+WX/ALXEvomvnZ2NP/OV9p3+WX/tcSA+ia8xdsTtP6z2H1DtxozSOhrtc268upoq270FL6RLb4Q+NpEEbmmN057zLe8BaA05a7w9IXu70Wn7LX365PLKS20stZO4eEcbC9x+4FaF3i7WNt0hqnQO1W3+lRqTcLciCOsstBWTejUlDTObxGpq5QHOa1oDjwMaXO4SAR1QGve1TvLur2PNQ7ea1g3GuettKaovzbFfLNf6Oha+JrxkVFLNS08LmPA4vVfxtPLkFnfSD73dobs57c0G8mzd0sNVZG1cNBdrdc7SZ3QCUO7upZI17TjiDWOa4Hm5pHitIfSp6c1fb9utrLrrfWpvNyk1lAx0FHSCjt8BMZJ7qLL3npjikkecdMZIXuLevae3b5bE6k2ouUjIm6jsj6SCd7cinqeAGGXH8EgY734wgMrS+sDatnYdxdRaq/pHB9T/AF46vipGU4mhdF3rWsjZkDkcAZJ5jJJWquwh2mbx2ndoblqDVkcNJqmxXyttd0pY4u7MA4y+AFnhiN7WcxzMbs88rRXYe3TvO6+xWj+zLeY3Raj0VqSezatikd9pFZ7a8VDDjyklNNSEHq3vj4Lqtd0oex59I9qyhuM7LXoTe2yTagDnngp2XGnEk0js9A7jFRy/9IHmEB6j2lm3prt19c0WrdyrffNIaYqYLZQRw2OOlqJ6uSminlEsrXEHuhNGPUABLjnBaQt1Ko7U2aosuhLcLhA6K4XIy3a4NcPW9KqpXTyh3vDpC33BoHQBW5AfOfWtRBS/TO6MmqZo4o26Pky97g0D/B9b4ley7fuvp3XO7mp9k7VU0NfDZtNU1wudRTTiR0UtVNNEKd2MgERxcZHXD2+a8V7jWSzah+mS0fadQWiiudDNo95kpqynZNE8igrCMseCDggEcuoXsPQ3Z+0ptpvnqLcvQemrVYrbqmwUtFcaW3wtgY+ugnkc2YRMAaC6OTDiMZLATzJKA0524Nb7xdlDs5W/W2ymuKKmotLRWywvoLnaIqp0sOBAyZsnLEgIZkFpaeeAPHcNFe9ytYdmfTmttPaygtOrKvSlHe5a2a2xVENRUOohI9r4fVDWue7PqFpGOXLktMfS0/8AkV6k/wDa1p/7Uxbs2o/8lDSH/wC31D//AFzEB5l7GXaO7SXap2Z1dc7lfDSXex19S2W52m30sM0hEIdBQUTZo3wiRzg4vmmY8MEjAAS7LLDtJuX2ztQdkDVW4W5jTorXekpLlUUDrxY4i+7UMEDZGGpgwwMdxd5GHsawO4A7h/egfocmtHZs1EQACdYVuT5/ZQr1j2hP/EPuJ/7rXT/ssiA84di7d7tB9rjYKLU9+18NLVTLlV0tXfLbaaV1VO9r8sipopY3QRxsY5gdI5j3OcSBw8PEYbYbtNb/AFw7QG5PY91ReaLVOp9M1feWjVk9rjhbBbcB0k9XDAWMe5okgaxreEuklAJ4QSLB9EqAOxfp/AAzd7oT/wDyCtf9mID/APVY7RjsDIsTBn+3b0Bbd7d5d8OyRvvtLRai3Xqdw9E7n3Z1juNBdbTRUtRbZjLCwT08tLFHlo9IB4Hh3JhGSXBzfbi+ev0qX/jH7Mn/AL8H/wCvRL6FIAiIgCIiAIiIAiIgCIiAIiIDqqedPKP4HfktRX6IcDj7lt6o/USfyH8lqbULgWOAVWSiu0zeQUpTt6KPpxyHJSdOERYzYmjAOFkZOMALqjAwslkfLmFYqzCqGScDjjwWgt8nzw2qokb4NK9FTsHcu+C0PvTTiW21Mbh1aUUbsyk3Y8IU9W+q1G6V+f1uPxXqja8/osXwC8zV9tbQaha5gwHS8/vXpba536JFz8AjNKb0NyUPUZVjoc8lXKA8wrHQHOELFgovBT9GziAUBRHorHQeyFDKmcyAFoyF01EQaOizoxyWNWkAErFwNFIiJ2N8F0xdVzmlGTgrpidz5ea0grIq3ckYT71msPIKPhKzmHoferoqZPDlqjqtmAeSlGDLFhVjPVJwt4mUisvOKkhZ9KeYWBLyqiFm0p59VSpuXhsTEBUjS8zhRtOVJUmcrMsSkLAfBZIYMLog6BZIKAw6prQCq1cxhxIVmqvZPwVZuZ9Y/FAcaUnAUnTcyoum6AKTpjgoCVhAwMqk701EzNFS0lKSJqyWOnZhocSXHHQ9equMcoA6rX+6Fayqv+lLBwvcai4tncGsDhwxjPPJzjOOi87iuuEnD+K0f7ml9TpwelaMurXy1M3WVg+rtG2yqt0bfSNOdzPDwx5PCwAPAHvbkKcNTFcKGCuhOWTxtkHwIypO4Miq6SWklALJYzG4eYIwqHoWqlhtdTYaj9Zaqh8AwzhHBkluPPlyV4pYfEqK2mvWP5p+hX9pRvzi/R/59yyU49bn5qVpgMKKpuZPxUnC7hC7jAkGALswFhtqA3xXL0pvmEB2y4AUVWYOVmTVDeHk5RdTOCSgMR/6qX+Urz9sLGH77a+mHgyBv+s9egJTinmd/AVoDs2vFTu/uNN1LZqdmf8ATXmYpXxtD+r2Oyl+7VPD3PSMrMjosF0Y4zkKVezIWDKOFxXsQPOmQla37RF+1hBlJRdJQ2miIuE6AiIgCIiAIiIAiIgCIiAxbn9Zm31AsxpRXcB9HNUHGLj8OPh54+C8kbN9jzebaLtEa87QsW6GkrrW7gicXC2SWaoihh7ydsre6eJi4cPAG8wcgnPPmvYKIDQu/O13aM3j22vO21i3J0fpCnv9M+hr66mtNTUVJpnjEkcZdKGs42ktJwTwuOMHBFF3i7GOttU7jbW73bXbk2yx6523tkFqf9Z299RQXKKNuCHNY8PYDxSAgHo7kQRletEQHkPtN9jbdTtRaLtMest2bNQ6nsFzguFsgoLXLHZ4Q0O7wPY6R00kj8t+0LsNDAGsGXF3p/RdLq+isFPT64rbRU3NgDXutdPJFA1oaAAO8e5zjkE55denLnOogNI7Pdl/TW0O9u6m8dqqI5Jtx6qlqI6dsXCaJrI8ztz495MXScsYGAu7tEdmLSPaHvG3N41IY2S6A1LDe28UfEaqmAzLSH+CRzIS73Mx4rdCIAuL+Pgd3fDx4PDxdM+GVyRAePbz2O95rt2ubd2txujpOG62ulFvgs4s1Q6n9G7h8LmmTvuIuIleeLHIkcuS9c276x9Bg+tzTGt4B3/owcIuPx4eLnj4rJRAefO2T2ddddqTbaTaaza0sum7HV1NPV1lRPb5amqe6F5c1jcSNa1vFwknBPLHirDpXbjeDTGxNFtQzVOlKi7220xWKmurrfUNhNKyn7kSPh7zJkGGnAdwnBW4kQHlfsZ9lLdPslWOv0Q7cjTmp9N3O5m5ytfaZqargkcxrXiN4lc0ghjThzeRzz54W7N7dHaz3C25vehdGXm02ma/0NRbaisuFNJOIYpYyxzmMY5uXYcepwr4iA899jzs6677Lm1jtprhrKyajttJNU1duqY6CWmmZLM4OLJAXuDmA8RyMHnhUravsh7v7bdqPWHaZk3O0tcanXUT6S6Wj6nnjiipzJC5ohk74kPYIGAFwIOXZHMY9cogPKXa57Iu5Hab1pofUNv3IsGm6Hb64OulrhdaZamaeoL4X5md3rRwgwAANA6nJPLHp2wi/NtNO3U8lA+5gH0h1Ax7YCeI4LA8lw9XGck88qQRAEREAREQBERAEREAREQBERAdVUcUsx8o3fktPXaXvGnmtv1xxRVB8on/AJFaRqanjGCeZUMlHGlbyCk6dvTKjaY9FJwHOOahFjOjGAFmM6LFjPJdweAOuFYqznI37N3RaT3go3yUFQ5pHslbnfOwRO4neC0tu7dKeC3VBdIPZKlGcjxBqU8N/YwjmJf716D2tP6LF8AvON8qfS9Td632RLgfevRm1v8AVofgEluXp7G5qE8wrJQnoq1QdQrHQeCgsyx0R6BWOg6BVuhPRWS3c8IVJiP2VgXN/A05KkY2+qoe+Bwa7BS1yG7EC6p4nuGfFd0DlFwuPeOz5qRgPIBNiU7ok4D0WfH0CjoD0UhH0RAkIh6ixK1vqFZkHNi6K1uYytombKhP/Wz8VmUvULEqhw1Z+KyqU+9VqblqexL0/QKTpDzUZT9ApKlzkYWZYmIeQyu3iC6YScLmc/JWsVudVU71SqxdHevj3qx1TvUOFV7mftM+9QyY7nZSnkFntdwjKjqQ8hzWY84jUEnN9cI+rlp+93Zt23ztweGugtNP1IHqyEZ8+IHn5YV6vNfJT5OeQ5n4LzrWaomt95q9RNb9rUzvI9VgJbzxhzeo5+a8XitS9bD4frmn5f76Hfg45adas+UX6nqR17jeOTwfmqS6rFr3CLm57m8U+XEM5d4zl1z5e7xWudK7h11ycGyNdgnzVv1A2artdNe4Yw6otkzZ2ZZxHh/aAC7OJpxo9NHeDUvBb+lzl4fNVJ5HtJW/L1sbRpM8ln8fCFF2epZWUcFXHnhlY14yOfNSE/JmV2xkpJSWzM2mnZnRU1ndgniwoibULY3EcYWBqSvmpoHuZzwFqSv1fXtq3xgcg7HVLmFSpkZux2oGOjHr9VwZXic8jlaxhvtU+GMuHUDxVwsc75mtLlJeEsyuWmR36FMf4CtB9lpnFufuVMOhrKcfg9b6lybfPz/5s/ktFdlOMDX25WOZFxhH+o4/3rzMR+/UV2S+h3U9MNPvX1PTJbkZUfWjgBKleHko64s9Qr2KZwSK3UHMhwi/JmnvHIulma2NroiLhOgIiIAiIgCIiAIi0/2saO5x7B641RYNU32wXjTun7hcrfWWqvfTuZPFC57C8D1Xty0cnA8iUBuBF4v+j+o9U749ly16+3L3S1zc79eK2uY+tZfpoXQsjlMbAxrCGjAbnmDknmuXY37Qm6N37Qm7XZW3Uv7tUTbfTSVNov8ALAyOpmoxK1nd1HdgNe7EsZDsA+3nljAHs5F1VNVTUcD6qsqIoIYxxPkleGtaPMk8gsG16n01fJXQ2TUNsuEjBlzKWrjlc0eZDScICTRFEVWr9JUNb9XVuqLRT1YIaYJa2JkmfLhLsoCQrq6jtlFPcbhUx09LSxummmkdhsbGjLnE+AABKp+jd7toNxL7PpnQe5WndQ3WmpnVk1Jba+Ookjga9rC9wYTgBz2Dn4uCuwIcA5pBBGQR4r519lu126z/AEr/AGh6K10cVLA7T76gxxNDW95LNbZJHYHi573OPvcUB9FVQtZ79bLbdXKSz673S0zYa+NrXupK+4xwzcJ6EMceIg+4K4uvFpa5zHXSkDmnhIM7cg+R5r5//TQ223y7JbeXiSkidW02tYqeGoLRxsikpJ3PYD1AcYoyR4ljfJAfQpj2vaHsILXDII8QuSwYa6io6OlbV1kEBfE3hEkgbxch0z1WTT1VNVsMlLURTMB4S6N4cAfLIQHaijLpqfTVklbBetQ2ygkeMtZVVccTiPMBxCkIZoaiJk9PKyWOQBzHscHNcPMEdUBzRYVzvVnssTZ7zdqOgjecNfUztiaT5AuIXO3XO23elbW2m4U1bTu5Nmp5WyMPwc0kIDKRYTLzZ5Z2U0d2o3zSEhkbZ2lziOoAzk9Fjxar0tPdHWODUtqkuTeTqNlZGZx8WA8X4ICRqKinpKeWrq544YIWOkllkcGsYwDJc4nkAAMklYdi1BYdUWuG+aZvdBd7dU5MNZQ1LJ4JMEg8L2EtOCCOR6hV3eLQend1NsdSbZapu89stuqbdNa56mnnbFLG2RpGWF3IkdcEEEZBBBKoPZH7O+jOyztC7bvSutajUdL9Y1FxrLlUvja0zvDGuDWMJbG0NYz1ck5ySeeABvBFiQXe01UroKa6UksjGd45jJ2uc1v7xAPIe9Yts1Xpe9VUtDZtSWqvqYc95DTVkcr2fFrSSPmgJVFwmmip4nzzysjjjBc973ANaB1JJ6BR1t1Tpi8zmltGo7XXTNHEY6asjlcB54aScICURQ1k1no/UtdXWvTuq7PdK21uDK6noq6KeWlceglaxxLCf4gFMoAiIgCIiAIiIAiIgMe4f1Cpx/iX/wCyVoSVxyAeq33X/wBRqP8ANP8AyK0PVMLXNPmjRKO2ncFKUzs+KiKdSlMeiqWJSI8guT+beZXVEeS/ZX4CsVZi1TW9xL6x6ea0Du/Sd/RzgOfzB8VveqmaIZcnwWk90Jo/QpyPI+C1ijCTR4susJpr+Iz/AI3l969H7Wu/RYfgF551IeK/iTyl/vXoLax36LD8As5bm1N6G66E8wrHQHoqzQH2VY6E8goLljoXdFZ7XzAVWoeWFabRzACFCfhb6oUVfI/UdhTMIHAFG3poMZ+ClFZFHY3ErhjxWdAPJYxaBK/4rKhRkx2M+BZ8fQLAgUhDzGFCJJSmb6gXGsizEVlUkfqBftTH9mRhaRZVootfHipJXOlOCsm5wgTn4rGgGH4UT3JhsS9PzUnR83BRdP0UtbxlyoSTMDPVXN7FygbyXY5owrXIsRtUPUKq1z9v5q2Vgw0qqXQev80YjuKXwCzH/q1h0vQLNf8Aq+iqSa/3KuH1Zpy4VTTh5iMMfMD13+qOvLx8V5xvERZRUrXRlhe3jLeAM68+bRyB+C3fvdOZqOhssWTJVzcTmgMcS3k0Za72hlxzjn4rUerYo23IUsYHDAO7AHTlyXzU28RxuHVBP2v9T1J2o8Lm+cmvf/Bl6FiIkb8VvaxU8dTRuppm5ZKwscD4grS2iYsPZy8Vu/ToxG1fSzSejPGw+kboytvJnwUtVYZhiS2TmMergcB5tx58lcJ/YVMk4LLrSkrw3EV3i9GkIaSe8bzbk9ByyrnP7C4eHtwpug94PL4br0aO7Faz6RbS1/P1uUrVn6h/wWkrg39Pf/Ot26rGYH/ArSdf/XnA/vrttdnj4mWVlljHDBEfcFetO/q2hUc8qeHl4NV303zjarNWOmg7xLXOeG2zuPhGfyWkeyWGy6v3KqGnObxG3Pwj/wCK3ZVnFrqf82fyWl+x9GDdtxpwMB2oOH7oWf715lbXH0vwy+h6Ef3aXevqemWt5LDr48sKkWN5LGrWZYV60XqcUipTxYkdyRZdRH6x5eKLdu5RKxsNERchsEREAREQBERAFqvtVf8Akz7qf+592/7LItqLVXate1nZl3Ue9wa0aPu2STyH6LIgPL/0b2rNybH2JbC3Q208mpqmKquTqXvL1TUUM7/SH+qXPy5vPlnhVm7GlLtLpfe3cum1FfbtFvzq2pddNR2u+W9tBJFTk942Oia2SRk0DQ8HjZK8kAE4AwM/6KJ7XdizSoa4EtuFzBweh9JfyWoN+HS7rfSr7R0e08hr67QNsgfquvovWjoYWy1EskM0g5AmKUMwTzNQ1vUkICzbq6uuXaI+kW072Zr3VSP270Dbv6QXW0NeWw3auEQkYKkD9bG0viAjdlpw7IPEVdvpFdAUuldhZt9dsms0trfbKrpLparna42wPdAZmRTU0vCAJIS1/FwOBGWAdCc61Npqdq/pemXzUMbqa2bl6afHaKuQcMU9Q2nY10TXHlxh1ORw9fWb+8M7j+k51XbtN9jjWlvqZm+najdR2a20w5yVNRLUxngY3q4hjJHYHg0oCh9pXto6qs30fOnd9NGGO16r3Co6K3wyxDIoamZrhVSRZ8W93KGE9CWnnhbx2F7OW2unOz1YdCX/AErQXyS82eKfUFXcohUVNyq6iMPnlllfl7nFz3cJzloDQ3HCF477VXZ81zYfotdvNPvs1S686BZb7zd6JsZdLTslEhmDmjn9kagcXkGuPQEr6BbJ6us+t9m9F6xs1ZFPQXSwUVTHKx4LQDC3iBPgWkEEeBBB6IDyd9Hbuhq22bibvdk3Vd9q71SbY3aX+jlZWymSpZbjO9gge883hv2ZbnmOJw6BoFA2g1xo/bv6UjtH6r11qW3WK0UWl2vmrK+obDG3Bthxlx5uODhoyT4Aqb+jys9XrftVdo3tAW6F79L3O8y2e2VwH2VY8VLnOdG7o4BrGEkf4xqqO3W2G3W9H0nXaR0JuNp2gvtortLlhhnY1zon/wCDWGSJ3WORvE4B7SHDnzQHrTQuym2G7+uqPtO3vRtjlZW0IbpqljgY6N1K9xe2vqmj1JamTiy3IPdM4Rnj4iNBfTO4GwGg+gA13S/9jqlG9kPc3VHY930uHYV3yu877DVzmq27vlZyjmhkJc2n4+ga/DgB0bK17P2mhSH00DozsFoOJ7m5frqmPCfECjqs8vLmPvQG+dwn7X9qmSr2EsVw0/fY7XBBJqm6U9RHNUWeFxBbBTOblzamQxkFwIEbQ4kl3C02Xd7Uui+yF2Z9V6v0Xpmgtdu0jaHyW+hgj4Y5Kt3DDTiQ+08uldEHPcS48ySSvJPat2rvXY43H0523OzlpyOlsEbIbfr7T9sYIqWopHkfb9231Wtd6rSQMNkEb8c3Fb67SptfbE7B+rLhs7Wm6RalscV3tkbRiWSSlmjqXUzmfsy5hdEW+Dz80BSOw4/Q9y7P1Lr/AHdobrq3We5T6q76huFfpqtuAmjlle2KnY/uHs7lsIYAxp4QXOwsf6PuTdLbbUG8W1Wr9P6spdttN3aa5aJrr5b6mFraAyyh0MUk7QXM7tsTg3wPGcesVcvoyd2NPbidk/SenaKqjZe9EwvsN3oCcSwPikd3Ti3rh8ZYc9M8Q6gr0JX6lsGrLnqLbK2Vrp7nS2vNe6JvFFSekB7I2SPHISEBzuDqGgE4Dm5A8R9irdez9oTcPcztHbv0txu1Yy8GwaToGWarr6Oy2yMcRETYonxtlk4mcbz654T0DiFLbW0mvNu/pFbzT7b6L1XHs/uPaTVXCR1jrKW1W+6R0z5DIO8jayNznwlvQZNQBz5KtfRNaipNuKndLsw61cLRrTT+o5K6O31X2ctVBwiJ74wfbDTG0kj9mVhGQcr31ddZ2O0amsukJ5ZJbrfTMaenhZxujiijc988v7kQLWs4j1fIxo5lAfOjfHby1U/0qm22nNJvdpul1DYnVFx+qyacuzDVMldHwY7uV8bOHvG4c0niB4gCt99vXYDb6Tsxam1jo7TNDpvVOgKQX+w3i0QikrKWSncHPaJY8Pc10fGCCSOLhd1aCtW71yRxfS57OGSRrQ7TL2jiOMkx1uB8V6D+kE1jbNG9kLceWuqGNqLzazZLfBn7Spqqp7YmRxt6ud6xdgeDXHoCgKpt5rCj7V30fY1luZaqO53Os0lcm1sj4Wgtr6eGaM1MWB9lIXMEgLccJdy6KqfRHwQ3fsatprtEytiqdRXRk8dQ0SNlae7BDg7IcD71eOz9tdd9l/o+4NF6pp3UV2g0Vc6+4wScnU01RBNM6N/k5geGu97SqT9D69jux5A1rgSzUtzDgD0P2RwfkQgNO9mTbOz1v0ju/WgKaE02j7fEZ6i0QvdHDNH38EjKfDSMQd67Loh6jmtDHAsLmm0fSBWSxbJ7/wDZq3H2vstDpq7VmqH2uvda6dlKK2k7+kHdSiMAPHDLK3nnk8+5ZfZNljd9J52lA2RpzRNAwepEtNn7lw+lbmii1/2ZjLKxgbrWR54jjDRNQ5PwCAmfpWdUaporbtBoaluNXRaW1Xq6Kmv5gkdG2pja6PghkI6sIe93CeRLQfAKK+lnsln252Y2+1zt5Rxaf1NadVQWm21Fqb6NM+jlpKgyU2YsOdG7uost6cseK9Fdu2+bfaV7M2qdV7kbewayttqNM+GglY7EdTJOyKOfjYQ+MRmTiLmEOwCARlecNNdqr6Nysl0bedxd9b1rO/6TDZbZUajtd6nhoak4JfHD6P3Qc0hoa93G8Boy9xy4geotl+zBt9tZuPqre6wU1fRag1/S031nQOlaKSiLWtLo4Y2tHCOIdCTjGBgLdqgNDa+0XuZpmk1loDU1vv8AZK4EwVtDMJI346jI6OHQtOCPEKfQBERAEREAREQBERAdFaM0c4HjE78itF3dph7tpHPiW96kZp5R5scPwWndR2/DA7HNpyp5DmQ9OVJ056KLpwVJ04PLmqFyRh6eSyYoO9IyMrGiHJTltpuIA4UoqzGFpjkieDF1C1puPo+Gqt0/DT/snwW8YqUcBHCoDUlqZPTSNLOoIWikZONz5Z7h2iWzas9HLSGOlyPvW7tq/wCqw/AKA7TWlxZ7/DWCPAfMOfzU/tUf0WI+4Ksty9LaxuqhB9X5Kx0A6KvUI9n5Kx0HhhQaE/Q9FabOM4AVXofBW2wx5AKFCx08ZLRldFyohLGc+SkKdnqjkuU8YLeiENXNdVtvdA9zgD1XRF1VqutIC1xAVXwGSub5FCYqxmweCkIFHQnopCnPJECyUjcxNPuXZOzLCv2hGYGn3Ltlb6pQFNvEeJuijI+UpUxfBicqHaftVaQiSdN4KZtnN+FC05U1aOciqCwws5LtcwYXGLoF2EZQGBVQBzSqleISyTn0yrrM3kVWL9GMEo2CPpW9FmPH2axaXoF3VtQykopqqUgNhY57iemAMqG1FXZKV3ZGmdTll63K7ouL4rYwvcMsc1pjaSOXtsdxO+BC1beOKpuMs7sHLz0WyrRHO6j1NrGpcS6VjoIiXRvA5FzuF7PablwxnJGCFR5bBeJGRSNoJXd4C/OPMrwuFU3UxfSy3cXL+6WnpE7eKzUML0a60vJa+rJDSLOF7T71uTT5xG1av0xYrnC5rpaR7R71tGyMdG1rXjHJfQSVmeVh38JI6ptzrhYZHxNBno3NqYSRnDmHPgpu23GK6WimuERJbPE13MYPTy8EpmtezgcOThgqF0g36vr7lph4wKaTv4Bg47t5J6nrzz0Xny+5xalymreK1Xmr+SPQXx0GucdfB7+tjD1SCYXgAnkVpiuhP1iQW4zIF6PrbW2oY5paDlUW76CE8/esYAeLPRelE8TFUpTd0VOaHEEPL91XDTjcRs5eSxK/S9ZGyNoxhpHgpW0U0lPwteOirI68OrKxOVxxaKo+UR/Jah7HLOJmvZ/3tSyj7oIlty5HFlqz/knfktV9jZn+B9ZzAe3qep/CKJeXV/7Cn+GXuj0V+7P8S9mekIxyXTVNy0rJYOS66luWlepE5GVqqaAT8UXbWsLXH4otjMuyIi5zUIiIAiIgCIiAKmbn7QaB3ksv9G9xbbX3O0uDmy0MV3rKOnqGuxls0dPKxsw5DAkDgPDCuaIDSWnuxl2etIWWXTekdMagsNoneZJbfatZXujppHHkS6KKraxxPjkc1fNt9n9r9oLbLads9C2jT0FS/vKl1HTgS1L/AN+aU5kld/E9zj71cUQFO3N2i273issFi3E01BdYKSoZV0cvG+Gpoqhpy2annjLZIZAQPWY4H5KAj7OW2tTqmzaz1VFd9W3bTgP1NLqK6TV8dvceskUTz3Yl5D7UtMnIestoIgOuop6erp5KWrgjmgmYY5I5GhzHtIwWkHkQRyIK1DT9lHaS2WO6aR07HqKwaXvUsktdp+03+rpbfIZDmVrImPBhY/J4mRFjTk8luJEBXdP7eaM0jouLbzSNhhsOn6eldRwUdqe+j7mNwIJZJEWvY/mTxtcH555zzWttJ9jTs46F1uzcnSWgaq2apbOal92h1Bc/SZ3l4e7vnmoJna9wBeyTia/o4EFbrRAaj3U7J+wO9upqbWO6egjqC7UULYKWee61rG0zAcgRRxzNZGc8yWtBJ5kkrD132O+zzugLczcfRVfqZlpp2U1Cy66kulSynY1gaOBr6kgOIaOJ+OJxGXEnmt0IgKFc9jdtb1te7Zm8Wm5V2kJIxDJQVF8r5HyRB/EInTmbvnR55d2XlvCA3HCAFj7Q9nzaLYamraHaXSsmnqO4EOqKSO51c1M54/bEM0r2Meehc1ocQACSAFsVEBoXVXYg7O+p9b1W41Npi5aZ1DcCTXVmmLzVWg1ZPtGRtM9jSXHm4gAuPMknmtsaC290dtjp2HSuh7HDbLdC50hY1zpJJZHe1JLI8l8sjvF73Fx8SrEiA0/u92TNit7tQUWsdbaRkj1NbmhtNfbVXTW+4MaOgM0DmlwHhxZx4YyVZNrtkNutoIqt2jrVVOr7jw+nXS5189wuFUG+y2SpqHvkLR4MyGjmQMkq+IgPlp2mNxNlLp9KBt3V6r1nYZtM2uy/Vd4rvrBraegqyKoNbJOxw7iRj3xni4mujdwnLSMj3daNhNntU3ewblVtwuOvDawKvT9Td7/NdqKlLhynp2Pe6Jz8dJSHP8nLan1bbsOb9X02HElw7pvM+Z5LuiiigjbDDG2NjBhrWgAAe4BAVjcfbHRm7WnJNJa8oa2us85Pf0dPdKqiZUNLS0sl9HkYZYyCcsflp5HGQFUNuOyxsftDSXK37YaXuWmaS7QPgq6a26jucML+PhzIGCo4WS4aAJmgSNGQHAE52yiA0rpLsbdnTQes27iaP0LW2nU3f+kS3Wn1FdBUVLy8PcJ3+kZna5wHEyTia/mHAgkLL3U7JXZ+3u1CzVO62g36kuMLAyB1XeK/uqZoDRiGFswjhzwtJ7treIjiOSSVt9EB5W3D1RJtNvtoXa3V1wrbBsZPp+aQXS6101XTV19NQ4R2+urqp0jmQiLDmRveGvLgzJa3gVy1ftl2JqK0um1RtntG6G4gshYyw0ElRWOcOTYGRxmWWQ/siMF5PTmt6TQw1ET4KiJkscgLXse0Oa4eRB6qPtmmNN2WZ1RZ9PWyglfyc+mpI4nO+JaASgPOX0f/AGfbxsBtpqqkudDU2ml1XqytvlpstQ5xltlucGR08coJOJSyMOcM5ALQfWBXqBEQBERAEREAREQBERAcJRmN482la/1HRfYuPCtgv9l3wKql9Y11O8HyKXsLGsYW4eR5EqRpxzCwGANleD4OIUhT9VVFyQi6K12eMOjby8FU4ncsK3WUjumqSrJyKIcKj7pTB0TuXgpSI+qsO4PxGco3Yg8OdtG3tgpqOdreZqG8/mqxtS79FhPuC2F23YWHTVLOOraln5rW+07z6NCBzJA5KFLMhBWbRvShPs/AKx0BzgAKsQVtmtcsTL9co6TiGe7LgHY83E8mj48/coXUu922WnS/0zVVOWMPKGmcXcvLPLPzKvFXLNm36GVhyeNoawZe4kBrfiTyUxRam7n9DtXos9QR6vHJlv4Y/NeNtW9unQdnjfTWS2PquHo+TAGfgtL6q7feqKtr4bBboYCehAzj3hWtFbshRlLZH070/rnUdTPV093p7VTmmdwtMRe7jP3qxUGqHTtc64MpmsaMukiefVHmQ7w8zlfEq+9rzeiuqmRUuvHUYqnASyU/SLPmcdQPAK9bJ7w1uktWx7jbxb2XipsdqnM1JZmTSST3eTHLMWeFkWeZL8ZwtEqc1oirUovU+wVXJTVlN6RSTxzROHJ8bg5p+YVJqOVVIPetNbP9trZXdcPttnrp7VfCHSQUVUwM9KwMlgLSWl2By8fLyW4pZGSzmaM5bIA9p9xGVlKOV2Ji7mXA5SNOVFwk8lJU5VUC2W52advwWVIcsWFbD9g34LLm9VhQFSv3692PcoMH7YqZvTuKVxUHk998laQiSlOVN2h32uFBUx5AqZtjsSKoLVEeQXaegWJDJyCyBJy6IDhNgZVX1A4Bh+Ksc8nIlVS/SF2RnxRgxqV3IKO1xXii03OeItdNiNvC9rXc+uC7lnHgeqzaU9FXtZyOuF2tFgjJInlDpQCwjhz+013PGAebRkFcXEJuGHll3ei8dDow0VKqr7LXy1MGpsXomjLXaTgS188bpDwtjLi53E7kBgHHgAra3TVKWsBhb6rQByWRcqZk95tlMByi4pMA+Qwp9kA8lthaCoyk12LwS/yzHETdVJPtfmytOsFPE3Aib9yxnW8Quy0YwrbNT5HRRNXEG55LrktDGKynTR9Aom/RfVeoLTqNjfVe/wBCnIaXEtefV6e/HNS1L1Xbe7U29WKqtxHrPYSw+Th0K4sXSdWk8nzLVd61XnsdVCajP4tno+5kx3XEMgdV1yUbXdWrG0jX/Wthpah+O9Y3upQARh7Tgjnz6hTLmDHJdNKoqsFOOzVznnBxbi90QlfRRlns9FDy0bWnIHRWerjyFDVDOEnktJbFY6MiLtysdZ/mnfktbdjqPu9L6meRzk1HVn/VjH9y2Pej/gOuwcfZO/Ja27HzyNKagDjnN/qz/sryZa8Rgv5Je6O7bCt/zL2Z6LYeS4zHkuLHclxkfnIXrJHG2Q1yx+KLjcnYOEWhQuiIi5zUIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCItYbrdpjYzZESDdLcOhsL4wD3c0cr3uyMgNaxhLjjwGSgNnoq3txr7T+6ehLHuLpN877NqKijr6F88XdyOheMtLm/skjng81VLv2gtIx6/rNqdF2q7a11da4mT3W3WRsPDa43+w6qnnkjhiLsHDOMyHBwwhAbPRap012jdGXTcNm0WrbTedEa1qIjUUNnv7IWm5QjOZKSeCSWCcDBy1r+MY5tCs+427e3G0lsbedyNWUdhonte9s9UHcGGY4jloOMcQ6+aAt6LXWym/wBtj2hbLdNS7UXqW72i1XB1sfWupnwxzTNY1zu7EgDi0cYHEWgEg4yME7FQBERAEREAREQBERAEREAREQBERAEREAREQHF/sO+BVPv8nDA8+5XCT2HfAqjakcTTvaPEKky0TXzX8U0hHi4lSNO5RMeWyuB8CpKnKIkk4zyyrRY5QY2jKqTHcvNWOyEtAPgVO5DLfC7LfksG6OxG5ZNM/LQsC8ScLHfBJbELc8a9tmv4bDTUpPN87MfetO2zcOj2t0JFqN7GvuFa50FDxN4hFwgcTwPF2XADywT5LanbIoqi6vtlFCfWqKuKFuenE5wA/NeYd7tY2q8T02g6C2Plo9PjuKZzHhmSORe7+JxGSVSEbKxaLu2yj693k1depJal1RIwSkkvml4S7Pu6rSWodeXCR7vSLiJX59lpLj+CtGo6CnjLjJFTNd83n7yqJc56OnziSJp/eIH5K9jRSMWkvlfWScX1b3xzydUyGOMf2R6xU39UXu80+ftHx+LaWHuIG+4uPrO/BVKPWFLbXuMUIqpB7JcMNBXO6bnayvVO2hfWvhpGjHcwNDGn4kKtnyLqUeZLVbabTtO8Ogg73PC3DuYPmPErqszLcy+QHXxrKKiqIzICQQ9wI9V2Dz4T+Kpkk00juOonEeOeScuXaa9tRUCeV0tVKcN7yVxOAOnMq8Xld9zOTzK2x6D7M2i7vuPvdp+x6NZWRwRXGKd1TG0h0MDHhzpCR7Pqjr5r7QBrYy2JvSNoZ9wwvGf0YVjqabQN21k+3W+CgqSKOndTRGWrqJAfXdI/oxg5BrepOSfDPstjzITMI5WNc4gcbC380Se7KNq9kZkCkKdR8Hgs+AqShaba8d00e5Z0xzGQoq3O9Qc1ISuAiJypsCqXkYe7Kg/+dU3engvdgqEaftcqZCJI02eSlaF3C8FRdMpSjGSqoPQsNPJkBZQdyWDTA4Cyx0V7FbnRVPw081UbzIXPx71aqsHhKqt1bhxPvRrQJ6nCk6hVqxl153Fqa17uOC3xuEXsOAcfV5H2h+1kHkp2aqZQ0E9ZI4NbDG52ScDkFEbW00slvrbxUgiStqSAXNYHcLOXPh5H1uLnk5GF5uIfSYmlR75Pw29TtprLSnPuRaoZRPqsx+EFMPHxJ/4KyRtCpenpJKnU93qM5YwshHyGf71cIi7ku7DvPBy62/e30OSr8Mrdi9jtlaMKEuJDcqZmJwoO4A88rZ7FL6mNSn81L0ngfNQ1KeamqIZAWaLMhbITY9W11ndkU9xb6ZB1IDujx5DwOFbScqr60onR0lNf4AO+tUwmJwT9n0cMDryVlhkZUQRzxnLZGhwPxWGFXRynR6nddz197o0rfElU6/df6jrqQOEqAr3YzhT1UCGlQFa0knK7HsYcyDvrg2wVzj4RO/Jaw7H8nFpG+SD9q+1h/wBYLZepHcOm7gfKF35Fav7Hvq6Iuz/371WH/XXkb8Sj+B+6O5/un9X0Z6LjnGFwfNklY7H5QvGSMr2VE89sj7rM1jS9xwAigdaXAxxtpoz67znl7kXHXxkaM8ljqpUXOOY20iItDMIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC8u/Sa0NHW9iXch9VTsldSw0E8Jc3PBIK6BocPI4c4fMr1EvKP0jt6qr32Z9Z7U6V0pqfUOptQRUcVJR2ixVdW0AVUUpc6SOMxtAbG79rOcDCAluznqqp0N9Hvo7WdHGJKixbcNuMLCMh0kVI57QfdloWtvojaJ9x7Od+3LvFQ+v1JrbV9wuF3uU54p6qRvA0cb+p9bvHfGRx8VszsbSUGqOyhpPaHV2mNQ2i42/SrbHe7bd7PVUT2tDDDIGulja14cDkcJPI/Fa37GFovvYv/pd2cd36aqpdNxXua76R1g+B31dcKSZrQ6GWVoLaeZpja7heRkveASGgkCsfTDPqNHbbbW7zacn9D1RpPXEMVtq2cnsElNPMR728dJHkfHzXty9zU+ptsq+prqJvcXWxSyTU8o4hwy05LmOB68nEFeTe1Ft1d+29ujtztnpm31Mm1ukbk7UGqr/LC+KkrJAOCOkpXOA79xYZWlzMtb3vXIwvUe7mtrRobRFzmrrdea2SegqY6WktNpqa6aV4jIDGsgY7BJIA4sBAeP8A6G+NkXZ11PFGMNZq+ra0eQEMS97rwH9FEdQbdbZX/bncXQer9MXuv1HNcKSO6afrIIpoZImYIlMfdjBY4EOcPDzXvxAEREAREQBERAEREAREQBERAEREAREQBERAcX82OHuKqF9p8wuJ8lcHeyfgq3eWZgf8FWRKNSP9Wrlb5PKz6bwWDUDhr5hj9srNpj0UIsyQj6KzWQAsblVmPmFZLIctbhSirLVTDDVHXhpLCpGlyWLAvAPCSpZCPGfbLnktltoLlTECamq4pmE/vNcCPyXi7ebSWraOpqNwtK22Wpsd3JnEkLDKKZx5uikxzYR78AjBC9ldtx4/o/C0+ErT+K1ltBVTw0rGRTOa2RoD259Vw8iOhUJXLU5WbR85dVaqvEMmKn1eMkezhU+quUNQ4yTEyOPuX0X7YPZss1+0tJuZQfVduqYImBtvbTNhdVkci5pZjnjmS4HJ8V8+LlpC9W+Uyy2gQxZ5d5M3h+/KmxZu+pDemNziCmGfgjn1bhmRxjb9y7pmSwDDqqmj90RDj+CwnuYTlxfIfNx5KLDVn63g48MaZHKSgjtlM6R11nfKRHmKGmwcuPg5x5AeeMrqorZeLhE6ShopO5Z7cjW8LB8XHl+K7YrdQ00jW11QJ3nrHCchvxPj8vvUpk5es9k9i7tx12zlvh2+u1BSU2lGTSVUxiiJe17gOJ5OcudhoAAHgF6qsP0leg9WahqLEdNVlt05R08tbPd6qQGRrYQXkNhA5cQHCPWySQMc18oqO+yWWapprOGCOpaYGF8DXTOaT+y3nwk/En3rem0fZm1jqioorzuRQ1dk03JwzNoZC6Opr2Z8RyLGHxJ5+Q8RlisfTwlLNUaS/wB26y1LDSr1LQWp9k9IamsutNN2zVunKv0q13iljrKSbhLeOJ7Q5pwcEHB6HmFYIzhVnbx1rfoSwfU1FBSUUNDHSxU8DA2OERgMDGgdAAByVmaPVTD1o4ilGrHZq5StTdKo4PkT1ul9UDKzKqoAiJUPQvIA5rJq5D3BXUkYtleulRxSO5rBiOX5XG4TfbkZSmOSonuTAlqbzUtQ+0oqm8FK0PtKiJZPUw5BZYAwsSm6BZY6K5QxKoDhKql4IDla6o+qVU7ucOyfNS9iVuVbXFX6PpuWEEgzkNIGCS0c3cjyPIYx71Z9N0AtFgpKLDWmCnaHYGBxYyfxyqffWsuupLPZXAOa2QTyDljDfW8fH1QrtXztprZUzOcGhsZwSV4+HmqmJrV+UbRXgrv1Z31Y5aVOnzevnovRGLoOMzRV1af+fqpCDnwBx/crlDHjCrmgoTDpykLusje8PxJz/erSzC9HC3jh4X6l6nHW1qSfacJY+Sgro3hBKsEpGFBXTBaVvfQz5kXSnn81OUPQZUFSdfmpyg6BURZkjJBHU08lPK3LJWFjh5ghQ2jXPp6KexzuzJa5jTg8yTH1YcnqeEjPvU7GVAV4Fp1VS3EEiK5M9FlHMjjbksIHT94E/BYVvgqRqrufc/8ANvUvD4ouHj5f4JqpGWkKBrhjPJT9RjhKgK88iuvkY8yr6rPDpa4u/wAi78itbdkTB27q3gYL7pVk/wDzCtj6wfw6TuTj/iXfkVrzsks4dt5XfvXCqP8A1hXjJ/8AysV/I/dHoNf8K/8AN9DeDHkBdclQ2IOfI8NAGeZQEYWv9YS19yv9JYorubdHVZHe8OcnyXsYiusNT6Rq559Om6s8tz9luMF21BK3vQ/uwcDKLvtuxBoqn0wazqzxA8XDE0ZJ+ZReLSxWKs3Kjq31o9CdOkmlGencbwREXrHGEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAfjvZPwUDdhmF2fIqed7J+CgbscQu+CrIlGoa4cNynH8a76dyxrk7/CtR/Mu2nd0UItyJWN3JWaxD1Gqqxu5K0WN/wBm0BGyC30owxYN4aCwrLpC7gBKwrxxcDvgjegS1PFHbgYW2KI/5Rv5rV+zsrIoWTuYJO4hkmbGf+ccxhc1n9ogD5raPbcnYdPtjd7Qe0j71qPaCV7YoHMJ4m4Iwq0pZkxbLJmpt599bvuJR3K3xTPE7w6JrpCGNjxywMnkPgF44uWirlFM99ZdqEEkk/bFx/Jetu2Ns3eo9Z01Zp6lsllpL99vFMKyRvfP4GmTLO7IZ65ccNOMEdFo2g7MmspamL6z1TaoRMQA+N0sx5/FrfzWNTG4ek2pyR0xw1WXyo1LLaKSnJElc6Zw8ImYH3lfkUkNIeKGmp2uHR032h+7p+C9T0PYstMMTZ75rquqj1LKembC37y5xU5buzvthpx7ZW2N1fKw+3WSmQf6PJv4Lyqn2iwUdINyfYvzsd1PhGJlq7Lx/I8m00WqNVTR0tHBcrmRhscUMZLG/ADkFfbB2ftWVnDJfquCzwu5ujjIlmI8uXIH5r00+30dBTCG3UcFNGzkGQxhjR8gsaeMOYH5znqvPq8eq1dKUVFeb/I7YcKpw1m7n7trstt9p/RtXeLHZRPfbdJHMa6oPeTFmcHHg3n5AL0lVTx6k28s9/j/AFlLiGbzGeX5haf2lr4mXiay1JAp7jC+mcD0y4cj9+FsjaKV01Ff9C1ee8YX900nx93zA+9eBWq1K0pOo22tdepnfKnClGMoKyPQ3Zx1CbjpmssEr8voZBNGD+67kfxAW3x0XlbYTUJ0/r2CkqXcMVZmllHvdyH44XqtzSwuaR0OF9b9m8R0mGdJ7xfo9fzPn+L0sldTX/pGZSHAC7qx36OVj0x5LnXOxTnK+oieNIptwk/SyFl0ZUfWnNYs6iKrU3LU9iaplK0XtKJpzyClaJ2HLNFmT9N0Cyv2Vg07xgc1Caidfbu2osVmuItdW9odTVTmB7XeYIUVanRRzNXIiszsTNfU08THGWdjR73Kt1EEt0BloGd9GD7bTyWu7nsXundp++uOsYJif/SZQ3/RDcKQpdMbs6HpGWqx3SguM3dSTilzwgNaP33dMkgDkeZXjVOK4uMtcO1Hrur+X+TtWFoNX6VX6rP3IKm1vpa1bg3KXUF4gpJoYRTU7JHgFxz6+PEjk37ypmq3K24vFVNbK/UtKKcxYP2oA+9UyDs/1euKSPVur7tRUF4qeOWpop4xK6klJy6MPDgDjlzAWFYeyrZ3OdcLhqOhrmOc7jhjhPAfcCHLxsDiuIQgqboq0m5NtrXM7u6T7T0MRDBybkqjukkkk+St1G7dDaw0xdKSahst2p6qO3DDjG8ENYOhPuVsobvbq1uaWsilH8LgVofRG0FdoqKvNi1DT00FcXNkhERcGM/dySrlp3S9+p4Hx2+6UBex2Q4hw5e8YXd+ucfTlk6BNdj9jn/Q8JJZlVa8DaE2eEu5kKAudRExpL5AB7yqq+8a2NxksTJKGSVjeIkOcARy93vUfX2rWF3D6SekhBAPNs4Sf2hrJfBh5P8AP1Jhw2k38VVItVJNA8+rMw8/AqdoSMAggrSQ0NrimeZ6KOsADsYZMHfhlTNFU7h2nEctDWkjxMXF+SpT+01v21Ca8L/kJ8Mj/wCKiZudjuSjtT283OzTwxHE0Y72IgkYe3mOY59QqA3cW+26MMrbRUukPiYi0KRot02GOR91tM0MbGFznt5jAHNd8OOcPxcHTlJxuuaa/wAHK8DXpNSSv3alss12jvVngr2Ahzm8MjS0jheOThg8+oKwLgeRwqvpC4z1xrKi2XRlNDWn0mClkYXlmepJJ5Z5HA81KUd3kuMU8NVE2OqpZDDOxpyOLGQR7iCCvTwmI6ejGTerXg/93OatT6Oo0QWu5O60XdJB4QP/ACKo3ZJeXbWRyHq+sqXH/wCYVctx393oO7OPhTv/ACKpXZKJ/wCSemcB7VROf+sK4o/9on/J9Tqf7n/V9DdfHywFW9Rafob09rqgEPiPExwOCD5gqcJk8AVh1TZi/IavfUYzjlkrpnlNuLuiArRqeKn7i3ahqIyAAHEh2B8wikn0tQ8+yi86pwzDyldXXc2dkMVUS1t5G3ERFqUCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgPx3sn4KuXiQd0/n4KxP9h3wKqV7k+xdz8FSbsWiaquRP1pPz/aXfTeC6K08VxlPvWVTM6eSLYkzY+is2nnYYCVXWMw1TlpeWNbhQwXekkbwBR2orhR0FJLWV1TFBBC0vklkcGtaB1JJ6LVG8fad2v2ItT6jV18jfcCwugttO4OnkPhkfsj3lfMbtD9t7dPfmulstpkktdiLiI6GlJHEPAvcObilrqxKTvoei+0/vLsTuBWy2J+6FPbH0UmHzehyzxvweeOAH3rybuN2hq2yXOrtGyO4kTrFRxtiiqqKnfDNM0jm+TvGh/Fnryx5clr5ugn0dL9d69vUVqp3Aua2V32r/AIM6rV9fUUMGpH1enwyogdG5hbwcAe3GM4/e6H4qYWissTTo2tWSVyvWtqGKKi1NdLhPSmR1TRSyzOcI3u5kgE4APitubYbpi5Mo7Vcp/t4nBnHnqfBaErdU3a5xC33esldTw4jYwtBLGg9AuiguX1Tc2z0Mz+7ZMTE9zeFxAOQSM8sjwyuDGYOOIg+s6qVfo2rbH0wglFRb43g+1GD+Crdzj4i4c117a6li1Jo+3VzXgvfTM4vjhZlyADivzZxdOo4s+wi80UyuTRAtIKj3Q/ZuA8CpWYeueXP3rGAb3jm+a6IyKSRhWWqdbrtBVMPC5jwQfgVtyK5Cw7lWy/U7uCmvUTHuI6cThh3+sFpupb3U3EOrTlWHWG5OibFoW11N+1BTUtzoan7CnLuKaSM88ho54BHXpzWqpyqVYqCvfTQyk4qjJSdram8Lq2Wx61bU0jD9pMyoh4f4iDgfNeyKOrlq6KCeohfDO6JhmieMOY8tBII8DzXx33J7W+4OodQWSv0zRGw2y3GOWhme0+k1743Za9wPRnEOTQOeMHK+nvZTm3C1FslYdR7nGZ1+u4krZXztxK+J7z3TnjwJZwn4EL6/gfCquCzVKztKXL6vtPmeI4yOIjGMNlzNt0zlyr8mA4WRDROau91JxN4Tkgr6RaHkPU11VslNXyjcefkpGihm5fZlWv6hhe7jcxZMdoiZ0aEmswj8JCU8MnLLVI04LOpwpFtvY3o1HUTfAKuUtc/YJDgesuFyoG3OnMfeOjkAPBI04LT5hcjGYhyaSuUczvEAKzipKz2ITs7o0vr+v3+0zJStstzNba2tkZUyNhEkn8Dv3h78Lzfd+0Tubtzq6a6a50NNqV9a1lJSRUlze0NDS5xywjPPOcHyXvp8ocMEg/JV3UWgdFatjDdR6at9cW82umgaXNPmHdR8ivExHBpVJ9JSqNdj1Xh1ep30sbCMctSCfatGeGar6RW3WR1U247bXG1iokLw+SjbM1g4QOEEPGcY/FYdr+kL0pcaI2xmsW2+VziQ6W0yMLQfe0OAXojefbXbLT2nKm5Saap5I6aMu7pzA8EDw5rzVoTb/aHda4yQDa6mpRxFoqI4Y3D4lpaPzXnT4TjKa+FP+ma9mkdkMXg27O1+2L+jNg7edqfbS6xOp5d1rTPW1D8nveNjn/JzR+S3XZ9ytAMsjvQtZW1txqZMyS+kAAt8Op6LUrOxjoq3tE1kjoqZ45jNG1h+8Lsk7LV3eP0O6Uwb7+S8XEYLisJ3p034tP2Z6dKrw6cbTmvBNe5tOLVenobkbjT6+s5qXgtz6W0eXv8AcudDuvarFdpbpUartlZxDhcz0tvCPhzWpI+ypq57+CKvogB0zLhZbuyZriQYZXUIGP8AHf8ABcccLxiL+Gm1zN5PhklrNG5G9ovSMTnGWsoGlzgQY6hpCm6TtE7ZVTmNfqSKBx5EOyR9+CFoiPsl60iY0/WVvLvIzOwPnwqSoeyVqiV4Fbqy3UkfiI6d8zvxLQu6lLjkX+zfiv8A8OSpS4Xb9p5G7rhv3tXBBxP1HRVnCOItjie4uHuwMZ9yrt47ROy5oXtZbK+uMg4HRwUJ5l3IDLsDmoGj7J2lhTiG6ahuNU8jDi0CMfID+8lXTR2w+3mi3RS2+1uqJoXcbJKh/GQ7wPNehTo8bxGk4Qiv5rP2cvU46j4bS1jKUn2ae5jaSuN31FajV2DSj7TGAI2NqiWPljB5A8vV5fFXO02KSiinmqi11TVyd5Lw9BywAPgAppgDRhoAHuXLr1X0uDwiwtNRbu+vb05Hk16vTSulZFF3To2t2/vIx/0WQ/6pVM7JtK3/AJILa8D23yu/6wq+7sk/8n16x19Ek/2Sqf2VInRbP2lruuJD/ruXO7frNfgfujZfuj/F9DbYpmnqFxNExx5hZQRetmZxWRiihjHgEWUiXFizIiLMkIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA4SnEbyf3SqVeJWyRua1w5hXWbnDIP4T+SpVUKWmidUVk8cMTRlz5HBrQPeSmTOL2KHPZZhPLUyzMZGPWLncgB7yV2WdluuZcLZdqarLOTu4ka/H3FeB+3Z2gr9qbVdy0TpHVXcadsoZEG0FQOGrnLcue9zT6wGcAdOS8v7ZbvbnbRTw7iaY1TJHI17mupH1OWTYOS2RhPNpUuMYOzNIxc1ofYHcLczbfaa2PuWvtW0dsa1pc2F0gM0nubGPWK8N70/SN6l1E2fS+yNontcDyWG5SgOqXjp6gHJn4leW98t8bBvLr6p15Np+42htRS05qKQymSN0/AA8sz7LSRkf/mdX1241wja+k0/Ay3Qu5F0QzK4e96idk7RLRgrXkbEvAqLpWzah3V1i+KaU949s0pmqJSfAN5n71Xq/eShsUD6Db2wx0ZPqm4VYD5z72jo1auqqyWeV09ZVOc93NxLuJx+axjWMH6qLid+87mVna5pnUflJG63i9agqnVt2r56qZ5yXyvJXRDUz0IdwVzoeNhY7gPMg+H5Lnb7Hqm/yCK0WS4VricBtNTPf/shbw2d7CHaO3fvNPSxaEuGn7U9zTPdLxA6mhjjJ5locAZDjwaD4dFpGlOWyKOdjQZuHDEAxoyOWT+amtN6I1frOP0uy2eoqoGziF8zW+o1xHQn4f3L6sWP6I/YKkulNX3nU2prjTQxRtlomyRwslka0Bzi4NLsOIJwMdeq/O2BtTY+z7tzY7rs/pe32awUf6JWQsjLmskJy2VxJy5zs4JPMkBZ4qlWjTboWcu2/wCRNGdNztVbt2HnfbG31Gj7LbrRUPP2UTY3k+eFf65pe3jA6jK8W6k3n3WbUvZDe6cR8RIdE1nTP8oUTUbparu9GYtSatu9Vnl3LKt7Y/mAQF8hL7O4ivPPOcVfvZ764vRpRyxi2es7/qnTliLnXe+0VKB1EkzQ77s5VEr957PPKYdJ2utvb25zM1ogp2+8ySY5fALy1V3mAyF1PBDGc545D3jvxWJWX6sq4+5nrqiWMdIw4tZ9wXoYf7O0KetSTl6L/fE5avGakvkSXqbk19u9fahzqZ+oaOkByHU9py9/wdM4f7OFq2p1B6WyV09PLLPJyikmmc4s58zjq4n3nHuVf7145ktiH4qTtfp/E6osdE7vIY3GWolAdjPi0Ecjjp1Pj8PcoYalh1lpRSR5dWvUrO83c9o/R5bUbSay1bWa53i1LSSVunu7lttmr5QIpj/jJSSOTDwAM5Auc32uYX11s95o6qCACjlpGyNb3LZGANcMAgAjkOXgcL+ezQdfZNM6stLxXy3GMzQVNcA4sDuEhxY4+QI+PvB6fRWo+k4sFVJT6fsujqqSGZ7IJq6eoDeA5HC+NrR1BGeflj3rtjZRu2csszdkfRYOGV2AqNstcy6WqjuLHBwqYGShwGM5GVIAKWVO0P8Acv0PXABFUHaHrmHe9Y/wTjIQHc9vEsaSmJycrubLlcw9p8VOwI6SnlAy0kYWBPUVkBPC3PvVgLWu5ELqfTRv5kAqUwa81RpiPVVJJR17A+OQYLeHKiNIbZ2bSLsUNvjYM9eED8ltGSjY0EtaoiqpKh0vsnA8lZNMixzZQwVDQ1zWhcZ7Cwx8MXL3hY/eyU8gGHH3dVJw3JxaGujP3KriTcrlRY6qEl/G8cPQhREut6ay1Qo6mocXZxzV9ne18LjzBx4heO+0lDreG/x3DSby/u88cQGM+XNUyJk3seoYNeWYRtkmr4Wg+DnALsp9wtM1dU2jgudM6V3RokGV80dQV3aG1rE600dlq6H9nvjk/MYVz2P7O+5dvvcOodTX+9TVcRywPncIxn+FTGm29CHPqPo5FV0srQ6OZrs+RWS0eK1DpOzawpK6E1Fz4qfhHFG5p6/Fbapu8ELeMZIChpp6lk7nbhfq48XuX5xe9QSU3eOVsG3N8ldyDaSQ/wCqVW+zAQ7aCyv/AHoyf9Yqb3uI/wCTO+B3Q0kg/BRHZqYIdpLIwdBD/eV5bt+s1+B+6OxX/RH+L6G1xhFwByv3JXqHGc8ouGUQFoREVAEREAREQBERAEREAREQBERAEREAREQBERAEREARaV3l7VWgtprnHpSkpqrU+q6ghkVmtnryNe7k1sjgDwOPg0Au8cdFq7WPa41XtpXMbuW+2xXiaNs0WkNPxCaopWu5tbW1spcxrj4sjj4uh5ZGfTocHxmIipQj821933Lq7du04K3EsNQbUpbb9nf29m/Yeu0XhBn0kOq6S5B922ipI6B7jiIV8jJuH+d0fCT/AGR8l6K2u7Ve126Wm6++Wyoq6OqtEQnuVtmiLqiCHPrSta3PeRt5klmSAOY6Zti+CY7A0+lrU/h6007d9iuG4rhMXPo6U9ep3XublRY1uuNvu9DBdLVXQVlHVRiWCogkEkcrCMhzXDkQfMLJXlHohERAEREAREQBERAEREAREQBERAEREBDa0udRZNHX680YaZ6C2VVVFxDI42ROcM/MBfCPc3tMb47sSS1GrdbVsdG//o8UvcQNHlwjAX3N3Se6PbLV0jD6zbDXuHxFO9fzQ3C7V1a/vLhWPeR0BdnHwHQJdrY0hYuNbqm3W+GSOGqfV1MpAc4E8AHjzPUqm1U9XLUvkdIXMcSQ3PIKw7dbU7obuXdtm2y0Jdr9UuPrOpqcuYweb5DhjB73ELO1ntLuTouvdZ7/AKLvFJcI3d26B1HJxcfTA5c+fkjhOydjRdZAGov+pHU9ot9EaiWGDhbT0zC5z2t58wOZK3Ztb2AO1Nu0YJ6TQcmnrbNg+m3x/ocYafHgIMh+TSvV/wBF92Rda6T1BVb7bnaaqLRxUrqWxUldFwTu4/bnMbvWYMcm5AJyT0wT9LGsz1W0YJfOtTKcrOyPm/tz9DlpekbDU7p7o11xlwDJS2enEEefISSZcR7+EL01oLsE9lvbuON1p2pt1xqYwM1N3c6tkcR44kJYD8Ghei2sAXPgV89ttDNybKzZdGac09CILFp6226NvRlLSsiA/wBEBSno7mHPNSRYAMnACjLnqPTdnYXXW+UNMB17ydoP5qHO+5Wx3NaD4YKj9S6Y09rCyVWm9V2Sju1rrWd3UUlXC2WKRvkWuGFVbrvttlbHFjLw+rePCnhc4ffjCgKrtMaVZltDZK6oPm8taEuTY8qdr3sNdl3Q2gq3WOmdJ11nujZRKYKO8Td22HnxO7uVzwACWjAwBn3L5fal07Q22SR1JQ3gRBxDTIwOZjw9YL6F9s7eGfV+t6i004L6Wqo4R6MX8QjBjGWEfzZ+OV4P13bK+yA4oaFkUziGmJnrD3HBwsZNyZou0obKSVzeJlJJg+LnYCeiz/tHhA8Gjp81KUtsu8kHeyTR08R6OfjJ/vX4KezwSh1xrZqv+GI/3lVCRhwU9HC0SSyCSUnDY2es7/8AyPxPuUzBabmyN010dNb6N4BezixJKPLB/wBy7m6xitxb/RmzUlsLW8JnLRJMffxOzg/BQtZdZK2Z1RW1Uk0jzlznOJJPxKgvZLYmqSW32mppqt1uD6J0gd3He5kmaDz4iOYB+S2Psho+5bw7v2bRenreY5bnVHuqeP1hTxjmXOP7rR1JWn4ZH1WO7DaWAYBkcMknyaOpPwX0/wDo1tl7toK1T7pXXT8lqqrrCYbe6sjxV1EJ9qV4POOM4HCzxHrEn1SrJZlrsVcrO6PonpqzHT9gt1kExm9ApYqYyEY4yxoBd88ZUqD8lV6PUF0cAJHRu/srPbe6sDLo4z8lfMjKxNnl1+9OZHmq/PqKoY3LYy0j5qu3HXl6pyWw0bX+WX4TMhY2CQR4L8J9+PmtG6g3f1ra2Oe3SU8zB+3DIJPwHP8ABa+uPaS1kXmKCzthcOWJA7P3KjrRjumaRpSlseseNg9qRo+a4uqqdntVDV41qd/NyajIY6GHPTDP96iL1uxuL9Wy1c2ojGQ0kcJASNZSvZEuhNHt03mgj9qpby966JNU2WEEvrYxjzeF84LDvFry/Xr6sqNRVDmk+s7viOWei2iTUin4Km5iV7m5y+UuP5qIVJVNkTKjl3Z67q9ytKUYPfXalbj96UKErN7dBUoPHeqXI8nAryS+xMnBM9aw5Pg3K6TpujYctdNIf4YT/uUt1OwKnE9LV/aH0FA8ltzY8jwY3JKgq/tPaWhBNNSVc2PER4C0KNPTPcO6ttdIP5MKTptH3Oqw1un34PLL34Vb1Hz9BliuR6L2x3Z/5R5agU1vlp44iADJj1vgAVa75oOmvj+KqjaR7mhUTYfTc9gjl9JpI4OMjDWjOFu8zMAXQrxSMXuUyzbf2+2nDadpHkWgqxRafoYwOGFrT7gs19bTs5ukYPiVgVWpLZSgmWtib80u2LGULZFH7LQuLw+EcjyCp943e0laiWS3Bjn9A1pyT8gudq1ZdtTxiS00fdRP9l0rSCR8FWTUfmZCa2Ra46vjPC5uPeV13KvprdSvqpngBoysW12e7SSOkuU2MEcvAjzVI3Vu80DRb2McxjDgu8CvH4vxSHDsO6sVd8u87cFhXiaqg3ZETrbWFt1tYq3SoEkJq2OiL/IHllQ2ldxtNbQaVo9LVnpFQaNnAHhvESM9SqTPU1FNXNeQWtJ6nxXDcSssuohG63W4UxjjLX8/a8vjjzX5lR+0PEJYvpZy1atty3PrpcMw3Q9GlpuemdL6qtWrLVDdrVUtlimbkYPRTIcV4h2t3JrtsdWRUFdVP+pqqT7Rp5iMn9oL21b3NulthutvkZPBOwPa5hzkHxHmv0rhPF6fEadtprdfVdh8tj8DPBz64vZnZxFFwDuoIwRyIRewcBZLZcqa60jaylLg0ktcx44XxvBw5rh4EHkQstU592Fquz7jLSPo5X4Fzpc5a9nINqoz0eG9HEc+HqPVCuAIcA5pBBGQR4rkw1fpk4vdb/n2d3J3R14rDug1JfK9vyvz7+asz9REXScgREQBERAEREAREQBERAEREAREQBERAF597YnaCqNldEQ2zTVRG3U+oeOKjccONLC0Yknx5jIDc8snPPBXoJfK/tr6qn1P2htQRSS8cNlbDa4BnIa1jOJwH9t7z8cr3/s3w+HEMco1VeMVma6+peZ4/HMZLB4Run80tF2G3eyDtZc6PQ1+7Q1XbvrbVNa6Wi0x6aS8Goc/uzUOJzkmU8PF4Br/ADUVaNe0+l9z6vZ/s4bb0G6e6HeSS6q1nfnZpKao4sS8BOeFjXkgkFvPA9c9PT+i5HaW7J1IzSjmC52zQhrqZkWC8VLqN0rH483SZPvOVoz6KTTFjptkdQ62iDJ73edRTU1dUE5kbHDFEY4ievWR7/f3nuCx4pxSvicRVSdk3bwWiXct7dbuacP4fSoUabau0vV7vv8AobvtGgt5r3bI6Deex7V6ooqrDK2hoqGohdDGfaMUsgcHuHUAtZzHtN6ryfv3tHX9kfdPT2523FVUCwVNVxwRPeXOge0/aUr3H243xk4J5kFwPTJ+jq849u61RX/Z626fgpzPdblqOhpbZG0Zc6d3GDj3cBcteAY2pRxcaEnenPSSe1nz8CnGMLCrh3VStOOqfO6NbbQbqxbLdq+v2DbUg6D3Gp4tS6Vic48NtqaqPvXQR59mJ7hJhnRp4cYyc+118jO2jqUaP7WuhaDTdXx1u31usFGJGdRPA5sjQffgs+9fXNeFKyk1HY9aN8qctwiIoJCIiAIiIAiIgCIiAIiIAiIgCIiAg9dWip1BonUNhonsbUXK1VdHC55w0PkhcxpJHhkhfPTY76JbarSPot53jvtTrK5x8Mj6GEupqBr/AN04PHIB7y0HxHgvpJNzhf8Ayn8lVWsC1pu2ozNbEHpvSGl9FWqGyaQ05brNb4GhsdLQUzII2gfwtACk3UFFPI2eSlhkkZ7LnRguHwKyw0Ec1xMZYeJn3K+a+pU/Gswu1rUZ6wzjC6a+5UFopnVdxqo4Y2+Lj1+A8VVsHVc71bLLG2S4VAYX+xGBl7/gFAVOs62ZpNDSCnb+yZPWfj4dB+KoNl1FBqPUV0rqio7ydtS+FjXHPdRtOA0DwH9+VZauUMhIwehxhZuT5FkusqWtdTX2oje19znA5jhY4tH4LRGoHudUPklc+Qk8y5xK3PqgB7Hu4eniVpnUbIu+ee8cTny6LSmQyA4suwcD4lZlPxMwRwklR7jz4e8J9yyqUsZ1cVYm55z7XGx+udTT0+5e3kFRU1dPB3Fyo6UnvXtb7EjWj28DII68h1548SXK9agMr6S6TTCSMlrmTNw5pHXIPQr603LXdn0zFxVk4aW8yS7AXjftj7ibX6uFNSUek6Q3poMv1pSARSnP7LyB9oP5ufkQsp5b9pKcjyjLc6yZobJOXAeC6DLkes8ldZ8eqmNPUFhrqprL3c6ikizzMMAefxIwqC7Ikk4yArxtbsxuVu/dfq7QWl6q4CNwE1UWcNNBnp3kh9UfDr7l6I2b0j2WqIQVd20/X6hrBwu4rnV8UQd7omBjce53EvZGjt09I0FugtGmrfb7db4RiKlpYWwsZ8GtACsrLch3Nf8AZ27Beitt6mj1ZuLPFqjUMGJI4XtzRUsn8LD+sI8C4Yz0C9p2cNj4GNADQAAAMABaysOtLdXFuJA0n3rY9lqGTNa9rwQVo2nsU1LjRgchzUgMAKPoXAsGVngDqQFky5j1PsnCrdzbhxJAKslTw8JOVXLm9uSDk/BTDchkMTzyBy+CxrlYLNfad1NdbbBO14xktw4e8OHMH4LJPAXZLXfErJpo3SDDYzgePgt0rlW2tUavqOz5aKivDaa8VrYZXepG9/Fg+WVKt7NlifB3NbLI9uOfHLhdd93g0tLqMaK01c6auradzXV88ModFSnPKPiB9aQn9kdPFZmsJtXhwqNK3COeOQjihnyHRg+Id4hUiqUm7F3OaSzHXb+zht9aZO9jjpmPHPiL8lTsO22iKLm+shOPJmfzVUp9E723DD5aqkga7mMHKkItnNzKvHpmqGx56hjf+KsuiRXNPqLL9R6EpBgyOfjyaAuDqzQVH/0drsfvSAKLh7PV4qOdx1XVvz1wQFKUvZwsoANXc6uUjrmQqc9NEfGzrfrTRtJzipaJuP3iCur/AJVNNwezJSM/kjH+5WGk2A0XBgyQOl/mcSpml2e0RS4LbTESPNqdLBbIWn1lWtu8die/giqn5/gjwsms3Up35FNHVS/AFXam0Dpelx3VqgGP4QpCLT1mh/V0EI+DQqOr2DK+bNPVWu7/AFZcKOyVT89MtKxbRR6u1TeGUdyp5KGkJ+0cMcRHkFvP0GjZiOOmjDnchgKs3+puemmPdJbCwvOWytbkH4lcOO4k8HSc7bdhvQwqrzUSSse0ulaXgnbbmulGCZJfXcT81YWNOl5nF9udUUcjeEmFmXM+XiFq+Ld+5Qu7ktiw3r4KQh36t9Mz9OjaQORPEMZ+a+Vj9qcHWveTTXOx6r4PXp/KtDZEGs9LyvbTm4shk6Bk2WO+HNcrzYdOalozT3BkE0bxyIIyPeCFrMb8aCuDu4rKWnkz4O4SsSu3I2gq/wBGrKENd14YXFv+yQspfaTA1/u6k4Svyd19GT+q8VT+KMGiQ1LsdQGgqKi3XssZGwua2ZodjA8+SgbJ2fqu4WyCqqL9St9IYH+rFxYBGevEMrPrdxNtprNU2+kbcvWjLWM45MHl55XbZ9b6DgsNLRufef0eMd4Wul9X4kHAHwXnSqcJlic6UbZf4na9+461+nRo2be/Uikbg9mjR9nstRfbpeqqsrYm/YRh7Yo+Pw5Dr8ysbZLcG+aNLbLU1XpFA1/rUxcXmIePAfAe7orRqzUuy2o6EwXN9zqHNB4OKacEH71quuumhNH8VRoRtY6aYEPbO57hnzy7+5c+KnRjiI4nByUWloou/vY6MP0k6Lo4iLd+tHrq3ai0rqyAyWishqZjhz2RO9aP3Ox0KLxZZd89d6VkmFjpoY+9cXOHAHZRe5S+1EFBdPCWbnZK3ucE+B1M33clbtZ7AdTxOhdan0lSYacd5Jb3u4qmiHhLTv8A+cjzkY58sj+AyOhbjUQxu03cauOofTs7631LD6tVRE+q4e9uQ1w8OXXOTmU89t1pbWVdNI+lraY+q9rh31LLjPUcnNPLza4eYVZuPp1sqX1ccVPTVVBKKieLB7tuTg1EeOfcyA4kbj1T63Uet6j/AOLKOIg7x61zXV3rfstpZXS3j/zITwtRWl1PlLrv1O9r8763dm9josKz3WnvNvir6fkHjD2EgmN46tOPEf8AFZq96E41IqUXdM+cnCVOThJWaCIisVCIiAIiIAiIgCIiAIiIAiIgCIiAL5KdrG0z2ftD62hnDh6RcPS2Ejq2VjXj8yPkvrWvEP0hey1TVCh3psVM+QQRMt95YxueFgJ7mf8A1ixx/k96+n+yeLhhsfkm7Kat46NfkeB9o8NKvg80P/Lv4cyE0R2gbptztnt3vUKaW46Ws8P9Bde0cLON9LEx+aCta3x4WuLT595w8zgiW2b0zqrYTWty3F7OtAzczY3X0wrprfZKlhrrNPzyYoXkB/DnhLAQ4tAaQCwZ807I7uUm3FxuNi1bZxftEaopzQ6gtD+YmhPSRnMYkbzwcjqeYOCMnVHZ23q2fMm6PY63CvWptE3BxlDrFVP9Poh1EdVTDBeQDjiDSeR4g3xw+0fCqmAxUqqX3cndPqvuv95G3BOIwxmHjTb+OKs13cz6o6T1hT6upjVU9hv9sDQMsu1slo358uGQAn5cvetFdq/ffa7Yeam1nrC6U941XbaSV2lNNR4L2VMjSw1UoyS0dW8ZAw3iDQXFfNjUPa27Zc8brBfdy9W0jz6joRSNpZj7iWRtf+Kh9v8Asz9obfe/uuEembuIal/eV+oL+XwU0LP2pZJpub8DwbxOPgF4EKkoP4N9vM9iUIyXxE72ZNIap7T3avtV11K+W4vnu51NqCdwJb3EUoke0/utc7gjA6AOAHRfbZebOxRs5t3tDpG423QMrb698jY7pqos4W3Orbniipx/iIumc4LiepBXpNTOnKk8s1ZiM41Fmi7oIiKpIREQBERAEREAREQBERAEREAREQHCcgQyE+DT+SqHp9KOsjf9IKV15XMtmh9RXKQPLaS1Vc7gx2HYbC48j4Hkvii7tv6eYfsrFqSX/OXiU/8A3KykluRZvY+zButA32qiMfF4XWb7am9ayAfGQL4zHtvWonLNF3GU/wCUucx/+5S+j+1veNZ6ntWktOba8dbd6yKigM1ZLwtdI4NDnHPJozknyBU9JHrGWXUfW7Ueu7Np+1PrzPFM85bExrx6zh5+4ZC05fN0bfqgMg4yaqOVsoLzyfj9kDotDbobkRWsiwWicei0DO4Y5vRxHtO5+bsn5rTz916uhqOMTE888zzWcpXZrGGnac9wd0d0tpNxK66R3B9K6aXja6RvFFUt8C4dM45ZW1duvpBdLVrI7fuXYZaGUDhNXQu42O95YcEfIlai1hrqwbjWb6sv5MNUwYhrIwC9nucDkOHxWh9TaEulHxy0VHT3WAcxLQyd1Lj3xu5H5KrTveLNFlatJH0xp94tnNfQD+jm4lo76TpBVTiCQ+7D8ZPwVY1VYK9nFVQxCeB3MSREOaR8RyK+V11lktzi2aauonDlw1MDm/iMhdNq3I1vY3509rK404B5Ngq3gfdlXjVcd0VdFPZn0bmfNFIY+74D45C4Cse3OZMBeEqTtF7zUjcTalrKgDxmaH/iQsn/ALqDc5oImqqeT3ugAV3WTK9EzYXaX1LdaSQ0tNUPa3meR65Xk2+XGquM/HVSF7mjAJK2Jq3dq/ayi7u9U9NIcYDmswQtfT00Mzi93GCfIhZuSZdQaIjCNODkKRFFTHke+/BchQUQ6un+4KuYtlO2z36vtkzZKaoewjyK3LoreGugayOqndkcs5WlhR0YHqmfPwC7qdzYHZYJ/wDSAVlJEZD3Ht/vc5skbZakuby6lewdn9f018gaGT5yBjJXx7tOsq20uDoYXOI/elP9y2FpjtUbpaNwdOVFJTEdC5nH+aZkVdNn29tswcwHPhlSgmY1vrOAXxRufb07UFyYY4twRRNxgClpI2kfPBVPuXaN391KXC77rahqGu6t9MMbfwwEc4hUW+Z9wr9rDS1jhdLetQW6hY0ZLqipZGB/pELS+su1j2dtNF4uW6dnkkZyMdJKah/3Myvjpdr5fL1Lm6agqa2V3US1LpTn8VK6a2s1vqqVkNg0td690hAaYqUtYfi9+AFeDcvlVw6Kj8zPoBrr6Sjauyskg0Bo+7aiqRkNmrXtpKcHzwOJ5H3LzbuH219993GSWOC6/UlsqMtNvsbDEZGn9l8me8cPMZx7l3aI7D+uLuI6jWF7sWmafkXNqqn0ifH8rMNH3r0XofaHsvbP0oqNQangv9fGOclS9rIQf4YmYB/tZWroVZ/O7IqqlKn8quzSvZxgqtLVh1Tqt76aijJeMHJe4eA8C73+HllemtMdoC36jvTKXhfTlzuCIF3Qe9aJ383y2orIHUGiYJamRnqhzWhkTQB4Af3LSGlNy/QrnFVyyFr2SB3M8sZ6LhqtYWSjSd0dMIfpEXKasfYDbvW0c7Ka3VUwMVQRHCXOyY5PBnvB8PI8vHlsjiI6rwRtHvVYte3mihpqv0B1PEwGFz8F72kYeD5gjK9y2K5MvFnpLm0jM8QLvc7x/FdDs9UcSTWjJIOXIHkutuFzBHioFjmDlfvPquIx0X6PggOfVMcsLiCfJOI+SnQEJq2C8S2t8ljm7usi9eI4yOIea19RdpOexS/UW7OjammweD0ynj7yF48yDzH4rbbsnwUVdtOWm8xGG4UEMzXDmHtBXBjMHOu+kozcZeafemdNGtCCy1I3XqVWjuuxeqD6daLxRQvlPEYy8NGfe1yr24G0ulNZ2t9NablSxyH2HwzBpyuWouzzo268T6akdSvdzzC4tWsr32Yb9SPdJp7WFzpueQBMcBfJ43geJqXzUoPtjeP5nt4bGUIWy1JLv1NSav7M+9dquRGnoW3KlycPZMC8fLkomz7QbuUdyAvUNRb5ARkziQAj48wtrQ7Yb76ek47frqqla3oJHk/mum4x9oiPPe3Vs7h0JaP9y8KvwWtBWVBp9e57NHHXd+lTRt7bXQNCLFA2/wB/jlqg31yGgAe7mrdWttOm7PV0FvukUrZGuc8CIOIyMc8f3rzHU6g7QZjEM0UT+EYy0EHC7KLcTtDUED6OKz0hY/kS+PJ/NcMeEV4Jx6J9/PyukXnWhN5nNPs5exNaoda47dLcIqp0r+MtbFGz1jz69f7lrqou14kjPolgrZOHxLMD8VaTrTfpzXBtnomEjGRF/wAVCVbN8bk497NHG13UNbhb4XhVWi7OnJ99hVrqe0kiQ2V1Ppqo1FcI90rBVwU8UYFKGg8LzzyXFvPywix7Ht1uBP3slbJE6ST9otJReqliofDGgrdqucTw1Co80qzTPb16iO3V8prtQMH1bUkxmEDHC3m50QPu5vjHmHsHtDFwulEy90NPc7TND6XE3v6KoIy1wcPZdjqx4wCPgeoCxdwbPHfNIXGkcS2SKP0mF46skjPG0j7sfAlVHaW+VNvim0xc+Puoql8VO93SJ59buT7j6xYfENPuX1LlHB4x4Oa+6qK67JdXZtddWljhUZY7ArHQf3tN2l/NHr7d7PrV7mVQST6el+urVH3dvleIaqlfyFNK04MTyPZA5cDyMAYafVLS28W28UN0D2wSFs0XKWCQcMkZ97fyI5HqCVg3a3z0dVJerbStqO9YGV1Jj+ssHIOb4cYHLn7Q5HwxENsFFcozUacrKaeBh4RSVIcDTu8Wse3EkP8ALzA8AFvSjWwcujhqur6x7OtLZ8rNM560qGOiqtR2f8W/hLt6m7XW7umi5oqN9Va7p3cFHU1sIHQC5xTx/fNTmT8Sumto9aUrA+8biwWtjugPo7yfgTCzPyW74i4q7pS8kl5yaOePC1J2VaHm2/KKkX9FrZttuE7S5uu9XXF55/oVK2Jvyc5ob/rI2165gPHb7jrBuOnpTrbLn5GRZfrSfKjJ91n7O3qa/qins68U+3NH3SfobJRUem1Fre2R8V3sctYxg54phHK74GN8kZPxLR71YbDqmy6jY/6uqSJ4v11NK3gmiPk5h5j49PeuujjqNaSh8snyej/z4HHX4fWoRdRWlFc4u6/x4kuiIuw4QiIgCLTnaF7RlBsBJpkV+l6i8R6hnnizBUCN0Ai7rJDS08ZPe8hy6e9Uet7aMukdU2+27p7RX3SNkvLXyUFwqZBJI6MdHOia3Pi3IBJHEOq9GjwrGYimqtOF0721V3beyvd27jiq8Rw1GbpzlZq19Hpfa7tZHptRFTq7S1HqGl0nV6jtsN6rYnTU9vkqmNqJWDq5sZPERyPh4HyK0FJ2xLhYNX2S1bhbN3/S9i1JUCC2XKslbxkFwAfJFj1R6zS4BxIB8Vj68um20fbN0bb7no24VOp30DfRbnHcuCnjBZKWl8HCS5zQHAEOA9bmDhaU+FVlJqtF2yykrWe3jbTnz7DOfEabSdJr5kne638PLkenEXmmo7Ytxq9e6l210ns5er/e7HPLBCyjqmubMI38L5HktHdNAx55JA96tuzPaf0rulpHUuo7xb5dM1OjuI3ulqZOP0eMNce8BABI+zeMYzlpHlnOrwrGUafSThppzT320Tvr7mlPiOGqzyRlrryfLfXbQ2/dLpbLJb6i7Xm4U1DQ0jDLPU1MrY4omDq5znEBo95WDR3DSmvdPSS26utl/slyikge+CVlRT1DDlr25aS1w6gheRtxu1NqXdjaLWr9N7JX12kaijqKFt+NQ3hjPTvHs4eg8Q0nGeqnNjN2afaHslaQvDLBU3263e7GzWe1U8rIXVlbPUvbHGZHkNjb1JcegC2xHCqmDwjxFbSSko2unyvrZ6PsMqPEYYnEKjT1i43vZ9due6NZb+dgnUlnuFRqPZiI3W1SkyOtEkgFTTHqRGTgSN8hniHTn1Xm2z3ndjZrUEktpqNRaTusfqTRmOWnc4fuyRuADh7nAhfR+7doHcjRW2+o9a7k7D11luFiko2U9DDeqeqiuQqJhEO6nYCGuaXDLXDxHPmoat7ROttNXS2ntB9nWo0lpW7VkdDBe/rWkusNFPK4NiFUyPJia5xa3j5gEj4j1cJ9ra9Kl0OLgqi7dH46NPyPOxP2cpVKnS4eTg+zbw2seVLB2we1Dd5GWizmK9Vsx4YxHYWTzuPuDG8z8lurRWw/aP30qKav7R+tbla9LsLZTYYZGwyVWDkNfHHhsY8SXcTh0AHUbk1/ububoi73Wi2y7OM+oLPZYGVFbcxdaW3R1GYxI5lNG7Lpi1pwTgDiBaMldl/7T2l6DbjRuttN6cu2obruEyL+jenqQMFXVyuZxua5zjwRsjAJe8nAA8VzYnj9N/udCNN9dk34aKx0UODzX7zWlNdV7Lx1dzbNjslp01Z6OwWG3w0NvoIWwU1PC3hZGxowAAs5aUoN+taaU0tqjV+/20s2hLZp2kjrIqiC7QXJtdxktEEYiwRLxcLQ04BLxzxzUHRdpzcOyV1kue7XZ/u+j9I6irIaKlvJutPVuopJ3BsHpkDPWhD3Frc8+EuAPNfOuTk7vc9tJJWR6HREUAIuucTmJwpnsbIfZL2kgfIEZUNU6dulXKZ36wusDv2WU7YGRt/smNxPzJWVSpKHyxcvL6tG1KnCfzzUe+/0TJ1FWqmm17b4Q63XG23Yt5llZCaeR3wfHluf7I+Kw2av1hStAuu29w4icZoquGcH5cQI+a55Y6FN2qxkv6W15xuvU6Y8PnVV6U4y/qSflLK/QuKKqP1rdyCIdvNQud4B4p2j5nvDhcWah17XepR6CZR56S11xjDR8WxhzlH6wo7JSfdCX5ErhlfduK75wX/2LavwkDmSqm2x68ubib1q6G3wnkYbTTgHH+dlDj9wCyGbe6dLf043GvkPtSVVxneXfEBwb+ClYivU/Z0rfiaXtmfnYh4bDUv2la7/AJU375V5NlkDmu6OB+BX6q2/bzSpGaeiqKV46SU1ZNE4Hz9V35ruo7XqGzAMpr066046RV+BMB5CVo5/2mn4q6q14v7yGnXF3800n5XKSo4eS+6qa9Ulbyacl52J5F1wyGaNshifGT1Y8YLT5eX3cl2LpTvqcjVnYIiKSCK1ZbWXnS15s8vsV1vqKZ3wfG5p/NfOSzfR07bU4BqqUPx5jK+lVYM0k4/ybvyWrGwtGcBc9eGdq7OmhPInoeXrT2Ftobfw8VkheR5tCq28uhds9iarSlPpuyQQXm61cz45WsGY4IojxHPgS98YHuDvJey+FufZC8Q9tmodU7rWWR0hMVntTmtYDyD5HcRP3YWSpwg8xtnlPQ8+bh6v4KqVxkLnOceWVq+uvdzqHcbWFoPTJUleak3G6SzP9ZkZJXCioGznv5hy8AutLQ5b2ZW6i53hmS2VQVy3FutofwPc4/yuwr9dRSwxObHEwcufJaW1K01t4cw8hxYRxLqRJ126V1uTTA+nZM08sSNyq7V0k1yf3zaGCAnnmMcKtFDYqOGmaSwF2M5K66mjDc8A+5VvbQtHUrMVvu0IxFWEDyDiu4016cPWqA4e/ms+Zj4+gK6jK4DlkKpoRstNcR7ccbv7AXQYajPrUrPuU2xznnGTzWbT2+SfkG5S9iVG5W2wtccOpB95WWyGk4cG2NJ8+NytVPpqrn9incfks+PQ91kGWUUh+Srcuo9hRxS05OG22P5vcuJtrnHLaaJvuJJV8foS8R83UT/uXQ+wVdIftqX70uHHsKY22T+DKcf2MrmLJM85dVMYP4WK3tqnUuQ22wuPTm3Kwq2trJGkmkbGOvqswrJlcpBxWC2t51Vwnd5howpCnh0XRkGS3SVDh/jZCQfkomsqnDIJHvUa6pbn2lZNrYq0jZto3Ht2nSH2SwW+nc3o4U7S77ypOp7RW4T4+5pbxLAwcgIzw4HyWnPSieiyaSVheDL7PitFOo9LmbhDexd67dTW90eTVX2rk4uo7wqLku93rDxTzzPz1LiSrNpO7aLp4mMqLT3858/NXX6rs95hL4raykBHq8lqqLkruRR1lF2UTUjHS/t/isincxjuINHEfFZ+pqOG21LoY3gkEjkoSKoBdjOFzSgkzWNTMjdOwes7XovXNtvN8g9IpmSjvGnp8V9Y9idcW7WmlnVVtwIWvLmNB5NC+J9uqPZy4gAjJX0x7AF/fJpJ1tfKXYkfjJ/ZLQR+S54pqve+liaiTp353PZbXDGcrsDhjOFhMlHgQV2NkXYcpmB48l+h4wfJYok8icLlx+JQgyg73L84x5rGEnkfxX7xnPq+KCxkcfknF4rG4pOpk5fBfve+GUFjud6y6nxNPUpx+9C8eIBQkxJ6CGTILB9yjqiywSDnH+Cmy4eLeS4n1sksKq4pkqTRT59PQmQjuvwXBml6cvw+FvP3KyubxT8gMLsdHwuB/uWDpLc36WW1yvjSlGOTomc/cuP9GbfG79S3J/hVmczLeRWO6MHqT96v0ceor0sushmWmih5Nhb9yKSfw8+LCKMpOZm06mEVFNLAekjHM+8YWrbVS077zQuqXubT3u2UbKgNdwuEzW8LJWuHsujkjAB85QtrrXElmZNQwwTSvgkoLlWWwyt9qKOeXvIHj3td6OQvN4rSc5Qkle136rTycvC56fB6yhGpBu17Lu0bv/co27bFus1zqmzusd55XCBnE2TGG1UWcCRvv/eb4H3EFd1dp20XCp9OmpTHVhvD6TA90M3D5F7CCR7jyWFTRwartDG1+YLhRyd3I+E4kpqlnUtPhnkQDyLXDOQVzju14tTzTXy3S1MY9iuooi9rx/HGMuY74Aj3joumM4OmlWWaHJtX8+prr89TklCaqN0Xlmt0nb+3rT6vK6Ow6Wo3ZElyu72n9k3GYD8HBd1u0zYLTM6qt9opoqh3tT8HFK74vOXH5ldX9KrUeUcdfI791lBMTny9ldYuOpLi/ht1mZQQ+M9weOM/yxMJz/ac34KU8ImnCKb7Fd+fL0IaxkouNSTjHnd2Xlz8EycRQj9P3Cr53HU9wcP8XS8FOwfNo4/9ZcW6WdBh1FqS9wvHQvqu/B+IlDgtulq7qnp3q/5eph0NHZ1Ne52/P0J1R10sdDdXRzyNdDVwZ7iri9WaL4O8vNp5HxCxJKjUtoIkqYY7tSj23QM7uoYPPgzwv9+C0+QKk7fcaO6Uwq6GcSxklpI5FrhyLSDzBHiDzU56de9Ka16n9OvvWw6Orh7Vabuutez5rua17jAtN0qhUmyXru23CNnGyRgIjqowccbAehHLibk4JHgQVMKPvVrdc6UCnmEFXTuE1LNjPdyDpkeLT0I8QSudnuP1pb4qsx93Icsljznu5Gkte35OBSk5Ql0U3fqfWu3tXr5kVYxqR6aCtya6n2dj9NeVjNREXQcx5Q7cGm9Q3/Uu00tjsNxuLKO8TvqXUlK+YQtMlLgvLQeEeqeZ8j5Lq7c+mNR6h1LtTPYdPXK5Mo7nUuqX0lJJMIWmSlwXloPCOTuvkfJetEXsYbi8sP0Fo36LNz3zX9rnm1+GxrdLeX7TL4Zbe9jyl28dNai1FQ7fjT1huNyfTXl75fQ6V8xibhnrO4AeEcupWHrvTOpajtw6Cv8ADYLlLbKe2wtmrWUsjoI3CKcEOkA4QckdT4heuUShxedCjGio3tGcf7/yFXhsatWVXNu4v+38zyZ2adM6jtXae3bu100/cqOirZJTTVNRSSRxTA1OfUe4AO5c+RVG2i2i1pqir7RWmZrPcLS/UXeRW2atpZIYqh/pVQ9nC5wAc04aCRnAfle7F1U9VTVbHSUtRHM1j3xOdG8OAe1xa5px4hwII8CCFd8bqZpyjFJyUF3ZLNPxsZrhMLRi5XUXJ9+a9/c8FaY3H1dp/s1Xvs6XLZjWTtSUNLW0QfS2x74O7llfJ3r3AcsF5HLIdgEE5V70Lb9DWHsd2Gyb8bf6grrK+tlFVBT2mplqLe8SyPjqXNiHexBuOUjRyyPAr13UVFPR08lXVzxwwQsMkkkjg1rGgZLiTyAA8V2LPG8Vji6UqUaeXNLO9W9bO/hqaYXh7w9SNSU82WOVaW0PBGo9aXO47IbnVFiv2sNUbZWqr09Jp246hpJhXyTCtjNVTxOlYyWojZwxhrnji4nFuXYythbx72aa7TGiavYjZ2x6hu9+1LPSwV0lbZKqip7JTx1Ecss9TJOxrQWtjIa1pJL+EDJ5Hdu8+jareHa6s0xpG6W3vamupHsnmld3A9GrWPlaXMa48Q7p7cY9oYOOa2HUVFNRwSVVVNHBDE0vkkkcGta0dSSeQC8ex6Z403J1LbqjcHXGgd4rxuNx0cEFDovS+m4LgKa8UxpGZnLqRuJ5HTcYc2R4azGMciVXtpb3eLFtzshvFT7e6prrRtlb63TmoqcWqRtVG2pgjDqymhcA+eOKQBjy0dO8xkNJXvDAznAyPFfqWIPKW8mt9M9r/ZvVGhdlqe73m5W1lLd2NrbTVUFLVvgnY80gmmbH9o8AjAPLzHVa+slb2PL9JQ2Oj2W3Fq9YunhEml5qW7Onpqhr2n7V8jhCGMcA4vLsADOF7omqaWk7sTzRxd9IIo+IgcTz0aPMnBXbgZzgZ80sAOg5Y5dF+oikBERAEREAREQBERAEREAREQBERAdNZypJ/wDNu/JanNS7nyP3La9d/UqjH+Kf+RWmZppG8sgfesqhtS5ndNXd2Cef3rwd2yaypi17UTzA93UwRvhcehaGBpHyIK9s107uBwD2j/8APevAHbwump6UU9dbabvoqGcOk9XP2fC4H5Zx9wWM7OyN46ann0SNJc0HnI/JUm9whga1g6Baute4dtq3NE7/AEabPNrzyz7irRHqunnjDe9acjqCt4S5MxlG+qMq5zEseCQeWVqi4EfXJJPVy2HVV0UzXFsgORjqte3mPurmHnpnqtDPYscUmYAB5LHe/JIX5TzAxNIPguuZ/MkKti6kdUga4nIXQ6OMjm0JLNgkZWJNVBvQqrRopHdinYckdFk096hpCOE4wq/UVuM81FzVbuPPEotctnsbKptwpqIAxlvLzCzG72XenHDG2PHwWpDWOcMcS6zUHzUdGnuWVZo2rW73X+pYWeoPDkFW63cO8VhJfKBlU3vsjqgcipxQdWTJ52pbi8574rqnv9zqG92+reW+WVFtPku1vmr2RVybD3yPOXOJX42MuPVfqA4KEEvZrK65StiZ4nC2IzZe5stn1mYXlmM5DeQ5Kj6WvEVvq45JnABrgTyW75N9KOLTn1UxrCXDmeXkqSlJPQ6qcYNamlZ4XWStw4lvAVZXbixst7Yg93E1uOqpeqb4251r52Ec3E8lXy+R56raM3Y5KiV9Cx3TU01ykOXYyfAYXTT1DuMZJUNFGQQ5xwpSiD53tjiac+apJ3IjoWi2SGR7GNy5xIGB1K+kXYNjjs1sqhXyD0ycDgixyib7/eV4Q220lU11VGKem45CRmR3h/uX0I7LekJrC/0uU4JYMkjqVz51Ca6zbI5wfUeuI6vLclv4rubUg8wR7xlQkdY4AguxjyXeKogAZcSenVbORgoEuKlx5hxC5Co5+2FDCqA6kZyufprs5A5e9RnGQmPSAOrsLkZwerjhQprXnHLl7zhcxUuI5gAeZyVOcjIS4lb04vkuxsg8xjzyodsrndB1+S7Q+oLh64PuU5yMhLd633Lk2TIyFgM75oz5+C7mGRwGXBvu6qVIq0ZBk8MnmuTnYZj+9dccGTzeT812SRNIxgq19CDFa7MpOR1XOY5/bz7sLlFHG082/Ndzwzy+9QloTfUx2uBGDxfIYXRMXA5Y3Pxcs1pYOmPkF+SMGMkH7sJbQi5GubLJ+yB8iEWbgAdSEUZS2Y2Uq3X0tPHe6m3XGEvt+oYQzjzgNqGNxwk9QXMwWnzjPjhWRYtyt1LdqOShrGuMb8HLHFr2OHMOa4c2uB5ghZ4ik6sdN15Pk0+9Novhqyoz12emm65prtTSfhYqD57lY7qyR7Wm4BgilD3BjLrC32Xsd0E7R+yevMdMEWu1Xq3XmHvqGfLhykieCySJ3i17DzafiFFz/WVNE+33+1C80JGG1EMbXvI8pYj4+9mc+QVXudv0GTiXUlXaHt9kVhfG+P3MklAkaPc14C8vpqmDbcWrdUnld+96Ptavffe7fr9BTxySmnm/iisyt2parsTSa22slspdU9TT0zeOpqI4m+b3Bo/FavdQWqpj7qn3nge3oGm6SZ+ZFSCuVBoCvD3VtlvlurZc5701b3nP8zxKn60rydoUr90k/Rf4H6ow8FepWa74SXq7W9S/S6o09EeE3anefKJ3eEfJuVyptS2CrkEMN3pu8JwI3vDH/wCi7BVbp3bhW1vDV0/esb0dTmKpb828MDvuysik1RS3Rs9Df7LHI6AAzNZGZeBp6OfC9okYP7Lm/wARWscfJtKfw3/ii163fnYxnw6CTcPitu4yTt4ZV5XLeoK70E1tqHais0Q75vrVtO0cquMDn/8AEaOYPjjhPXlGyW652miF30FWtrqRw70W2aYvhlb49zIcmM+Q5t9wUtprVVs1RSulo+8hqITw1FLO3hlhdkghzfiCM9ORW3TQrtUanwz3Xb2xfPtW9t1ZmCoVMPF16XxQ2lya7JLlfk9VfZ3RKUtTBW00VXSyNkhmYJI3tPJzSMgqLo4m2/UtZBFkRXGFtZw+AlYQx5Hllvd/ME+K46djbQVVzsjOUdNUd/C392ObL8D3B/eADwAwuV0k7nUFkeOszqinP8pj4/zjCvKeenCpLdNLxvlfuzONPJVnSj8ri34WzL2RMoiLtOEIiIAiIgC0RQ7L62tN2u93t9exvd3WK42umZdqhkcg+uqitqGvb7LTJTyxQkkO9k55Fb3RAefNS7N7rajYGSXmForLZcKKthmusslPif0wsa1oY1we0zwDiLiwtZ7GWNKyKjaDc6e6VtybqOvbFPVR1DqE3wtp5qQVEEnoXqwiRuIo5Iu87w9Tyw92N9oosDUVFtnqu3beae03E2Fzrbeq64XC3R3SaJlXTTPq3Rw+kgceWPnheSRzMWPFV9+0W7NdpGXR1/vlPdGmiqRJWSXOYGpmko4o2Rubw5DWzRudxEnIOcZJC36iWBouh2r3JpK65yVVY6vtVVdm15t1RfJjJMw+l5iE7WNLI2manc1paXDueEucA3HTFtRvG+1nT9w1U2ePhme+vF1nbJIZKOCHu8AZAbJHI7i4s+vnkSVvpEsDTNTtbrqO4VEVqr+5hFTO6KudeaovfSux3EHc82ju2gN4iSTw5/acqbqvQevdG99RwfXt7pbnTCK2wUdXcJvRK/0aljdO+SMPLMyRzOHeFsfruPECSD6YRLA/GghoB645r9RFICIiAIiIAiIgCIiAIiIAiIgCIiA6K/8AqNR/mn/kVpOTjaOXCPhhbsr/AOo1H+af+RWlXlzh6xzy8SsavI3o8zAqg4tyfyWit7NAU2qaOUTR+uM+GeS3zK1pGCR8yqxqC3sqontdw9OmMrmqxzI66Tys+Y+5HZwoDUSz0tBFHISfZZjJ+S0ZfduNSade8U8NQ1jSR6ocQvqXqzRkM3E7gJ8uGMLVOoNuaecPBpZX56gjC41ialJ2lqjrlhadXWOh86XXW+248NRE88PmCFj1WoPS8Cohc0he0tQbHWS4h3e2doJ6uPVa3vnZjpZnF1G4xZ8PJdUMdTe+hy1MDUW2poOkv9M1ga9+Piu913p5B6so+9bAu3Zpv9Pk0czZAPMYVTuGxutaLPDRF4H7pXRHE05bSOaWHqR3RWKu4uLjwnIWBJcJD1UvVbcayoyQ+1VPLyYSouo05qCmP2tvqG/FhWqnF8zNxkuRhS1JcsR7yTnKy5KC5sJDqWQfFhXQ6nrB7VMf9FWuhqcGescLmY+R9y493VD/AKOf9FfpbWH/AJh33IRexw9YZX6HELm2GsPIU5+5cxSVx6U7vuQlM/Y3ru4+S4x2u7yfq6WT5MKzIdLakqeUduqnZ8oioui12+RiGQrg57vMBTsG2mta0gRWWsOf4MKXo9hdxK4jhtjo/wDOHCq5wW7JUZvZFKEuOsoHzXZ6WwDHG5x9y2nbOy5rqtIEtTTRDx6uwrpZex7XSln1lf3e9sUWPzWcsRRjvI0jRrS2iedO+DiGtjJJWdR2m71zgykopXk9OBhK9maW7J+lrXwvfbp6uTxfKcra+ntkbZQcPo1jiZj+FYSx0P8Awrm0cFN/O7HhHTmzGsb5I0m2Tsa7xe3C3foPsx1ofFLcqZzzyJHIBew7LtpHDw/oDGD3BXa1aKZA0EsjHyXPLEVKm2hvGhSp76mmtA7Mx2wRRRUsMeMdG/8ABendDaaFmoWR+oD/AAtWLZtNxxPHMA9eTVeKKlEUQAkd+SvRptPMytapdZUd7YPN4+5doZGDkPd7+S4OaeuHH+0uPC08i0cj4ldNzlSMhoh55yfi9c+OBnLhYPmscCMdA37lzy3qfyUXGU7xLE3B9X5BdrJQ/J4TgLFDx+6fJdheMYI/FSmRYy2yDGQzp712Nke48+EBYsbi7IyMe4LIbz6OPJXTKtGY15ABxn5c12tc4+JWGxxJ5k/esmME9Bn4q6Zm0ZkYz/xX6/HiQuMYw3wyv12eiuUtqfsYbnp19y7XgjGGlcIweRyu1wyFZbEM6m5zzwPmuZGRzcFx4Rnn4LtaOSkGO5uDnJHwaiyC0HqMogL4iIhQIiIDpkpKSX9bSxP/AJmArBqNL6cqncc1joi/99sDWuH9oDKlEWcqVOfzRT8DSFapT1hJruZBPs90tTu/sFe+WMD1qGskL43fySHL2H4kt9w6r8DLXqyn7x8ctJX0hLCchlTRyeWR4ePi1w8wp5QFN/4b13/s6D/6j1y1KUabjBfLJ2ty67rq27vE7KVaVVSm/nirp890rPr33evgQ8FdU6cub3VpihLMOr44xwxTxOIArGD9lzTykHTnnyJ56qspt1zg1TaJPRZpHtinlb7Ic4gNe8eLHHDH+4h3Vqyda/1mm/8AUa//AOkFnV//AIFyf+zx/sBcLpKSq0HtHVPmna/15dr3Z6Eazi6OIitZ/DJcmr2+l9b8lsjBtl2FbqSjrhC6ndWUc1HVwP8AaiqIXtc1p8+T5SD4jBHVSF4HFqCwDHszVD/+pcP/ALlHQ/8AhOf/AF9n/Y3KZr/+/Vr+E/8Ashb0c0qUlJ7TXo4+718Tmr5YVYuKteD9VL2WngSaIi9U8gIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAx6/+o1Of8U/8itJGaL91btr/wCo1P8AmX/7JWkj1WNXkdFHZnS+UYIbF+CwKsF7cd3+Clx0WPP4rJq5snYpNzoJZQ4CIfHCp9003PKT6v4LaVV7JUNVrmqU0zqp1GjTdz0aX5LouirVVouTJPByW5rp7Cr9V7B+C4JwSZ2wqNo1S/RJfknhA+CxJdCw8y9zST4YWy3e2Vgz/rCsmrM0ua6foG0v5VLA73cKj6rbXSJ9aot7XDwPBlbHf7bl0yfqfmibXMhpGtn7T6IlZxG0QEeZYsGXZrRUgJ+p4B/8MLbB/VN+C6JfZVlOa5kOEeo1PJsjoWTl9TQ/Ji4DYrQZdyssZx/AFtmn8FmQ+2p6SfWV6OHUaij2M0QBxNscRI/gCyodlNHNILLJBn3sC2ueq/YvbUdJPrJUIdRrOHanS8LuGO1wA+GGBZ0O2Vq9mOia34MWw4/1wUxB/cVN5PmWyx6jWVLt5RREBtAXH4KWp9BM5cNC0D3rYcXh8Vm03UqyhfdlXKy0KPQ6DjDvXhY34BT1JoynYRwMAx5NVspuoUxTdVrGjEylVa2KzQaWiaf1bifgp2k000Y+yd96naf+9S1L0+5dMKMUc86siHpbKGAARgD3qQhtY/dA+SlI1ks6hdCgkc7m2Y9Hb+7Ac4/cFICPA5ZXZH0CyG9FZLQzvcxGRAjJBXMQ5HJuCssdFzHRLC5gincOoGFybAeLmcBZjui/VFhcxxThO4aeZWUeiN/vU2IudTI2s6LtA5Lmei/R1V0iD8HFjDQFk05cME4yOq4N/uWXB/erpGbZzz44TJJzk4Xaei4jqVYqc4hkA4XdwnHguMK7z0V0VMfhdnm5c2jlzK/T7S5eSAY5Iu3wCIQf/9k=" width="258px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<h2>Step-by-Step: How to Outsource Accounting to China the Right Way</h2>
</p>
<p>
<p>Your books could be reviewed by your state bar tomorrow and you&#8217;d be fine. Financial package delivered Complete monthly reports sent to you via secure  portal or email. Includes P&amp;L, balance sheet, trust liability, cash flow, and any custom reports.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<h2>Cost Efficiency</h2>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='310' src='https://www.youtube.com/embed/O_5-G54tpHc' frameborder='0' alt='outsourced law firm bookkeeping service' allowfullscreen></iframe></div>
</p>
<p>
<p>Outsource your tax preparation to experts for accurate reporting and minimized tax liabilities. Simplify your payables with professional accounts payable outsourcing for improved accuracy and efficiency. This control helps with planning expansions or investments. Clear processes prevent revenue leakage and missed payments. This improves overall property financial health and stability.</p>
</p>
<p>
<h2>Compliance, Risk, and Labour Law Considerations When Outsourcing Accounting to Mexico</h2>
</p>
<p>
<ul>
<li>Over time, we learn the details of your trust accounting needs.</li>
<li>A virtual CFO delivers the same high-level financial expertise as a traditional CFO but works remotely as an outsourced service.</li>
<li>Ensure financial accuracy with our expert outsourced accounts reconciliation services tailored for error-free bookkeeping.</li>
<li>That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations.</li>
<li>Accelerate your billing cycle with our efficient and accurate outsourced invoice processing services.</li>
</ul>
<p>
<p>Hong Kong accounting teams operate within a well-defined compliance framework that supports defensible finance operations. Hong Kong has never competed primarily on low labour costs, and in 2026 this is a strategic advantage. Companies outsource accounting to Hong Kong for regulatory reliability, financial credibility, and audit readiness rather than cost savings. Outsourcing accounting in Hong Kong has evolved into a governance-critical decision in 2026 rather than <a href="https://www.natchezdemocrat.com/sponsored-content/the-importance-of-professional-bookkeeping-for-law-firms-4435f7a6">law firm bookkeeping</a> a cost-driven one. In 2026, accounting outsourcing in China is no longer about cost optimisation.</p>
</p>
<p>
<h2>Best scenarios for hiring an in-house CFO</h2>
</p>
<p>
<ul>
<li>AFS prioritize the security of financial information through advanced security protocols and confidentiality agreements.</li>
<li>Choosing between outsourcing accounting and hiring in-house teams in Hong Kong requires careful evaluation of compliance exposure and long-term strategy.</li>
<li>Schedule a free 15-minute discovery call to discuss your law firm’s needs, challenges, and goals.</li>
<li>Yes, startups can outsource accounting or hire accounting professionals in Hong Kong using EOR or compliant outsourcing models.</li>
</ul>
<p>
<p>Regular inspections help avoid sudden breakdowns and issues. Outsourcing suits short-term  or standardised tasks, while hiring full-time employees is better for long-term, compliance-critical accounting roles. EOR enables full-time hiring without setting up a Dutch entity.</p>
</p>
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width="252px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<h2>Tax Preparation Outsourcing Services</h2>
</p>
<p>
<p>Our CFOs bring insights to help you plan, staff, and scale. If you&#8217;re still handling bookkeeping yourself and experiencing any of the seven common mistakes DIY firms make, it&#8217;s time to upgrade your approach. Software expertise They should be fluent in QuickBooks and integrate with your practice management software (Clio, MyCase, etc.).</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="outsourced law firm bookkeeping service"/></p>
]]></content:encoded>
			<wfw:commentRss>http://xuatbangiaoduc.vn/property-management-outsourcing-services-property-2-3/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Property Management Outsourcing Services Property Management Services</title>
		<link>http://xuatbangiaoduc.vn/property-management-outsourcing-services-property-2/</link>
		<comments>http://xuatbangiaoduc.vn/property-management-outsourcing-services-property-2/#comments</comments>
		<pubDate>Thu, 30 Oct 2025 08:27:57 +0000</pubDate>
		<dc:creator><![CDATA[namdepsco]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://xuatbangiaoduc.vn/?p=7065</guid>
