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		<title>Cloud computing Wikipedia</title>
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		<pubDate>Thu, 23 May 2024 17:08:27 +0000</pubDate>
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					<description><![CDATA[<p>In the stratosphere and mesosphere, clouds also have common names for their main types. Clouds are seen in the Earth&#8217;s homosphere, which includes the troposphere, stratosphere, and mesosphere. In meteorology, a cloud is an aerosol consisting of a visible mass of miniature liquid droplets, ice crystals, or other particles, suspended in the atmosphere of a [...]</p>
<p>The post <a href="https://allenandorr.co.uk/cloud-news/cloud-computing-wikipedia-67/">Cloud computing Wikipedia</a> appeared first on <a href="https://allenandorr.co.uk">Allen And Orr Ltd</a>.</p>
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" 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<p><p>In the stratosphere and mesosphere, clouds also have common names for their main types. Clouds are seen in the Earth&#8217;s homosphere, which includes the troposphere, stratosphere, and mesosphere. In meteorology, a cloud is an aerosol consisting of a visible mass of miniature liquid droplets, ice crystals, or other particles, suspended in the atmosphere of a planetary body or similar space.</p>
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<p><p>They may have the appearance of veils or sheets, wisps, or bands or ripples, but not heaps or towers as in the troposphere. As a result, only a portion of the potential cost savings of cloud computing is achieved. Hybrid cloud adoption depends on a number of factors such as data security and compliance requirements, level of control needed over data, and the applications an organization uses. This example of hybrid cloud extends the capabilities of the enterprise to deliver a specific business service through the addition of externally available public cloud services.</p>
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<p><p>As a result, cloud service providers operating in both Europe and the U.S. may face competing legal obligations. This framework is in legal tension with Article 48 of the European General Data Protection Regulation (GDPR), which restricts the transfer of personal data in response to foreign court or administrative orders unless based on an international agreement. The CLOUD Act allows United States authorities to request data from cloud providers, and courts can impose nondisclosure requirements preventing providers from notifying affected users.</p>
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<p><p>In recent  years, some cloud providers have started offering specialized services for high-performance computing and low-latency applications, addressing some use cases previously exclusive to on-premises setups. The decision to adopt cloud computing or maintain on-premises infrastructure depends on factors such as scalability, cost structure, latency requirements, regulatory constraints, and infrastructure customization. The business plan foresaw that online consumer file storage would likely be commercially successful. The company&#8217;s ambition was to supercharge sales with &#8220;cloud computing-enabled applications&#8221;.</p>
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<p><h2>Adding moisture to the air</h2>
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<p><p>Noctilucent clouds are the highest in the atmosphere and are found near the top of the mesosphere at about 80 to 85 km (50 to 53 mi) or roughly ten times the altitude of tropospheric high clouds. All of these effects are subtly dependent on the vertical temperature and moisture structure of the atmosphere and result in major redistribution of heat that affect the Earth&#8217;s climate. By this process of accumulation, the space between droplets becomes increasingly larger, permitting light to penetrate farther into the cloud. Sometimes, certain atmospheric processes cause clouds to become organized into patterns that can cover large areas. The genus of a newly formed cloud is determined mainly by air mass characteristics such as stability and moisture content. One group of supplementary features are not actual cloud formations, but precipitation that falls when water droplets or ice crystals that make up visible clouds have grown too heavy to remain aloft.</p>
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<p><h2>Characteristics</h2>
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<p><p>The species castellanus appears when a mostly stable stratocumuliform or cirriform layer becomes disturbed by localized areas of airmass instability, usually in the morning or afternoon. These species are subdivisions of genus types that can occur in partly unstable air with limited convection. Mid-level altostratus and multi-level nimbostratus always have a flat or diffuse appearance and are therefore not subdivided into species. Despite this hierarchy, a particular species may be a subtype of more than one genus, especially if the genera are of the same physical form and are differentiated from each other mainly by altitude or level. Unlike less vertically developed clouds, they are required to be identified by their standard names or abbreviations in all aviation observations (METARS) and forecasts (TAFS) to warn pilots of possible severe weather and  turbulence.</p>
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<ul>