		<description><![CDATA[A successful accounting outsourcing strategy in Poland starts with governance and compliance design rather than vendor selection. Poland combines EU regulatory alignment, skilled accounting talent, and operational scalability making it suitable for long-term finance operations when structured correctly. The firms that succeed with outsourcing legal work treat it as an extension of their legal operations, not a detached vendor relationship. That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations. Step-by-Step: How to Outsource Accounting to China the Right Way Your books could be reviewed by your state bar tomorrow and you&#8217;d be fine. Financial package delivered Complete monthly reports sent to you via secure portal or email. Includes P&#38;L, balance sheet, trust liability, cash flow, and any custom reports. Cost Efficiency Outsource your tax preparation to experts for accurate reporting and minimized tax liabilities. Simplify your payables with professional accounts payable outsourcing for improved accuracy and efficiency. This control helps with planning expansions or investments. Clear processes prevent revenue leakage and missed payments. This improves overall property financial health and stability. Compliance, Risk, and Labour Law Considerations When Outsourcing Accounting to Mexico Over time, we learn the details of your trust accounting needs. A virtual CFO delivers the same high-level financial expertise as a traditional CFO but works remotely as an outsourced service. Ensure financial accuracy with our expert outsourced accounts reconciliation services tailored for error-free bookkeeping. That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations. Accelerate your billing cycle with our efficient and accurate outsourced invoice processing services. Hong Kong accounting teams operate within a well-defined compliance framework that supports defensible finance operations. Hong Kong has never competed primarily on low labour costs, and in 2026 this is a strategic advantage. Companies outsource accounting to Hong Kong for regulatory reliability, financial credibility, and audit readiness rather than cost savings. Outsourcing accounting in Hong Kong has evolved into a governance-critical decision in 2026 rather than law firm bookkeeping a cost-driven one. In 2026, accounting outsourcing in China is no longer about cost optimisation. Best scenarios for hiring an in-house CFO AFS prioritize the security of financial information through advanced security protocols and confidentiality agreements. Choosing between outsourcing accounting and hiring in-house teams in Hong Kong requires careful evaluation of compliance exposure and long-term strategy. Schedule a free 15-minute discovery call to discuss your law firm’s needs, challenges, and goals. Yes, startups can outsource accounting or hire accounting professionals in Hong Kong using EOR or compliant outsourcing models. Regular inspections help avoid sudden breakdowns and issues. Outsourcing suits short-term or standardised tasks, while hiring full-time employees is better for long-term, compliance-critical accounting roles. EOR enables full-time hiring without setting up a Dutch entity. Tax Preparation Outsourcing Services Our CFOs bring insights to help you plan, staff, and scale. If you&#8217;re still handling bookkeeping yourself and experiencing any of the seven common mistakes DIY firms make, it&#8217;s time to upgrade your approach. Software expertise They should be fluent in QuickBooks and integrate with your practice management software (Clio, MyCase, etc.).]]></description>
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" width="252px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<p>A successful accounting outsourcing strategy in Poland starts with governance and compliance design rather than vendor selection. Poland combines EU regulatory alignment, skilled accounting talent, and operational scalability making it suitable for long-term finance operations when structured correctly. The firms that succeed with outsourcing legal work treat it as an extension of their legal operations, not a detached vendor relationship. That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations.</p>
</p>
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" width="258px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<h2>Step-by-Step: How to Outsource Accounting to China the Right Way</h2>
</p>
<p>
<p>Your books could be reviewed by your state bar tomorrow and you&#8217;d be fine. Financial package delivered Complete monthly reports sent to you via secure  portal or email. Includes P&amp;L, balance sheet, trust liability, cash flow, and any custom reports.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<h2>Cost Efficiency</h2>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='310' src='https://www.youtube.com/embed/O_5-G54tpHc' frameborder='0' alt='outsourced law firm bookkeeping service' allowfullscreen></iframe></div>
</p>
<p>
<p>Outsource your tax preparation to experts for accurate reporting and minimized tax liabilities. Simplify your payables with professional accounts payable outsourcing for improved accuracy and efficiency. This control helps with planning expansions or investments. Clear processes prevent revenue leakage and missed payments. This improves overall property financial health and stability.</p>
</p>
<p>
<h2>Compliance, Risk, and Labour Law Considerations When Outsourcing Accounting to Mexico</h2>
</p>
<p>
<ul>
<li>Over time, we learn the details of your trust accounting needs.</li>
<li>A virtual CFO delivers the same high-level financial expertise as a traditional CFO but works remotely as an outsourced service.</li>
<li>Ensure financial accuracy with our expert outsourced accounts reconciliation services tailored for error-free bookkeeping.</li>
<li>That adoption accelerated the use of outsourced legal services by allowing work within secure environments directly tied to the firm’s legal operations.</li>
<li>Accelerate your billing cycle with our efficient and accurate outsourced invoice processing services.</li>
</ul>
<p>
<p>Hong Kong accounting teams operate within a well-defined compliance framework that supports defensible finance operations. Hong Kong has never competed primarily on low labour costs, and in 2026 this is a strategic advantage. Companies outsource accounting to Hong Kong for regulatory reliability, financial credibility, and audit readiness rather than cost savings. Outsourcing accounting in Hong Kong has evolved into a governance-critical decision in 2026 rather than <a href="https://www.natchezdemocrat.com/sponsored-content/the-importance-of-professional-bookkeeping-for-law-firms-4435f7a6">law firm bookkeeping</a> a cost-driven one. In 2026, accounting outsourcing in China is no longer about cost optimisation.</p>
</p>
<p>
<h2>Best scenarios for hiring an in-house CFO</h2>
</p>
<p>
<ul>
<li>AFS prioritize the security of financial information through advanced security protocols and confidentiality agreements.</li>
<li>Choosing between outsourcing accounting and hiring in-house teams in Hong Kong requires careful evaluation of compliance exposure and long-term strategy.</li>
<li>Schedule a free 15-minute discovery call to discuss your law firm’s needs, challenges, and goals.</li>
<li>Yes, startups can outsource accounting or hire accounting professionals in Hong Kong using EOR or compliant outsourcing models.</li>
</ul>
<p>
<p>Regular inspections help avoid sudden breakdowns and issues. Outsourcing suits short-term  or standardised tasks, while hiring full-time employees is better for long-term, compliance-critical accounting roles. EOR enables full-time hiring without setting up a Dutch entity.</p>
</p>
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width="252px" alt="outsourced law firm bookkeeping service"/></p>
<p>
<h2>Tax Preparation Outsourcing Services</h2>
</p>
<p>
<p>Our CFOs bring insights to help you plan, staff, and scale. If you&#8217;re still handling bookkeeping yourself and experiencing any of the seven common mistakes DIY firms make, it&#8217;s time to upgrade your approach. Software expertise They should be fluent in QuickBooks and integrate with your practice management software (Clio, MyCase, etc.).</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="outsourced law firm bookkeeping service"/></p>
]]></content:encoded>
			<wfw:commentRss>http://xuatbangiaoduc.vn/property-management-outsourcing-services-property-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>How To Draw Mary Step by Step  Virgin Mary</title>
		<link>http://xuatbangiaoduc.vn/how-to-draw-mary-step-by-step-virgin-mary/</link>
		<comments>http://xuatbangiaoduc.vn/how-to-draw-mary-step-by-step-virgin-mary/#comments</comments>
		<pubDate>Wed, 28 May 2025 04:18:09 +0000</pubDate>
		<dc:creator><![CDATA[namdepsco]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://xuatbangiaoduc.vn/?p=8473</guid>
		<description><![CDATA[Join now and get immediate access to thousands of printable drawing instruction and practice pages! Then, draw two thick, curved lines to indicate the eyebrows. Finish enclosing Mary&#8217;s hair by drawing a short line from the face to the headscarf. Excerpts and links may be used, provided that full and clear credit is given to Lacy and Catholic Icing with appropriate and specific direction to the original content. This includes all your major feast days and liturgical seasons along with holy days of obligation, solemnities, liturgical colors, well known Saint feast days, and more! I think this particular picture is extra sweet! In today’s tutorial, I walk you through how to draw a simple Sacred Heart of Jesus step-by-step. We use simple lines and shapes to create the drawings on both sides of the medal and you can color it with your favorite art supplies. In today’s tutorial, I walk you through how to draw Mary step-by-step! How to Draw Our Lady of Fatima Extend two short, curved lines from beneath the head, forming the neck. Continue the lines of the headscarf at the top of the head, allowing them to meet at a point. Use various curved lines to detail the folds of cloth. Use curved lines to sketch the wide &#8220;U&#8221; shaped jaw and the inverted &#8220;V&#8221; shaped hairline. This Virgin Mary Holding a Candle drawing is a wonderful project for both beginner and experienced artists, https://schmidtundschmidt.at/journal-entry-for-amortization-with-examples-more-2/ as it offers a beautiful opportunity to explore themes of faith and spirituality while honing skills in creating light and shadow. This colorful Virgin Mary with flowers drawing is a perfect project for aspiring artists and enthusiasts alike, as it offers a creative way to explore religious themes while enhancing their skills in color blending and composition. This cute Virgin Mary sketch drawing is a wonderful project for beginner artists looking to explore religious themes through simple yet meaningful illustrations. Texture the hair and the scarf with curved lines of various lengths. Draw curving zigzag lines on each side of this rounded square shape. Connect them with two short, curved lines. This outlines the bodice of the garment. Then, connect the two sides of the headscarf using a series of overlapping curved lines. Catholic Icing in the Press! Would you like to draw the Virgin Mary? Art forms often mirrored those of pre-Christian religious artwork of mother-goddesses such as Diana, Artemis, or Cybele. In the time since, the Virgin Mary, often with the child Jesus, has been depicted in art. Scroll down for a downloadable PDF of this tutorial. Click HERE to save the tutorial to Pinterest! Draw small &#8220;U&#8221; shaped lines to indicate the nose and mouth. Would you like to draw the Virgin Mary? We use simple lines and shapes and you can color her with your favorite art supplies. Use various curved lines to detail the folds of cloth. In today’s tutorial, I walk you through how to draw Our Lady of Fatima step-by-step. You can trust Easy Drawing Guides to provide you with some of the best drawing tutorials available online. We expand our library with new drawing guides every week, adding more drawing ideas and staying up-to-date with new trends. For more great People drawing tutorials, see the 51 Easy People Art Projects for Kids post. By following the simple steps, you too can easily draw a perfect Virgin Mary. Learn how to draw a great looking Virgin Mary with easy drawing instructions and video tutorial. I am super excited about this step by step video for kids! Pencil drawings for beginners and everyone. I use simple lines and shapes and try to break it down as simply as possible. Step-by-Step Instructions for Drawing the Virgin Mary We’ll start this first step by drawing a circle for Mary’s head and then lightly outline following the facial guidelines. We use simple lines and shapes and you can color her with your favorite art supplies. In today’s tutorial, I walk you through how to draw an easy Mini Mary step-by-step. We’ll start this first step by drawing a circle for Mary’s head and then lightly outline in the face guides. In today’s tutorial, you can draw along with me as I show you how to create a Miraculous Medal craft. These weekly Catholic how to draw videos are just getting more and more fun each Friday! Once you’ve drawn Mary to the best of her ability, add some detail to the shroud by sketching along some folds and folds. Finish outlining her nose, then draw her mouth, and sketch out some eyelid creases or lids. All you need are a piece of paper, a pencil, and something to color with. This would also be a cute craft to create using Shrinky Dinks if you want to take it a step further! In today’s tutorial, I walk you through how to draw Our Lady of Kibeho step-by-step. In today’s tutorial, I walk you through how to draw Our Lady of Guadalupe step-by-step. We use simple lines and shapes and you can color her with your favorite art supplies.Support the channel! Drawing Step 6 In today’s tutorial, I walk you through how to draw Our Lady of Fatima step-by-step. We use simple lines and shapes and you can color him with your favorite art supplies. In today’s tutorial, I walk you through how to draw Our Lady of Lourdes step-by-step. Catholic Artist This Virgin Mary in Doodle Drawing is perfect for artists seeking to blend spirituality with creativity in their illustrations. Easy drawings for beginners and kids. Perfect for little artists! Anyone can create great looking drawings! We expand our library with new drawing guides every week, adding more drawing ideas and staying up-to-date with new trends. We&#8217;ve carefully crafted over 1,900 step-by-step tutorials, ensuring that each one is safe, beginner-friendly, and engaging. Great drawing ideas and easy drawing tutorials. Easy to follow, free, step-by-step instructions on how to draw animals, plants, and popular cartoon characters. You can trust Easy [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Join now and get immediate access to thousands of printable drawing instruction and practice pages! Then, draw two thick, curved lines to indicate the eyebrows. Finish enclosing Mary&#8217;s hair by drawing a short line from the face to the headscarf. Excerpts and links may be used, provided that full and clear credit is given to Lacy and Catholic Icing with appropriate and specific direction to the original content. This includes all your major feast days and liturgical seasons along with holy days of obligation, solemnities, liturgical colors, well known Saint feast days, and more! I think this particular picture is extra sweet!</p>
<p>In today’s tutorial, I walk you through how to draw a simple Sacred Heart of Jesus step-by-step. We use simple lines and shapes to create the drawings on both sides of the medal and you can color it with your favorite art supplies. In today’s tutorial, I walk you through how to draw Mary step-by-step!</p>
<h2>How to Draw Our Lady of Fatima</h2>
<p>Extend two short, curved lines from beneath the head, forming the neck. Continue the lines of the headscarf at the top of the head, allowing them to meet at a point. Use various curved lines to detail the folds of cloth. Use curved lines to sketch the wide &#8220;U&#8221; shaped jaw and the inverted &#8220;V&#8221; shaped hairline.</p>
<p>This Virgin Mary Holding a Candle drawing is a wonderful project for both beginner and experienced artists, <a href="https://schmidtundschmidt.at/journal-entry-for-amortization-with-examples-more-2/">https://schmidtundschmidt.at/journal-entry-for-amortization-with-examples-more-2/</a> as it offers a beautiful opportunity to explore themes of faith and spirituality while honing skills in creating light and shadow. This colorful Virgin Mary with flowers drawing is a perfect project for aspiring artists and enthusiasts alike, as it offers a creative way to explore religious themes while enhancing their skills in color blending and composition. This cute Virgin Mary sketch drawing is a wonderful project for beginner artists looking to explore religious themes through simple yet meaningful illustrations.</p>
<p>Texture the hair and the scarf with curved lines of various lengths. Draw curving zigzag lines on each side of this rounded square shape. Connect them with two short, curved lines. This outlines the bodice of the garment. Then, connect the two sides of the headscarf using a series of overlapping curved lines.</p>
<h2>Catholic Icing in the Press!</h2>
<p>Would you like to draw the Virgin Mary? Art forms often mirrored those of pre-Christian religious artwork of mother-goddesses such as Diana, Artemis, or Cybele. In the time since, the Virgin Mary, often with the child Jesus, has been depicted in art. Scroll down for a downloadable PDF of this tutorial. Click HERE to save the tutorial to Pinterest! Draw small &#8220;U&#8221; shaped lines to indicate the nose and mouth.</p>
<ul>
<li>Would you like to draw the Virgin Mary?</li>
<li>We use simple lines and shapes and you can color her with your favorite art supplies.</li>
<li>Use various curved lines to detail the folds of cloth.</li>
<li>In today’s tutorial, I walk you through how to draw Our Lady of Fatima step-by-step.</li>
<li>You can trust Easy Drawing Guides to provide you with some of the best drawing tutorials available online.</li>
<li>We expand our library with new drawing guides every week, adding more drawing ideas and staying up-to-date with new trends.</li>
</ul>
<p>For more great People drawing tutorials, see the 51 Easy People Art Projects for Kids post. By following the simple steps, you too can easily draw a perfect Virgin Mary. Learn how to draw a great looking Virgin Mary with easy drawing instructions and video tutorial. I am super excited about this step by step video for kids! Pencil drawings for beginners and everyone. I use simple lines and shapes and try to break it down as simply as possible.</p>
<h2>Step-by-Step Instructions for Drawing the Virgin Mary</h2>
<p>We’ll start this first step by drawing a circle for Mary’s head and then lightly outline following the facial guidelines. We use simple lines and shapes and you can color her with your favorite art supplies. In today’s tutorial, I walk you through how to draw an easy Mini Mary step-by-step. We’ll start this first step by drawing a circle for Mary’s head and then lightly outline in the face guides. In today’s tutorial, you can draw along with me as I show you how to create a Miraculous Medal craft.</p>
<p>These weekly Catholic how to draw videos are just getting more and more fun each Friday! Once you’ve drawn Mary to the best of her ability, add some detail to the shroud by sketching along some folds and folds. Finish outlining her nose, then draw her mouth, and sketch out some eyelid creases or lids. All you need are a piece of paper, a pencil, and something to color with. This would also be a cute craft to create using Shrinky Dinks if you want to take it a step further!</p>
<p>In today’s tutorial, I walk you through how to draw Our Lady of Kibeho step-by-step. In today’s tutorial, I walk you through how to draw Our Lady of Guadalupe step-by-step. We use simple lines and shapes and you can color her with your favorite art supplies.Support the channel!</p>
<h2>Drawing Step 6</h2>
<p>In today’s tutorial, I walk you through how to draw Our Lady of Fatima step-by-step. We use simple lines and shapes and you can color him with your favorite art supplies. In today’s tutorial, I walk you through how to draw Our Lady of Lourdes step-by-step.</p>
<h2>Catholic Artist</h2>
<p>This Virgin Mary in Doodle Drawing is perfect for artists seeking to blend spirituality with creativity in their illustrations. Easy drawings for beginners and kids. Perfect for little artists! Anyone can create great looking drawings! We expand our library with new drawing guides every week, adding more drawing ideas and staying up-to-date with new trends. We&#8217;ve carefully crafted over 1,900 step-by-step tutorials, ensuring that each one is safe, beginner-friendly, and engaging.</p>
<p>Great drawing ideas and easy drawing tutorials. Easy to follow, free, step-by-step instructions on how to draw animals, plants, and popular cartoon characters. You can trust Easy Drawing Guides to provide you with some of the best drawing tutorials available online. Rauno and the team of experienced artists are dedicated to helping people of all ages and skill levels learn to draw.</p>
<p>Learn more about her and read her other articles here. Once you’ve drawn Mary to the best of your ability, add some detail to the shroud by sketching along some folds and folds. Sketch the shape of her neck, then draw her collar and complete the shroud. Finish outlining her nose, then draw her mouth, and outline some eyelid creases or lids. Draw such a simple nose shape, and continue. Using the shape and liner you just created, draw the side shape of Mary’s face like so.</p>
<ul>
<li>Easy to follow, free, step-by-step instructions on how to draw animals, plants, and popular cartoon characters.</li>
<li>This Virgin Mary Holding a Candle drawing is a wonderful project for both beginner and experienced artists, as it offers a beautiful opportunity to explore themes of faith and spirituality while honing skills in creating light and shadow.</li>
<li>All you need are a piece of paper, a pencil, and something to color with.</li>
<li>In today’s tutorial, I walk you through how to draw an easy Mini Mary step-by-step.</li>
<li>Texture the hair and the scarf with curved lines of various lengths.</li>
<li>Check out these 10+ Virgin Mary drawing ideas that offer a range of styles and difficulty levels, perfect for artists and hobbyists of all backgrounds!</li>
<li>We’ll start this first step by drawing a circle for Mary’s head and then lightly outline in the face guides.</li>
</ul>
<p>It’s good to flex our art muscles to learn and grow to help us become better artists. This tutorials has a lot of steps, but  I try to break it down as simply as possible. This Simple Virgin Mary Line Drawing is perfect for artists and crafters seeking inspiration for spiritual and minimalist interpretations of the Virgin Mary.</p>
<p>The coloring page says “Holy Mary, Mother Of God” which makes it a perfect pairing for January 1, feast of Mary Mother of God. Go ahead and draw Mary with baby Jesus now using my how to draw video below. You can find all of my Catholic how-to-draws here, and be sure to check back because there is a new one each Friday! How perfect is this how to draw video for that feast day? This week I decided to make a video for how to draw Mary and <a href="https://www.business-accounting.net/search-results-for-photo-print-drawing-mary-church/">virgin mary drawing easy</a> Baby Jesus which came in through some suggestions.</p>
<p>How To Draw Mary easy with this how-to video and step-by-step drawing instructions. The post How to draw Virgin Mary Step by Step appeared first on How to draw step by step. Looking for inspiration to start your next Virgin Mary drawing project?</p>
<p>This Sketch Virgin Mary with Crown drawing is an inspiring project for artists looking to explore religious themes and incorporate symbolism through detailed illustrations. This Monoline Virgin Mary with Dove drawing is an excellent project for artists looking to explore minimalist design while conveying deep spiritual symbolism. This realistic Virgin Mary with child drawing is an excellent project for aspiring artists looking to explore religious themes and develop their skills in figure representation and emotional expression. This Monoline Virgin Mary <a href="https://ppl.vn/7-best-peo-service-providers-for-small-and-mid/">https://ppl.vn/7-best-peo-service-providers-for-small-and-mid/</a> in prayer drawing is an excellent project for artists looking to explore minimalistic styles while capturing the essence of devotion and spirituality. This black and white Virgin Mary portrait drawing is an excellent project for artists seeking to explore themes of spirituality and devotion while honing their skills in monochromatic techniques. Check out these 10+ Virgin Mary drawing ideas that offer a range of styles and difficulty levels, perfect for artists and hobbyists of all backgrounds!</p>
<p>This is how Our Lady looks like a simple hand drawing. You <a href="https://machadoch.com.br/2023/10/16/negative-balance-definition/">https://machadoch.com.br/2023/10/16/negative-balance-definition/</a> can start cleaning up the sketch to finalize the drawing. Now that Mary’s face is all outlined, you can start working on drawing her cape or hood. How to draw Virgin Mary easy with this how-to video and step-by-step drawing instructions. Below is a free JPG and PDF image reference with practice space for creating a 4×6″ drawing.</p>
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		<title>Free Salvage Value Calculator Estimate Asset Worth</title>
		<link>http://xuatbangiaoduc.vn/free-salvage-value-calculator-estimate-asset-worth/</link>
		<comments>http://xuatbangiaoduc.vn/free-salvage-value-calculator-estimate-asset-worth/#comments</comments>
		<pubDate>Thu, 27 Jun 2024 00:25:37 +0000</pubDate>
		<dc:creator><![CDATA[namdepsco]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Salvage value helps to figure out how much your old stuff is worth when it’s done being useful. It’s the estimated value of something, like a machine or a vehicle, when it’s all worn out and ready to be sold. This differs from accounting book value, which is the value written on a company’s papers, considering how much it’s been used up. With a 20% straight-line rate for the machine, the DDB method would use 40% for yearly depreciation. An asset with higher demand in the market may have a higher value than an asset with lower demand. If market conditions change and similar vans are selling for only $3,000 after a decade, the estimated salvage value may have been too high. It&#8217;s also used to calculate the total depreciation amount over the useful life of an asset. If the machine can be sold for $2,000 at the end of that period, its salvage value would be $2,000. Consider a manufacturing company that purchases a piece of equipment for $100,000 with an expected life of 10 years. This valuation is crucial for determining depreciation and understanding an asset’s remaining worth. Definition of Other Methods They will also be able to calculate how long the machine is expected to be useful to a company based on how much the organization is going to use it. You can find the scrap value of your machinery and other assets by calculating their anticipated salvage value percentage. However, since the value of an asset decreases or depreciates over time, you cannot expect its salvage price to be the same as its initial cost. If you run a business, you will need various machinery like computers, production equipment, workspaces, and more. These objects that you need to run your business will be collectively regarded as your business assets. Learn how to calculate NoPAT and make informed business decisions with our step-by-step guide, boosting profitability and strategic planning. Salvage Value in Depreciation Explained Salvage value is a crucial salvage value formula component in effective asset management, facilitating informed decisions regarding asset utilization, disposal, and replacement. By leveraging salvage value estimates, businesses can strategically schedule asset retirements and replacements, ensuring alignment with productivity and financial objectives. The declining balance method accelerates depreciation compared to the straight-line method, offering higher depreciation expenses in the initial years of an asset’s life. This method does not directly consider salvage value in annual calculations but ensures that the book value will not drop below the salvage value by asset end-life adjustments. Should I estimate high or low? Salvage value, often referred to as residual value, is the https://cheapticketsradar.com/accounts-payable-automation-in-healthcare-the-2/ estimated amount that an asset is worth at the end of its useful life. It is a key component in calculating depreciation, which is the process of allocating the cost of a tangible asset over its useful life. Depreciation allows businesses to write off the value of an asset gradually, reflecting its usage and wear and tear over time. The salvage value is subtracted from the cost of the asset to determine the total amount that will be depreciated. However, the approach to estimating salvage value can vary significantly depending on several factors, such as the type of asset, industry practices, and the intended method of disposal. When dealing with salvage values, compliance with accounting standards and regulations is essential. How depreciation affects salvage value Depreciation is a crucial concept in accounting, and it&#8217;s used to calculate the decrease in value of assets over time. The after-tax salvage value is what&#8217;s left after deducting tax from the selling price of an asset. This is an important concept in accounting, and it&#8217;s used to calculate depreciation and other financial metrics. Depreciation is the decrease in value of an asset over time, and it&#8217;s a crucial concept in computing depreciation salvage value. The straight line depreciation method is the most commonly used method, where the value of an asset is reduced uniformly over each period until it reaches its salvage value. Ignoring taxes on gains from asset sales can lead to overestimating the asset’s value, resulting in incorrect financial reporting. To calculate depreciation the salvage value of an asset is subtracted from its purchase cost. With regard to income tax purposes, depreciation plays an important role in reducing taxable income and determining tax liability. There are several methods used by accountant to depreciate assets like the declining balance method, units of production method, and straight-line basis. Each of these methods uses various calculations to assign a value to an asset’s depreciation in an accounting year.]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/291-2911947_petty-cash-cash-management-logo-png-min-300x300.jpg" width="253px" alt="salvage value formula"/></p>
<p>Salvage value helps to figure out how much your old stuff is worth when it’s done being useful. It’s the estimated value of something, like a machine or a vehicle, when it’s all worn out and ready to be sold. This differs from <a href="https://www.bing.com/search?q=accounting">accounting</a> book value, which is the value written on a company’s papers, considering how much it’s been used up. With a 20% straight-line rate for the machine, the DDB method would use 40% for yearly depreciation.</p>
<ul>
<li>An asset with higher demand in the market may have a higher value than an asset with lower demand.</li>
<li>If market conditions change and similar vans are selling for only $3,000 after a decade, the estimated salvage value may have been too high.</li>
<li>It&#8217;s also used to calculate the total depreciation amount over the useful life of an asset.</li>
<li>If the machine can be sold for $2,000 at the end of that period, its salvage value would be $2,000.</li>
<li>Consider a manufacturing company that purchases a piece of equipment for $100,000 with an expected life of 10 years.</li>
<li>This valuation is crucial for determining depreciation and understanding an asset’s remaining worth.</li>
</ul>
<h2>Definition of Other Methods</h2>
<p>They will also be able to calculate how  long the machine is expected to be useful to a company based on how much the organization is going to use it. You can find the scrap value of your machinery and other assets by calculating their anticipated salvage value percentage. However, since the value of an asset decreases or depreciates over time, you cannot expect its salvage price to be the same as its initial cost. If you run a business, you will need various machinery like computers, production equipment, workspaces, and more. These objects that you need to run your business will be collectively regarded as your business assets. Learn how to calculate NoPAT and make informed business decisions with our step-by-step guide, boosting profitability and strategic planning.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/software-3.png" width="256px" alt="salvage value formula"/></p>
<h2>Salvage Value in Depreciation Explained</h2>
<p>Salvage value is a crucial <a href="https://www.bookstime.com/articles/how-to-calculate-salvage-value">salvage value formula</a> component in effective asset management, facilitating informed decisions regarding asset utilization, disposal, and replacement. By leveraging salvage value estimates, businesses can strategically schedule asset retirements and replacements, ensuring alignment with productivity and financial objectives. The declining balance method accelerates depreciation compared to the straight-line method, offering higher depreciation expenses in the initial years of an asset’s life. This method does not directly consider salvage value in annual calculations but ensures that the book value will not drop below the salvage value by asset end-life adjustments.</p>
<h2>Should I estimate high or low?</h2>
<div style='text-align:center'><iframe width='567' height='317' src='https://www.youtube.com/embed/1r9SlD4V7zc' frameborder='0' alt='salvage value formula' allowfullscreen></iframe></div>
<p>Salvage value, often referred to as residual value, is the <a href="https://cheapticketsradar.com/accounts-payable-automation-in-healthcare-the-2/">https://cheapticketsradar.com/accounts-payable-automation-in-healthcare-the-2/</a> estimated amount that an asset is worth at the end of its useful life. It is a key component in calculating depreciation, which is the process of allocating the cost of a tangible asset over its useful life. Depreciation allows businesses to write off the value of an asset gradually, reflecting its usage and wear and tear over time. The salvage value is subtracted from the cost of the asset to determine the total amount that will be depreciated. However, the approach  to estimating salvage value can vary significantly depending on several factors, such as the type of asset, industry practices, and the intended method of disposal. When dealing with salvage values, compliance with accounting standards and regulations is essential.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/18605348651-400x300.jpg" width="256px" alt="salvage value formula"/></p>
<h2>How depreciation affects salvage value</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/11/Screenshot_4.png" width="258px" alt="salvage value formula"/></p>
<p>Depreciation is a crucial concept in accounting, and it&#8217;s used to calculate the decrease in value of assets over time. The after-tax salvage value is what&#8217;s left after deducting tax from the selling price of an asset. This is an important concept in accounting, and it&#8217;s used to calculate depreciation and other financial metrics. Depreciation is the decrease in value of an asset over time, and it&#8217;s a crucial concept in computing depreciation salvage value. The straight line depreciation method is the most commonly used method, where the value of an asset is reduced uniformly over each period until it reaches its salvage value.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/3.jpg" width="254px" alt="salvage value formula"/></p>
<p>Ignoring taxes on gains from asset sales can lead to overestimating the asset’s value, resulting in incorrect financial reporting. To calculate depreciation the salvage value of an asset is subtracted from its purchase cost. With regard to income tax purposes, depreciation plays an important role in reducing taxable income and determining tax liability. There are several methods used by accountant to depreciate assets like the declining balance method, units of production method, and straight-line basis. Each of these methods uses various calculations to assign a value to an asset’s depreciation in an accounting year.</p>
]]></content:encoded>
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		<title>Straight Line Depreciation Formula + Calculator</title>
		<link>http://xuatbangiaoduc.vn/straight-line-depreciation-formula-calculator-2/</link>
		<comments>http://xuatbangiaoduc.vn/straight-line-depreciation-formula-calculator-2/#comments</comments>
		<pubDate>Mon, 04 Mar 2024 19:40:32 +0000</pubDate>
		<dc:creator><![CDATA[namdepsco]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://xuatbangiaoduc.vn/?p=8444</guid>
		<description><![CDATA[If you use property to produce income (investment use), the income must be taxable. If you bought the stock after its first offering, the corporation&#8217;s adjusted basis in the property is the amount figured in (1) under Cooperative apartments, earlier. If you change your cooperative apartment to business use, figure your allowable depreciation as explained earlier. Generally, if you hold business or investment property as a life tenant, you can depreciate it as if you were the absolute owner of the property. For tax years beginning in 2025, the maximum section 179 expense deduction is $1,250,000. Which Depreciation System (GDS or ADS) Applies? Use the resulting business cost to figure your section 179 deduction. Also, qualified improvement property does not include the cost of any improvement attributable to the following. It is taken into account in the year of change and is reported on your business tax returns as “other expenses.” A positive section 481(a) adjustment results in an increase in taxable income. You generally deduct the cost of repairing business property in the same way as any other business expense. There are also special rules for determining the basis of MACRS property involved in a like-kind exchange or an involuntary conversion when the property is contained in a general asset account. If you held property for personal use and later use it in your business or income-producing activity, your depreciable basis is the lesser of the following. What if my asset has no salvage value? Therefore, you cannot elect a section 179 deduction or claim a special depreciation allowance for the item of listed property. This tool is useful for individuals, businesses, or accountants looking to understand how an asset—like office equipment, vehicles, or buildings—loses value each year. If you acquire a passenger automobile in a trade-in, depreciate the carryover basis separately as if the trade-in did not occur. James Company Inc. owns several automobiles that its employees use for business purposes. If you place property in service in a personal activity, you cannot claim depreciation. Net income or loss from a trade or business includes the following items. The facts are the same as in the previous example, except that you elected to deduct $300,000 of the cost of section 179 property on your separate return and your spouse elected to deduct $20,000. This is because you and your spouse must figure the limit as if you were one taxpayer. Your spouse has a separate business, and bought and placed in service $300,000 of qualified business equipment. How to Calculate Depreciation Using the Straight Line Method? Under GDS, the property class for the addition is residential rental property and its recovery period is 27.5 years straight line depreciation formula calculator because the home to which the addition is made would be residential rental property if you had placed it in service this year. Its property class and recovery period are the same as those that would apply to the original property if you had placed it in service at the same time you placed the addition or improvement in service. The following table shows some of the ADS recovery periods. You made a down payment to purchase rental property and assumed the previous owner&#8217;s mortgage. Accountants use the straight line depreciation method because it is the easiest to compute and can be applied to all long-term assets. To be depreciable, property must have a useful life that extends substantially beyond the year you place it in service. For the year of the adjustment and the remaining recovery period, you must figure the depreciation yourself using the property&#8217;s adjusted basis at the end of the year. If you use this convention, enter “HY” under column (e) in Part III of Form 4562. Any property planted or grafted outside the United States does not qualify as a specified plant. No, this calculator specifically supports the straight-line method. However, the straight line method does not accurately reflect the difference in usage of an asset and may not be the most appropriate value calculation method for some depreciable assets. This method can be used to depreciate assets where variation in usage is an important factor, such as cars based on miles driven or photocopiers on copies made. Therefore, depreciation would be higher in periods of high usage and lower in periods of low usage. The units of production method is based on an asset’s usage, activity, or units of goods produced. A company may also choose to go with this method if it offers them tax or cash flow advantages. It is tangible personal property generally used in the home for personal use. Qualified rent-to-own property is property held by a rent-to-own dealer for purposes of being subject to a rent-to-own contract. For detailed information on property classes, see Appendix B, Table of Class Lives and Recovery Periods, in this publication. The following is a list of the nine property classifications under GDS and examples of the types of property included in each class. The election must generally cover all property in the same property class that you placed in service during the year. Corporate or Partnership Property Acquired in a Nontaxable Transfer The following worksheet is provided to help you figure the inclusion amount for leased listed property. If the capitalized cost of an item of listed property is specified in the lease agreement, you https://dominionpsych.co.za/?p=24476 must treat that amount as the FMV. Your qualified business-use percentage is the part of the property&#8217;s total use that is qualified business use (defined earlier). Report the recapture amount as other income on the same form or schedule on which you took the depreciation deduction. Your combined business/investment use for determining your depreciation deduction is 90%. Check Table B-1 for a description of the property. The second section, Depreciable Assets Used in the Following Activities, describes assets used only in certain activities. Table A-7a is for Nonresidential Real Property, using the Mid-Month Convention and Straight Line depreciation&#8211;39 years and lists the percentages for years [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>If you use property to produce income (investment use), the income must be taxable. If you bought the stock after its first offering, the corporation&#8217;s adjusted basis in the property is the amount figured in (1) under Cooperative apartments, earlier. If you change your cooperative apartment to business use, figure your allowable depreciation as explained earlier. Generally, if you hold business or investment property as a life tenant, you can depreciate it as if you were the absolute owner of the property. For tax years beginning in 2025, the maximum section 179 expense deduction is $1,250,000.</p>
<h2>Which Depreciation System (GDS or ADS) Applies?</h2>
<p>Use the resulting business cost to figure your section 179 deduction. Also, qualified improvement property does not include the cost of any improvement attributable to the following. It is taken into account in the year of change and is reported on your business tax returns as “other expenses.” A positive section 481(a) adjustment results in an increase in taxable income. You generally deduct the cost of repairing business property in the same way as any other business expense. There are also special rules for determining the basis of MACRS property involved in a like-kind exchange or an involuntary conversion when the property is contained in a general asset account. If you held property for personal use and later use it in your business or income-producing activity, your depreciable basis is the lesser of the following.</p>
<h2>What if my asset has no salvage value?</h2>
<ul>
<li>Therefore, you cannot elect a section 179 deduction or claim a special depreciation allowance for the item of listed property.</li>
<li>This tool is useful for individuals, businesses, or accountants looking to understand how an asset—like office equipment, vehicles, or buildings—loses value each year.</li>
<li>If you acquire a passenger automobile in a trade-in, depreciate the carryover basis separately as if the trade-in did not occur.</li>
<li>James Company Inc. owns several automobiles that its employees use for business purposes.</li>
<li>If you place property in service in a personal activity, you cannot claim depreciation.</li>
</ul>
<p>Net income or loss from a trade or business includes the following items. The facts are the same as in the previous example, except that you elected to deduct $300,000 of the cost of section 179 property on your separate return and your spouse elected to deduct $20,000. This is because you and your spouse must figure the limit as if you were one taxpayer. Your spouse has a separate business, and bought and placed in service $300,000 of qualified business equipment.</p>
<h2>How to Calculate Depreciation Using the Straight Line Method?</h2>
<p>Under GDS, the property class for the addition is residential rental property and its recovery period is 27.5 years <a href="https://www.bookkeeping-reviews.com/straight-line-depreciation-calculator-how-to/">straight line depreciation formula calculator</a> because the home to which the addition is made would be residential rental property if you had placed it in service this year. Its property class and recovery period are the same as those that would apply to the original property if you had placed it in service at the same time you placed the addition or improvement in service. The following table shows some of the ADS recovery periods.</p>
<ul>
<li>You made a down payment to purchase rental property and assumed the previous owner&#8217;s mortgage.</li>
<li>Accountants use the straight line depreciation method because it is the easiest to compute and can be applied to all long-term assets.</li>
<li>To be depreciable, property must have a useful life that extends substantially beyond the year you place it in service.</li>
<li>For the year of the adjustment and the remaining recovery period, you must figure the depreciation yourself using the property&#8217;s adjusted basis at the end of the year.</li>
<li>If you use this convention, enter “HY” under column (e) in Part III of Form 4562.</li>
<li>Any property planted or grafted outside the United States does not qualify as a specified plant.</li>
</ul>
<p>No, this calculator specifically supports the straight-line method. However, the straight line method does not accurately reflect the difference in usage of an asset and may not be the most appropriate value calculation method for some depreciable assets. This method can be used to depreciate assets where variation in usage is an important factor, such as cars based on miles driven or photocopiers on copies made. Therefore, depreciation would be higher in periods of high usage and lower in periods of low usage. The units of production method is based on an asset’s usage, activity, or units of goods produced. A company may also choose to go with this method if it offers them tax or cash flow advantages.</p>
<p>It is tangible personal property generally used in the home for personal use. Qualified rent-to-own property is property held by a rent-to-own dealer for purposes of being subject to a rent-to-own contract. For detailed information on property classes, see Appendix B, Table of Class Lives and Recovery Periods, in this publication. The following is a list of the nine property classifications under GDS and examples of the types of property included in each class. The election must generally cover all property in the same property class that you placed in service during the year.</p>
<h2>Corporate or Partnership Property Acquired in a Nontaxable Transfer</h2>
<p>The following worksheet is provided to help you figure the inclusion amount for leased listed property. If the capitalized cost of an item of listed property is specified in the lease agreement, you <a href="https://dominionpsych.co.za/?p=24476">https://dominionpsych.co.za/?p=24476</a> must treat that amount as the FMV. Your qualified business-use percentage is the part of the property&#8217;s total use that is qualified business use (defined earlier). Report the recapture amount as other income on the same form or schedule on which you took the depreciation deduction. Your combined business/investment use for determining your depreciation deduction is 90%.</p>
<p>Check Table B-1 for a description of the property. The second section, Depreciable Assets Used in the Following Activities, describes assets used only in certain activities. Table A-7a is for Nonresidential Real Property, using the Mid-Month Convention and Straight Line depreciation&#8211;39 years and lists the percentages for years 1, 2-39, and 40 by month placed in service.</p>
<p>If you have a short tax year of 3 months or less, use the mid-quarter convention for all applicable property you place in service during that tax year. The recovery period begins on the placed in service date determined by applying the convention. This section discusses the rules for determining the depreciation deduction for property you place in service or dispose of in a short tax year. You also generally continue to use the same depreciation method and convention used for the exchanged or involuntarily converted property.</p>
<p>Many accountants use a simple, easy-to-use method called the straight-line basis. This may not be true for all assets, in which case a different method should be used. Also, a straight-line basis assumes that an asset&#8217;s value declines at a steady and unchanging rate. While the purchase price of an asset is known, one must make assumptions regarding the salvage value and useful life. Straight-line depreciation is the easiest method for calculating depreciation.</p>
<h2>Know Your Numbers, Then Apply With Clarify Capital</h2>
<p>The straight line calculation, as the name suggests, is a straight line drop in asset value.</p>
<p>Example 3—200% DB method and mid-quarter convention. You multiply the reduced adjusted basis ($58) by 100% to arrive at the depreciation deduction for the sixth year ($58). The DB method provides a larger deduction, so you deduct the <a href="http://alltera.ru/2025/03/29/what-do-you-need-to-open-or-close-a-bank-account/">http://alltera.ru/2025/03/29/what-do-you-need-to-open-or-close-a-bank-account/</a> $192 figured under the 200% DB method. The DB method provides a larger deduction, so you deduct the $320 figured under the 200% DB method. The DB method provides a larger deduction, so you deduct the $200 figured under the 200% DB method.</p>