<li>Hybrid cloud adoption depends on a number of factors such as data security and compliance requirements, level of control needed over data, and the applications an organization uses.</li>
<li>The CLOUD Act allows United States authorities to request data from cloud providers, and courts can impose nondisclosure requirements preventing providers from notifying affected users.</li>
<li>Although the flumen can indicate a tornado risk, it is similar in appearance to pannus or scud clouds and does not rotate.</li>
<li>For wide-area connectivity, customers can use either the Internet or carrier clouds (dedicated virtual private networks).</li>
<li>Clouds have been observed in the atmospheres of other planets and moons in the Solar System and beyond.</li>
</ul>
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" width="257px" alt="cloud security news"/></p>
<p><p>Clouds in the troposphere <a href="https://labverra.com/articles/understanding-rapid-cloud-computing-trends/">https://labverra.com/articles/understanding-rapid-cloud-computing-trends/</a> assume five physical forms based on structure and process of formation. Most public-cloud providers offer direct-connection services that allow customers to securely link their legacy data centers to their cloud-resident applications. One of the primary  challenges of cloud computing, compared with traditional on-premises systems, is maintaining data security and privacy. Cloud computing can shorten time to market by offering pre-configured tools, scalable resources, and managed services, allowing users to focus on core business value rather than maintaining infrastructure. They are arranged in three main layers at altitudes of 45 to 65 km that obscure the planet&#8217;s surface and can produce virga. This tends to produce the coldest temperatures in the entire atmosphere just below the mesopause.</p>
</p>
<ul>
<li>According to International Data Corporation (IDC), global spending on cloud computing services has reached $706 billion and is expected to reach $1.3 trillion by 2025.</li>
<li>Users can encrypt data that is processed or stored within the cloud to prevent unauthorized access.</li>
<li>One agent is the convective upward motion of air caused by daytime solar heating at surface level.</li>
<li>Supercooled nitric acid and water PSC&#8217;s, sometimes known as type 1, typically have a stratiform appearance resembling cirrostratus or haze, but because they are not frozen into crystals, do not show the pastel colors of the nacreous types.</li>
<li>IaaS-cloud providers supply these resources on-demand from their large pools of equipment installed in data centers.</li>
</ul>
<p><h2>Characteristics</h2>
</p>
<p><p>Perhaps the strangest geographically specific cloud of this type is the Morning Glory, a rolling cylindrical cloud that appears unpredictably over the Gulf of Carpentaria in Northern Australia. There are some volutus clouds that form as a consequence of interactions with specific geographical features rather than with a parent cloud. Tufted clouds of the more detached floccus species are subdivisions of genus-types which may be cirriform or stratocumuliform in overall structure. Castellanus resembles the turrets of a castle when viewed from the side, and can be found with stratocumuliform genera at any tropospheric altitude level and with limited-convective patches of high-level cirrus. This results in the formation of embedded cumuliform buildups arising from a common stratiform base.</p>
</p>
<div style='text-align:center'><iframe width='564' height='315' src='https://www.youtube.com/embed/wufw_Uf7hu8' frameborder='0' alt='cloud security news' allowfullscreen></iframe></div>
</p>
<p><p>If not carefully planned and executed, cloud migration can lead to downtime, reduced performance, or even data loss. Cloud migration can be complicated, time-consuming, and expensive, particularly when there are compatibility issues between different cloud platforms or architectures. The metaphor of the cloud can be seen as problematic as cloud computing retains the aura of something noumenal and numinous; it is something experienced without precisely understanding what it is or how it works. They may <a href="https://ativanx.com/2022/01/06/aws-joins-board-of-prpl-foundation-to-standardize-orchestration-of-cpe-software-with-the-cloud/">https://ativanx.com/2022/01/06/aws-joins-board-of-prpl-foundation-to-standardize-orchestration-of-cpe-software-with-the-cloud/</a> also have limited ability to customize or modify their cloud services according to their specific needs or preferences. This approach allows businesses to balance scalability, cost-effectiveness, and control, offering the benefits of both deployment models while mitigating their respective limitations.