<p>If you expect the asset to be worthless at the end of its useful life, enter a zero. Enter the expected salvage value (also known as residual value) of the asset at the end of its useful life. If you would like the name of the asset, or General Asset Account (GAA) included in the title of the depreciation schedule, enter the name in this field. Finally, the calculator also gives you the option to include a year-by-year depreciation schedule in the results &#8212; along with a button to open the schedule in a printer friendly window. Tracking asset depreciation doesn&#8217;t have to be complicated.</p>
<p>A straight-line basis is a straightforward method for calculating how an asset loses value over time through depreciation and <a href="http://zenithmacau.com/adp-training-suites-alpharetta-5800-windward-pkwy/">http://zenithmacau.com/adp-training-suites-alpharetta-5800-windward-pkwy/</a> amortization. The established amount for optional use in determining a tax deduction for automobiles instead of deducting depreciation and actual operating expenses. A number of years that establish the property class and recovery period for most types of property under the General Depreciation System (GDS) and Alternative Depreciation System (ADS). The original cost of property, plus certain additions and improvements, minus certain deductions such as depreciation allowed or allowable and casualty losses. If you elect to use the ADS method, the recovery period is 9 years.</p>
<p>A qualified moving van is any truck or van used by a professional moving company for moving household or business goods if the following requirements are met. Other property used for transportation does not include the following qualified nonpersonal use vehicles (defined earlier under Passenger Automobiles). Failure to meet either of these tests disqualifies the aircraft from claiming accelerated depreciation, including the special depreciation allowance. To claim accelerated depreciation on business aircraft, you must meet the 50% test under section 280F(b) of the Internal Revenue Code and the 25% test under section 280F(d)(6)(C)(ii) of the Internal Revenue Code. These tests are based on the qualified business use of the aircraft. An improvement made to listed property that must be capitalized is treated as a new item of depreciable property.</p>
]]></content:encoded>
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		<title>Statement of Owner&#8217;s Equity: Definition and Examples</title>
		<link>http://xuatbangiaoduc.vn/statement-of-owner-s-equity-definition-and/</link>
		<comments>http://xuatbangiaoduc.vn/statement-of-owner-s-equity-definition-and/#comments</comments>
		<pubDate>Thu, 02 Nov 2023 13:36:08 +0000</pubDate>
		<dc:creator><![CDATA[namdepsco]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://xuatbangiaoduc.vn/?p=6850</guid>
		<description><![CDATA[This important business tool determines overall financial health and stability of your business. The equity statement indicates if a small business owner needs to invest more capital to cover shortfalls, or if they can draw more profits. You can compare balance sheets from different accounting statement of stockholders equity periods to determine whether your owner’s equity is increasing or decreasing. Owners Equity and the Accounting Equation The Gamma Tech Corp. appears to have made a huge profit this year, but giving dividends back may not appear to be a step in the right direction. On the contrary, investors may perceive it as a mixed signal from the company and hesitate to invest further. The company appears to have reached some maturity level in its growth as investors do not seem to infuse more capital into the https://sunshineimmigrations.com/2022/08/10/non-profit-bookkeeping-nh-nonprofit-bookkeeper/ firm, though the earnings still look pretty good. What is Shareholder’s Equity? For instance, if you’re a sole trader, you’re legally responsible for everything, including the equity. On the other hand, partnerships and corporations typically have multiple owners who share responsibilities and equity. The value of the owner’s equity decreases when the owner withdraws funds or takes a loan (recorded as a liability on the balance sheet) to purchase an asset for the business. Unlike in a sole proprietorship or partnership, everything does not payroll belong to you or you and your partner in a corporation. Shareholders’ equity shows you how much money is available for distributions to shareholders after deducting liabilities. Owner’s equity (also referred to as net worth, equity, or net assets) is the amount of ownership you have in your business after subtracting your liabilities from your assets. When a company has negative owner’s equity and the owner takes draws from the company, those draws may be taxable as capital gains on the owner’s tax return. Its full name is the statement of changes in owner&#8217;s equity.This financial report shows all the changes to the owner&#8217;s equity that have occurred during the period. Any amount remaining (or exceeding) is added to (deducted from) retained earnings. Tracked over a specific timeframe or accounting period, the snapshot shows the movement of cashflow through a business. Key components of the statement of owner&#8217;s equity Every period, a company may pay out dividends from its net income. Any amount remaining (or exceeding) is added to (deducted from) retained earnings. This account includes the balance of all sales revenue still on credit, net of any allowances for doubtful accounts (which generates a bad debt expense). See how Xero can simplify your accounting and give you the confidence to make smarter decisions. For all intents and purposes, shareholder’s equity is the exact same thing as owner’s equity. The balance sheet also indicates that Jake owes the bank $500,000, creditors $800,000 and the wages and salaries stand at $800,000. Therefore, Apple Inc.&#8217;s stockholder&#8217;s equity, as of September 29, 2018, stood at $107,147 Mn. For instance, when a creditor would like to see the amounts that Kaitlin put into her business and the amounts that she withdrew throughout the year. On the balance sheet of a sole proprietorship or partnership, equity is indicated as the capital account of the owner or the partners. Components of Capital or Equity If your liabilities are higher than your assets, your equity will be negative, which could mean financial trouble. The equity section of the balance sheet confirms the owners’ financial stake in the business. A business that as equity will be in a better position to get an expansion loan from a lender. It represents net assets available for distribution to shareholders after the settlement of all external claims. However, if you’ve structured your business as a corporation, owner’s equity works a little differently. A few points to note here are that the capital increased overall from a numerical point of view. Because assets either depreciate or appreciate over time, market value is very different than book value. Do not look to owner’s equity to give you a fair representation of your company’s market value. The statement of owner’s equity essentially displays the “sources” of a company’s equity and the “uses” of its equity. For example, if your small business takes out a loan, this will increase your liabilities and decrease your owner’s equity. Alternatively, if your small business makes a profit, this will increase your assets and also increase your owner’s equity. The balance sheet contains the ending balances of the owner’s equity, but it does not help in determining the reasons behind the changes occurring in the owner’s equity accounts. The owner’s equity is always indicated as a net amount because the owner(s) has contributed capital to the business, but at the same time, has made some withdrawals. Small business owners utilize this data when making business decisions, such as expansion and diversification. If your business is structured as a corporation, the amount of your assets after deducting liabilities is known as shareholders’ or stockholders’ equity. Each component of owner’s equity—including the impact—is described in the following table. These represent various ways a business owner can have a financial stake in a company.]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/BOAmerica.png" width="255px" alt="owners equity examples"/></p>
<p>This important business tool determines overall financial health and stability of your business. The equity statement indicates if a small business owner needs to invest more capital to cover shortfalls, or if they can draw more profits. You can compare balance sheets from different accounting <a href="https://www.bookstime.com/articles/statement-of-stockholders-equity">statement of stockholders equity</a> periods to determine whether your owner’s equity is increasing or decreasing.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Billcom.png" width="256px" alt="owners equity examples"/></p>
<h2>Owners Equity and the Accounting Equation</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/GustoPartner.png" width="259px" alt="owners equity examples"/></p>
<p>The Gamma Tech Corp. appears to have made a huge profit this year, but giving dividends back may not appear to be a step in the right direction. On the contrary, investors may perceive it as a mixed signal from the company and hesitate to invest further. The company appears to have reached some maturity level in its growth as investors do not seem to infuse more capital into the <a href="https://sunshineimmigrations.com/2022/08/10/non-profit-bookkeeping-nh-nonprofit-bookkeeper/">https://sunshineimmigrations.com/2022/08/10/non-profit-bookkeeping-nh-nonprofit-bookkeeper/</a> firm, though the earnings still look pretty good.</p>
<h2>What is Shareholder’s Equity?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/info-2.png" width="257px" alt="owners equity examples"/></p>
<p>For instance, if you’re a sole trader, you’re legally responsible for everything, including the equity. On the other hand, partnerships and corporations typically have multiple owners who share responsibilities and equity. The value of the owner’s equity decreases when the owner withdraws funds or takes a loan (recorded as a liability on the balance sheet) to purchase an asset for the business. Unlike in a sole proprietorship or partnership, everything does not <a href="https://www.google.com/search?q=payroll">payroll</a> belong to you or you and your partner in a corporation. Shareholders’ equity shows you how much money is available for distributions to shareholders after deducting liabilities. Owner’s equity (also referred to as net worth, equity, or net assets) is the amount of ownership you have in your business after subtracting your liabilities from your assets.</p>
<ul>
<li>When a company has negative owner’s equity and the owner takes draws from the company, those draws may be taxable as capital gains on the owner’s tax return.</li>
<li>Its full name is the statement of changes in owner&#8217;s equity.This financial report shows all the changes to the owner&#8217;s equity that have occurred during the period.</li>
<li>Any amount remaining (or exceeding) is added to (deducted from) retained earnings.</li>
<li>Tracked over a specific timeframe or accounting period, the snapshot shows the movement of cashflow through a business.</li>
</ul>
<h2>Key components of the statement of owner&#8217;s equity</h2>
<div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/Vg2dxUBe0L0' frameborder='0' alt='owners equity examples' allowfullscreen></iframe></div>
<p>Every period, a company may pay out dividends from its net income. Any amount remaining (or exceeding) is added to (deducted from) retained earnings. This account includes the balance of all sales revenue still on credit, net of any allowances for doubtful accounts (which generates a bad debt expense).</p>
<ul>
<li>See how Xero can simplify your accounting and give you the confidence to make smarter decisions.</li>
<li>For all intents and purposes, shareholder’s equity is the exact same thing as owner’s equity.</li>
<li>The balance sheet also indicates that Jake owes the bank $500,000, creditors $800,000 and the wages and salaries stand at $800,000.</li>
<li>Therefore, Apple Inc.&#8217;s stockholder&#8217;s equity, as of September 29, 2018, stood at $107,147 Mn.</li>
<li>For instance, when a creditor would like to see the amounts that Kaitlin put into her business and the amounts that she withdrew throughout the year.</li>
<li>On the balance sheet of a sole proprietorship or partnership, equity is indicated as the capital account of the owner or the partners.</li>
</ul>
<h2>Components of Capital or Equity</h2>
<ul>
<li>If your liabilities are higher than your assets, your equity will be negative, which could mean financial trouble.</li>
<li>The equity section of the balance sheet confirms the owners’ financial stake in the business.</li>
<li>A business that as equity will be in a better position to get an expansion loan from a lender.</li>
<li>It represents net assets available for distribution to shareholders after the settlement of all external claims.</li>
<li>However, if you’ve structured your business as a corporation, owner’s equity works a little differently.</li>
<li>A few points to note here are that the capital increased overall from a numerical point of view.</li>
</ul>
<p>Because assets either depreciate or appreciate over time, market value is very different than book value. Do not look to owner’s equity to give you a fair representation of your company’s market value. The statement of owner’s equity essentially displays the “sources” of a company’s equity and the “uses” of its equity. For example, if your small business takes out a loan, this will increase your liabilities and decrease your owner’s  equity. Alternatively, if your small business makes a profit, this will increase your assets and also increase your owner’s equity. The balance sheet contains the ending balances of the owner’s equity, but  it does not help in determining the reasons behind the changes occurring in the owner’s equity accounts.</p>
<ul>
<li>The owner’s equity is always indicated as a net amount because the owner(s) has contributed capital to the business, but at the same time, has made some withdrawals.</li>
<li>Small business owners utilize this data when making business decisions, such as expansion and diversification.</li>
<li>If your business is structured as a corporation, the amount of your assets after deducting liabilities is known as shareholders’ or stockholders’ equity.</li>
<li>Each component of owner’s equity—including the impact—is described in the following table.</li>
<li>These represent various ways a business owner can have a financial stake in a company.</li>
</ul>
]]></content:encoded>
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		<title>Best Louisville Bookkeeping Firms</title>
		<link>http://xuatbangiaoduc.vn/best-louisville-bookkeeping-firms-2/</link>
		<comments>http://xuatbangiaoduc.vn/best-louisville-bookkeeping-firms-2/#comments</comments>
		<pubDate>Tue, 18 Jul 2023 14:01:43 +0000</pubDate>
		<dc:creator><![CDATA[namdepsco]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://xuatbangiaoduc.vn/?p=7031</guid>
		<description><![CDATA[Staying on top of receivables is essential to the financial health of your business. For example, if you purchase office supplies for your business, you should have an “Office Supplies Expense” account. But you don’t want to set up separate accounts for legal pads, pens, printer ink, etc. Fortunately, with a combination of technology, best practices, and the right help, it’s possible to stay on top of your bookkeeping with little effort. Not sure where to start or which accounting service fits your needs? Profit + Peace™ for Law Firms Starts Here They ask about your trust account immediately First question should be about your trust account setup, not just general financials. Software proficiency Experience with your practice management system (Clio, MyCase, LeanLaw) and QuickBooks Online. Integration between systems is where errors happen &#8211; they need to know both. Proper timing of fund transfers Moving money from trust to operating only when fees are earned &#8211; not when billed or when convenient. Failure to keep accurate records may lead to sanctions for your firm, even if the mistake is the fault of your bank or accountant. Tasks include document compilation, income and deduction summaries, and coordination with tax preparers. Kyle R. BunnellYoung Lawyers Division Chair By treating these expenses as reimbursable costs and linking them to the appropriate matters, firms maintain both transparency and profitability. The ABA requires lawyers to maintain client https://thebossmagazine.com/post/how-bookkeeping-for-law-firms-strengthens-their-finances/ trust account records for at least five years after work has ended. Records can include bank statements, checkbook registers, and any supporting documents related to the account. Do I need a bookkeeper who specializes in law firms? The company offers a full range of accounting services and makes use of reliable technology and resources to ensure results. Services include tax planning and preparation, business consulting, accounting and audit, and wealth management advising. CPAs, LLC takes pride in having certified public accountants and business advisors who help clients achieve their goals. Trust Bookkeeping for Law Firms account management is an especially complex aspect of law firm accounting. Compare our Top Bookkeeping Services With good bookkeeping, a law firm may work smoother, build stronger trust, and grow without fear of losing control over its numbers. At Accounts Junction, we specialize in bookkeeping for law firms. Payment delays, chaotic billing practices, and unclear time-tracking documentation rank among the primary obstacles undermining legal practice cash flow. Once bookkeeping workflows achieve consistency, invoices go out promptly, revenue collection accelerates, and top management gains an accurate picture of available finances. This supports expenditure forecasting, payroll management, and investment decisions. At Meru Accounting, we understand the financial needs of multi-office law firms. This improves productivity, increases revenue generation, and makes the firm more streamlined. Let’s start with the basics of Kentucky’s IOLTA program and how trust accounts work. Hiring a bookkeeper for law firms gives firms day-to-day oversight of financial transactions, including recording payments, categorizing expenses, and managing reconciliations. With access to up-to-date financial information, managers can easily spot unnecessary expenses and control how funds are allocated each month. From reconciling trust accounts to staying IRS compliant, bookkeeping for lawyers isn’t something you should DIY, or outsource to a generalist. They ask about your trust account immediately First question should be about your trust account setup, not just general financials. A law firm Bookkeeping for Law Firms accountant typically handles higher-level financial tasks, such as preparing tax filings, reviewing budgets, and offering strategic advice. What happens if I get my trust accounting wrong? Each ledger should reflect deposits, withdrawals, and the current balance specific to that client. The goal is not to imply mistrust, but to ensure at least two sets of eyes see the trust account activity. In a very small firm or solo practice, this might mean you ask an outside accountant or utilize software alerts to double-check your work. The KBA offers a Trust Account Management Program and ethics hotlines – take advantage of those resources if you have any doubts about your processes. If the client or a third party (e.g. a medical lienholder) is entitled to money, you have to get it to them promptly unless otherwise agreed. Below is a list of standard accounting terms and their definitions to better familiarize yourself with accounting practices for your law firm. Decisions about a firm’s future development are based on clear and reliable financial information. Prepare for state bar audits with organized records and documented trust accounts. It also reduces errors caused by different teams using different systems. Although many standard accounting principles apply to law firms, legal professionals face additional responsibilities that require more specialized accounting procedures. They implement measures to safeguard sensitive financial information, reducing the risk of data breaches or unauthorized access. The single most important distinction in law firm accounting is the requirement for trust account management. Attorneys often hold client funds in IOLTA (Interest on Lawyers Trust Accounts), which must be kept separate from operating accounts. Law firm accounting services ensure your financial foundation is solid and well-managed. By leveraging their expertise, firms can stay compliant, improve cash flow, and reduce the risk of costly financial mistakes. This means more time for what matters most—advocating for your clients and growing your practice. A law firm Bookkeeping for Law Firms accountant typically handles higher-level financial tasks, such as preparing tax filings, reviewing budgets, and offering strategic advice. The magazine also provides an outlet for announcements of promotions, firm formations or relocations, and honors. This service is provided by the Kentucky Court of Justice and Administrative Office of the Courts (AOC). Schedule a free 15-minute discovery call with our experts to discuss your firm’s needs and how we can help. These are the systems we know, trust, and recommend—but if your firm is aligned with our approach and using something different, we’re happy to explore compatibility during the Clarity Review. The Fit Call is our way of learning about you, your firm, and where things feel murky or misaligned. How to Handle &#8220;Aborted Deal Fees&#8221;: Contract Clauses [&#8230;]]]></description>
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MY5I0oZyoErbjlLaHUrYbNcWjHa7B4sQpjSSRzwGsgphUzColZlLmsbGaXk+6HZbAGS1yOcEyIm4qBxp3+5rflQ+YqvfUP9zG/Kh8xUd8OpHTTxRNsHyyR07c92hsksgibn0JADnC+hIsdE5PDHwF4ps7Swz176R7J5u5YxRTzSuEnJPmu9s1NGAzLE7UEm5GiZERccDvqX+5jflU+YqvfVP9zG/Kp8xTZ8EfAtjO0Ac+hiYyBhLHV9bIYIOUbvYxzGPkkeL68mxwb0kEgFw9oOJ/tBBCXwS0VYWgu7nhnmgke4C+WLumERE9r3sTIgZPfVP9zG/Kp8xR31T/cxvyqfMVHjF8Ompp5IaiN8EsLjHNBMwxvikbvD2u3Hce0EEXBC3PBnsZU41ikFDSOiZNUCd0bqp744wKeB9Q/O+KN7gS2NwFmnUjdvTKgPeONW/wBzG/Kp8xVRxrX+5jflU+YrF7zraL2bDfjtX/8A56aXhe4O6zZ+vbSVzoXyOhiqw6klklZyUsksTQXTRRuz5oH3GW1iNddGRAeXvrX+5jflU+Yqo41z/cxvyqfMUndguKvtDiEDJpBBhzJAHMZiMkrZzGW3a40kMTiy/rZXMcOkLV8KfFyx7BaZ9RKyGsp4g589Rhsskxp42+rqIJomSNjAuXOaHtYAS4gC6ZUBb99e/wBzG/KrvMVUcbF/uY35Vd5ima4H+Des2hr5KWgdAySOCStc6slkiYYYpoYHBroYZDymapjsMtrB2ugBdWXie7RgEiXDnW9S2tqQT4M1CB5SpyoGw77F/uW35Wd5iqjjZP8Actvyq7zFMHt1sjXYTWvpcQhdTzMDX5HFr2yRPJDJIJWEtkhcWuAc072uBsQQNGmVAlfsVxmX12JUdKcObF3VPBS8t9kjJyXLSBmbk+425rXva4vbeFIyy54cDHpjwj8dov0zV0QXEkAQqhVsuSCgQVUpjeH3hfZRsfTUbw6Y3bLKw3EAtYtYRoZj/wAN+u1ocrI6jFtil4TuFamw7NHFaecb2B+VkPbPJ0aeoAJPZvUcdtNu6uueX1MpcL3ZFcsijPqRHE42JHrnXcUlKmtcefJdz38+znXsCd7/ABnxnwLHcPVSb+gHo6bN6jr/AAVS25GqMFEyjVvk8HhtbwkiwHk8C2mFU19SB4bDX8oajtWggkzOHrRa+lr9QaOr/v2paYaLMvbKPXEi58W4D+LpZIm7POWpZHoGgeEAnyOC9KXFcvqQ4dO4EeAhY08IzXa3fve7w36Rr4lbM8AWBufwWWG/tH0rlnaFBRSMk3XA6AdCw/t6Fs8F4QKjDHubTua5rjzopAcucEi7W30celazZeK93OHoQSToNG23pIY1OH1R36ktv2ncpTsdSgrakr+C3hJixIFjxyU7BmfHfR7NxdH2A7+q6cSyhDs/iUtNMyaFxZJC4OHTrbW46WubcEdNypg7CbQMr6GKZmmYZZGXvycrQA9pPZ0dYIKuhK5iq08uqN4QqWVxCF2UnMUrNwDF6ijqYp6WR0E0JzxTRnVp3EEHR0bhcFrgQ4EggrCKqxpJAAJJIa1rQXFznGzQ1o1LiSAAN91W0mrMtJvcBfC3BjcHJyZYK6Jt6ilBIbM1tgZqPMbmEki7CS6MmxuMrne/DPwXR4s1k9M/uPEaXK+ixCMlhJjOZkdQ5nOMd75XjnMJuLguY5D8XLgSNE6KvxIEVIBdR0V7CiD2lueosedVFriAzczMb3d6B2uEjbejweidUVbrDVsEDCOUqpbXDIWk79xLjzWjUlfB4jLSxn+jbfsWqv1S7x9+nwK3voIrgc4Upaid2G4yzuPFKfmFrwGMxANBOeDLzeXLRmLWc14OePTM1ik4XeDekxyk5Ob7lNGHGjrmNDn07zvDhpnp3G2aMkX3gtcAQ3mwGw1ZjmJR4zjzeSazk34RhLQWclCx/K076g2DiwOOcNdznk5nBrcrE8m120dLh1JJUVkgiij3uOrnvN8jImDV8ziLBo1PgBXOKtSxEXh9J6XUdUp9VHuvZt02IZouJBsrV4Xh2K01bHycjK8lpBLmTxGhpgySnksM8LspsdCCC1wa5rmje8AuH4/hzcZm2jqbUvKuqMPbV1kdS6jpY5Kl875agEhlOYjTWYZHZeTdozXNbxUOEGTHKPEqh7BDHHW9z0sAOZzIG0kEgMrx6KZzpHE20GgG65SfF84T9psQ2jqqXEKcvoWd32rXYc+k7n5CbLSgVADY5OUGmSxcb5gbNdf9Aw7m6cXUVpW1S2udDW8WfZ6jx/b7FK7IH0lNPXYtSxvbYST1Ve77HufE8aANM0+U2yvYwW0KVfG+4fcSoMWOHYTKKTuZkMldVNiilkfPUR8syJnLsc1kbYXwvJAzEy2uA3nLvD6nDsF4S5aeIR0wx7DoJ3sYOTacWhq58nNHMa6eGKV24ZpG31dIbtVxzeBfFJsckxLD6aWuhrI6fuqOjY6eanqqeJlLrSsBkdC+GKAh0YdYtfmDdC6x6LQkWfEz4ca/F6qow/FXiolZCayjrOSjie+OORkc8U4ha1jnDlonNcGg2bJmLtEbFcB1HBwj10gjZ3JSQUuN0VJlGSCtxCaSKLmHTk4pqSvlY0WDCYbegC1XEe4IMRoa6fEsSgkowYHUdFS1LeSlkM8kck0ssJ50bWthYwNeA4mR2gyi6v2N4WaSfhKxKla9vJy0lLhdPUZ+bPX4VLPUyRsNrE3r61gN9TSWF8wUrbUCF43XGAxOhxh+HYTL3IKRsBrapsMUsk1RPE2cRsdOx7WwsilhN2gOLnOF7CxU3Ey4bq7GpqqgxV4qJooe7Kar5FkTpqdsrYZ46hsLWxlzDNBlIaCQ5172um/44/ArismOz4jh9NLXwVzad0zKKJ1RLS1UMMdK4GmiBkdE9sUbw9odYufmygAlV8RrghxDDqqpxHEoX0Zkg7ioqWobklcyaWOeolmhPOiA5CFjWvs45pLgAAmUQbDgc2IhwbhSxaCmaI6ebCpq+khboIYqrEMP5SNgAsI2zxzhoGgblHQltT8EFONsMTx/Eyzk4e5n4ZHI9ojgFLhkEdRV1ROgcx0crWB2jOTMm/IWpXgz2uixPhXxd0BD4qTCZcMilYcwlNLiNA6ctI0yiomnYCLgiMEHXRZ4dwxwfzxxHAq8MZrSfYqdwAZU90YdTzTUs4dpyxfJK5hOjw4s0cG55BEfjTcNj9oq0RUxczDqR7jSRuBYayYAsNTOx1iLguEbHC7WuJIDnuAkzxSaV8vB02OMZnytxyKNlw3NJJU1LGDM4gC7iBckDVMDxuuAs4LUGuw9hOHVL7SRsF/sVUyHmxutuo5HG0btzSeTO+PM/wDxR6p8PB2ySM2fE3HJYyQHASR1VS9hLToQHAaFAeWzuF4Zwd7LOmqMtRWzhgmLCA/Ea/ITFBTucLtoorvOYjRud5GZ2UwuxXayrxbHoqyufyk09VSOda4ZEwVDBHFAwk5YGN5rW3PWSSSTOLZDHcJ4QdmXw1TGsmYI+66dpBlwyuynkKijc655J3PLHahzTJG6/PaoW7ZbAVmBbQwUdY3VtRSPp6hrSI6ymNUwRywk+pNiC25LXAtO5ATx4zNNtHJhtMNmi8VIqWmp5KWjhPcfc8wdd2IOawjlTBoOd4rqJm3ke18WJ4AzaZ0pjfiNG+hbNPh8wM0VTA2Uj7HPcQQyYDn2HO0Us+M1tTjmG4bTSYFTvrJ31LYZ4osPnxEspjTzPLjDTc5o5RkQzHTnW6VErbvbLaXE8UwA4/RyUbKfEKQUkkmEVWGiSWeqp+UbnqdHuywg5RqLEoCV/GcpdpZKKkGzJeJhM41fJTUcJ7m5F2W5xB7Wkcpl9DqosbRx7WR7Q7MM2ndIQ/E6GTD2zTUE13R19GypIOHOdYgSwjn2vm0vY2lPxndrMew2ipH4DTPrJZJ3x1LIsOnxHk4BC5zXGOm1aM4aMx01UVtotr9o8T2j2Xdj9JJRinxKiZROlwmpw0SGoxCidOA6pFpHAQRGzd1z1oB/+OdWbQRNwj7Ad35zJW91fYmGaa7Q2n5DuoQsczJmL7cpp6LtW/4THVDuDesONhoqjhRNaHiMD7JcgOQuI/uYm7q5E2ZzQ883oXhxreGSr2ajw51JBBUGsfVxyCqMoydzshc0s5F438q6977goccMPDnjO0MbYqx8cNO1wkFDQxvijfI08x07pJHvkc3oDnZQRcNBQEqNs/8Awfj/ALnwj8ylS74vWJQ02w+DzTvEUUVFTvllebNjZuLnu6GC9yToBcnckJtn/wCD8f8Ac+EfmUq9aP8A8ID/AHLL+hcgGt41/BP9j9pKDE6Rh7lxGto+62sAy0mJGqje42G6OpAfJfW0jJbkZ2BOfx6cGdXUWA0rTlNZi9HRNeBmyGqgngzW6cue/iWFxT9voNo8CkwrFLS1FCyEDlHBz6qihkY6jqGl2vdNPMyJrna2cyF5N5LLY8d/G+4KXZ+qsXdx4xRVhY213tpoZpnNbfTM5rCB4UBuOMTtqNkNl6eLCo2RSOdDhmGNcwSMpWtidJLM9hIzvEcTrZr3kla5wcMwMeuCnhZ25imjq+58QxukmzOMT8OlkinbctzUtXT0x5NzXA2yXZoQWnof/jU7DP2n2ap5cKc2pkhfFidCGObaup5YHMeyJ7iAJHRyte251MWXS9w3PFZ2i2xY7D8M+xrKXD6M5autxPDK6klZS8q+eVrJJ6mNj6txcWNDI3ZS9rnNsDcCNnC63G5q+Stxunqaeate4tfV0U1Gxwia0CKlbM0fcoo8jQ0EkCxJJJJWHEs9PGGe9xP/AJZUJ0v5RvHIXz4PSNIdLC2trJ2g/eo5+Rhp8w63mKc+CLtTW8Sz08YZ73E/+WVCAktxk6Hbd+LxHZsyik7lhEvJVGGRDu7uipMt24hIJL8iabUDL47pveL5sXiuI7bVE21F56rBKaje2KodSzZJ6l7psOLjRXhc2NjqmYWJIe5h3tslJxtOHXGMBxyGlw804ikoqesd3TTGZ3LS1dXC6zhK2zMtPHpbrSW4ovC9LXbYV7sSdE2bGaemZG+JvIsdVYW3LBGxji7nPp3zu9FqYbAHMLAZnG64wGJ0WMvw7CZe5BSNgNbVMhilkmqJ4mziNjp2Pa2FkUsJu0Bxc5wvYWKm4mXDbXYzNVUGKvFRNFD3ZTVfIsidNTtlZDPHUNha2MuYZoMrg0Ehzr3tct9xyOBXFZMdmxHD6aWvgrW07p2UUTqiWlqoYY6VwNNEDI6J7Yo3h7Q6xLw7KACVbxG+CHEMPqqnEcShfRmSDuKipahuSV7JpY56iSaE86IDkIWNa+zjmkuAACQM/gc2JhwfhSxaCmaI6ebCpq+khaLCGKqxDDs8bABYRtnjnDQNA3KOhZu0VXtUOEhrKIVhwrNh/dPKxP7hFKaSM1pjllbyYmBzkcm7NymnWFTgz2tixPhWxZ8Dg+KkwmXDIpWHMJTS4jh7p3NI0yiomnYCLgiMEHXR08E4T6eTafEMGmtFUU7aapoTewrKaWjinna3Np3TE90ji0b4yCAcjyAI/fykM0F8EGnLj7JPNrXbSEUwOcb7GVoy+8kt0prdpuLZi9Fs79lJHwHJEysqcPaX8rT0rwHF3KkZHysa4OewWsA6znkAHE42+x2KYfj8smJTyV0dZmfQYlOGjlaaM/eXMja2OOWHOAWRta05w8NGcgKjbHEdujsVE2sZbCzFTtkqQIu7JMPu3ucVobIZBSkckC7IHloHKEhzi4BpeBn0x4R+O0X6Zq6ILnfwMemPCPx2i/TNXRFVzIYWVCVUrBxqubBC97iGhoLi49AsST4g0nxLkIbHjEcIZw6l5GF1pZgczmnVjDoA38Im+vRZRNiZnc6ee7t7mtOuZ1+3tNu0+O6g4RcdOJYnPM8nko3EAkk8xpORrT68jq3X8CS1TUulfpo31I6BbTQetANh2klZXLMzdGGVHoXlzrnWxzPI15xGgaOkgWA8fUvJ4dI7sGm+4b2X6XdJPb4ldBGTp6FvqndJudd3ST5TolTgWyM09jbkmaZc41t73130eIhHOxZGm5PQT9ILWtffzRa5cexo8WqW2z+zNVNZxYQDYgSuy3Hg6B86W2y+ycFPqG5nnV0jwHHtt1DwJZUsQHZu/jwKp1rbGyng/WG/h2BldfO4Doyxk28p1K9YtjjELkXy3Nz2fOnOom9J8AWykpmvZZ2vQRb9+iRq33O5YdLYYnHZmticxnNJ3k+q8Xh1SSpcNuTfXcb9t9CO3pTrcJGzJYxz4xoOdYDcRrom+wwgzsG7lBmI6iDZwt/iHkVqlcxVItPUw6eH7rfoe2x98zT93lT38W/FDHU1NM482RkdTED65nNkt25XN+DTSGmyT2PW4+K377JZcH9X3NitDJewc5sT9dMkhMT/AJ5mnyLqDsyiaumSdCpZXAIK1GE5hOUs+LDwT01PTU+JVDo6qedrZqPk3CWKhjePUnc6t3hzv9mQWjUFxjWdiMV9z675Mq/qU5PAxtNtBgXLMbhldVU8oe8UslBWRiKqy/c5I3iA2a5waHtA5w1FiNfG4op1qDjRmk+qutV2v0/aLZQl2JJ8LHCLR4HR8rUHlJJMzaOijcBJVSNGtr+ggbcZpDo24GrnNaWz4F9l3Y9OMbxiWOrdmezDsOiOeHDxC/dLGdBK11i2M33iR5c5wDGF2wwvH8SrJKmso6+WWSwv9i6sNjjb6COFnJWZC25s0dZJuSSVHwOYnj2BVhkjw6vmgls2sojh1WwTAaNfG4wEMqGX0dbUXadDcedHhio4aSpTXNa1d1t1jF9L9+vWy2jly7EtuEDbGkwmifU1j8rRzY422dJUzEEtjp2EjNIbHeQAAS4gAkQh4V+ESsxus5WoOSKMuFHRMdeOmjPiGedwHOkOp3CzQANrwknaHGa0z1dDXaXbT07MMrOTpISb5IWmHebDM885xAvuACZ/mRi3ufXfJlX9StXC+H0sKs0pRc31utPYv1f6Eqm10HF4BOH2o2aoqinhpIqsVE/dZkmqXwljjBFBlDWRuBFoQb/hJfYjx0MTdG4Q4fSxPPoZJaieoa09Zia2O/5QUfP5kYt7n13yZV/Uo/mRi3ufXfJlX9Sva/ER9ZeaJyPseO1u1VbiOISVtXM6SpkcyQzt+5GN0VuREAjtybYw1oaG2tlvvuU/OwHHAxakp2xV9NDieQBrKkzuoZnNGg5dzIpI3utbnBjSem51TGfzIxb3Prvkyr+pR/MjFvc+u+TKv6lQq8fWXmhkfYeThQ42GL4lTvgo4o8Kjla5kssEz6mocxwsWxVTmRiIEEjMxmfqc1R+ppXRvY6Nzo3Rlr45I3Fjo3scHMdG9pBa9rgCCDcEAre/zIxb3Prvkyr+pR/MjFvc+u+TKv6lHXg/zLzROR9h9thOOHitLA2OvpYcSLAGtqRO7D5XgD/b5IZI3P8AwmsZfpF9VqOFXjW4vidO+CkijwqKUOZM+nmfUVD2OBDmtqnMYI2kGxLGB3U4JoP5j4t7n13yXV/Ur0+13jXubiHyRW/UK6lUU9nc4lGxuOAbhOl2bxKWrhgZVOlppaHkZZXQhrZainqMwcxjjcGlAtb1Z6lreFjbmXGcbqMRdGKWSc0zhFBK5/IupaeKnYWSkNdm+4h19LE6bl4/a7xr3NxH5IrfqEfa7xr3NxD5IrfqFacj0YdxtK44W2jxCgpsTBidS1U1RO+Lu2JwLCZ4WxObyhZYOIOpBIDb2Gn2D4x8uF4HJhtPh8Rhd9kRE+Sulc+GOvllkDSeR5/JibLmOrslza6a/wC13jXubiHyRW/UI+13jXubiHyRW/UICnBXtvWYHiUNZROs+L7nLE4nk6undblYaho3xusD1tc1rhq0J0OF3jE/Z6nhZVYXAySlliqqGsjrpeUppWSMe8NvBzoZGsDXsOh5p0cxrg2H2u8a9zcQ+SK36hH2u8a9zcQ+SK36hASG79at9zKf4/L9QkFwwcYqpxw4bylHFT/Y2shxNnJ1MkvLvh3RuzRtytPrhc9ibb7XeNe5uIfJFb9Qj7XeNe5uIfJFb9QgJDd+tW+5lP8AH5fqEgeFbjFVOM1WDzSUcUBwirjxKNjKmSQVL45IpAx5dGMrTyIGYXPO3Jt/td417m4h8kVv1CPtd417m4h8kVv1CAWfGC4b59p2UTZqWOk7idUyNMNQ+flO6GxtIcHxttbkui+9NNZKccHeM+5uI/JFb9Qq/a7xn3NxH5IrfqEA42L8Yepn2Ubgpo4mxtpKXDe7BUyF5ZSiIB/ImPLmdyI5uawzb1dFxiqluyn2F7ji5PuN2Gd2d1SZ8jmFnKcjyVs1jfLmt2pt/td417m4j8kVv1CPtd417m4j8kVv1CA8ODra6pwfFKatpHWkpnhxYTZtRC7mzwzf+VJHmaekXDhYtBDi8PnD7UbS0VPTzUkVIKefusSRVL5i93ISQZS18bQBaUm/4KQP2u8a9zcR+SK36hH2u8a9zcR+SK36hALLgQ4fcV2ej5CLJWUhc6TuCrLwIXPOZ5o52c6LM7nFpD2XLiGhznOLm7S8dDEJYC2iw+CkkIt3RUVcleGX3lkLYIRm6sziL7wdyYD7XeNe5uI/JFb9Qj7XeNe5uI/JFb9QgNPtFjNRXVc1TVyvqJ6hxlnnlN3SPsGjcAAxrWta1rQGta0AAAALe8EG278Dxmnr44m1DqcVDWwSSGJr+6KaSnN3taSLCW+7oXl9rvGvc3Efkit+oR9rvGvc3Efkit+oQG34d+E2XaPE46yaBlK6OmioRFFK6YObFPUThxe9rTmJqSLW9QOtISnmcx7Xsc5j2ObJHJG4sdHIxwcxzHtILXtcAQQbggFKT7XeNe5uI/JFb9Qj7XeNe5uI/JFb9QgHv2E44mK0sDY6+lhxIsAa2pE7sPleALfd8kMkbn/hNYy/SL6rVcKnGtxfE6d8FLFHhUUocyZ9PM+oqHscLOa2qcxgjaRoSxgd1OCaX7XeNe5uI/JFb9Qj7XeNe5uI/JFb9QgNvwD8J0uzeJSVcMDKoyU0tCYZZXQhrZainqC4OYxxuDSgWt6s9S8uEbhMqsS2hdi0Q7gqL0j4e55TJyElJCyKNzXvaL3yXIIsQ4g3BN9b9rvGvc3Efkit+oR9rvGfc3Efkit+oQDrcJ3GUfjmEPosQwunkD2tLKmOrlY+nrGMIZPTtMRyODi45bkFrnMJIJvbtXxncQrdmjhb6aFj5IWUNViTZnOM1O1oY/JRmINjnkY0Bzs7gMzi1rdLNPNsJi7bZsOr233ZsKrG38F4VZ/MnFfaFd8mVf1KAzuBj0x4R+O0X6dq6J2UB+CHZDEo9oMKfJRVkbGVlG+SSTD6mNsbGzNzOe98QDWjpJNgp8riRBY86Jm+MjtE6GkbTxn7pVXaAPURA2eT22uAnhndbx/sF/48KiPw1bQmor55gbtaTBTa3AjYOSu33xMjr9IyrNXnZF9CN5XGsxuQAiKPcL3N953vJPWT0rzpqe40HVl6NO3s6VSlgzvN/C89Tehvj1v4+xZFdK5rbsF3OIjYCNM53Z+prRqb9Nh0LMuxst1FJsrTQxSNfUNcWizmkMJaD0Od1kDcOgfM7WFSwvAMZDmndY/MUx+A4lXRyxwyWfyrmxZHBoPKOaXBt3va3NlBOptu8C3FFir4Jg6M811iWgmzmuPNc24v16EAhKtKUVc04etHZD600IJ0/wBFnRRpP7OYiXxNPWB5VvYKpoNj0aX/AHjqWc9C5saZv8fx2LLabD/XevCmYHC46dV62slyGYuJxCSJ7Xa3B+j6VH2CEtqXA74HvbfsBsf+EtPiUha6SzVH3lA7Eq8dUjXDtu0Nd+xXUmY8UtDYVw52Y9LbX6rkX+dq96ech0R9bI0jszNzt8kkTQtdjFSGQAnoc1niLhv8nzr05UGMkeoc0+R7Xj5h/wASvXcwEyKWQPY1w3Oa1wPWHNDh9K9LLR7A1HKYbSOO8ww38IYAfoW8WxHntWZ6XRdUQvxA+sK3RdUQgK3RdUQgK3RdUQgK3RdUQgK3RdUQgMrCo800Y/CBPgbzj8wSzCT2ylPq556OY3wnV37B4ylCv0z+FMI6WEzveo7/AAWi/V/E8LiFTNUt2QIQhfTmE8qt5bG8je1rnC/WGkhc+u/L2k9joPic/na6B4h95k94/wDNK43ICW/BJxq8fxHHcNpJ2UQiq6qlpZjFSTNeIppWsfybnVJAfYmxINuoqcK5TcXL03YH+P0H6dq6soAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCATW15+6R+9P5y0l1u9sPvkfvT+ctIFW9yCqELxq5QwEncAS49QGvkUASnCtj3ctBLlNnvY5rCPU3Fifn8V79BUO9q6jMWtGuUANHWfU3A6rDyp8uGzaZpZKT1ZGtvqC5uluohh8B5YWUeXT55SXdGYnq032PUSQPKOgLFVleXuN9GNo+8vYzIGRt1e8guPW47yR60JaYZsu/JG9lnWBzRvGjxbr6Hak3I7PAl9gqbl6l0jtzTlb4t5/jrT14c9sbB1Wvr/r41nm2mephqay3YnKTCKbmmeJ9xuzMfzbAizZYj6Hf0ka6JK7ZUbJa+JtNbnlrOTYwtDGtI1OttWhosABzUtNotpGMaQ1wudAAd1+wL24KtnzI91TKLl3oM3Vf9tvmXfMeWzHJjm0XvFfgeEthpGZugeAlwCbvbCvlMpMcwiF9ATvN/Cnhey7XdNgbA+A2t8yaDGKBkslQ7UPAcI4SQwRvF7NDmkXGul9/SdVxTjd6nc20nboZuy20lezKLtmHVe1x+C5ONhG0Ec4yu5kgAJY46nwXtdR7DqqjAltKCwzd0cq0NYIWvaICzmAucWhxI3i2h63PwSrZiFI11ssjdY5W3aWvabEX6W3CsrUXAqoYlVBT7R4kI4ZHH1Id8w0TEbISGV9TL0yvlPkNh8w+ZOZwg1T24c7Po4ts/UHXp1/jeme4Pq37m5vU5x7fRWd9N1FJaNnOKd2kbzatxNHK73jj2Pa6z/nHzrywOoL4ZNb5o87ennNbmH8fgrKxpmannb65pcPGBf9i0XB9NeOMHfZ0R/JIb9P/F2K9axPPe5MHgPrOVwSlN9zXM67ZXkj5ilxZNXxZpD9iCw/7OaVo7AQ028lk6q1w2MVT0mCF40VS2RgLfGOlp6ivZfilSnKnJwmrNaNH1MZJq6BCELgkEIQgBCEIAQhCAFfDGXODW6kmw/jqViU+A4byYzO9E4bvWN6vCvV4RwyeOrKC9FayfZfd9PPoZ8TiFSjfr0M+ipxGxrR0dPWd5PjK90IX63ThGEVGKskrJexHzrbbuwQhC7IPDEPvMnvH/mlcbl2RxD7zJ7x/wCaVxuQC/4uXpuwP8foP07V1ZXKbi5em7A/x+g/TtXVlACEIQAhCYjh54zWGYDK+mhacSrWaS00MoiipTcAiqqsrrSgEnk2Nc7m2dkuCgH3QufWKcc3aF8hMUVDA31LBTTSkD8N8lRqe0BvgW82M46+JRyNGJUVNUx3aHPonS0crWk851pXyse4C5DbMva1xvQE6UKMnCVxuaGlosOqcLhbiDa3uttTBPUmjmw6WmFOWsqIWxSc5/dD7OBynkjlLheyE7+Sb3Jj+VH+ZoCayE0Gy/CzWV+xbsapqFskzW1c32L7qfz4qKqkhm5OoEBJl5KF8gbk1IyjfdMT38c3uTH8qP8AM0BNVCiZwZccZuIYvRUtVQMo4quVlKattc6fkZJgWU94zTNGR0xiaSXANDy7oUs0AIQoe7WcdcQV9TFS4cyqhhllhp6s4iY+6Yo3ljZAxtM4Bj8uYanRwQEwkJi+LJxg2bTz1kElO2hnp2RVEUTao1PdFO5xjmc28TCDG8wg6H7+1PogBCSfC9tvDgeC1lfMM4pmXihzFvdFTI4RU0YcGuID5XsBcAcrS51rNKir38c3uTH8qP8AM0BNZCinwUca2uxvGKWhp8Jja6ofaSb7JPcKenYM9RK8CkF2sjDja4zHK293BSsQCb2u++M96fzlpQt1tb98Z70/nLSFVvchgSkLwjbRCKGX1sYOY9D5Do1vR6ojd29SVmM1nJxOPUNdbb9AAeskgX6LqMfDPthyr+Qgdmyk8q8bi/UHyXdp0DfqFnrTsi6jTzMbrhEx91RNa9wC51h64m4198b+LsSTkltE62pPNB8G/wAVySsqp3vO87r/AIZHR2gG/lWDDAXFgG4g/tP7FnSNosdiIXQRNLrgEB97dBFyfBqtltHtC/k7MPYLeTyLPxamaMNLAbPMbSD1GwDAfIE3WD4hy/NkGQtJZfoJHb0Fc7ps2ptWiLjYKiFXI3Nbm6uJ3lxOp/cn8ooBDE1gFgGtOnT5OxMTsfgtXC7lIgC02uL2uOw2TnUbsRGVwEbwbAxy30bp/tGu/wCk7lza6NNPawr6WtjL8oNnWvld0i9rjrt+1aLaHZ5skvKMuxw0LmjfYXFx07/nWg25rJYJKeYWYWus5rL2s7fqd4NglbgGLtmaCekf97dirasWZU2aV+BwzsyVLI3DQZmtLLj8Jt7Xv133rY4Ls7DTNtDzWXu1oFst94W6r2ty6W8XgWnqqvI2wN1xKTO+RFq4keF2QCilt1H6EwGxE+XlOjKQ7wguId9KeHhdrw2ifmO+4A6yUymzTrcp23FvHcfQtVFeBnnYyymkug5L3Z4tN+V7fDzSQkvsm7LMSOiQAjwgOb4i3MPIttgdTmYB0gEA+DcR83lSXwupy1ltwkDD4JInG+n8b1ZT2aME90TC4tzLYbL/AG8o8bWtH7E69k2PAJDyeHs/811RIfCZeZ82b5k54WuGxiqekxIUdQ6N12+MdDh1FKOhrWyDTQ9LTvHg6x2pLhXMcQbjQjcRpbwFeBxTg1LGq/oz6SX0ff6m2hiZUtN12FehaSkxZw0eM34Q0Pj6D8y2cFbG7c4eB3NPz/sXwuL4PisM/FBtestV/wCfE9WniYT2fmZCEIXll4IQvWCne/0LS7wAn59y6hTlN2im32Sv9CHJJXZ5K6JhcQGi5O4BbajwF5++HKOoc4+XcPnW9o6NkQswW6zvJ8JX0nDv4XxNdqVX+XH2+k/cunx8mYa2PhDSOr+RgYPhAj5z7F3QN4Z4Ot3atuhC/Q8HgqWEpqnSVkvNvu31Z49SpKo7yBCELUVghCEB4Yh95k94/wDNK43LsjiH3mT3j/zSuNyAX/Fy9N2B/j9B+naurK5TcXL03YH+P0H6dq6soAQhCAYvjlcLT8BwZsdI7JW4iZIKSQb6aCMN7qnH/mNEkbGfhSh2uQhc3ZZC5xc4lxcS5znEuLnONyXE6kkm91IX+UCxl0+1xiJOWipaOBrb6B0wdWPcBuzEVDAT+AOpR4QGTheHzVEzIqeN88shyxQQRumkkda9mRxgucbAmwHQlbjPBJj9LAZqjDK2KJoL3yuopSI2AXJlytJY0Aal9lObiTcGlNhmz1NWFjXVeKRtq5qlzQXR0stnUsMLrXbDyYZI4eqe83JDWBr+IDjQVRSd4/vBpTYbiVLXUcYhjxPugVUMYDWMrYMjnSMYNG8syW5AFs0T3b3qMSA6V8R0f/wbDffYl/zKpUNONrwY/YHaGZsTMtJW5q3DS0c1kb3fd4AAAAYZS5oaL/c3REm7lMviOekbDff4l/zOpWfxsuDL7PbPTMhbmq6PNW4dYDNJLGw8rCD1TR3aBcDOIyfQoDmM1xBBGhGoI0sRusetdTuLTwgDHdm6Opc7NOxvceIDS4raZrWyucBuMrTHMB1ThcsFJj+T+4Qe4ccloJnWhxVrRDmJszEKYOfDYE2bysRljNtXObCOgICTvHC4QPsNsxUmN2Wor74bR5TZzHVDHd0SNI1HJwCUhw3PdH1rmUn+49HCB9lNpXU8Ts0GEh9DHlNw6rcQ6vd2ESNZCR/8JfpTBAfx4NSgFrwGbcvwPH6GtaTkikDKtjbnlKKb7lVNyg6u5NznNB0D2MPQur1JO2SNj2EPa9rZI3tNw9jwHMc0je0gg+Nca1P7ig8L8B2LqDWyc7Z6N7J7kZn4e1jpaDKBvOVj6ZoGp7nbvLtQG7/lFOELlaulwmF120obX4gGkH+lTMIpI32Nw5kD3SWOhFUw9CiKtxtttFPiWI1VZUm8tXLLUS2vZpkcSGsvujY3Kxo6GsA6Ep+L9wePx/H6WjFxET3RXyN05KggLTOQehzszImnWzpm9CAlt/J/8GPcWFyYpUMtPiQ5KjD22MWGxvvmFwCOXlZn6QWQwuHoipRrxoaVkMUccTRGyJrIoo2DK2OONoYxrANzQ0AAdi9kAm9rfvjPen85J+rqGxsc5xsGguJ36DXcEoNrvvkfvT9KRO2UhFM+3UDpv1dYftVU3YJXY0vC5tbUOcYYnlmUB1RyYbeJ7gckfKAEmW1iSCA3TLqMwYLaGXk7tG87z1DefH2J59lqE1rJ5CBla0yWABzVNU2Qxjf6lu4G/wB/cmQ2ndnqnnfqGxtte7iGg+K5d41gndu7PQp2SsjFwejzvaN+UOe+3S62Y+Q2H+MquztEeXYD4B2m7m6Dw/SlJhlIIYHHpcHNLuvLcyH8t1vALepXjhMQ7ppyN3KzRHs5PnHxXa5TfQ6W5tNoXZXuZvtlaPAA0gfOVqcBwRj3ZctxI4h5F/ucxAja7T1Abc+Gy32OUTnPDrakDTf6ENb+xW4VDJG8uZvPomnpXEX0PRpxT0l5i3wLZKugkaymcKiPKJCJXBlrktDbnTMcpOlu3frvKTamJgaKhrqVzvQcuwtbIBoTG86EaLU7M429lx91jzCwIZy4ByhulyCBpbQkJRNrJ5wQ6NkgcAwmWEsHJDXKGudmyEjXruV1lLXCot7Nd9n9jV7bwx1VG4NIJsXMcCCDbUWI7UkdgcUOQdnNI6iDb6Qt5i2xUUfKSiV8LiHOMNK7k4rl2Y3jN7nWw6huWp2OwYRxDNoXOe63UHuLgD22Kqm1sKcpJi1jry4fx09awsRfZtz/ANh0q+niDfJe/hTV8KnCVFBUNp4jncHNFS8aiCPMM403y2vp0fMeIU3OWh3XxChG70E9wu4nyrw0HpGVvVbpcklgURAHWbv/ACSXfuWXtxjdPPUZonBzQzmhmutrC56NSFkbM0xcA627k2HT2UgO/wCFpWtJqNjyqkk5XvczcJdaQdROngOhBSe9W1w3sme13aLj9v56UUcBEzB619vDmJA8Vh86TxaeXlb1uz+U5T9PzLqnuzPPoTi4GICMLpe1ma/v2iT5i4pwm/x40j+C6m5PDKQHeKenB98Y238dylhGNFqgtDDPdiMCqFRXBZy4qArgqK4IC+ORw3EjwEj6F6ipf6535R/evAK4KqVCnLWUU/ekdKTWzF/sm9jaAyyAHJyz3vLczskZJOtrmwB0TYjjX7J+25fk6r+pTjYR/Us/9nWfmPXJRbaVOMI+FJe5FMm29TpN31+yftuX5Oq/qUd9fsn7bl+Tqz6lc2UK05Ok3fX7J+25fk6s+pR31+yftuX5OrPqVzZQgOrfBXwvYRj8k7MMmfM6mbG+cPppqfK2UuayxmY25JY7d1Jb1tVHFG+SV7Yo42ukllle2NkcbAXPdI95AawAEkk2AChV/Jpf+2Y3/Y4f+lqEoP5RvbOohpsOw+FxZFWd0VdcG3BmbTvibSsJB+9Z3SvLTe5jjPqdQHExvjZ7LwVBibPPUAOLHVFLRvfE0tNiQ+Usc9l785jXA7wSLJ1OD7bnDsZpe6MNqGVUYOV+S7XwvtfLPDIA+N9tbOAuNRcarkUnZ4pe2lRhe1eHck53J108GGVkAPNnirZBBGXtPTFLIyUEajIRuc4EDpxiH3mT3j/zSuNy7I4h95k94/8ANK43IBe8XaQN2swQuIaBXUJc5xAAAnbckncF1O+zFN7NF8PH/mXHRCA7F/Zim9mi+Hj/AMy9KfEYXuyskjedSGslY42G/RpuuOCkDxA/TlF+K1/5jEBXj+YU6HbGSQg2q6ahqGG2hEcZo3AHrBpT5VH1dEOPJwUyYxg8dXRsMlVhfKyciwXdU0MgaaljGjV0rCxkrW7yGyAAueAud6A6X8TTbunxPZaiiY9vL4bHFh1ZT5ufEIAY6V+U68lLCxhDrWzNkbclhT0rj9sltLW4bUtqKCeWkmaC0TU8hjJYSC5r7aOjJa27HAtNhcJwMX4xu1dRA6KTE5QxwLCYIKWkfY6G1RSwMlB7Q66Adj+US28p6qvosOp3CQ4fy89c5hDgypqRGyOLMD99ZHE5zh0cu0bwQIoK6WQucS4lxcS5znG5c4m5JJ3knpVqA6V8Rz0jYb7/ABL/AJnUp7UyXEc9I2G+/wAS/wCZ1Ke1Ac5eO9wY/YjH3VMDMtLipkqoso5sNZmvWxdgL3CVo0Fpy0egKYrCq+WnnimgcY5YHxzwSsNnRTQvEkTmn1zXtaR4F1K4xXBy3aDAKqks3l2junDpHacnXQAmK7iDlZIC+JxsbNmcd4C5Y1dO+OR7JGlj43Ojkje0tdG9ji17XtOocCCCDusgKVU7pHue8l7nuc973G5e95LnFxO9xJJv2qUXEG4LYsRnxCurYxLTxRTYVDG9t2yz10BZWeNlJLk8Fb2KLtLA+R7WRtL3vLWRxsaXuke8hrGsY0XLySAANSSur/AdsMzA8AoaJts8MYfVPbrylZN91qnA9LeUc5reprWjoQHMPhU2QlwfGa2hluTSyvjY9wA5WB1pKaSw9khfE+3RnstLQ4rPDDURRyOZHVMjiq4mus2eOKdlTEJG7jllhjeDvBb2m8xf5Rfg+zMo8Xhbqy2G4gW39A4ukopHAaAB5mjLjv5SIdAULUALonxGeDH7FYCKudtqrFhFUuzDWGgaCaKOx3F4e6Z1rX5ZgP3sKIfFW4NDj+0MEUjSaWltW4kbGzoInDJETa2aaQsjtcHIZHD0C6gMaAAALAWAAFgANBYdSAqhCEAm9rvRs96fpSL2osaea/Qx5I7GtubeVLTa4/dI/en85NpwgY7DAwtlcGMsJZ3k6tiDmizQNTJI4tYANec4+pVNTZkx3G32FlNMMTp3kAsmp6xhPNtTuaIj/gbZjrjoeOtMoKUPq3yO63lnRlzHUgdd93hSz292zjqamSalzQscx0L3vDW8vE513DKL2YS1h67t7E3rsQu7qHWbCw6SSvPnLp2PRpx6vqbTFK8Buos1mW49axoNh2lzh5LrE2BkMrKfW5D62Qn8JzXt/Ok0Wl2mrc0ZYzcRdzz0m+viyl3lSm4NqbJS53aaOc246Xuu23kB8SiUvAWRj4hY0FS2d9286zpW2HUJCG/MlFTYAx+reaR1ag/xqmY2A2l5KVzJdDmc1pO42dpqdztyejZzGQbHw+TpuuZRaPRpTjKJn0GGvjPQRffZbhjnAa/9vKrnYkwjTs1P7FiS1gO/Qfx/rquJNnTSR44gcwsdesHp6f2LAka1up06fB0LxxHEm3sznHs3DwlN3wq7TvpqV2U/dJPucdtzM28/4Rc+RTCm5OxXOqoq5g8LPCkIGvgo3ZpTmZJMNW0/Rzeua3Rub066JgwS5xJuScznOJJJO8lx679KyZQSTfUm5JOpJO8k9d1bQSZJAfC06X5r2ljvmcV6tKCgrI8SvVlVleR6Yay5PaWDxB2b/pTwbI0RbQkn1b4iOvK1sn7foTV4HD90PU0EnwtNk92x3Op3jojjgf4gAXfS5ZsRLxJFtGPhZgYZQ55jJbQCO5texbpf5z5Vp9m8CM+LRsOge9ofp0B17C+65FvGUv8AZ6lyRZT0jM7tFw76XLOwrB+56ugl0/pMpsL3IbmDBcbhq7dv0XEWdSJNYBTZI2joa1jB0ehbbcP40W3AXhTRhoaOoAeGw1/evcLcjzWIlXBWq5Zi8uVQrQrgUBcFcFaqhALfCP6ln/s6z8x65KrrVg/9Sz/2dZ+a9clVrhsip7gn92P4p2PYhh9LVwS0DYqyGGrhbLVVDXiKdgkYJGtpHAPs4XAJ8KYJdXOLv6UsC/u/Dv1Vi6IIbd5htH7Nh3xup8yR3mG0fs2HfG6nzJdBUICOfE+4EMT2aqMRfXvpnirjpY4e45pZSHQPlc/lBLBHYWkba19xRx5uCapxnDKeqoGOmqcM5cupIxmfVUc4Y6bkWAXfURuha5rBq4OkADnZGmRiEBxqmic1xa4Frmktc1wLS1zTZwc06hwIIsepSI4k/BBVYjjNNiM0ZjocPkFSyaRthWVkBvTspr+iEcwa9zxcDksu92k78Y2KwuqnbNU0NHUytsWVFTQU88jSLWyyyxlwOg3HoW8ijDWgNAaGgNa1oADQNAABoAgLaqMujcBvc1zRfrLSBe3QoGjiTY301mH9tpKs/P3Ip7IQECu8mxv25h/5dX5qjvJsb9uYf+XV+aqeqEBArvJsb9uYf+XV+apzeLRxa8T2fx5lbVVFJNG2GpgMdM+oL80zWhpAlga3KLa6qVCEAKNPD3xT6LFp5KrC5G4dVSkyTwPYXUtVKbkuyRjNBK5xBc5gc02vkzFzjJZCA5s4vxUdrIpS1lHHUtG6emxGjax2ttBVzRSdF9WDeEotguJzjtTIw4g+DDIr/dAZW1s4F/8AZxUrjESe2UWv07l0EQgIt8LXFRZPhOHUeBugpu5ZKmetqsQfIZa2SaOJjHSSU8DruHJu5tmtaDzRqU13eTY37cw/8ur81U9UIBveLrsLUYFs7SUFU+KWWndVufJTF7o3CeslqGZTKxrrhsrQbjeDv3pwkIQAomcYTio1GLY5NW4ZNS0rKoNlq4KozM/ppJE0kQgheMsgDHuvrnc89KlmhARD4COKZV4Xj1JW4lPSVEVGXVEUFMZnudWMH9FLhPA0ZI3nlbg3zRM01NpeIQgE/wAI+ysOLYTWUU/oKuGSAusDyUhGaGRoOmeOVscg7YwoVDiT437cw/4Sr80U9UIBpuLBwQjZnCXxSOZNVVMhnrqmEHI4Muymjic9jXmFjLu5wvnml6CE7KEIAQhCAZnjG7eSYY6BkTGufLHI/lJHWbG1r8urQQSdT0jcoobR7TT18hlqZC+18jTuHXZlgB0bgBbQ3T18fOq5N+GW3vjrWkjeQ2SntqOrO78oqNNPLniHbew6hpf+O1efiW8xtw8Va5dLV8o/najnFrRuFgbXHk8qTOJVT31IaCSGvaA0bgWnXQdNx07tepKHlGRMDjvbd7yTvcARGxo6rm5WBs7hxe/lHc0Ek3tvLtek671RBqN2zRJOVkja4FgktbUZGg2FzLIdBHH6rU7ku8SDY4jHGLMY0MaSLZjbJfQ6a3t2Nt0XWz2OjhZBkjFh6J7jve4dLj0gXPUBdYe0IzvY1voS5ovawcG8+Q+IADwKl6suWg0TaVxnefw3kaW0zG37Etdn6yaMAAnxq6jwnNVPAFue4jwE6apVv2cs29t3Qr5SJpxse+FYjO+1z5Uo4aZzwDI4nsvYeQLR4FTlvit0JSwgkdiqky+KvuazES2NhO6wNvAP+yYXhPqnTVDeoBz7dQ9CNPC5PVtaTkLR06FMjtw29UAN9g0+IXPz5VooK2plxLvoI9w9F41hOatlUx2ae1xA8A3rELedZbYs86SNls2fup7W/tAP7E83B/6B/VJCadw9bJGTl/KY+/iTMYG/JICeg2t1g7/o+ZPRsIA2Qg6NlswOO5szdYjfdzs1r/hBY8T6VzTQfhsKCCUNpy7pDXh1usdXkK3WFVXdE2DM00nOfTLYEtk1P/0n7uxJeMEPni3Ek5AetwtY37bDxlZuwsp5aItBzQk5G23ucbWI7ecFENxMlrTyZmtPZ+7/AFXskngtW9jRY3aLcx2th079xSkpKprxpoeo/sW9HnNWEirlaqrMXFwVQqAqqAuaqhW3VQUAucG/qWf+zrPzHrkqutOC/wBSz/2dZ+Y9cllrjsip7gpmcF/G7wvDcFw6jko6yR9HTUtJJJGafK98ELY3FmaUHKS24uLqGaF0QTv79vCPaNb5ab65Hft4R7RrfLTfXKCCEB1p4HtvYcewiGvp45IY53TsbFOWF7eQmfA7NyZLdTGSNdxSJ423ClW7N4RS1NCyCSSarZSPbWxyysEbqaomJaIZoznzQt1JIsTosPiL+kig/tMR/wCYTpIfykHpboP7xi/UKxAM736W0XtfDfilZ5+nY4q/GLxfaHHTR1sVHHEKaoqc1HBURv5SJ8TWjNNVSNyWkdcZb6DVQRUi/wCT19NzvxGt/S0yA6GqEHChxtsdw/G8SpIYMPdHR1dZSQumpqpz3RU9Q+Jhkcyta0vLWi5DQL9AU31yf4fvTXjn944n+uSoB3u/S2i9r4b8UrPP1JCPjBUtFsjh2J4sWd018T3wYfQtLXVUzJHNcII5ZHFlO0BhfI9xDcwGrnNa7mys3FMVnqBCJnukFPEykpw61oaeNznsZGBoGB0kju0vcTqSgHz2742+0dZKTSSR4ZFc5IKWCKd5abZeWqauN5c8W3xiMG+5arZ/jSbVU0gc6tbVNHooKyjpnsf758UbJR/heEyiVnBFsVLjWNUdDDcd0yATSAX5CmjBkqZNdLsia8gHeco6UB0o4BtvarG9noa+qpm0b5eW5ONkjpGTshJYJmNe0OZG97ZLMJcbNBzEEFRB79LaL2vhvxSs8/U8KHDIqWhZBA0RxU8LaeCJu6OGGLk42jwNaAuPKAkt36W0XtfDfilZ5+nz4beNNSYPDHBSMZX4g6KJ87GuLaahlkia8ioe05nSAu+8sNwAQ5zDa/PZbbZvZqur5Cyhpqise0AvZR00tSWNcbAvELTlbodTYaIB0Mc40G1dRK54ru52k3bBS0lNGyMdTS+J0hHv3uOu9bTZDjabT0kgM80WIR3bmhrKSJlmg87JNRtieHkHe4vAsNN4LPbS7KYhQOaK6kqaMvuIxWUk1NymXfyZmY3MB2XWmQHTzi+8POH7SxuZG00lZE0ST4dM9ryY9A6SklFuVgDnBpOVrmm12gFpdreMPxi8P2dvBG0V1fZp7hjkDG0oeA5rq6YB2Qljg4RgF7gWk5GuDlzr2Q2jqsNroKuikME9O7lIJmgOyktLHAtcC1zHMc5paQQQ4g70UFBXYlVv5GOor6mYyVEogilrJpXPfmlke2NrnuJe+5cel2u9AOvtJxptqqqUubWNpGndT0VHAxjfA+dkkp/xPK9dmONZtTSyB0lVHWsG+Cto4C06j/aUrIpb2FvR213JrNp9i8Tw8NNdRVVG1xyMfWUc1M17rZrMklYGudYE2B6CtAgOk3F54x+H7RPbTSt7gryHubRyScpHVCMEvNFUENzPDRnMTgHAZiM4Y5wfJcccJxCWmqIpoHmKWB8c8ErDZ0U0TxJG5p9c1zQfEutPBbtMMUwXD62waaunp6iRjTcRzPjHLsaepsoe3/CgFI9wAJOgFySTYADU3J6FFPhp44lLRyyQYJE2vkYXMdiFQ5zaUPboe544yHzsuDzw6NptdpeCClLx+dtZcP2abTwOyPxSU0crgbHuJkTpaoNI9f8Acoz1tleOlc70A9WNcaTaud5cK4U7TqIaWipGNZ710kL5CPfPKwqXjLbWsNxibz/aUlFKPJLTEJPcDnBNie0c80eHMjIp2xvqZ6iXkY4RKXCIOIa5xc4xyWDWn0B3WTiY/wAUPaenjLo2UtYRqY6OtAfbpsKxkINuoG/VdAKrYfjqYpC9rcTpKesju0OkpS+imAJ5zrEyRPIFyGhrL9Y3qcOAYh3TSwTcnJBy8cU/c9Q1rZYeVjEgZO2NzmiVuaxAcbEHVc7+LBwLVdZtZHDidNLTxYblxCvgq4HRcoGSFtJHaQWdHLMy9xdr2Qy2JXR1ARI/lAheowgdHJYl5RLRkfQVG/ZqQEuvuacnRuyODrHw5fIpQce+FjpMMLja0dfbxvprqNmz9GS17miwFg1tt9yXEnyLzsS9WbsMtEJ+qcZZshvljN3tHqnHouO0fMlPhpAIDuzmjQNFr69ttAFpsDiIfI4j748vN/UtBcBbt53zLJY8kPd1ZiPESNe3RvkVE0nb2GmDsbs4470LOa06AD1Wthe3Re+i3OytQ+sq3OOrIm8jEdNS5wD3WboL84W6g1JTDqF0gAbvAIFu02afIT47dScrgvwoxvfHucG8qHAZgHGxbe+8WezTpuexNkdqN2e0OG5Kvwn9yXE1GDH4t+7o7FhSQZpWutYtIbI3fldvNuw7wekEJUmmvGOm4XEnc1RjYRVNThsh6ezy/wCq2uQBhV9RS8/+OtenI822+6gCLx8ta1znGwF9+v8ABTFYs8y10jrENGfLm36DeR83iT+7SYaZAeoXu62+2oy3+n+CydfG1szxfU8qANN9nfuV8JWRmqQuJaugsGjqBcf8Zv8AQB5VqwOd4Nf2/tStxGjs0k9DWDwcwD9hSRcNT2/wFqpO6MFVWZlwD7q3tIuE7/B7XMcBG+1pGtbc9DgLD6badiaDDWOLr+tPz+H+NyV+AzFr2AXH7Nd+nhaPGqq+uh3R0HC2kLo5c4N3Rgtk/DDdWOHblB8JCXHA+aeepvcNfI3lYzf1QvygBPTc38B8Ka6fFuVjPr2BzSHbnZdcp7DlOvU4rZ8BrXVNeyKN2TkpBOx5HoYC2z29Gpacv+IdS5pdDqpsyWeH4c5zLtIdfXUZe0bum1lkthc30Qt0X6PKvPDIcjQATpbsufF4FtIKkjR3OvrY/wAdi9BIwNsSqqFaFULIWFyqrFVAXKqtRdALzBP6kn/s6z8165LLrRgf9ST/ANnWfmPXJda4bIqe4KVvB3xOvslhNDWfZXke7aenrOQ+xHK8j3RE2TJyvd7c2XNbNlF7bgopLq5xd/SlgX934d+qsXRBG7vGP/nP/wBk/wD2SO8Y/wDnP/2T/wDZKZqEAhuArg/+wGB09By/dfIOqX908h3Nn7oqHz25HlZLZeUt6I3tfRMx/KQelug/vGL9QrFKBRf/AJSD0t0H94xfqFYgIDqRf8nr6bnfiNb+lplHRSL/AJPX03O/Ea39LTIDoauT/D96a8c/vHE/1yVdYFyf4fvTXjn944n+uSoBDqYvEW4EaOrpHYticLKkOkfDhdLOwSRAQEsnnkjddsjjLmja1ws0wPdYktLYdLqNxS2gbF4LYW+4OOmmpqJSfGSSfGgHKNDFkycmzLbLyfJty5bWtlta1uhJnZ3g0wihxOWuo6SGlqZojTSyU0Yha6N0glcRAy0bZHOa0ue1oc7KLk2SuQgPGu+9P96/80rjauyVd96f71/5pXG1AC6s8X3YinwfZ6hp4GNa58MFTWStaAamtnia+eR7t7uccrb3ysYxu4Bcpl2F2S/q+k/sKX9AxAYnCBslS4vh1RR1jBJFUMcw3aCYpLHk5IifQzMcQ5rhuIXJHG8PfTVM8Els9PJNTy5SSOUhkdG/KSAS3M07wF2MXIvhS/r3Ffx7Ef1yVAJtdMuJxsPT4ZsrQyRtby2IxR4jWVAbzpTUDlKdhcSTycULmMDQbXzusC9y5mrq9xe/SngX93YZ+pxoBV7Q4NT1tLNT1UbZ4Z2uinhlbma9jusdBBsQRqCARYgLkzwm7N/YzGcQo7lwo6mppo3vtmkhilcIHuy6ZnxZHaeuXXVctONR6csa/Gn/AKNiAbJdN+JfIXbDYRfobXN8TcTqgPmC5kLprxK/SNhPgr/+aVSAb3+Uc2fkmwOgqmNLm0VS9k5bujirYwxr3/g8rDCy/XM3rUDF2MxzC4KumlgqY2zQzsfDPDIMzZI3izg4eDpGo3hQT4euKXX0MktRggdiFKSX9xA3qqRtiS1rT/7RGNwLPumoBa6xeQGi4DeF7ENmquWWi5ORlQI2VlJUtLmVDInOMZzMc1zJWcpLlcDYcobhw0UueD/jl4NVZGYjBPhrzo6Uf06nab2F5IWiYX0P3kga66XMCq+jkhldHMx0UjCWyRSsdG+Nw3h8bwHNd2ELwQHYfZzHKWup2T0c0VVDJfJUU0rJmOymzhnYSMzTcFp1BBBAK2K5R8C/CriGz1e2ejeXRuLe7KB7yIa2K4zCRmobMBfLKBmaesFzXdSNksdhxCgpqunOaKrihqYSRY8nMwPAe3oeL2I6CCEBHPj3Yc6VlAW72sqxcdGaSn/cmK4P4vuLmkWLPRZulw57r+X5uxTI4cMDZV8gx4uMk48pZ+4JhTwdPp3yFmofc298bG9+y3kWTE0nLVGrD1VF2Yy9TExoDGeqIbfsDSd/h0Sjw/ZIso3z3zgOax8dr5WyWANukZuj8Ida3tVwbzF+W2/0JA1AH/V0+JKDDMMqKendDNrnbyYd1ub96J7QQ3X8ELNymtzTzU9hEbO0DYKmFz/vUl4y7eMjyLFpHTlJ8t07OxNE0QB9udLmnJtqGVNpIx4AwRtv+Cm9p4P6RLRu5rnfd6UOtkmG9zWnok0Nu1jvXJScGuKyRvbTz3tbk4nO1yuYfQF19COdYHoOiobszZSYsKvD8zg5tg8aXO5435X9nUei/hB2NBO1wLDzXjfG7fbrb0OZ2j5ivVzR/HT09HjVkENLNKwVZcIWiRzpIi5rmStAMfPjGdsZAkBLNbub0ZkS1LZvS5q8TLWOJOnQO0noA6T2BeUIJ1Iyi2gcBfUWuQdB2Do3+BTbTbMQ0z2vY7lM7pC3M50mSNzi+Pk3SON2Brg0kabuuwS2Pl7YnZBc2NlG5EWmroQXCdtZHSxODbF5uGjcNdCTru6VHKSskdWGR1ybu06LDU+LcnC2zwOaomf3RJyfSdL83XRvakRyGV1vRb8p9fY217bC3jWqnZIyV7tij2hjAYbeqawjwOYN3jDklKfCHPPrRYuc71rPB5Fu8brhyUQPscYd4h/p86wn1dgyPcXZXSkdJJJaPejTyLuLaWhnkk2bbCNnnOYC0c3S1+m5sL+Eh3iY5bLDsMyE33vzO3eoa0vGg6NL+NbmjxFmWGEaCzTId/OlOT/hiZl/xHrVIagzVYaBzZHOhbbpzNcwf4Re3gaepZ813cuy2EhDVWbK86hjX3PrnOuxgv2k/wDCU7vFIwJ76qoqHA5GNZECRoXuFyB2jmpK4Jwe1FXWRUkYsGhk1bIRdjCQGgEj1rTuGpc7oAupXbH7NwYfRxwQCzW2uemR51c559cSL9llrw8L6mSvO2hvIhuVXOvIB2aqr7gfQjDxmkB67BazKhPIVoKqFjLS66FRCAqFVWqoUEi8wL+pJ/7Os/MeuTC6z4D/AFJP/Z1v5j1yYWyHoopluC6ucXf0pYF/d+HfqrFyjXVzi7+lLAv7vw79VYuiBeIQhACi/wDykHpboP7xi/UKxSgUX/5SD0t0H94xfqFYgIDqRf8AJ6+m534jW/paZR0Ui/5PX03O/Ea39LTIDoauT/D96a8c/vHE/wBclXWBcn+H70145/eOJ/rkqAQ66j8U70l4L+Ln9YlXLhdR+Kd6S8F/Fz+sSoB0UIQgPGu+9P8Aev8AzSuNq7JV33p/vX/mlcbUALsLsl/V9J/YUv6Bi49LsLsl/V9J/YUv6BiA2a5F8KX9e4r+PYj+uSrrouRfCl/XuK/j2I/rkqATa6vcXv0p4F/d2Gfqca5Qrq9xe/SngX93YZ+pxoBdLlpxqfTljX40/wDRsXUtctONT6csa/Gn/o2IBsl014lfpGwnwV//ADSqXMpdNOJX6RsJ8Ff/AM0qkAouMJwlR7PYFUVZyumP9Hw6CS5E9dKDyQe0OaTCwB0rwHA5InAEEhIngV4z+DYwyOOqkbhdYbNdT1bwyGaTQXpKx1mEFzgBHIWvubAOtmMX+PVtjWVu0z6aeKWmgw4OhoYZm5OXEhvNVM6HRzOY0NcCRkgZudmCj+gOtHCXsPg2LUb/ALKwQTRtY5wq5ckT6aO2YvirQQ6No33DgNNbhcpdoIIY6uoZTvMsLJZ46aZwsZoGSubC8iw1cwNdu6V4Oq5DGIy9xYDmERe7IHHUkMvYHU626V4IAXTHiTOedhsKz3/94Bmb2MYnVBlvwbblzs2C2SrMWxCGkoYzLNO4NaADljZcZ5JngHJAwG7nHcB0mwXVzg82YiwrCqKihOZlHDFTh5AaZXMaOUkc0aBz353nteUBruEBl3w9YElvK1JCopQ4fx4/2JScJ8+SWn97N+cxaGGYO1ClEM1rMOFxpq2xHbbo8C9sc2eErAQN+oNtfL1rZtAPhW1wVwILT0agdhOvz6/4lzJXJTGB272LzytEgLD6OCdmjo3tsHWPiYbeDcRdeeAbL1bXl0krHuHq8p+72t9+Ybc78IG+if8A2iwds0Dha7m89nhA1GnWPnskE+INv5Qezt7V5mIpZZew9fCVc0fajAoy/L90GU9jswNuo7/KrHOAOmng8X+q9Z3WP8dX8eVYch6FQb4o9A6263TZotu6ANbDUrV4visWQ3eAelpNiD1OadQVbX5ugkdXVu08e9JnanDJJaeT7oY3WOVwJNukjfoTuuNRdEdOOg1/CLM2V73l+RjNHAak5rZNO06eMbrpv3TEw3y2u60A7LgON+rd47pR41Tu7oa1ugFw4X5rydHZ82pBG/MdelX7QULIos7iOaAGMAtr1gesBt5FfBo8+sncRG1M1+TA6Br4GAftWdLTHNFINzmxOGvvgbf4gR4lr5qaRzwXMdldmFw0nmu3EaeBKzk2/Y2Fm58N3XO90Zqjf5nM08KulolYyx3ZvqDCjeKQah0fRuzQvbm/4HOPiW82PgEcpeRrC1mUfhPDnvPhIa0X/CK0myGLZsNkY70cBBGvqHs1A7C0keFhSrgc0CNzTpK0EdRu07/Acv5axyVtDUpX1Hw4MaRrYw9wDZKhrKjMBo8OboAbeiA3jtKXsTdf4/jqTb8EOI8vSGF550BAB6clzybm/OCnCopzq13oh/xN6/Dr869Wi1kVjy6qed3Lqh9zZZuCMtcnoF/Lotfe71sqY2Y7tIHkF/2qwrYkAqhWAqqxlxddVurLqqEouBVVYq3UEjkbF04lwssJIEndEbi21wH5mm1wRex6kxfeU7P+2sT+M0XmCcHDNoKmCMMjeGtBJAyMdq43OrgTvWV/O6s9kHwUf+VaI1UlYrcHcbXvKdn/AG1ifxmi8wUhNi8Aiw7DqSjhc98dHDDSQvmLXPdHBGI2GQsa1pfZovZoHYkN/O2s9kHwUf8AlVf521nsg+Cj/wAqnnIjIxz0JsDtbWeyD4KP/KqfztrPXj4KP/KnNQyMdBILhu4K6PaSihpq2SeFkMzatjqJ8UbzI2GSEBxnhkGTLM42ABuBqtZ/O2s9kHwUf+VNjwqcMWK0lYyKmmay0YfJemhfdz3HL6NhtYN6PXKqti4Uo5pXOWrF/eU7P+2sT+MUXmCWnA1xcsK2exI1lHPWSyGKWmLKyamezk5XMc45YaWN2e8bbc62/RM87hzx8f7yy34lTfVL1fw446RcVLe0dx031azPitJdJeS+5zcmGo8bX8UXBMQxCrq5qnEGyVk9RWStino2sZJUyumeIw6hJEYLyBck2AuTvTdP4dsfH+8s+J031aoOHjHvbLPidN9Uqnxuh2l5L7kiy7ynZ/21ifxmi8wT98HWykOEYXS0VO6SSKkYYon1DmOkc0vc/wC6OiYxpN3kaNG5RXZw54+f94Z8Tpvq16Dhwx72y34nTfVrh8ew66S8l9yLkxEKJODcO2LsmHdEzZIzo7LSwNLe1uVguR1FOTScItZKxr45mva4Xa5sMXz8zf2LXhuJ0a/oX06Pc6SuPVMzM0jrBbp2iyjP3lOz/trE/jFF5gln/Pyv9lHwMX+RU/n5X+yj4GL/ACLXzonWRiN7ynZ/21ifxii8wUk8NpRDDFG25ETI4ml1rlsbAwF1gBmsOgBM9/Pyv9lHwMX+RH8/a/2UfAxf5E50RkY9Kjjj/E8wKqq6ieSpxEPqZZqmRsdRRhrZJ5HSvDA6hJDAXm1yTbpKUZ2+xD2UfARf5EDb7EPZR8DF/kTnIjIxHd5Ts/7axP4zReYKQuxmAx4dh1JSQl746OGCkhfMWue6OnjbEwyFjWtLy1ovZoF+gJrRt7X+yj4GL/Irxt3X+yj4GL/InNQyMeZMDt/xUcFxXE6qtqKmvZLVyGeVkE9I2NriALRtkonODbNG9xW7G3Nf7IPgYv8AIr27b13sg+Bi/wAinmoZWITvKdn/AG1ifxmi8wT6cFuxdPgmE09BSvllipuW5OSqcx8juXqJKl2d0MbGmzpnAWaNAN51SJbttXeyD4GP/KkdtDwqYo2tEcMzWtFmuHc8LrkC7tXM6zbxLmVeMVqdQpOTsh6eEDYLDMZp+SxKmjqmC/JmRpbJCXbzBURkSRk2F8jhe2t1HPbHiTYfK8uw6unpASTyNXAyua2/Qx7HwvDR+EXntTg7H7c4pUxyEzNJaQAO54Rpc33M7PmWzxDbPEYSCXZ2+qAhjuPI1dRqJq5DptOxH0cR+sv/AFnBbr7ilvb3vK7/ABpS7McSGkY8GvxKadtweToqSOj06jLNJNceBoT4YVtnLPGSyUE/2bLtPaMv0rKwbaWqcJGyPBcwmx5NgzC2Zugbbdou8yObGx4M+DPCcDgMeGUzIM9hNObyzVGUkjlqmQl7mgkkNvlbmNgEr0kDjc+QkOH5DfF0LRO2uqw+2cW/smf5VJBlcLbbvp+xs35zEiqSpLTZKbHK19SG8ocxaHZea1ts1ifQ+AJLVcBBuP4sljls39LUB27f9K2NLPZwcOjeOzpCSFLUEFbujqs3Yfp8KncC0ZOCAd4OoSF2ooOTndlGj7vZ1C/oh4QfmcEosIqtS09O4dTv3H6fCsnHqAywkAc5vPZ2kbx4xfx2VNenniaMNVyTv0Y2c8Rtr5NyxnQ9fhW8MOn7/wBtuleE1N1dOi8qx70ZicrBa3/fXVJbFKWeYlrdAdL7t/Ul7NS669SrBRjTd1nxCymxLmMPjexE/Kuc4G3KMYxzbG0OQuc+/XdpFjuuk7tLhAdHKyPeMvNc6xswguJe7S2m+/SpJ4lRhzTa3Tru8KSOF7JNlc+W3NlJZGbWvGLhzxfoc69uizARo5WU4NsyVpqKuxpnVELaKla6PURNZMWlpySRcwXsedca3HWEj8Xs4OyggWyC7baHnH5/oUgdotjpIIS5oYGDcwNBJubjo1Nz86b/ABbY6WY2sWnTmtFvRG1zboCunGSMkJxY2eBTObO4a5ZmuY7qBDSWeMEW8aX+yEpqKYRt3xfdI3drLtcPBlAv/otfU7NsY9scUsk8kZcDEwgxsJbuz3sX9drtFrl3Qt9wfYeaWRvKW5zXi2pF3kbj2Dp6bqtQzM7lLKhWcH+POp6pj7HW8crdxtuII8LdO1p60+EteySGOaI5gLOuOmPdICPXAXNuttlH6SMB4e31TrPHrXt5rj4CAx3+Mpb7M188MrhGDJE/77H0xuLQQ9gOhu0i47FNCtkeR7HNalmWZbjt02pB8BW0i3DsFz49fot5FpMN5sbbbrC3YLdq3jRlYL9Qv+z9i9I88RgVVaELEXFbqt1bdCEl4KFbdF1BJeCrgV5gq4FAegQrAVW6AuRdW3RdAVJTJ8OlBkxCOU7pow3wOhdY/M9vkT1XTfcOFDylFHJa/JP5x6myDL5M2VZMcv5Ldr218jmauho4gCFbuK8Qy25XiX13l6l4MMRCektH3MxZMAsQCzrdHqb9fSFlyeUdY/aF4yxXGnhCVMPbbqEzMgbp1q4lY9M/TqO4hEzz9P7P9VilhZp7C56ucs/BMdnpXXhdYH0Ubucx3hb19osVqQVew3+dcpTpO6umdJ6jtbNbaQ1BDZByMh0AJu15/Af0E9RSmL0wrU6GweMGenyvN3xWY4ne5h9AT26EeJe7w7iLqy5c9+jL4u4qs6pmWNnRyi9o7sZBcgOWKZFUPQgzGuXo1ywmvXq2RdEGY1y9WuWE2RerZERBlmSwJ6gT5BdNtSAyV7CdS51z4XOv+xLnE5bQSH8F/wBFkjMBbeuiO/nxj57/APUqa26NNBWTYqtkJzTVkjDoH38puR9JThURa8a6/OkRtHQETZ29V9Pwed9A+dbfZ/E/ujQfVjT33SFrh4dCmazao98U2ZAkMkDjC/fmYbA++buI8K8IsXmgBdO3MBa80XRl9ezePFdKx2oWnracEPadzgdPErHHsVJ33NpsliTamla9pDhd8bi031YbDx5cunatBizstUW9R/cVh8Dr+SgrWHXk6ghrAd7nRt3D/BdbF2HSyVDnkAXJOrgLA7+ldRd0jias2jOZNb5l51MQPj+m37llx4RKcvodxB53ZpuHYF6jCZbnVvqfVdIv2dStRSxM1FPlKpE8j+PIlJNgkh9b+V4f3/MsR2z8l97fyj0G/V1ISmyyirrgX6NzhvH8W+Zb+kxh1rO17ev/AF7Enxg72He3ynw9XX9K92wOaDqDYEka6gAnTt0+Yrk6PXE4Wl5czcSS5vrXdNuwlYTo7jyra4a+N9mvG/QHUWPVf5gs2TBmHVpI8d1kqYa7ujdSxeVWkIbFLA/Nfo3lYMNcxouTYa7+z+PnWZwkUktLEZDd0egMg9QSbASDoBO47ujTpaJ9fU19THS0ur5nZRbcxvq3vI3RtbdxPUFlcWnZo9CM1KN09BcMqH4hUOhhzCGMjuydhIuOiGJw/wBo8byPQtueq7gUWEFxaA0NaMugFgGt0a1rRuaAALdQW02N2XhoaSOGPUMF3PcNZpnayPf+E52tugADcFuagiNmm87vD+5b6VLKjya9fPLTYRm1eHco5oPoY9w9dIevwD6exIraDAZZGOZFzDJpJL0hnUO07upPDRU0UkQJGY3e13OO9ryNw6xY+NegpIxuY38kH5yrHTTRSpuIy+A7EQwRvbGOc5pYZCLuOYa679Tr4gtVtjsVIyKIxMcTHf0MbjvGu4dafu1jpp4Bb6F7PYHiztQmSKVkiOZJu7ZGmmwKUsc0MN3tDmgg3dMw2aNfwSR5E7OyGy8kbWkht7BjwTf0N7bvD5ClfJg0V75QOkG247/pAWxp4bBUU8MlLMy6eIbjZGpGFOa3eLC2gvoN2mm5Vr5NAOs/MFuZY+a7tBCTs7s07W+tGY+NaGVQEwqqy6rdYi8qgKl1S6El6FbdUuoB6XVQV53VQUB6gourLqt0BddUurbqhKAuJWNidIyeF8cgu2QFjh2EdHavYuVpcoavowR72nwWShqTG/VpuYpOiRnQb+uHStY9vSE/+1OBxVkJZINd8bwNY3dBCY/H8Hmo5iyQe8eNz29bT+xfOYzBqk9vC+vYz1Itamty21HjH7wvPLfdzT1dB8B6Fe9/SNEDnfxvWSMp09F4o/vyKtyzdv0t1qj33Pg08ivDuh2v8da8i0jtt9CulVtHND4hHr0Lwifqr8+mq8sv71zNOrG5F9TYRm6VHB5Nlqi317HeVpBH7fKkhSyWSi2Lk/psfgeP+ArLhbxxEfei+DHNL1aXrwL1YXr7K5qsZBkVQ9YudVD1NyLGY169GvWCHr0bIpIsZ7ZF6tesBsi9WyKTk9MXk/o8vvXJPbEsDqlnY+/kF/8ApW5xB14ZB1tf+aVoNnLwTxvPoSbkjozg7/ygqpvxI0UvRY6tUwPPj+haDEKcxAEf7Mhw8RSgoCHNaR0knReuI0WbMOu62SVyhO2htMNqA+Jrh0gFYmMSZLO6t/gWDsfMQx8Z3xkjxf8AdV2kl+5OHYVYneJW1Z2E7sPMX4/UNjNmOidJI0bjIx0UbT4QJneVOHNGWvHabfTbyaJtOA9xOLTk9ME2p7KinsnYxSI5vH9KiGxFX0j0w+9/KvaqaQQsbDb5vJ8//ZbGt1b86tRSzzYwlt15cnzwsulHMCo1pzIDXYlTlouOxeHJaE/gm3jBW4q2XbZYLGbweq/hspAli8/SFvcCxDPmDvRNAJ/DZe2YdoOh8I61pZgLO8a88Mm57TuvaO/bm1+a6mxCkLWaJkkbmvAex4LHseA5r2OFnBzTvaRpZJrYzYShw50z6VhzTOOZ8r+UcyPNdsUbiLiFp6NSbC5Ngt3HNlb4d3YvfDnaWPTr85XDir3O1JpWvuerjYX8Z8C0uK1mhcfA0dn71s8cJEDiOjLfwZhdIuvnLgQd67SOMxuNiakmaqjd0mOqj968cjIB4HRMP/1UpmxBIvBGO7rp3stoyVkoJsXMfk3docwOt2JYmdoOp+k/QosLlJoxZXxBWOqGdp8DbfSVRtU0bm+V37ksLns4L0jasM1g6Ggf4nH5rq3ugn/RLC5mStNkk8BBIdI7fK5xaOqNpys8tr+NGOVU0k0cUZcxpvJPMxxaRGwgOa1w3OdcDx9iy4HC9hoBoAOgDQWUMsjsI66LqJnfKYv7BQ/AVXniO+Vxf2Ch+AqvPFl5Ui3MiWd1S6iZ3ymL+wUPwFV54jvlMX9gofgKrzxOVIZ0Szui6iZ3ymL+wUPwFV54q98pi/sFD8BVeeKOVIZ0SzuqgqJffK4v7BQ/AVXniO+Vxf2Ch+AqvPE5UhnRLUFVuok98ti/sFD8BU+eKh4ymMew0XwFT+2rTlSGdEtrql1EkcZLGPYaP4GqH0VgVzeMpivTT0J8MNYf/wA5cunPsdZo9yWRcvJ07eseUKLMPGbxRv8AueGnw01Yf/z1lR8anF27qPDB/wClrPP1zkq+r8yc0O/yJE4/j9PSRGSofybBpmLXG/gDQSm62n4TMFqY3Rycs/1j2U5Ba7oLC9wTTba8Y7FMSo5KeemoGMksHOgpqljxY3GVz6xw6OopsjtHL62P8l/+dVToVZJppWZzOa6Dzx1McgJiJc25ALgGut0ZmgmxsqMNk0NDtfUROuwR9oLXkHwjOs77YVV6yH8iT61eNLg1eMvBa3vMsovoOk4gqw6EHxHwJrxwhVXrIfyJPrVU8IVV6yH8iT61Wf4XiGtUvM5yMct0Rcb7gNwVwTZu4RKs+oh/Ik+tR9sOq9ZD+RL9cqVwnFLa3mdZRzQOpKLYo3q2dgeT+SR+1MeOEKq9ZD+RJ9asvC+FKtgkzsjpybFtnRykWPgmCup8IrZ4yklo09zqCsyUbpFQyKOZ4cMS9ipfgp/OVT7d+JexUvwU/nK9vkSNfNiSLzq4PUcvt4Yl7FS/BT+coPDhiVvvdKO0Qz6eWoTkSI5kSR4erw9Rgk4Y8VJvmiHY2HTyFxWTDw24oN7ad3voH/8ATKFKoyI5iJNNkXq2RRoHDpiXsVJ8FP5yqjh3xP2Kk+BqPOVPJkRnRJWpk+5v9676CsSENNOOvkyST1tey1u3QqOr+HbEyCOSpNQR95qOkW9sobw7YkGgcjSaDL95qNRe+v8ASuxcSw8m0yyFaKRLjYirIvG/fG6w7WnUfMltKy5B/j+NVByPjC4q2blGw0YdoCBDU2IHWO6/2reN41mNgD+j4fp109X58tVOLSsyqpJN3RK6KLkq8jokB8u8fQthX0HKAjxKHFXxoMZke1xgoAWkEZaeq3jrvWlZPfW437Xw/X/4er8+XSjY5crkmqfCH00rnwOMTy1wD22vqbuFnAgi7WnUdAWkwHbyr7tfBVzk53Zad5ihbZ7cxyktjF8w1F+ltulR3n40OMu3wUHip6rwe3Uksc4Yq+pkD3xUzHAh4MUc7ecL29FUE9PzKHHsFJdSdvdk4eC2VxGhtaMdGm5i38Na8x6k37bdfgUGqDjM4zG1o5GifYAZpIKkl1ha7stWBfwALPHGtxu1u58P+L1fny7iVyRNaKtf646f69nYiKreek667+tQpHGsxv2vh/xer8+Q3jW42P8Ad8P+L1fny7ujjKybEs5ynUoivyR1uXNO83tzf+yhO7jW42f93w/4vV+fL0i42eONFhT4f0jWmq+n/wBcl0MrJZUrswePJ+SAvPD9xHS1zHeRzSoiRcaHGW7oKDx09V56qM4z+MhxIgoNd47nqreL+mqcyIyMnLCMwCzYtLdig7FxtccaLCnw7x01Z58rxxusdv8A+z4d8WrPP1wdWZODEzenk965w8LRmH0JC4ky1nD1WvjUWncbvHS0t7nw6zgQf6NWbnCx/wB/WpPGbxjJl5ChsNR/R6q+++/uzculJEOLJkbPyAvi7M4PaCxwHzkFb5x5xB8N1Byi40GMxkFsFBob609V+yt3LN77LHPa+H/Fqvz5TmRGRk2GlXAqEw42mOe18P8Ai1Z58jvtMc9r4f8AFqzz5RmROVk2L6q2rkIYbePwE20UKRxs8c9r4d8WrPPlbNxsMccCDT4fr1U9X58mZDKyYQny5u0AeO6tiq7aM1cb+BtzvKhrJxo8aLSOQoBfW4p6q+n/AK3sV1LxpcZjHNp8P7SaerJP/wDeXLLI6IYhCEKACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEB//2Q==" width="253px" alt="law firm bookkeeping in kentucky"/></p>
<p>
<p>Staying on top of receivables is essential to the financial health of your business. For example, if you purchase office supplies for your business, you should have an “Office Supplies Expense” account. But you don’t want to set up separate accounts for legal pads, pens, printer ink, etc. Fortunately, with a combination of technology, best practices, and the right help, it’s possible to stay on top of your bookkeeping with little effort. Not sure where to start or which accounting service fits your needs?</p>
</p>
<p>
<div style='text-align:center'><iframe width='560' height='312' src='https://www.youtube.com/embed/Y2PoP9iL5-s' frameborder='0' alt='law firm bookkeeping in kentucky' allowfullscreen></iframe></div>
</p>
<p>
<h2>Profit + Peace™ for Law Firms Starts Here</h2>
</p>
<p>
<p>They ask about your trust account immediately First question should be about your trust account setup, not just general financials. Software proficiency Experience with your practice management system (Clio, MyCase, LeanLaw) and QuickBooks Online. Integration between systems is where errors happen &#8211; they need to know both. Proper timing of fund transfers Moving money from trust to operating only when fees are earned &#8211; not when billed or when convenient. Failure to keep accurate records may lead to sanctions for your firm, even if the mistake is the fault of your bank or accountant. Tasks include document compilation, income and deduction summaries, and coordination with tax preparers.</p>
</p>
<p>
<h2>Kyle R. BunnellYoung Lawyers Division Chair</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="law firm bookkeeping in kentucky"/></p>
<p>
<p>By treating these expenses as reimbursable costs and linking them to the appropriate matters, firms maintain both transparency and profitability. The ABA requires lawyers to maintain client <a href="https://thebossmagazine.com/post/how-bookkeeping-for-law-firms-strengthens-their-finances/">https://thebossmagazine.com/post/how-bookkeeping-for-law-firms-strengthens-their-finances/</a> trust account records for at least five years after work has ended. Records can include bank statements, checkbook registers, and any supporting documents related to the account.</p>
</p>
<p>
<h2>Do I need a bookkeeper who specializes in law firms?</h2>
</p>
<p>
<p>The company offers a full range of accounting services and makes use of reliable technology and resources to ensure results. Services include tax planning and preparation, business consulting, accounting and audit, and wealth management advising. CPAs, LLC takes pride in having certified public accountants and business advisors who help clients achieve their goals. Trust <a href="https://www.yuks.co/law/the-primary-aspects-of-bookkeeping-for-law-firms/">Bookkeeping for Law Firms</a> account management is an especially complex aspect of law firm accounting.</p>
</p>
<p>
<h2>Compare our Top Bookkeeping Services</h2>
</p>
<p>
<p>With good bookkeeping, a law firm may work smoother, build stronger trust, and grow without fear of losing control over its numbers. At Accounts Junction, we specialize in bookkeeping for law firms. Payment delays, chaotic billing practices, and unclear time-tracking documentation rank among the primary obstacles undermining legal practice cash flow. Once bookkeeping workflows achieve consistency, invoices go out promptly, revenue collection accelerates, and top management gains an accurate picture of available finances. This supports  expenditure forecasting, payroll management, and investment decisions. At Meru Accounting, we understand the financial needs of multi-office law firms.</p>
</p>
<p>
<ul>
<li>This improves productivity, increases revenue generation, and makes the firm more streamlined.</li>
<li>Let’s start with the basics of Kentucky’s IOLTA program and how trust accounts work.</li>
<li>Hiring a bookkeeper for law firms gives firms day-to-day oversight of financial transactions, including recording payments, categorizing expenses, and managing reconciliations.</li>
<li>With access to up-to-date financial information, managers can easily spot unnecessary expenses and control how funds are allocated each month.</li>
<li>From reconciling trust accounts to staying IRS compliant, bookkeeping for lawyers isn’t something you should DIY, or outsource to a generalist.</li>
<li>They ask about your trust account immediately First question should be about your trust account setup, not just general financials.</li>
<li>A law firm Bookkeeping for Law Firms accountant typically handles higher-level financial tasks, such as preparing tax filings, reviewing budgets, and offering strategic advice.</li>
</ul>
<p>
<h2>What happens if I get my trust accounting wrong?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="law firm bookkeeping in kentucky"/></p>
<p>
<p>Each ledger should reflect deposits, withdrawals, and the current balance specific to that client. The goal is not to imply mistrust, but to ensure at least two sets of eyes see the trust account activity. In a very small firm or solo practice, this might mean you ask an outside accountant or utilize software alerts to double-check your work. The KBA offers a Trust Account Management Program and ethics hotlines – take advantage of those resources if you have any doubts about your processes. If the client or a third party (e.g. a medical lienholder) is entitled to money, you have to get it to them promptly unless otherwise agreed.</p>
</p>
<p>
<ul>
<li>Below is a list of standard accounting terms and their definitions to better familiarize yourself with accounting practices for your law firm.</li>
<li>Decisions about a firm’s future development are based on clear and reliable financial information.</li>
<li>Prepare for state bar audits with organized records and documented trust accounts.</li>
<li>It also reduces errors caused by different teams using different systems.</li>
<li>Although many standard accounting principles apply to law firms, legal professionals face additional responsibilities that require more specialized accounting procedures.</li>
<li>They implement measures to safeguard sensitive financial information, reducing the risk of data breaches or unauthorized access.</li>
</ul>
<p>
<p>The single most important distinction in law firm accounting is the requirement for trust account management. Attorneys often hold client funds in IOLTA (Interest on Lawyers Trust Accounts), which must be kept separate from operating accounts. Law firm accounting services ensure your financial foundation is solid and well-managed. By leveraging their expertise, firms can stay compliant, improve cash flow, and reduce the risk of costly financial mistakes. This means more time for what matters most—advocating for your clients and growing your practice. A law firm Bookkeeping for Law Firms accountant typically handles higher-level financial tasks, such as preparing tax filings, reviewing budgets, and offering strategic advice.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="law firm bookkeeping in kentucky"/></p>
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<p>The magazine also provides  an outlet for announcements of promotions, firm formations or relocations, and honors. This service is provided by the Kentucky Court of Justice and Administrative Office of the Courts (AOC). Schedule a free 15-minute discovery call with our experts to discuss your firm’s needs and how we can help. These are the systems we know, trust, and recommend—but if your firm is aligned with our approach and using something different, we’re happy to explore compatibility during the Clarity Review. The Fit Call is our way of learning about you, your firm, and where things feel murky or misaligned.</p>
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<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="253px" alt="law firm bookkeeping in kentucky"/></p>
<p>
<h2>How to Handle &#8220;Aborted Deal Fees&#8221;: Contract Clauses That Ensure You Get Paid Something Even if the Merger Dies</h2>
</p>
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width="258px" alt="law firm bookkeeping in kentucky"/></p>
<p>
<p>Look for features that support trust accounting, automated invoicing, financial reporting dashboards, and compliance with bar rules. These specialists understand the unique factors of law firm accounting procedures, such as trust fund management, retainers, and regulatory compliance. Working with an expert means your bookkeeping and financial management reflect your profession’s needs rather than relying solely on generic accounting services. Trust accounting is essential and mandatory for law firms of all sizes that handle client funds. To comply with ABA Rule 1.15, firms must properly manage and safeguard client money.</p></p>
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		<title>Ukrainian Health Care Facilities to Upgrade Power Systems with Photovoltaic Plants</title>
		<link>http://xuatbangiaoduc.vn/ukrainian-health-care-facilities-to-upgrade-power/</link>
		<comments>http://xuatbangiaoduc.vn/ukrainian-health-care-facilities-to-upgrade-power/#comments</comments>
		<pubDate>Mon, 10 Oct 2022 22:33:54 +0000</pubDate>
		<dc:creator><![CDATA[namdepsco]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[The more frequent the payment, the higher the PV of a future payment. Therefore, you should use the appropriate interest rate for the type of investment that you are considering. Different interest rates may apply tax implications of equity to different types of investments, such as bonds, stocks, or savings accounts. The interest rate reflects the opportunity cost of money, which is the value of the next best alternative that you give up by investing your money. Therefore, calculation of present value of cash flow of year 1 can be done as, Determine the present value of the sum today if the discount rate is 5%. Practice Excel functions and formulas with our 100% free practice worksheets! Excel offers a straightforward way to run PV calculations, making it easier to compare investment choices without extra manual work. If the future value is shown as an outflow, then Excel will show the present value as an inflow. The built-in function PV can easily calculate the present value with the given information. The big difference between PV and NPV is that NPV takes into account the initial investment. Free Financial Modeling Lessons Find a reliable and user-friendly online PV calculator. That&#8217;s why using an online tool to calculate PV quickly and easily can be very helpful. If the interest rate is 6%, what is the present value of your retirement income? Therefore, it is a good investment, because it has a positive net present value. This means that the project is worth $10,309.28 today. If you are calculating the PV of a project, you can use the weighted average cost of capital (WACC) as the discount rate. PV can help you compare different investment options, evaluate projects, and calculate the value of assets. Moreover, the discount rate may change over time due to market conditions, inflation, and other factors. Different investors may have different expectations and preferences about the risk and return of their investments. Third, it may lead to incorrect decisions when the discount rate is different from the irr, as it does not reflect the opportunity cost of capital. Third, it is consistent with the goal of maximizing the value of the investor, as it shows the highest possible return that can be earned from the project or the investment. Pmt – It’s the payment per period. Nper – It’s the total number of payment periods. Rate – The interest rate for each period. Businesses can use NPV when deciding between different projects while investors can use it to decide between different investment opportunities. IRR is also known as the yield or the effective annual rate of return. IRR can be calculated using trial and error or using a financial calculator or a spreadsheet. First, it requires an estimate of the discount rate, which can be difficult to determine and may vary over time. This indicates that the machine&#8217;s purchase and the subsequent cash inflows yield an annualized return of 19.438% once we factor in the time value of money. If an investment&#8217;s IRR exceeds the company&#8217;s required rate of return (hurdle rate), it is considered a good opportunity. If you want to calculate the IRR for cash flows that are not annual, please use our Average Return Calculator. A smart financial analyst will alternatively use the modified internal rate of return (MIRR) to arrive at a more accurate measure. Present value calculations, and similarly future value calculations, are used to value loans, mortgages, annuities, sinking funds, perpetuities, bonds, and more. The initial amount of borrowed funds (the present value) is less than the total amount of money paid to the lender. By letting the borrower have access to the money, the lender has sacrificed the exchange value of this money, and is compensated for it in the form of interest. Calculating the present value in excel is extremely easy and quick and uses a different formula. The value of n varies depending on the number of times the amount is compounding. The compound interest formula is, Interest represents the time value of money, and can be thought of as rent that is required of a borrower in order to use money from a lender. If the money is to be received in one year and assuming the savings account interest rate is 5%, the person has to be offered at least $105 in one year so that the two options are equivalent (either receiving $100 today or receiving $105 in one year). The reverse operation—evaluating the present value of a future amount of money—is called a discounting (how much will $100 received in 5 years—at a lottery for example—be worth today?). IRR can be calculated using trial and error or using a financial calculator or a spreadsheet. An annuity is a series of equal payments that occur at regular intervals, such as monthly, quarterly, or annually. A project may experience delays or cost overruns that affect its cash flows. Therefore, to compare or evaluate different cash flows that occur at different points in time, we need to convert them to a common basis, which is the present value. In this case, we assume that the cash flow grows at a rate of 4% per year, and we use the growing perpetuity formula as the PV formula. The 5% rate of return might be worthwhile if comparable investments of equal risk offered less over the same period. Step 1: NPV of the Initial Investment This is because if $100 is deposited in a savings account, the value will be $105 after one year, again assuming no risk of losing the initial amount through bank default. The operation of evaluating a present value into the future value is called a capitalization (how much will $100 today be worth in 5 years?). To compare the change in purchasing power, the real interest rate (nominal interest rate minus inflation rate) should be used. Time preference can be measured by auctioning off a risk free security—like a US Treasury bill. If offered a choice between $100 today [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The more frequent the payment, the higher the PV of a future payment. Therefore, you should use the appropriate interest rate for the type of investment that you are considering. Different interest rates may apply <a href="https://www.quick-bookkeeping.net/tax-implications-of-equity/">tax implications of equity</a> to different types of investments, such as bonds, stocks, or savings accounts. The interest rate reflects the opportunity cost of money, which is the value of the next best alternative that you give up by investing your money.</p>
<p>Therefore, calculation of present value of cash flow of year 1 can be done as, Determine the present value of the sum today if the discount rate is 5%. Practice Excel functions and formulas with our 100% free practice worksheets!</p>
<p>Excel offers a straightforward way to run PV calculations, making it easier to compare investment choices without extra manual work. If the future value is shown as an outflow, then Excel will show the present value as an inflow. The built-in function PV can easily calculate the present value with the given information. The big difference between PV and NPV is that NPV takes into account the initial investment.</p>
<h2>Free Financial Modeling Lessons</h2>
<p>Find a reliable and user-friendly online PV calculator. That&#8217;s why using an online tool to calculate PV quickly and easily can be very helpful. If the interest rate is 6%, what is the present value of your retirement income? Therefore, it is a good investment, because it has a positive net present value. This means that the project is worth $10,309.28 today.</p>
<p>If you are calculating the PV of a project, you can use the weighted average cost of capital (WACC) as the discount rate. PV can help you compare different investment options, evaluate projects, and calculate the value of assets. Moreover, the discount rate may change over time due to market conditions, inflation, and other factors. Different investors may have different expectations and preferences about the risk and return of their investments. Third, it may lead to incorrect decisions when the discount rate is different from the irr, as it does not reflect the opportunity cost of capital. Third, it is consistent with the goal of maximizing the value of the investor, as it shows the highest possible return that can be earned from the project or the investment.</p>
<p>Pmt – It’s the payment per period. Nper – It’s the total number of payment periods. Rate – The interest rate for each period. Businesses can use NPV when deciding between different projects while investors can use it to decide between different investment opportunities.</p>
<p>IRR is also known as the yield or the effective annual rate of return. IRR can be calculated using trial and error or using a financial calculator or a spreadsheet. First, it requires an estimate of the discount rate, which can be difficult to determine and may vary over time.</p>
<p>This indicates that the machine&#8217;s purchase and the subsequent cash inflows yield an annualized return of 19.438% once we factor in the time value of money. If an investment&#8217;s IRR exceeds the company&#8217;s required rate of return (hurdle rate), it is considered a good opportunity. If you want to calculate the IRR for cash flows that are not annual, please use our Average Return Calculator. A smart financial analyst will alternatively use the modified internal rate of return (MIRR) to arrive at a more accurate measure.</p>
<p>Present value calculations, and similarly future value calculations, are used to value loans, mortgages, annuities, sinking funds, perpetuities, bonds, and more. The initial amount of borrowed funds (the present value) is less than the total amount of money paid to the lender. By letting the borrower have access to the money, the lender has sacrificed the exchange value of this money, and is compensated for it in the form of interest. Calculating the present value in excel is extremely easy and quick and uses a different formula. The value of n varies depending on the number of times the amount is compounding. The compound interest formula is,</p>
<p>Interest represents the time value of money, and can be thought of as rent that is required of a borrower in order to use money from a lender. If the money is to be received in one year and assuming the savings account interest rate is 5%, the person has to be offered at least $105 in one year so that the two options are equivalent (either receiving $100 today or receiving $105 in one year). The reverse operation—evaluating the present value of a future amount of money—is called a discounting (how much will $100 received in 5 years—at a lottery for example—be worth today?).</p>
<ul>
<li>IRR can be calculated using trial and error or using a financial calculator or a spreadsheet.</li>
<li>An annuity is a series of equal payments that occur at regular intervals, such as monthly, quarterly, or annually.</li>
<li>A project may experience delays or cost overruns that affect its cash flows.</li>
<li>Therefore, to compare or evaluate different cash flows that occur at different points in time, we need to convert them to a common basis, which is the present value.</li>