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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WKgjuNC90lHNM6ZjvdMYBZxDHacHwJXb+j4Afu9leB1ztX1gkcR5RwyLAKA+xLubZ6HTj73fLXebK33SKaClrKUioqZC0ECNjSS7/wBisNo3WslTd6S13W032wTVrxHSPudGYo5nHsaHAkAnuBxldZ35dfBuZtwLDDQz1gqat0Uda5zYS8RtwSW884zhV17pzd3WlngtFyo9I0cEdbBVdfT1ExkYY3h3k5GM8kBudFDRhoB8ylAaz3+2ite6un4aZ9Sy23WleHUtd1PWFrfymOGRlp9PI4PnB8f7q9HrXmg6OW5uhhvNri5vqaLJMY87mHmB48wv0MVZY45onxSsa+N4LXNcMgg9oK2x5pQ6eBnPFGXU/JZF6Y3T2H0bRa7ubWbjWWwRyy9dHQVLTxwtdzx29nPl4Lq/3k9G/LLpv9U/Wu5ZYtWcT6OjR6LeH3k9G/LLpv8AVP1p95PRvyy6b/VP1qe0iRZo9FvD7yejfll03+qfrT7yejfll03+qfrTtIizR6LeH3k9G/LLpv8AVP1p95PRvyy6b/VP1p2kRZo9FvD7yejfll03+qfrT7yejfll03+qfrTtIizR6LeH3k9G/LLpv9U/Wn3k9G/LLpv9U/WnaRFmj0W8PvJ6N+WXTf6p+tPvJ6N+WXTf6p+tO0iLNHot4feT0b8sum/1T9afeT0b8sum/wBU/WnaRFmj0W8PvJ6N+WXTf6p+tPvJ6N+WXTf6p+tO0iLNHot4feT0b8sum/1T9afeT0b8sum/1T9adpEWaPRbw+8no35ZdN/qn60+8no35ZdN/qn607SIs0ei3iNktHEgDeTTZJ7PJP1rou8+38m3GqaeyPukVzE9EyrbPEwtaWvLgBg/N/iimm6B0hERXAREQBERAEREBujKKqJRyWWRQmVFE2WymVXKZShZbKZVcplKFnaukj/3C28/R7/aFoxbz6R/PQW3f6Pf7QtG4UYu6ashFOEwtKIIRThMICEUogIRThEBCIiAIiICMIpUYQmypUEK5CqUBQhVIWQhVIQGIhUcFmIVCEJMJCqQsxCoQgNv9ELWlPpDduCGvlbFQ3iE0MsjjgMeSHRuPhxAD/eXv5flCOJrg5hLXA5BHaCvVmxHSbpaS209g3EdMDCBHDdGML8tHICRo55HnGfQuPU4XJ7onVgypfxZ6yXT92dOv1FpyOBgkcKeYTvZEMyPaActaPOVyLRuJoK703ui3aysM8eMnFfGHN+c0kFvrCpb9yNBXHUEVgt+rrPWXKbPVwU9U2QuI7gW5GfDOVjp8uTT5VlhyjXPixajG8eTrFnmLWFduZBXCG2WfUmnLZTAsp6ejbMxoHe572fDee0knwHJfd2Zs2tdaV1R793K8z0kTmtMlfNJI2Pz8Iefheheq0W/tTWR9o6V6bJBJOrfi6d/nxZ15JY5YOwjBKPTjyR8mi05aKXTslgFIySgmidFPHIM9c1ww7i8+QSuiUm1d7tNELVpvc3UVrs7AWw0b4oagwsP5DJHt4gB3duFtFF50IRhFRiqSMkklSOu6N0zaNE6NjsdE6V9FTMe+WSd3E+Uuy573HvJJJK1z0VdK0lrsd+1RBTSQi+3KV9IJc8TKRjiImjPYCS93oIW6EViTreidI0+l6zUNTBVy1Bvd1kuUge0Dq3PDQWjHaBw9q+PrPbCzas1LX3e61VQY66yC0SU8eG4YJTKJA7tDgT/AAXfEQGsTtvrA242s7uX/wBwmPqeEUNP1vV4xjrOHOcfldqy1m0NohtWnKfTd3uWn63TsLoKGtpy17zG/wCG17XAteHHmeXatkogOiUO39YdQabvt71XW3musM1TLFJLTRx9aJoTEWkMAAADiQubuNoWl1g+01rbpW2i7Wed09vr6XhL4XObwuBa4EOaRjIPmXbkQGs6na+8XmWlh1buHeL7bIKiOodQe5YaeOZ7HBzeMsGSA4A48FyrztpJ901fqLSerbtpetuRa6ujpmRzU87wMdYYpAQH47SMZWwkQGva7bWpvenmW/VGr7ndLhTVgq7fdIYo6Woo3huBwcAwR25z25wuZpjSWrbVd4aq5bkXO80cYIdST0MDA/lyy5oB5LuyIAiLo+5u62itvqN777d4TW8JMdBA4PqJD3eSPgjxOApSbdIhtLqzvC+fqK9WvT1lqbxeayKjoaZnHLLI7AA83pJ5Ad5Xi6/dLPX9RcKp1noLPR0bnHqGSwOkkY3uyeIAn1LU24W4+tNeysdqi+VFbFE7iipxhkMZ84Y3Az4nmumOlk31MJaiK4L7z6vGutybvqVjHMgqZeGBru0RtHC3+AXTkRd6VKkcbduwiIpICIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgMlN/aYvnj2rcvTE+MCxf5cpPa9aapf7TF88e1bl6YnxgWL/AC5Se16yl319SyNJoiK5IREQBERAEREBubKZUIpo4bJRQiULJRQmUomyUUZTKULO2dI7/uDt3+j3+0LRy3j0jv8AuDt3+j3+0LRyri7pswiItBYREQWEREFhERBYREQkYUYUooBChWRKBVQQrKEoFcKpCyYUEIDEQquCykKpCAwkKpCzEKhahNmIhVIWUhVIQGItX09J3qs03qW3X6gdipoahs0fPGcHs9BHL1r55CjCUSmfpltZr2xbhaVp73ZaljnFobU0xP4ynkxza4ew9hHNdsX5b6V1LftLXNty0/dKm3VI5F8L8cQ8xHYR4FbKb0kt2G03U+/dOT/fNKzi+lcM9I7/AIs7I6lV/I9/IvAegekVuBp7Uslzu1e+/UlQ4e6KSodgY/wEDyD6sedepdDdILbLVFNFx36Ky1jh5dNcvxXCfB58g/TnwWM8E4GsM0ZG10Xxmas0u+n90M1FaXQ4zxisj4cenK6XrPfja/TFPI6bU9LcalrctprcfdD3nzZb5Lf94hZqEnwi7klyzZqLzrtx0qNNX/UtRbdSUH3P0kjwKGqfJxsx5pTjyT49nn869CUVXS1tOypo6iGoheMskieHNcPOCFM4ShyhGcZcGZEWCurKShpn1NbUw00EYLnySvDWtA7ySqFjOi8p9I3pIUfuGp0tt3W9fLK0x1N2jyGsB5FsR7z/AIuzzedaI09vTudYqcU9Fq6vfE0YDahwlx63ZK6I6aUlZhLURi6P0jXw9Yav0zpCgFdqW90dsgJ4WmZ/lOPma0cz6gvA1x3+3Yrqd0D9VzxNcMEwxsYfpAWu7xdLnea11bdrhVV9S7tlqJS93oyVpHSP+5lJapeCP00t+v8AQ1wo21lHrCwywOGQ73fGMekE5HrWtN3ukforSltnptO19PqC9FpbEymdxwRu873jkceYEn0LwThMLSOkin1ZR6mTXQ77ft49zr0ZRWazurI5HFxjp5upaM9w4MHC6LNLLPK6aaR8sjzlz3uJJPiSqYRdKilwc7bfIREUkBERAFGFKICMJhSiCyMIpRBZChWRBZVFZRhCbIRThMICEU4TCAhFOFCAIiIAiIgMlL/aYvnj2rcvTE+MCxf5cpPa9aapf7TF88e1bl6YnxgWL/LlJ7XrKXfX1LI0miIrkhERAEREAREQG5MplUUqx5xbKZVUylE2XRUypygssipkKcoDt3SN/wC4O3f6Pf7QtHYW8ekYf/0Bt3+j3+0LR+VTF3ToZCKUytCCEU8kQWQiIhNhERAEREAREQBQVKICFCIgCFQUQmwoIUqCgsqQqkKxRBZjIVSFkKqQhJjIVSFlIUEIDEQoIWQhVIQFCqkK5CghCbKFQQrFQgKkLsOltb6u0sR9z+objb2g54IpiGfq9i6+oUNJ8kp0bRPSB3a9z9T91k+MY4urZxfThdN1TrbVuqXE6g1DcLiCc8E0xLf1exfATCqoRXCJc5PllUU4TCtRBCKcJhKBCKUQEIiIAiIgGEwiIBhRhSiAjCKUQEIpRAQilMICEU4TCAhEwmEAREQBERAFClEBGEwpRAXph/SYvnj2rcnTE+MCxf5cpPa9acpv7TF88e1bj6YnxgWL/LtJ7XrKXfX1LRNJoiK5YIiIAiIgCIiA28HqQ4Li9YFIkHnVzzaOVxJlcYSeKnrAgORnxUFwWAyBQZPFAZ+IJxBccyDzqOsHnQk730i/i/26/R7/AGhaPW7ukQc7ebcn/Zz/AGhaRWeLunQwiItAFLQXODWgkk4AHeoXZNutWy6L1C2909qt1xnZG5sTa2PjbG4jk8DPaEd10Cq+pwZtM6jhovdstgusdNjPWupJAzHnzjGF8lbv253t3UvO4Vot011bdKetrI4ZaA0cIjdG52HAcLARgZOc93NZrxoHT+oeljU6TtzGQ2c1XXVcMJ4WtDWB8sbcdmTkcuzPLsWXaOLqXzNezTVx+Rpyg0/fbhSuqqCy3Gqp29ssNM97R6wML5z2uY4te0tcDggjBC3br/fXWVt1jWWzRtZT2OxWyd1LS0cFJEWObGeHLuJpJzhRvpDa75ozSW7FvtlNTVNzkNNdIGMxE+dgyDgefhdn0KVOVrcuQ4Rp0+DUtt09frnAZ7dZLlWRDtfBSve36QFwKiGanmdDURSQysOHMe0tc0+IK2ldOkDuLJPG2x11Jp+gia1sVFQ0cXVsAH+JpJ+nC7L0lnR3XbrQWqrvQ09Jqi5QP92GOMRuljABDnNHieXzio3yTSkuRsi02nwaXptPX+qgZUU1juc0MgyySOke5rh5wQMFYLjarpbQw3G21lGH/AM8Do+L0ZAyvUOu7nunpnb3b22bewXEMZZGOr30tCycF5azhB4muwRhx5edaB3I1prvU88NDrauqZpqIkxxT0jIHRk9vJrWn6UhOUvkJwUfmdQWWkpqmsnbT0lPNUTO+DHEwucfQBzWHmTy7V6J1re49hrBbdKaSpKNurKulZU3W6zQtlfET2MYHZAxz7QRy7MlWlKqS5KwinbfCND3SwX21RCW52a40UZ7Hz0z2NPrIWXS+mb5qeeqgsdvlrZKSndUztZjyIwQC457uYWwrP0gtfxyyQ6jqaPUttmYWTUVfSRcLgR3FjQR/EeC+10SZRPqrWszYY4Q/TtS4RxghrMyM5DOTgKspyjFtovGMZSSTNFZTK7Ptroa969vj7baGxRsgj66qqpncMVPH3ucf5LvdNs9pe8VL7TpfdC0XO+AHgpHQOibM4drWPPIlWeSMXTKqEmrRpwlQSu26Q0NX3nc2n0LcHutda+pdTzF7OIxOaDnl39i+Fqm2Gx6nutlM3XG31s1KZAMcfVvLc47s4yrbk3RG11Z85MruG4Gh3aU09pa7OuAqhf7eKwRiPh6nOPJznn2rs1l2gpafTFHqHXmr6HStPcGh9FBLE6WeVp5h3AOwYVe0jVkqEro6BZdM329Wm53a2W+WporVGJa2VuMQtOSCfoP0L4xXqPQ2iotK7KbnVtuv1DfbRcbSDS1lMSMljZOJrmnm1wyOXivLeVEJ7myZw2pGWlpqirnbT0sEs8zzhscbC5zj4Ac1z7lpvUNtg6+4WK50kX/ANSalexv0kLenR8p7jQ7H6r1Joe309braOvbA1xibLNBTcDCCxrsjmTJ3c+HvwF0yp3t3etk1Tb75dZKgTRuZLSXK3x4w4EZwWAjHdg4Ub5NtLwLbEkm/E1QVUrte3GiLzr2+yUFsMEEcMZnq6ud3DFTxjte4+Zd4ptntM3yWS2aP3NtN4vjWuMdE+B8InIGS1jzyJ5KznFOmVUJNWjTRVV2XTWitR6g1q3R9Bb3++/XOikik8nqS0+WXnuA7ytinZvR7bh7wybt2NuoOLq/c3UP6kS/3DL2dvJHOK5Cg2aTKgrYWjdsK6+bsybfVtwgo6qLr+snixMzMbHP5YPPOMLotxpvcdwqaTi4+oldHxYxnhJGf4Kykm6RDi0rOMoXeN4NAO2+ulponXEV3vhbY6/iEfBwcZcOHtOcY7V3689H+lsNNRXXUWvLZabNVUUc7ameI8b5X5JiYwHLsDhJP+JVeSKSfmXUJO0apsOi9SX3Tl11Da7bJUW21NDqyYEARg+3lzXXlsrQdhvdbtrrq5WrVVXQ222Rxmqo4nOEdc1z+EcQBx48wVsDo66L0Nd9sdY193vNulrX2mTrhPQ9Y+0gcYEzXHvxz8nB5KJZNttkqG6kjzqi2lp7bTTOo9y6bR1h13BWsq6V8lPWCkc1jpmgu6ognIyAea11drXW2u91Nnq4XMrKad0EjMc+MHGPpVlJPoUaa6nCV4IpZ5mQwRvlleeFjGNJc4+YAdq7hupof7g62122puTaq5VNCyqrIGx8PuUv5tjJzzOOZ9S4+z/xpaZ/SUP/ADBNycbQp3TOsVVPPS1D6eqgkgmjPC+ORha5p8xB5hY16b6Y2jLZca6r19pkNdJR1Xvff4WdscrQOCQjxaWgn0eK1XsFo6i1JqqS63/8XpqxR+7rpK74Ja3m2P8A3iMY7+arHKnDcXlBqW06BW0NbQvYytpKimdIwPYJoywuaewjPaPFcfC3503poKjcey1FMzghlskL424xhpc4gY9C69QbXaJgoaR2o92bLQVlTEyUQU0D6gRhwBAc4cgcFI5E4pvxDhUmkakwowu77tbdXLb660sNRWU1xt9fD19DXUxzHPH5x5iu6W3YgS6MsesbrrC3Wex3Cl6+oqaphHUuJw2NoBy9xwTy8yl5IpJkKEm6NWaY0xfdTSVjLHbpa11FTuqagMx+LiHa457ua+PhegujDS0dFqrcWkt9e24UkOnalkNS1paJWh7cOAPZla22s23uuuJaqrM8drsVA0vr7rUD8TAAM4/xO8AoU1bvwJ2dFR0ZF3TSegavWeuanT2k6ttXSQFz3XCob1UbIW9srhk8IXdKbZzSt4qnWbTG6dnud/wRHRugfEyZ47WskPInzKXOK5IUG+DSyLb+wOjLRNvFT2bWdZT0Nbb7g2L3rq6brRWSBxDoj3Ds7+St0j9J6MseqLxVWHU1HLWm5GN9lp6MxClYQScH4OAQBgedRvW7aTse3caeVmMdI9rGNLnOOGtAySfMmFtfox6bpLlrao1RemAWLS9M641jnfBc9ueqZ6S4E+hpVpParKxW50aur6Gtt9QaevpKikmABMc8ZY7B7Dg81x16G30qKXdbaq27sW+mjhudsqX2y8RRjsYTxROI8OLt/wAfgtW6b0Kb9trqDVlFcQ6qscsfuig6vmYX9kodnuPFkY7lSM7VstKFOkdLRbC2L2wrN0dTVNpp69lvhpqczTVDmcYbzAaMZHaSuq1Gm7rDrKTSZpy66MrzQdUO+Xj4MfSrbldFdrqz46LZ9dtXR0+59y0Y/WdppYrXAJKyvrMxxtdgcTGjmXEcQC+7b9lNO6liqqXQe5Vsv14p4XTChdTPhMrW9vAT2qryRRZY5M0mi7ftZoifWu5NBouSq97p6p8zHyuZxdW6ON7yCM/4MLsG5W1tt0JZqkXPWttn1DFMGttFOwuk4C7HE53Y0454UuaTohQbVmsF9ey6avd5tdyudtt8tTR2uMS1srcYhaTgE/QtkWXZeCl0rRaj3A1fQaRpri3ioYJonSzytwDxcA7BzC2Ho7QbNJ7Mbk3O26gt+oLJcrXGKWtpCR5THniY9p5tcMg48VWWVLgtHG3yeXcJhEWpmRhFKIC9KP6TF88e1bj6YnxgWL/LtJ7XrTtN/aYvnj2rcXTE+MCxf5dpPa9ZS76+paJpNERXLBERAEREAREQGyutCCULhdanWq5w0c7rQp60Lg9anXINpzetCgzBcLrVBlQbTmmbxUdcuCZfFVMqE7TafSEOduNtz/s13tC0kt1dIA52z21P+zXe0LSmVni7poyyhRlMrQgsuZZLXcL1daa1Wullq6ypeGRRRjLnErg5X3tC6uveir4L1YJ44KwRujD3xh4DT28iod10JVX1Nvzy2vYizSUdvMFy3Fq4uGeoa3jjtbHDPC3uL8f6x29U6N+pIrRvha7ne6lwFdJJBNUTO58coIDnE+dxGT4rl/hHbqf/AHil/ZGLomv9a3/XN3juuoqllRVRxCJrmRhgDQc9g9KyjCTTUvE2lOKacfA+ju3pO9ac3IutqrKGcPnrZH0pDCevY95LS3z9o7O9bB3mp5dJ7B6I0NcD1d1kqZLnU05+HCC1waHDuz1h+grrti3/ANzrPaI7bDeYqiOJgZFJUwNkkYAMDDu/15XQdQajvV/v777ea+WtuD3h5ll59nYAOwAeYKVGTa3eBDlFJ7fE2poDQ1m0bp+HcLcyAmGQcVnspH42teBkOcO0MHLt84z3A6/1/qq/6+1W663TifNKWwUtOxuGQx58iNg7hz9ZK7mzpG7psYGNvFKA0YA9yMXw9bbx681hao7berpG+CKds7OqhEbmvb2EEc+SiKnutomThtpM5113A3n0jUR2m5X2/Wt8DQ2KGZvCOEDA4cjDh6Mhd33oqbjqHo+aX1RrSkbDqh1Y+GGZ8IilqKfmQ4tAHIgA9mO/vXUbL0ht0bbRspTeoK1rGhrXVdM17wB4jBJ8TldK17rnU+uLjHXaluklbJE0tibgNZGD2hrRyHtRQbadJBzVNW2fAje6ORsjThzSCD4hb86Sdiq9bQ2zdXTFPJcbVXULGVogBe6kkb2h4HMAdhPgvP5K7VoHcXWGhZZHaavMtJHKcywEB8Tz5y08s+I5q84ttNcopCSSafDPnaU0vqDVdy979P2mquFRglwiYSGDzuPY0elbb6I8M1NqrWtPURvimi05UsexwwWuEkYIIXXNRdILc+9W+Shfe46KKVpbIaOBsbnA9vlcyPVhdK0XrO/aPq6+rsdUyGWvpXUlQ57A/ijcQSOffkDmqyU5RaZeLjGSaNtdHpsl22e3J01ZDjUVTTxzRxs5STwtBBa3vOCSP98edau21sd/ue4dqt1opKr3wirI3ODWEOh4XAuc7+6Bg5yvi6cvt205eILvZK+ahroDmOWI4I84PnB8xWxLp0hN0a+3SURvcNN1reGSenpmMleOz4Xd6RhHGSbrxClFpX4Hf73ebRN026SpppourjqoaaeZp8l87YQx3Pz8Xk+kLUW8dhvFHvHqO2zW6p91VV3qJKaJsZLpmySucwsA+FkEYwulNqJ2VQqmzSNna/rBIHHiDs54s+fPetqQdIndWK2Ci9/onuazgbUPpWGYDGPhYxn1KFCUWtvlRO+Mr3ednZOk5bKiwae2wtV0i4Z6KzNjqY89jgW8TfaFj6YNJW1eprNqekZJNp6ttkIoZ2DMTeWeDPYD4LVOstb6j1fBbotQV5rTbojFA948vBOTxO7XHPeV93Qm8evdGWr3os92Y+3AktpamJsrGZ7cZ5j0ZwoUJJJ+KJc4tteDNo7I2i90PRp3KuFfDPDbq2ic6jbI0gPLY3B72g9xy0Z8F5vyth3rercS80t2pblexPT3WmFLURGFoaIxxcmAfB+EefatdZV8cWm2/EpOSaSXgdv0i3X+nLZ922mBd6GibM6nfX0gd1fE0Alr8ci3mPhDGfQt07Lbkai3U1DFojXdioNT2uojd11W6jayWlAB/GcTQA30jBWmdv8Ac/W+hI3wabvctPSyO430z2iSIu8/C7sPiMLsGod/dyrzaprY6601BTTtLZhQ0zYnPB7cntGfDCrODl4L5l4TUfF/I2LsBBZY7RunpajoX3qUOPuekinMctZTRvcOFrhz58jy7crqWk9SaFg1jQMsG0F2dfaWqZJTwx3Sd0jZWOyMt8COeeXnWpdO3276dvEN4slfNQ10BzHNE7BHp848Ctk1nSK3TqKF9OL3TwPe3gdUQ0jGzEfOxy9SiWN268fUlZFSvw9Dv2ymq4NX73a5rYKNllvV9tE0VBC84dHOGAOAPLyst4iPA+ZefJtO39mpjp2S1VpvPX9T7l6smUvz2Y7T6fWuHT3O4U92ZdoK2ojuEc3XtqWyHrBJnPFxduc88raDekXuq2h9z+/dOZeDg91Gkj67Hpxj+CttlF3ErvjJVI5XRmoa3TvSNttpvtPJQ1wZVU74p/JIkdA/hHrOMefIWv8AUmmL798eu04LZUm6SV742U4jPE4uecEDzYOc+ZfIdebqb77+m4VBufX+6PdXGes6zOeLPnytlVHSJ3VntTqB1+ia5zOA1LKZgmx87HL6EcZKVoJxcaZ93ppU0lHrXTNJMMSw6dgjePMQ94KjpjTzuvOiqUyuMEemoJGMzyDnOcCfWGt+hap11rK/61rqSt1DViqqKWmbSxPDA08DSSM+c5J5qNb6xvusqqhqb9UMnkoaRtHAWxhvDE0kgcu3tPNRHG1tvwJlNPdXibJ2Z+ILdb/9tS/+oFyOjVG+fb3dmnhYZJn6bk4WNGXO8iTsHetWWLVt7sunLxp+31DI6C8MYysYYwS8NORg93NW0FrLUWh74LxpqvdR1XAWP8kOa9p/JcDyIUyg2peoU0mvQ+XYrjWWS9UF5oJHw1VHUMqIHjucxwI/iF6jrdFWvV26Fi3gEUTNKz203i6k/AZPA0B0Z8S7h9IBWpGVOrd9r97muV709RVlBTE0kVQWUrZcuHExmBkntd39i7buDe3bb7EQbUQ3+kuV6uFS6a5CjmEsVJATxdUHDvcQM+GfOqTttJc/+FoUk2+DTm4uparWGtbrqOrJ462oc9rT+Szsa31DC5ez4/7U9M/pKH/mC6rhcyyXGrs93pbrQPDKqklbLE4jIDgcjkt2v40jJPrbPQt61fRaf6TmtLDqAh+mtQziiuUbj5LcsaGSeBaT292Svh74yWvbTR8W0WnKxtVUTze7r5WMGDKXc4YvQGFpx6+8rT2q77ctT6hrL9d5WzV1Y/rJntaGgnAHYOzsXy1nHFVMu8nJvTpfxGbXGlYg5rOs0/StDnHAGSRknzLNuZZNr9qb5BpS46JuGpbiymjknrp7hJTskc4fkNZjl9K1LrjWN91nWUlXfqhk8tJTNpYS2MMxG3sHJdutm+24lDa6WgNwo6z3GwMpairoo5poQOzhe4ZyPOVXZJRSJ3xbbO6dKFkTNr9s+psstkiNLUFlDLI6R8DSWkNLneUeRzz86+fv3UTDYraOkEjhCaGokcwHkXAsAJ9AJ+krW2uNwNVa1pKCm1LcjXihMhhe9gD8vOXZI7ez1Liaj1ffNQWKy2S51DJKKyxOiomNjDSxrsZBPf2BTHG1V+AlkTv1NvdCptE/U+rm3J7mUR09KKhze0R8bOLHqyu3VN00vu9thcduNvGS2GpskpqLdbzJwtucLBzLvO4kl2Dzzg+jzporWF90fLcJLFUMgdcKR1HUcUYdxROIJHPs7O1cDTV7umnL5S3qzVb6SupX8cUre0H+Y8FEsTcnL7CORKKRvTonR0wotwdNVlrfWXae3hrKDrTDLO1hd1kQcOYPMfQvhWK/aBp9W0tJadnbyL7T1TTDBHdZ+uZK12R5PaCCFru4a31HVa3frOOtFFe3yCV1TSMEWX4wXYHLJ7/P39q7zP0jd1paJ1P79U0crm8BqWUbBNj04x/BHjlbfn6hTjVeXofQ09qd2rulzZ9QT2p1omqLvCyalefKjkY0MIPIc8tXT+kLDLHvXq0Pje0i4PdzHccYP8V003O4m8e/Brag3Hr/AHR7pMhMnW54uPi7eLPPK7zrPefXur9NSWC+19JUUsvB1zxSMbLLwnLcuA7iO7CtsakmvkRvTi0zXS9RQW/ROh9haDRWr9QVtkuWpwy51rqOm66R0QPkRu5jhHJvpwfOvMNLM6nqYp2BpdG8PAcMjIOeYX2dcasvms76bzf6oVFWY2xAtYGtaxowAAOQCmcHJryIhPbZ6H2U+8/R1F20Xa9Z3a5RaqpxRPpaygEUfWc+B/EDyIyR610TZFv3Gb23LQeogWUd0bNZawO5A8XwHfSAR6VpygqqihrYK2lkMU8EjZI3jta4HIK+3qzWV91PqwapulRGbsOrJnijDC50YAa4gd4AHPwCr2T69eS3aLp04NxalobnsltIbe2T3LqS+3xz+IfCZTUkhDCPBzgHeIcF3p1mtM+v6bpAmnb7xHT/AL7ytHwRXtb1fV/O4sD0jK80bha61Jr26U9y1NWiqnp4BBEWsDA1gJPYO/J7Vdm4GqWbfO0G24//AAF03XGDgGc54scXbjPPHnUdlJr18SVlin6eB3LZrS9s3Dv2rtU6vdXVkFrpJbpU0tI7E1U9xc4tB7R2H+C2H0abxoa77uUEWlds6m21EMcz3XD3zml6iPq3DL2k8PPIbz7yvP8AobWGotE3oXjTVykoavgLHEAOa9p/Jc08iF3WTf3cj3TDNSXCht/Vy9a6OkomRNmfgjMgA8rtPb3pkxylaQhkiqs+/sGAOmDBj/7pcv8A0p1rHXFR1m5d5qa1zph77Suk4jkuAlOR9Cx6c1jfbBrZusbZUMju7ZpZhK6MObxSBweeHs5h7l8a41c9wuFRXVLg6eoldLIQMZc45P8AEq6g1K/Qo5rbXqbw6YluudTqaxaphbJUacrbNTR0FRH5UUfCCTHkcgefF458CvpbJ2O/0HRv3KuldBUU9rrqRnuMStLRK5p8p7Qe0cwM9+PBa40FvLuBoq0+9FnvDX24EllLVRNlYzPbw55geGcK1/3q3FvtNdKW6301FPcqcU00JiaGNjBzhgA8nn39pVNk9u003x3bjXWEwpRb0YkKFZEoFqb+0xfPHtW4umJ8YFi/y7Se160/Tf2iP549q3B0xfjBsX+XaT2vWU++vqWiaTREViwREQBFaNwZI1xaHAEEtPYfBZ7pUx1lwmqYqSKkZI7LYYs8LPAZQHGRFdkMr28TInuHnDSUB23rSnWlcQyeKdZ4qxzUcvrSnWlcPrE6zxQUcsylQZVxDIqmRBRyzKq9auKZCo4yoJo3Nv4c7X7Zn/ZjvaFpVbn35OdrNsj/ALLd7QtLquLuiXJKKMplaFSUUZRATlRlQmUJJRRlQgLIqogJTKrlMoCSVBKhCUAJVSUJUISFBKFQUAymVCIAiIgCIoygJRQoQknKKEQBERCAoUohNkKMKyYQFcJhWwowgIwmFOEQFUVkQWVRWwowgshFOEwhJGEwpwiArhMKUQEYRSiAhFKICqYVkwgK4TCthRhAQmFOEwgKorIgKopTCAhFOEQEIpwmEBCIiAyU39pi+ePatwdMX4wbF/l2k9r1p+m/tMXzx7VuDpi/GDYv8u0ntesp99fUvA0miIrFwiIgCIiALn0d3rKSAQxOaGDsyFwEQNWfc41HH4rjl6cakyo5HEoL/Fcfi9CcXigoz8fioL/SsPF4qOJCaMxeq8fisXEnEoFG8N9z/wBlO2B/2W7+S0utz7689qNsP0W7+S0woxd0zlyMplEWhAyiJlAEyoUICcooRAEREARFCAKCpUFAQiIhJCgqSEQFUUphAQinChAEREBGEwpRAQilEBVF2fRGhNU6zrW0un7RUVZJw54bhjfEuPIL0Xt30TmDq6vW95PnNHRdvreeX0A+lVnOMO8xFSm6gr/7zPJ7GPecMaXHwC7DZNDavvRaLXp241XF2FkDsFfoLpXanb7TMcYtemKESM7JpmdbJ+s7K7lDFFCwMhjZG0djWNAH8FzS1kVwjpjpMj5aX5/R+fNt6Pm69cziZpl8HhUStjP/ABFfWZ0ZN1nDLrXRtPmNbF9pe80Wf9ZLyRf+iXjJ/j9Hgeo6NG7EQy2zUsg/w1sX2l128bK7nWoOdU6Sr3Mb2vibxt+kL9GkRayXikHovKT/AB/o/LK52W7WyQx3C21VK4csSxFvtXAX6nXSz2m6QuhuVtpKuNww5s0LXZ+kLWGtujtttqSOR8FsdZqpw5S0TuFoPiw8vowtY6uD5VGUtLljxT/H/fc/P9Fvjcboya1062Wrsj4r7RMGfxI4ZQPFh/kStH19FV0FU+lraeWnmjOHMkaWkH0FdMZKStOzBunT6M46YRFJIwmERARhFKIQQilEJIUYVsJhAVwmFbCYQFcJhThMICqKyILKorJhBZVFOEwhNkJhThMICMJhEQEYTClEBCKUQFqb+0xfPHtW3+mL8YNi/wAu0ntetRU39pi+ePatu9MX4wbF/l2k9r1lPvovA0miIrFwiIgCIAScAZJXdtJba32+NZUThtupHc+smHlEeDfrwobS5JSs6SssdPUSN4o4JXt87WEhehtP7caWtLGl9H7unHbLUni5+DewLtkVPSxRiOKmhYwdjWsACyeZeCLrH5nlXiUcSxZTK2MaMvEo4/FY8plBRk4vFOLxWLKZQUZOJOJY8plBRvjfPntNtf8Aop38lplbl3x+KTa79FO/ktNKMXdMZ8hERaFCEREJIREQkIiIAiIgChThQUAREQEYUKyhAQinCYQEYUYUogIwmFKISQilEFlUwrL72hNI3rWmoYLLY6V09RKeZ/JY3vc49wCEOSR8m126tuldFQ2+mlqamVwayONpc5xPgF6j2X6MA/EXjcBzgOT222N2CfCRw7PQOfitvbI7N6f24trJjFHXXx7fx1a9uSzztZnsHj2n+C2euLNqvCH3OvFpHL+WT7fv9HBsdntdjoI6C0UFPQ0sYw2KFgaAuciLibb6s70klSCItc7hbii32C7U+n2l19ZdorFRslZkOq5WMeCB3ta15d48JUEmxkWqtrK67O3Q1JY4bvX3eyWm30sNXU1c7puK5kvdKIyfggMLeJjcNaeHAHPO1UARdZv2s7data2TSIhmqrpdhJI1kWMQQsBLpX+ZucN9JX0KrUthpdS0mmqi6U0d4rInS09GXfjHsb2ux5vSgPrIiIAujbmbVaO1/RSR3i2xx1hbiOtgaGzMPp/KHgV3lFaMnF2mUnjjNVJWfn3vLsZqjb6WSsZGblZuLyauFvwR/jH5K1OQV+rFVTwVdNJTVUMc8MjS18cjQ5rge0EHtXkzpGdHgUTanVOhaY+5gDJU29vMx+dzPOPDuXoYdSp9JdGedm08sXVdY/lHlrCKz2uY8sc0hwOCD3KF0mJChWRAVRWwmEBVFOEwgIRThMICEU4RAQiIgCYREAwmERAMKMKUQkhFKIQQilEJK4TCthMIC1MP6TF88e1bc6Yvxg2L/LtJ7XrUtMP6RF88e1ba6Yvxg2L/AC7Se16yn30XgaTREVjQLk2ygq7lWx0VDA+eeQ4axo/1yVKOmnrKuKlpo3SzSuDWMb2klegNvNJU2mLcHSBktwlAM0uM4/wt8PaqyltLJWcPQG3lvsbGVtzbHWXHtGRlkXzR3nxXfOLuWHjUca5m23bNV0M/EnEsHGnGoomzyplMqqLsOei2VGVCIQTnxTPioRCScplQiA33vh8Ue136Kd/Jaawtzb3c9o9rv0U7+S03hRi7pzz7xVFbCYWhUqithQQgIwowrYUYQEKFZEBVFbCjCAhFOEwgIwoVlCEkIpRAQinCYQEImEwgCjClEBGEwpWSmglqaiOngY6SWRwaxrRkknuQhukfW0Rpi66v1JSWKzwOmqah4aOXJo73HzABfoFsztrZtt9NMoKGNktfKA6srC3y5XeYHuaO4etdb6NG1dPt/pZtfcIGOv1ewOneRkwsPMRj+fj6Ft5efqc+57I8HdpcH/6T58PT/YREXIdwREQBaW1Npy3626SdJAaVzKLTNrFZcZ6aV8D5qubLKdjnxkOyyMPcDnIDsdhXf9wLfqqtFK/TVf1HVtkbLEJxCXOPDwP4ix+Q3DstwM8XbyWvrJY939Ae762ho7HreW6VBq7gXT+46sy8IaGtc7yHNAaAM8OEB3zUFy07tnpKNtvtccLJJxBQ0FIwNfVVMh5NHnc45JcefaSuLZr/AKjj1rQWG9T2Z89VQSVtVSUxIkomBwDDkny2k5bnA5g4XXdRae15q+66I1XPabbZ6yyVVTNPaaur65oMjGtjk44wQXsw7kOXldqtZ9stR0WrNX3GfUcU8OpWwiWr6sirhayLgMTDnhaziyRjmAfPzQHzNoBe9Q6g1FuzOLQ2C4zyUNDJOXgxUFK90fE09we5r3nPn8y+tpPcS2V+i7jutqC0U9BaxK+KzzCDirKil4wxmO/Mj8cLB5x6Vx9K7d6ti2fG2l2uNvoaKGhloW1tve90s7TxcLiCBwdoLgM558+awXDa/V9ZoTSVmkvdqbU6UqKGakp44Xtpan3Lw460Z4skNHZyBQH3tEa0vV/1pPTTRwQ2/rKyL3KY/wAdT9Q6Noc92SMuLncvDtK2OulWDQFHBc6y+XeU1N1uLw+tbA50dM/HwW8GeYHj29+V3VAEREAREQHlbpWbHxGKq1zpOkbHwjrLhRxMwMd8jQPpI9a8nFpBIOQQv1Ze1r2Fj2hzXDBBGQQvD3Sv2m+42/nUdlp+GyXCQngYOVPJ2lvgD2j/ANl6Omz7/wCMuTzNRh7J7o91/j/RofCYU4TC6jCyuEVsJhAVRWUICEU4TCAhFOEwgITCnCjCAjCYUogIwmFKICEUogITClEBGEwrYQBARhMKwCnCEk0w/pEfzx7Vtnpi/GDY/wDLtJ7XrVNM3+kRfPHtW1umN8YVj/y7Se16yn319S8DSSIvraStTr1qCloADwPfmQ+Zg5lWNDZGzOmhTUnv/WRDrphimDhzazvd6/Ytl8S4sLY4YWQxNDY2NDWtHYABgBX41zSduzRdDNxJxLDxqONRQsz8ScSwcacaULPL5KjKIuozCIiAZTKIgCIiA39vZ8Ue136Kd/Jadwtx71/FHtf+infyWnsKMXdOefeK4UK+FGFoUKorYTCArhMKcJhAVwmFbCYQFMJhWRCSuEwrYTCAoivhRhAVTCthMICmEwrYTCArhMK2EwgKqFbCICq9FdDXbRt+v0ms7rCHW+2v4KZjhyln7c+ho5+kjxXnuliM07Ih+UV6X2936h0XpKh07btGwuipWYdJ7tIMjj2uI4O0lJY8k4Ps11MZ6nBiyJZnS5PXCLzN+FJU/mbD+3n7CfhSVP5mw/t5+wuH3fqPh/KO333ovj/D/R6ZReZvwpKn8zYf28/YT8KSp/M2H9vP2E936j4fyh770Xx/h/o9MovM34UlT+ZsP7efsJ+FJU/mbD+3n7Ce79R8P5Q996L4/wAP9HplF5m/CkqfzNh/bz9hPwpKn8zYf28/YT3fqPh/KHvvRfH+H+j0yi8zfhSVP5mw/t5+wn4UlT+ZsP7efsJ7v1Hw/lD33ovj/D/R6ZReZvwpKn8zYf28/YT8KSp/M2H9vP2E936j4fyh770Xx/h/