<li>In this case, we assume that the cash flow grows at a rate of 4% per year, and we use the growing perpetuity formula as the PV formula.</li>
<li>The 5% rate of return might be worthwhile if comparable investments of equal risk offered less over the same period.</li>
</ul>
<h2>Step 1: NPV of the Initial Investment</h2>
<p>This is because if $100 is deposited in a savings account, the value will be $105 after one year, again assuming no risk of losing the initial amount through bank default. The operation of evaluating a present value into the future value is called a capitalization (how much will $100 today be worth in 5 years?). To compare the change in purchasing power, the real interest rate (nominal interest rate minus inflation rate) should be used. Time preference can be measured by auctioning off a risk free security—like a US Treasury bill. If offered a choice between $100 today or $100 in one year, and there is a positive real interest rate throughout the year, a rational person will choose $100 today. The project with the highest present value, i.e. that is most valuable today, should be chosen.</p>
<h2>What Is the Difference Between NPV and the Internal Rate of Return (IRR)?</h2>
<p>The compounding period is the frequency at which the interest is calculated and added to the principal. If you want to use the current market interest rate, you should check the latest interest rates for the relevant period and currency. For example, if you want to use a 10% annual discount rate, you should enter it as 10%.</p>
<h2>Present Value Formula (PV)</h2>
<p>So in our case, we’re looking at a timeline starting with , so today. To figure this out, as with most things, when you’re working with different timeframes, it’s a good idea to work with the timeline. If equations and / or math freaks you out, then it’s time to get past your fear.</p>
<p>You can choose from different compounding periods, such as annually, semiannually, quarterly, monthly, or daily. For example, if you want to use the current US dollar interest rate for 5 years, you should check the latest 5-year Treasury yield, which is about 2.5% as of January 2024. There are many websites that offer free PV calculators, but some of them may have errors or limitations.</p>
<p>It is also a good tool for choosing among potential investments, especially if they are expected to pay off at different times in the future. If the discount rate is 8.25%, you want to know what that payment will be worth today. Of course, both calculations could be proved wrong if you choose the wrong estimate for your rate of return. Calculating  present value allows an investor to compare the potential performance of various investments by determining the current worth of the number of dollars that each investment will return by a future date. Similarly, we can calculate PV of cash flow of year 2 to 5 Let us take another example of a project having a life of 5 years with the following cash flow.</p>
<p>This is a future payment, so it needs to be adjusted for the time value of money. Assume the monthly cash flows are earned at the end of the month, with the first payment arriving exactly one month after the equipment has been purchased. In Excel, there is an NPV function that can be used to easily calculate the net present value of a series of cash flows. An investor, the lender of money, must decide the financial project in which to invest their money, and present value offers one method of deciding.A financial project requires an initial outlay of money, such as the price of stock or the price of a corporate bond. Where, as above, C is annuity payment, PV is principal, n is number of payments, starting at end of first period, and i is interest rate per period. Many financial arrangements (including bonds, other loans, leases, salaries, membership dues, annuities including annuity-immediate and annuity-due, straight-line depreciation charges) stipulate structured payment schedules; payments of the same amount at regular time intervals.</p>
<h2>Create a free account to unlock this Template</h2>
<ul>
<li>A lump sum payment is a single payment made at one point in time.</li>
<li>Put another way, the initial cash investment for the beginning period will be equal to the present value of the future cash flows of that investment.</li>
<li>Step #1 &#8211; Put expected future value of the investment in a formula</li>
<li>In this section, we will discuss some of the common challenges and pitfalls of using the PV formula and how to overcome them.</li>
<li>Excel&#8217;s PV function makes this calculation quick by using inputs like rate and number of periods.</li>
<li>That’s because this particular cash flow needs to be discounted over 2 years, to bring it back to the present.</li>
<li>The internal rate of return (IRR) is calculated by solving the NPV formula for the discount rate required to make NPV equal zero.</li>
</ul>
<p>Because the equipment is paid for upfront, this is the first cash flow included in the calculation. Management views the equipment and securities as comparable investment risks. Alternatively, the company could invest that money in securities with an expected annual return of 8%. When the interest rate increases, the discount rate used in the NPV calculation also increases. It accounts for the fact that, as long as interest rates are positive, a dollar today is worth more than a dollar in the future.</p>
<p>PV can help us compare different options and make better financial decisions. In this section, we will look at some examples of how to apply the concept of present value (PV) to different scenarios such as investments, loans, annuities, etc. The online PV calculator will also show you the detailed calculation steps and the output in a table and a graph. For example, if you choose annual compounding, the interest will be calculated and added once a year.</p>
<p>How to compare the PV of different payment options and make the best financial decision? This is because money today tends to  have greater purchasing power than the same amount of money in the future. One key point to remember for PV formulas is that any money paid out (outflows) should be a negative number, while money in (inflows) is a positive number. Excel&#8217;s PV function makes this calculation quick by using inputs like rate and number of periods.</p>
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		<title>ADP PTO</title>
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		<pubDate>Sat, 01 Oct 2022 01:08:34 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[While these often don’t accumulate as rapidly as paid vacation days , you may want to use these to take breaks when possible to preserve your vacation time. As noted above, vacation days are often not the only type of paid leave offered by employers. This means that employees must use their vacation time by a certain date , and can only carry forward a small number of hours into the next year. If a company awards pay raises to all employees during the same time period in each year, this can result in a sudden jump in the vacation expense accrual. Most organizations use a formula that assigns a certain number of hours accrued during each pay period based on time with the company. Since vacation time is a voluntary benefit, you https://stageon.site/top-9-best-bookkeeping-softwares-for-truckers-2026/ can provide whatever amount makes sense for your business. Employers can also determine if any of the accrued vacation time can carry over to the following year. For instance, some states prohibit employers from taking adverse action against an employee for engaging in lawful off-duty conduct, such as traveling to another country or state where travel is allowed. If you learn that an employee has traveled to a restricted location, reinforce CDC and all applicable guidelines regarding self-quarantine and remind employees to avoid the workplace if they develop any COVID-19 symptoms. Employers should give plenty of advance notice, be consistent in applying the amended policy, and be clear about what is changing, how employees benefit, and how long the changes will remain in effect. Many grant one or more weeks of paid vacation time to full-time employees, and give part-time employees a similar ratio of time off to time worked, such as one hour PTO earned for every 52 hours worked. For employers with employees in multiple jurisdictions, with varying paid sick leave requirements, having one PTO policy for all types of leave can be an attractive option. Your policy should address whether and to what extent employees can carryover unused vacation time to the following year. A small number of employers offer unlimited vacation time, trusting that employees will use their professional judgment when deciding when and how much time off to take. However, some jurisdictions have enacted laws requiring employers to provide paid leave that employees can use for any purpose, including vacation. Requesting Vacation &#038; Sick Time in ADP It is a best practice to get vacation requests in writing. adp vacation time The lump-sum method is generally easier to administer but can be more costly if the employee resigns or is terminated during the year. Does the waiting period make sense for your business and what is its impact on morale and engagement? Have you considered whether vacation will be provided under a single paid time off (PTO) policy? We aren’t like other payroll providers. Rippling&#8217;s dedication to support is why we are the first in the industry to publish our support metrics online. Rippling&#8217;s live chat instantly connects you to the right support specialist based on the module you’re in. This creates a consistent user experience, whether running payroll, requesting PTO, or creating a custom report. Start with payroll, and add on services as you need them. You may opt out of receiving these text messages at any time by texting STOP. Our specialists are ready to guide you through the HR options and find the perfect fit for your business. The support staff has been really accessible and easy to work with.&#8221; Paychex gets it right the first time. “They make everything easy as a small business owner. Paychex, as the nation’s top 401(k) provider2, streamlines retirement planning with flexible, customizable options and seamless integration of payroll and 401(k) management — all within a single platform. Vacation time gives employees time away from work to recharge, spend time with family and friends, and take care of personal responsibilities so that they can be more productive when they return to work. This could mean you would face additional costs that you would not otherwise incur had you kept your vacation and sick leave policies separate. Consider including a statement that encourages employees to use the time they&#8217;ve earned. Rippling vs. ADP In these cases, employers must generally allow employees to carry over all accrued but unused vacation time from year to year, or pay employees for the unused time at the end of the year. Note also that many employers choose to grant their employees “sick days” and/or “personal days” in addition to normal paid vacation time. In these cases, employers must generally allow employees to carry over accrued but unused vacation from year https://feb17.minbarlibya.org/sales-tax-implications-of-drop-shipping/ to year, or pay employees for the unused time at the end of the year. Most sick leave laws don’t require employers to pay employees for accrued, unused sick leave at the time of separation. Sick time is accrued for every hour you are clocked in. When you sign up for small business payroll processing. Rippling is the only software that unifies your HR, IT, and Finance systems—including payroll, benefits, time tracking, app and device management. 67% of employees with a tenure of Less Than 1 Year say that their PTO policy consists of days of paid vacation and sick time. However, if you bundle all leave, including sick leave, into a single paid-time-off policy, your state may apply the same rules as it does for accrued, unused vacation/PTO . Similarly, in these states, employers are required to pay out any accrued, unused vacation at the time of separation. Whereas, 100% of employees with 5 to 10 Years say they receive days of paid vacation and sick time as part of their PTO. While there are no Federal laws in the United States that require an employer to offer paid vacation days as a benefit, employers of choice offer employees paid vacation days. Let’s assume the employer has a vacation leave policy that provides the employee with 80 hours of paid leave each year and the [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>While these often don’t accumulate as rapidly as paid vacation days , you may want to use these to take breaks when possible to preserve your vacation time. As noted above, vacation days are often not the only type of paid leave offered by employers. This means that employees must use their vacation time by a certain date , and can only carry forward a small number of hours into the next year. If a company awards pay raises to all employees during the same time period in each year, this can result in a sudden jump in the vacation expense accrual.</p>
<p>Most organizations use a formula that assigns a certain number of hours accrued during each pay period based on time with the company. Since vacation time is a voluntary benefit, you <a href="https://stageon.site/top-9-best-bookkeeping-softwares-for-truckers-2026/">https://stageon.site/top-9-best-bookkeeping-softwares-for-truckers-2026/</a> can provide whatever amount makes sense for your business. Employers can also determine if any of the accrued vacation time can carry over to the following year. For instance, some states prohibit employers from taking adverse action against an employee for engaging in lawful off-duty conduct, such as traveling to another country or state where travel is allowed. If you learn that an employee has traveled to a restricted location, reinforce CDC and all applicable guidelines regarding self-quarantine and remind employees to avoid the workplace if they develop any COVID-19 symptoms. Employers should give plenty of advance notice, be consistent in applying the amended policy, and be clear about what is changing, how employees benefit, and how long the changes will remain in effect.</p>
<p>Many grant one or more weeks of paid vacation time to full-time employees, and give part-time employees a similar ratio of time off to time worked, such as one hour PTO earned for every 52 hours worked. For employers with employees in multiple jurisdictions, with varying paid sick leave requirements, having one PTO policy for all types of leave can be an attractive option. Your policy should address whether and to what extent employees can carryover unused vacation time to the following year. A small number of employers offer unlimited vacation time, trusting that employees will use their professional judgment when deciding when and how much time off to take. However, some jurisdictions have enacted laws requiring employers to provide paid leave that employees can use for any purpose, including vacation.</p>
<h2>Requesting Vacation &#038; Sick Time in ADP</h2>
<p>It is a best practice to get vacation requests in writing. <a href="https://www.adprun.net/paid-vacation-day-fundamentals/">adp vacation time</a> The lump-sum method is generally easier to administer but can be more costly if the employee resigns or is terminated during the year. Does the waiting period make sense for your business and what is its impact on morale and engagement?</p>
<h2>Have you considered whether vacation will be provided under a single paid time off (PTO) policy?</h2>
<p>We aren’t like other payroll providers. Rippling&#8217;s dedication to support is why we are the first in the industry to publish our support metrics online. Rippling&#8217;s live chat instantly connects you to the right support specialist based on the module you’re in. This creates a consistent user experience, whether running payroll, requesting PTO, or creating a custom report.</p>
<h2>Start with payroll, and add on services as you need them.</h2>
<p>You may opt out of receiving these text messages at any time by texting STOP. Our specialists are ready to guide you through the HR options and find the perfect fit for your business. The support staff has been really accessible and easy to work with.&#8221; Paychex gets it right the first time. “They make everything easy as a small business owner. Paychex, as the nation’s top 401(k) provider2, streamlines retirement planning with flexible, customizable options and seamless integration of payroll and 401(k) management — all within a single platform.</p>
<p>Vacation time gives employees time away from work to recharge, spend time with family and friends, and take care of personal responsibilities so that they can be more productive when they return to work. This could mean you would face additional costs that you would not otherwise incur had you kept your vacation and sick leave policies separate. Consider including a statement that encourages employees to use the time they&#8217;ve earned.</p>
<h2>Rippling vs. ADP</h2>
<p>In these cases, employers must generally allow employees to carry over all accrued but unused vacation time from year to year, or pay employees for the unused time at the end of the year. Note also that many employers choose to grant their employees “sick days” and/or “personal days” in addition to normal paid vacation time. In these cases, employers must generally allow employees to carry over accrued but unused vacation from year <a href="https://feb17.minbarlibya.org/sales-tax-implications-of-drop-shipping/">https://feb17.minbarlibya.org/sales-tax-implications-of-drop-shipping/</a> to year, or pay employees for the unused time at the end of the year. Most sick leave laws don’t require employers to pay employees for accrued, unused sick leave at the time of separation.</p>
<p>Sick time is accrued for every hour you are clocked in. When you sign up for small business payroll processing. Rippling is the only software that unifies your HR, IT, and Finance systems—including payroll, benefits, time tracking, app and device management.</p>
<p>67% of employees with a tenure of Less Than 1 Year say that their PTO policy consists of days of paid vacation and sick time. However, if you bundle all leave, including sick leave, into a single paid-time-off policy, your state may apply the same rules as it does for accrued, unused vacation/PTO . Similarly, in these states, employers are required to pay out any accrued, unused vacation at the time of separation. Whereas, 100% of employees with 5 to 10 Years say they receive days of paid vacation and sick time as part of their PTO. While there are no Federal laws in the United States that require an employer to offer paid vacation days as a benefit, employers of choice offer employees paid vacation days. Let’s assume the employer has a vacation leave policy that provides the employee with 80 hours of paid leave each year and the policy allows employees to take leave in one-hour increments.</p>
<p>In most situations when an employer designates an employee as exempt, they must pay the employee on a salary basis. Using the example from above, the employee worked four hours in the morning and then left work to get an early start on a weekend vacation. Then you need to increase the amount of his entire vacation accrual by the incremental amount of the pay raise. Read on to understand the basics of vacation accrual and how to calculate and record accrued vacation in your books. How you handle vacation accrual accounting depends on the FASB, your state’s laws, and your vacation accrual policy. The settings that determine when and how accruals are awarded to employees are configured by ADP according to your company’s policies.</p>
<p>In fact, paid vacation days as a benefit are so common that potential employees expect paid vacation days as part of a comprehensive benefits package. If the answer equals or is close to what their total paid vacation time is worth ($1,200 for 80 hours), then you’re on the right track. At the federal level, President Barack Obama issued Executive Order requiring federal contractors to grant at least seven days of paid sick leave to their employees effective January 1, 2017. Provided it meets the requirements of the most generous paid sick leave law in effect, one PTO policy can govern all employees across various jurisdictions and simplify administration. When drafting, implementing, and enforcing your vacation policy, carefully review applicable laws and encourage employees to use the time that they accrue. Offering paid vacation can help you demonstrate your commitment to your workforce, attract and retain employees, and remain competitive in the marketplace.</p>
<p>The key here is that, when an employee does not work for personal reasons, an employer may only make a deduction for whole day absences. Some companies have PTO days accrue each month based on hours worked, while others give a certain number of days each year based on the number of years at the company. Companies often  offer a certain number of “sick days” and “personal days” per year for things like illnesses, moving days, and so on.</p>
<p>Unlike other HR systems, Rippling lets you manage HR, payroll, benefits, devices, apps, and more, all in one affordable platform. Live video calls with screen-sharing with customer support center This is a limited-time promotional offer that may be modified or withdrawn at any time. 2 By 401(k) participating employer count as validated by publicly available information for calendar year 2023</p>
<ul>
<li>You can set different vacation allowances based on the number of years of service and on job title/level.</li>
<li>Vacation is one of the most popular benefits an employer can offer.</li>
<li>Most organizations use a formula that assigns a certain number of hours accrued during each pay period based on time with the company.</li>
<li>Vacation gives employees time away from work to recharge, spend time with family and friends, and take care of personal responsibilities so that they can be more productive when they return to work.</li>
<li>If you can’t get the level of vacation time you want without specifically asking for it, ask for it.</li>
<li>Structure vacation programs consistent with your business needs.</li>
</ul>
<p>For instance, some employers may grant all vacation days at the beginning of the year and allow the employee to use them as she pleases. For example, some firms require employees to wait 90 days before they can take any paid time off. It’s not uncommon for employers to place limits on when PTO or vacation time can be earned and used. For example, an employer may grant employees 10 days of vacation if they have less than five years of service and 15 days if they have more. This requires employees to use vacation time by a certain date, such as the end of the year. The time off may also be protected under federal, state, and local laws entitling employees to job-protected leave.</p>
<ul>
<li>In general, employees who are on good terms with their boss, who have a record of good work, and who have high-demand skills are more likely to fare well in negotiations.</li>
<li>Keep in mind that employees who travel may have protections from adverse action.</li>
<li>Our specialists are ready to guide you through the HR options and find the perfect fit for your business.</li>
<li>Under this policy, one employee could use 10 days for a vacation, another three days when they get sick later in the year, and the remaining time off to care for their child, whose school was closed due to a snowstorm.</li>
<li>This means that employees must use their vacation time by a certain date , and can only carry forward a small number of hours into the next year.</li>
</ul>
<p>From experience, paid vacation days most frequently reach their limit in accrual amounts at four-six weeks of paid vacation time off. Sometimes, employers require that a new employee works a certain length of time before he becomes eligible for benefits, including vacation time and other paid time off. Depending on where you are, employers may be required to pay earned vacation upon separation for any reason, or they may have no requirement at all to pay out earned but unused vacation at the time of separation.</p>
<p>Employers typically request reasonable advance notice for vacation time, such as one week&#8217;s notice for short vacations (one or two days). The warmer months are a popular time for employees to take vacation. ADP&#8217;s PTO and Vacation policy typically gives days off a year with 58% of employees expected to be work free while out of office.</p>
<p>Vacation gives employees time away from work to recharge, spend time with family and friends, and take care of personal responsibilities so that they can be more productive when they return to work. Some have blackout periods during which vacations are completely off limits or brownout periods when vacations are restricted (such as, no more than two days at any one time). Many employers plan for peak periods by establishing an early deadline for submitting vacation requests. Another option is to provide employees with their vacation allotment in one or more lump sums (such as, all of their vacation on January 1 or half their vacation on January 1 and the other half on July 1). Is there a waiting period before new employees may accrue and use vacation?</p>
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