o9MovM34UlT+ZsP7efsJ+FJU/mbD+3n7Ce79R8P5Q996L4/w/wBHplF5m/CkqfzNh/bz9hPwpKn8zYf28/YT3fqPh/KHvvRfH+H+j0yi8zfhSVP5mw/t5+wn4UlT+ZsP7efsJ7v1Hw/lD33ovj/D/R6ZXxdcaaturtLV2n7rEH09VGW5xzY78lw8Qea0B+FJU/mbD+3n7CfhSVP5mw/t5+wpWg1KdpflFZe2dDJNOXT5P9Hl3Xuma7SGrLhp+4txNSSlme5w7nDwI5r4S2zv3rOn3FuUN9jsLLXWQRcExZP1nXNHYT5I5haoXe4yjW5UzlwZseVPY7SKorKMKpsQinCYQEJhThMICMKMKUQEYTClEJIRSiCyuEwrJhBZXCYVsIgIwmFbCkBAQApDVYBXDUBjDVYNWQNVg1AVpm/0iL549q2j0xvjCsf+XaT2vWtaZn9Ij+ePavRXSF0lab5qez1lcJjK2yUzBwPwMDi+tY5HUkaYzyktm7I0DcV10e3mCIWHHrP8lzqrbSyyD8RVVcJ7uYcP4hdj0lZ49P2ZtvZN1xD3PdJw8PESfNk92B6lEpJo0Pu8ScSwcacazomzNxJxLBxpxpQsz8ScSwcacaURZ5sREXQAiIgCIiAIiID0BvV8Ue1/6Kd/Jaewtxb0/FHtf+infyWn8KMXdOafeK4TClFoVsjCKUQWVRWRAVwmFZMICuFGFbCYQFcJhWwmEBTCYV1CArhMK2EwgKIr4UYQFUwrYTCArhRhXwowgPp2GHm+Yjs8kfzX1lxrbH1dGwd5GSuSvSxR2wSPlNZl7TNJhERanKEREARFaKOSWVkUTHPkeQ1rWjJJPYAhJVFs6h2I3Iq7WK9toijDm8TYpKhrZCPm+ddZodA6nrLffK6Kga2KxEi4B8jWuiOCcY7+w9iyWfG+JI6JaTPGrg+vodXRcm2UNZc6+GgoKeSpqZ3BkcUYy5xK2PLsLuTHbTWm0wOw3iMLalhkx6M9vgpnlhDpJ0VxafLmTeOLdeSNXouwaW0bqDUuo5dPWyizcomvdJDM4RlvCcOBz3hNJaOv2qb/ADWOzUzJq6FrnPY6QNADTg8z4qXkirt8FVhySqovr0R19F3PR22Or9Wsrn2ShhnFDOaefinazheO7meaw6z241lpGnFVfLNLDTcXD17CHsB8SOxR22PdttWW/psyhv2uvOjqSIi0MAiIgCIiAhwDmkHmDyK6rVxGGpki/unl6F2tfDv8XDUtkA+G32Lm1MbjZ6vsnLtyuHmfLRSi4T6IhFKYQEIpwmEBCJhEARMIgIwmFKICMJhSiAjCkBThSAgIAVwEAV2hAGtVw1S0K4agIDVYNVw1WDUBNM3+kR/PHtXp/ek4vloH+x6f/qXmSmH9Ij+ePavS29zsX60foen/AOpYZe8i8DpHF4pxeKwcacYVaL2Z+JOJYOMKONKFmfi8U4lg4040oWZ+JOJYONONKFnnpERbFwiIgCIiAIiID0FvR8Ue1/6KP8lp/C3DvMP+yPa/9FH+S1BhRi7py5O8yuEwrYTC0KlcKMK+FCArhMKyYQFcJhWwowgIwowrYTCAqithMICqKcJhAQmFOEwgsrhMK2FGEJIwmFKILIUsaXODR3nCLLSDiqoh/jHtUpWys5bYtn32gNaGjsAwpRF6p8aERFJAREQBbC6ObLfJvJYG3ENMfWvMYd2GXq3cH/Fj14WvVkpp5qaojqKeV8U0bg9j2HDmuHMEHzqmSG+Dj5muDJ2WSM6ummbV3trddDeKva2a7MqGTYt7adzxiPHk8HD/ACX39kxUybNbnCcSvqXRDjD8l5dwPznvyvh0fSF1/BbmU0nvVVTsZwtq5qXMo8TggE+pfC0fu7rDS9Tdamhlop57rOJ6p9TBxFzxnswQB2lcTxZXi2bUqrx8n8j1Y6nTx1Ha7207vpxa+fU7V0SKanj3OmNfBwVIt8hohK3GZOJucZ/w8S+bpeu3CdvtTiaa6m5m5BtSx5djquPygR2cHDnHd2YXwNW7qat1JebXeKmopqOttZcaWWji6stLiCc8zn4IXZpekPr99CYWttEdSWcJq20n4308zw59WPBTLFlcnLauqrnj8Fceo08YRx72lF2mlzx69GbapPe+LpeVIpTE2R9m/pAbgZlwO3x4eFdF6NNtr6XfC++6KSaL3PHUMlLmEBhMgwD9C0xbtS3236nbqWmuU4uzZTMalx4nOce3Oe3PmK77qHfrXd4s09s4rdQipYY556SAsleDyPlFxxkd45qktLkUdsetpL7GsPaGCU1knacZOSS8b8Dt+3U0n3lt0Z6KR/Ga17onxE554wQQuXshPfavafWo1g+qlsTaM+5nVpJ8rhdxcJd3fA9a1Rt1uhqbQdvqqGxChMNVKJZPdEJeeIDHLmE15uprPWdGKG73FrKEHiNLTRiKNx87sc3eskKZabJJyXSm078elFcevwwjCVvck1Xg7vl36+R0hEReieIEREAREQBfOv7OKlY/va7+BX0VxLuM0Enhg/xWeVXBnTo5bc8H6nXcIrYTC8w+tKphWwmEBTCYVsJhAVwmFbCYQFVCvhMICmEwr4ThQFcJhX4UDUBUBWAVg1WDUFlQFka1S1qyNagshrVka1S1quAgIaFYBWAVgEILUw/pEfzx7V6N3zONQWj9DU//AFLzpT/18fzh7V6G34djUdo/Q1P/ANSxyd5F4eJ0PiTiWDiTjUUWsz8XinEuPx+KcaULM/EnEsHGnGlCzPxKONYONONKFmiURFobBERAEREAREQHoTeX4otsP0Uf5LUK2/vH8Ue2H6KP8lqLCri7pzZO8yqYVsJhaFCuEwpwmEBXCYVkQFcKMK6hAVwmFZEsFcKMK+EwpBRFbCYQFcJhWwowgK4TCthMICuEwrYTCAos9D/bIvnLEstKcVUR/wAQVod5GebrjkvRn3URF6p8eEREAREQHp7Qtgo6XaCy3fR2irDqyumBdcxWNY+YH8pjeIcsdmPQeeV13Y2gtGo96tRMuejLdSRMoJXstVRTBzIHiSMDyXjkeZ7AO1fP2vuG1lijtF8+7XUFnudGWy11E2GRzKtzTkt8hpbwns5ns8y5+kt19Lje6/6uuRqKC2VtvNLAWwl7yeJmCQ3OCQ0leTKOT+aSb9evnx6/Q+khkw//AEuUkqa6WmuOfNeqY3qoLzTaNkbW7Vab05DLVRxMr6Pqetac5A8kZwQDlfQ1G7R2zOl7JRO0jbtRX25Qe6J566Jr2tHLOMg45nAA83NdJ1/VbeT6cqn2TW+p7pcmvY+npqxsnVE8YyTkYGGl2F2WXWe2m5GlLVQ7gV1ZZLxa4+qZVwwukbI3Az8Fru3A5EcvOrbJbY2ntvrV/T1KdpDtJ7ZJTpU24tc9eqSVnB0Dc9L673xsrodGWu20Tqd7aikETXxSyBhPEWY4R4clg2rs1orekfcLVWWuiqLeyqrGtpZYGuiAa53CA0jHLuXzItS6E0VujZ71on3wrbbRs4Kt07eEykjBcwHBHI9+F3ug1XszpzVlduFabxcq27VQkkjthpntDJH/AAvKLQO3P5R7eWVOTck9qdNUvn6lMOyTTySjcZW+Oqpcef0I2fsNpn1FuWfuVtd5mt9ZN7go56VjmgiSThY0EeSDgDkuPvJp20HaKPUV10dbtIahFWIoaWl4W9azPPLW8jy5+GF1bbbcS22m1a9mudXPSXO+xyPpDCxxPWu4z8IfB5u7VXcDW2ntc7YWj32rJo9X2tvVZMLi2pj5DJcOQJHPn3g+dR2eRZk/C15+X+PMt2+B6VxVXT6dPP73XB2Pc37ntGU+3l9h0nZqxr7YX1VNJSsDKlzogOKTl5RBdxZOeYXYdXai0jZtqdPaxj2y0tLNeJCx0Boow2Pk45B4cn4K1lvTrKw6n03pGitFRLLNbKAQ1QfE5ga/haMAnt7D2JrrWViuuyWktLUVRK+522YuqYzE4NaMPHJx5HtHYpWCUow3J8u+eOpEtXGE8qg1VKuOeh2/Rln03u9t7U2egtdpsuqrbOJWyQU7IuuhLsc+EAuGDjwIb511Pfur0xbaqj0Tpi1W5jbSxrK24RwM66omAwQXgZIHfz5n0L5/R+1VZ9Hbge/F8nkgpPccsXEyMvPE7GBgehdJv9THWXyuq4XF0c1Q+RhIwSC4kLbHhazPnauq+bOXNqYy0qpLe+j86XH3/wDDhIiLtPKCIiALj3L+wy+hchcW6HFDJ44H8VTJ3WbadXmj80fAwmFfCjC8s+vK4TCthMICuFGFfCYQFMJhXwpwgKYTCvhSAgKcKcKyBqkBAYw1SGrIApDUFlA1XDVYNVg1BZUNVwFIarhqEWQArgIArYQEBSpAU4QF6b+vj+ePavQO/pxqW0foan/6l5/p/wCvj+cPat99IJ2NT2gf7Fp/+pYz7yLxfRmvuJOJVo4KmsqWU1JBJPM84axjcklbV0htM9wZVajm4c8/c0Tufoc76klJR5JVs1nQ0tXXVDaeippqiZ3YyJhcT6gu62Xa7UVa0PrDBQMPdIeJ30D61ui02q3WmnEFuo4aZmMHgbgn0ntK5qxeV+BdRNaW7aO2RgGuuNTO7vDAGj+a+3T7baSixxUEk3z5nfyIXcEVN8vMmkdY+4DSGMe8sX/8j/tLC/brSLnZFsLfATPx7V21FG5+ZNI/N1ERdpcIiIAiIgCIiA9DbxfFHth+ij/Jakwtubw/FFth+ij/ACWpMKuLunPNfyK4TCthFcrRXCYUopIorhMKyICuFGFdMICmEwr4UYQUUwmFfCYQiiiK+FGEFFEV8JhBRRFbCYQFcJhThMICMKWeS9rvMcphFNkNWqPug5GQpW1uj5tHTbj2qe6118dR0tLN1D4IIg6VxwDniPJo5+Yrdf4N+gPc/V9bduPGOs90DPpxw4/gumevwwdN9Tw8XsXVZVuilXzPHyLf24XRuultppK7SVzN0iYC51JUNDJ8f4SPJefDDfWtC1ME1LUSU9RE+KaNxa9jxhzSO4hdGLPjzK4M4dTo82mltyxo7FtlpN+ttX02no65tC6drndc6PjA4RnsyPau1be7Qz6v1ZqKwR36OjdZJ3wmZ1MXibhkczOOIcPwc9pUdF3447Z/+OX/AJV3/bKeal1FvRVU0rop4Y6+SN7TgtcHykEeIK5tRmyRlJRfgv8AJ36LTYckISmrtu/klZrfRm09zvutL1pWvrm2urtMTpJHOhMgfg4GOY5EHIK5e1+ztbrzTFxvFFeYqaWjldCynfTl3WuDcjyuLlns7Ct97TXG164oRr6PghvTba+33OJoHlPGCH+vGfXjuWu9n7vW2Do/auvVvfwVVHcWSxn0PjyD4EZHrWL1OVqSXRql9fE6o6DTRcHJXFqT+ipr6o1jo/bmrv2ntV3SevFvl05EXzUz4C50hAeS3ORw/Ax2HtX0NsdpqzVtiqNSXS80lhsMDi01VQMl5HbwjIGB2ZJ7ezPNb4l95LxtXrPXNkLY236zk1UAA/FzxxyB/wDzD6M966Rb7dVbgdGGgsmlnMfcrXVA1VG14DpOHiyPXxBw9Cn+qnJPrXVL5dOv5I93YYOPTd/Fvnvden48jpusdmvcWlJ9U6S1PRaltlP/AGjqW8L4wO08iQcd45FfC1nt0+w6BsesaS7suVDdQMhsBjMDiPgk8RzzBHdzC2rtNp27bb7aayu+sme98FdS9TT0crxxveGvGeHuJLgB38j4L5+wbKfX22d424r5WtfTVMdXSOd+TGXgvA9Byf8AfVlqJxTe61Frr5r/AEUeixTcY7dspxdK30afT7rzNb6u28k01t9YtUV92Z7pvDQ+KgEGHMYRkOL+L+7wns78L6s2zl3i2kGvnV7P6kVJoOpPGIS7HHxZ83lYx2Ltm5kTdxd/7dou3vPvXauCjfw/Ba1gzMR6McHpC27FcdJ1G49TbDrO3SwzUfvP7wCLk0jII4uLGe0Y4fBVnqskYx8+X08PIvi9n4Mk5r+1fxXXx8Xz16+Hqeedr9qbbri3U749c2+guU7ngW50HWS4bzz8MdwJ7Fh1ftXFbL1bbHp7VdDqO61tU6mdSwR8DoHNHMv8o4HbnzYK7Js3pyfSfSdisM+T7lNUI3H8uMwvLT9BC423F4t9l6TtXU3J7Y4ZbhVwCRxADHvLg0kns58vWtJZcinJxlaq0unqYQ0+F4oRnCpOW1u34V18jmnYiyQVkdjrtybVBqGQDhoxFkcX93m4E/QPQulUu114burFoC6VMdFVSk8NS1hkY5nCSHtGRkHHgu5av2h19Xbt1NTS0b5qSqrvdEdw6wdW1hdnJPaCB3eC7xqK60Ff0pdLUNHMyolttF7nqZmnPFJh7seoEeslZrUTXEt3Rv5Gz0eKT/lj2VJLl9U3/wB1Rr64bEsdFdIdP65tV5ulsa51RQNiMcjeHtHwjg5GOztWmXAtcWuGCDgheuKq40NTbdwqnQtkoqHVtBVT09a4gvkni4jmRvZzOCcdxHfyXlG20FfdrnFQUFNLVVk7+FkTG5c5xW+kyzmpb3wcntLT4sTh2S5vi2ua8et+ZxEXqHbLo42+npoq/W9Q6qqnDi9wwOxHH4Od2uPowPStw23QejLbCIaPTNrjYPPTtcf4rLL7TxQdRVnRp/YGoyR3Taj/AJPz9XCvDsUwb/ecv0B1DtjoO9wujrdN0LXOGOshj6t49BbheIt7LNatPbh3KxWWWeWjo5OAGYguDsDIyO0BI66OaLSVMuvZGTS5oyk00dEwmFk4VHCsj1DHhMLJwqMILKYU4V+FOFAUwpwrhqsG+CAx4U8KyBqsGoQYg1WDfBZA1WDUFmINVg1ZA1SAgsoGqwarYU4QWVAVgFIClCCMKURAEREBkp/6+P5w9q9JbraauWpteWajoI8MbZaYyzOHkRt8rmfqWjdvNJ3LV2oYqCgZwxsIfUTuHkxMz2nx8w717JjaWxRNc7idHE2PixgkNGAufNKmqNcatHX9G6RtOmKQMpIhJUuH4yoeMvd9Q8F2JEXM23ybBERAEREAREQH5uoiLuLhERAEREAREQHofd/4otsP0Uf5LU2Ftvd74o9sf0Uf5LUypj7pjNdSmEwr4UYVylFUVsJhAVUYV8KMeCArhMK2EwlgrhMKcJhTYKorYRLIoqisowliiEwpwmEsURhRhWwmEFFcJhWwoQURhRhWRSQb56GGq2WnXVVpypk4YLvD+KyeXXMyR9LeIenC9jAr8z9PXOost8ortSPLJ6SdsrCD3tOV+imi9QUmp9L0F9onAxVcIfgH4Lu8eo5C49Vj4kdeiyU3B/Nf+/8Aep91eeulrt9TVFrGuLZA2Oqp8MrwwYErCcB58QeWfMfBegg5fP1PaafUGnq+y1Ti2GsgdE5wGS3I7ceCw0+V4cikjbW6eOqwyxv6fM/PW2V9bbKttZb6qalqG5DZInlrhnxCz097u9O+sfBcqqN1cHCqLZCDMHZ4uLz5yfpXuTSW2OiNNW6OkobBRyvDQH1FRGJZZD3kud7BgeC6/uhsppXVVsmktdBT2i7taTDUU7OBj3dwkaORB8/aP4L1l7TxSlTXTzPm5ewNTDHcZK/I8d2i+Xi0Nlba7nV0TZeUghlLQ7047VWC8XSC2z2yG4VMdFUHM0DZCGPPnI7+wKlxt1bQXWe11VO9lZTyuhkixkhwOCEq7Xc6OIS1duq6eM9jpYXNB9ZC9L+LPBua6dehlo75eKO2zW2kudXDRT562BkpDH5GDkdnMKtmvF1s1V7qtNwqaKb+/BIWE/QuCinavIjfLp14Pq37Ud+vzmuvN3ra/h+CJ5i4D1Fca03S5WipNTa66oo5i3hL4ZC12PNkLhom1JVQc5OW5vqc633i62+4PuFFcKmnq5M8c0chD3ZOTk9vNYI6yrjrxXsqZW1Yk60TBx4w/OeLPbnPPKwIppEbn5n1Haivrru28G71puDW8LanrT1gGMY4u3sJXz6ieaoqH1E8r5JpHF73uOXOceZJPnWNESS4DlJ8s7DBrjWEFv8Ae+LUt0ZS44erFS7GPN2r49FcK6ir219JVzwVbSSJmPIeCe057Vxl9zRWk75rC8NtdionVE2Mvd2MjHncewBVahBNvoi6eTJJRTbfgcWjv97o6+ouFJdayCrqc9fMyUh0mTk8R7+a9Q9FTQUVs04NZ3OHjudyyaYvHOKHJGfS7tz5sL4Fg6MMXUMkv2p5BKR5UVHAMNPz3Hn9C9D2+lgoLfT0NMwMgp4mxRtHc1owB/BeRrdXCcNmN88n03sn2blxZO0zrjhevmcolULlUuVS5eUon0bkfP1TeKew6cuF5qnhsNHTvmcT34GQPSTyX5z3+vnu97rbpUkulqp3yvPi45XqXpi6wFLYKXR9JLieteJ6rhPZE0+S0+l2D/uheUyxejp4bYX5nk6nJvyeiOOWqpauSWFVLCtzGzBwqOFZy3wUcKCzDwqQ1ZeFSGILMQarBvgsoapDEIsxBqkNWYMU8KCzDwqcLLwqeFBZi4VPCsnCnCgsx4U4V8JhAUwpVsJhAVRThMICFyLZQ1NyuEFBRxOlqKiQRxsaOZJWDC3z0ZtINZFNqyuhBe7MNFxD4I/KePE9n0+dVnLarJjHc6Nl7a6RpNHaait0Ia6peA+ql75H/UOwLtCIuBu3bOtKgiIgCIiAIiIAiIgPzdREXcXCIiAIiIAiIgPRW7nxRbY/oo/yWp1tndv4otsf0Uf5LU6zxv8AiZS5IwowrIr2VorhMK2EwliiuEwpwmFIorhFbCYQUVTCsowgorhMK2EwhFFcJhWwmEFFMJhXwoQUVwowrphCKKYRWwmEFFVGFfCYQFML0b0PtwmUFZLoe6ShsNU8y0L3Hk2TvZ6+0eI8V50ws9BVVFBWw1tLK6KeF4fG9pwWuByCoaUlTItxalHlH6XByuHLXmw+4VHuHpJsz3tju9GGx1sIPPOOUgHmPP1grYBDg7hxkrzpR2txZ6mOanFSXBlDlYFYwxynmO0LOjVNnzqLTlio7rWXWmtVIyurX8dRUdWDI84A7TzxyHJfQmp6eaMxzQRSMIwWuYCCPQrBysCjbfIiopUkeeOkHspbja6rVekaVlJPTsMtXQxNxHI0drmAfBI7cDkV5hX6SSxslifFI0OY9pa4HvBWh9zej5puSw1tx0uamjuMLHTNidJxxy45luDzC9XRa9RWzK/kz5v2r7Gc5drgXzX6PKaKXtLXFrhgg4IUL2z5QIvqw6a1FNb47hDYrlJRykNZO2leY3EnAw7GDkr0ftV0ebVTUMFx1wx9XWPaH+4WyFscXg4t5uPoOPSufNqceFXJnbpdBn1UtsF9XweW0XvSXbDbt9Mad2jrOGEY8mnAd+sOf8Vr+59HHSNRqOGtpKurpLZzM1E13ESe4NeeYHpyuWHtPFLlNHoZfYGojW1pnlGippayshpIGl0s0jY2Ad5JwF7v2o0bQ6H0dS2mmjZ7pLRJVzYHFLKe0k+Ydg8Asdm200FZ308lBpe3RzU7g+KZzOORrhzB4nZOV20uXFq9X26UY9Eev7M9mf0bc5tNv8Fi5VLlQuVS5cSR6zkWLl87Ul5obBZKu8XKYRUtLEZJHHw7h5yTyHpXNLl5W6TW43v9c3aUtM+bdRSf0l7DymlHd4hvtW2LHufoc2fNsj05fBqjcDUVXq7VtffqsFrqmTLGZz1bBya31BfALFyOBQWruPOSpHGLFUsXKLFUsQHGLFHAuSWKOBTYOPwKeFZuBTwIDCGqeFZeFTwoQYuFOFZeFTwoDDwphZS1QWoDFhMK5CghAUwmFYhQhNlUVkQFUwpwmEBy7FbZ7veaO10reKaqmbEz1nt9XavaNjt1PaLRSWykaGw00TY28u3A7fX2rz30ZbKKzWFRd5WZZQQER+D38s/RxfSvSK5c8rdHRiXSwiIsDUIiIAiIgCKFBcEBZFjMioZEoi0fnIiIu40CIiAIiIAiIgPRe7XxRbY/oo/yWqFtfdv4otsf0Uf5LVKyx8GcuSERFcqEwiIBhMIiAYUKUQEIpRARhMKUwpBGFGFZMICuEwrYRLBVQrIlgrhMKyYSyKK4TCthRhTYojCjCthMIKOw7davumidUU18tchD4ziWPPkys72nwK95ba61s+u9Mw3q0Sjn5E8Dj5cEne1w9h7wvzsXaNtdcXrQmoY7taJjjIE8Dj5EzPMR/NZZcSyL1L4sksUrXD5R+iKEZGCul7Vbj2DcGytrLbMIaxgxU0Ujh1kTv5t8xH8Cu6LzpRcXTPThOM47ovoYTlrsKQ5ZcDOe9Q4AjCbhtKhyscOBBAIPaFQMd3lfH1o/U0Wnp3aRp7bUXclohbXyuZC0E83HhBJwOeO9HRKs+Lrza7R2saQR19rhpp2kFtVSxtjlHgSBzHpWrvwdILbru0V9vq2V1ijnD6ynqjiRoHMYwMOBOORws9o3o1NY3bg0GsqK03ObSFDHVmttLnCCV7xygdxdjwT/AAKz6Y3N3GoNV6Ut2uLTYzS6wp3yW00L3h1JMGcbYpeIc8g9oz3rfHqssFSfQ48/s/TZpbpR6m9mhrGNYxoa1ow1oGAB5lBctGv1/uhp3cnTFj1dR6Ynp9R1UkDaK2SSPqKNrQSJCXDDm4AyVwNN7uakv+6t007FftFW2joNQSW1lFWyPZXVUUcnC8xjOC4gOx4rFI6mzf5cqFyqXKpcrpGbkWLlUuVS5VJVkijkWLlUuVHvDWlziABzJJWht7d6IqUVGndI1AlqMFlRXxnLY/O1h7z49gWsMbk+hz5cygupyOkPus21w1GktPVB98JG8NXURu/qGkfAB/vEfR6V5k4VmeXPe573FznElznHJJPaSq4XXFKKpHE7k90uTHwqOFZMJhWBiLVUtWYhRhCKMPCo4Vmwo4UBi4U4VkwmEsgx8KcKy4TCAxcKcIWXCYUkUYi1VLVmLVUhCaMJaqkLMQqEJYMRCghXIXc9udubzrCfrmtNHbWHy6qRvI+DB+Uf4BQ5JK2Sk3wdKijfLI2OKNz3uOGtaMknwC2DpbZ7V15Y2apgZaqd3MOquTyPmDn9OFv3RehtPaUgaLdRtdU4w+plHFI7193qXZ1zyzv+02jiXiabtGwtniaDdLvVVL+8RNDG/wAyux0+zuhYgOK3zy/Pnd/JbBRZPJJ+JooRXgfE0rpWx6YimjstEKZs7g6Tyy7JHZ2lfbRFRu+S3ARQXAKpfhBZdQSAsRkWN0nipoq5Izl4Cq6Rcd0io6TxUqJVzM7pFR0i47pFR0nirKJm8hyHSKhkXGdIq9YrKJm8h+fSIi6DvCIiAIiIAiIgPRe7XxRbY/oo/wAlqhbX3a+KLbH9FH+S1QssfBnLklFCK5UlQiICVClQgCIiAIURAFKhSgIUqFKAhERAEREAREQBMIpQEYUKyhAQilSgOfp69XSwXSK5Witlo6qI5bJG7B/9wvU+0HSJtl4ENp1p1durjhrK1oxDKf8AF/cP8PQvJIUhROEZqpCLlB7oOj9MaaogqoGz000c0Txlr2ODmkeBCyZX5/bf7mav0VM33nubzTA5dSzeXE7/AHT2erC9CaH6Sunrk1lPqe3zWioOAZofxsBPn/vN9HP0rklpZLu9TrhrI/3qv8f98zfZcus7mWvUd80XX2rSt6hst0qWhkdbJGXiJpPlEAd+MgHuK5Vh1Tp6/QNms95oqxruwRzAn6O1fVLljsa6M3WRSVpmkNC7MX63bfXrQWo7zZamzXSjfHJLQ0T2VT6hzgeuke9x4z2rLpXabWLdT6cu2s9YUN2h0rTvis0NNRmLieW8IlmJPMhoAwFuguVS5SokOZo7Q+1e5Nk3IqNZ3jV2n7xV1szfdMs1vkMsdPnnDCeLEYx5gsWqNnNY6svVLHqPUunTZ6e7C49bQ2cQVzw15c1nWA8u3BdknvW9C5UJVlEo8jLlyoSscsrI2F8j2saO1zjgBdN1TuhorToe2svUM07f/Apvxrz6hyHrWsYOXCMJ5Yx5Z3QlfC1fq2waVoHVl7uEdO0DyY/hSPPma0cyVoPW3SBvFwbJS6Yt7bZCcj3TOeOYjzgDyW/8S07dK+uulY+suVZNV1Dzl0kry5x+lbRxJd45pZpS7i+r/RsbdHeO9as6y32xr7XaSSOBrvxsw/xkdnoH8Vq5WTC29EZqNO3yVRThEFFSFGFdRhCKKJhWwowpsUVIUYV8KMIQVwmFbCjCCiMJhThThBRXCYVsJhCKKqpCuQqkKRRjIVHBZSF2fbPSU2r9Sx0WTHRxYkqpAPgsB7B4nsH09yhulbJSs+7s7tvJqaoF2uzXR2mJ3kt7DUOHcP8AD5z6l6Po6ano6WOlpYWQwxtDWMYMBoUUFJT0NHDR0kTYoIWBjGNHIALMSFxTm5M6YxUUSiqXgKhkVaJsyKC4BYXSLG6RTRDkjkGRUdIuOZPFY3SKyiZvIcgyeKo6Rcd0niqOkVlEo8hnMioZPFcd0io6TxVlEzeQ5DpFjdIuO6RUdJ4qyiZvIch0nisbpFgdIsbpFZRM3M5DpPFU6xcd0ioZPFXUTN5DwiiIh7gREQBERAEREB6L3b+KLbH9FH+S1Qtr7t/FFtj+ij/JaoWWPgzlyERFcqEREAREQBSoRAEREAUqEQBEUoCFKhEAREQBERAFKhEAREQEoiISSFICBWAQgloWRoUNCytCAyUs09O/rKeaSJ/95ji0/wAF26ybl68s4a2h1PXtY3sZI/rG/Q7IXUWtWVrVNlHCLd0bXt/SB3Dp24nktdafPPSYP/AWr6cXSP1iG/jbNYXHztjlb/8A6FaYDVIaopeQ2teL+7NxT9IrW8nKK22GIf8A4JXH/wBRfDue9m41cHNF5ipGO/JpqZjcegkF38VroBWAUql4EOF8t/dn1bvqTUN3eX3O9V9UT3STuI+jOF8sBAFZG2woRjwiMKcIigsRhQrKCUIITCIpsiiEQolghFKKSKKopTCEUQmFOFGEFEYTCnCIKIwmFKJZFFSFBCuhQUYyF6f2e05HpzR8HGzFZWNE85I5jI5N9QWhdtrM2+a0t9FK3igEnWzDHLgbzI9fIeteozIAFlld9C8XXU5DpFjdJ4rjukVHSeKxUQ8hyHSKjpFxzIsZkV1EzeQ5DpFR0i47pPFYzIrKJm8hyHSKjpFx3SeKo6RWUSjyHIMixuk8Vx3SeKo6TxVlEzeQ5DpFjMniuO6RUdJ4qyiZvIch0ioZFx3SLG6UedWUTN5DkOk8VR0gXFdL4rG6XxV1EzeQ5LpfFYzLzXGdJ4rGZPFWUTN5DxYiK0cckgcWMc4MHE7hGcDznwWB9SVREQBERAEREB6L3b+KLbH9FH+S1QtyN1Ls/qfbfSFp1JrCtttdZ6EQyRw0Uj/KPaCeHH0L5vvf0fvlFu37uf8AZWMZUqaKNOzVqLaXvf0fvlFu37uf9lPe/o/fKLdv3c/7KnevJkbWatRbS97+j98ot2/dz/sp739H75Rbt+7n/ZTevJjazVqLaXvf0fvlFu37uf8AZT3v6P3yjXb93P8AspvXkxtZq1FtL3v6P3yi3b93P+ynvf0fvlFu37uf9lN68mNrNXKFtL3v6P3yi3b93P8Asp739H75Rbt+7n/ZTevJjazVqlbR97+j98ot2/dz/sp739H75Rbt+7n/AGU3ryY2s1coW0ve/o/fKLdv3c/7Ke9/R++UW7fu5/2U3ryY2s1ai2l739H75Rbt+7n/AGU97+j98o12/dz/ALKb15MbWatRbS97+j98ot2/dz/sp739H75Rrt+7n/ZTevJjazVqLaXvf0fvlFu37uf9lPe/o/fKLdv3c/7Kb15MbWatRbS97+j98ot2/dz/ALKe9/R++UW7fu5/2U3ryY2s1ai2l739H75Rbt+7n/ZT3v6P3yi3b93P+ym9eTG1mrVIW0fe/o/fKLdv3c/7Ke4Oj98ot2/dz/spvXkxtZrBqyNWzBQ9H4f/ADFu37uf9lWFH0fx/wDMS7fu5/2U3ryY2s1swLKwLd8O221UkTJG6yuvC9ocM0hBwfDCyDbfasf+crn+yn6k7ReRU0k1qyALdY272rH/AJyuf7KfqU/e+2rH/nG5/sp+pN68mOhpUBWAW6PuA2rH/nG5/sp+pPuC2q/PG5/sp+pN/o/sR08zTGFOFub7hNqfzyuf7IfqUfcLtT+eVz/ZD9Snf6P7EWvM00i3J9w21H55XP8AZD9SfcPtR+edz/ZD9SbvR/YWvM02i3GdEbT/AJ53P9kP1KDonab89Ln+yH6k3ej+xFrzNOFQtxfcTtL+elz/AGQ/Un3FbSfnpc/2Q/Um70f2IteZp1QtxfcVtJ+etz/ZD9SfcVtJ+etz/ZD9SbvR/YWvM06i3F9xW0n563P9kP1L7du2g0VWU8FfQXm6VlO52cPi6sPA9Iz60eRLlBdeGaZ0xpq86jqvc9popJsHy5MYYz0u7FtrTeydFG1kt+uMs7+10NP5Lf1jzW1bXb6K10MdFb6aOnp4xhrGDAC5Syllb4NFBI67adE6TtbAKWw0PEPy5YhI/wCl2SvuR0tNG3hZTwtHmawBZS4BVLwFlbZbojjVdqtlYzgq7dR1DfNLA1w/iF1S+7XaOuYc5tv9wSn8ukdwAf7vwf4LuLpFjdJ4qytcENo0Nq3aC8W1j6izzi5Qjn1eOGUD0dhWtZ4pYJnwzxvikYcOY8YIPmIXsB0i6trPRlj1RwPrYnQ1LSMVEIAeR5j5x6VtHI/EydHmeKN8sjY4mOe9xw1rRkk+AWwNMbUX25sbPcXMtsLueHjMhHze71raWkNE2LS8j5qON1RUuJxUT4L2jzDuC7K6RWc34FHJI19btoNNQNBrKitq39/lhjT6gM/xXOdtfovhwLfMPH3S/wCtdvdIqOkVf5FXM67pbRFk01dZbhbTUdZJGY+GV4cGgnPLlnuXZzIuO6RY3SKdtmbyHIdIqOk8Vx3SKjpFZRM3kM7pFR0i47pFR0isolHkOQ6RY3SLjukVHSKyiZvIcgyLG6RYHSLG6RWUTN5DkOkVHSLjOlWN0virKJm8hyXSBY3SrjOl8VjdKrqJm8hyHSeKxulXHdKsTpFZRM3kOS6VY3SrjukWN0iuombyHIdIqGVcZ0ixmTxVlEzeQ8irk0VfWUTKhlJUPhbUxGGYN/LYSCWnw5BcZFwH24REQgIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIuz6Q0TeNRESxx+5aPPOolHI/NHafZ4rY9r2u0/StBq5Kisf3lzuFv0BRZVySNIr7OiLeLnqu3Ub28Ubpg6QEci1vlEesDC3O7QWlOHHvWwePGc+1UsuibLZry250HXse1rm8Dn8TefpSyryKjtDiqEqCVVxSjnbBKoShKoSpKtglVJUEqpKsVbBKoShKoSpKNkkqhKglVJUlWwSqEoSqEqSjYcV9KwWK6X2p6i3UzpMfCeeTG+kqdK2eW+3uC3xkta85kdj4LR2legLRbqO00EdFRRNihjHIDtJ8585WWXLs6Lk1xYt/V8GtaPaipdGDV3WJj8c2xxkgesriXba67U8bpKCqhrMc+AjgcfRnktvl4Co6Rc6zzOl4MZpnb7Rs9zvEj7rTyQ0tI7ErHtLS9/930edbnjEcUbY42hrGjDWgYACxF6o6RROTm7ZMIxxqkcgyKjpFx3SeKxukVVEl5DkOk8VR0i47pPFUMisombyHIdIsbpFx3SKjpPFWUTN5DkOkWN0i47pFR0nirKJm8hyHSeKo6Rcd0ixukV1EzczkGRUdIuO6RY3SeKsombyHJdJ4rG6Rcd0io6RWUSjyHIdIsbpPFcd0io6RWUTJ5DkOkWN0iwOk8VjdIrKJR5DkOkVHSLjOl8VjdL4qyiZvIcl0qxul8VxnS+KxOlV1EzeQ5LpVjdL4rjuk8VidKrKJm8hyXSrG6Vcd0ixukV1EzeQ5DpFjdIsDpPFYzIVZRM3M5DpFjMiwlxUKaKuRd0ijjKplRlSVs8pIiLyz78IiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC5cFsuM4zDQ1Lx52xErZuylFRT075ZqSnkkDuT3xgn6StrBjWDDGho8wGFVyoq5UeW57dX04zPRVEY/xRkLue1mjBe5zdLi3FBC7DWf8A1nDu9AW7pY2SAh7GuHmIysUEUcMYZFGyNg7GtGAllXPoTGxkUbY42NYxow1oGAAhKHtVHKDFsOKoSjuxVcrIqyCVUlCqO7VJVkEqpKkqh7VYqyHFUJUntVCpKNglc2xWmtvdwZRUMYc93wnH4LB5yV88ramybGe9tc/hbx9aBxY54wqzltjZMI7pUz6tg0DZLdG11VF7uqO98o8nPg1fddY7O5nAbZScPm6oL6B7FR3auJzk31Z2qMUuiOkao26tVdC+W1/0KpAy1oOY3HzEd3qWorlRVNurZKOriMU0Zw5pXpFy1LvWxgvNE8NaHOgPEQOZw7vXRgm29rOXPCKVo5Ox8LPdVyqiPLYxjB4BxJP/AChbOdItabKf1Vz9Mf8A1LYhVMqubLYnUEZHSKjpPFYiqOVUiXJmR0io6TxWMrG5WSMnJmV0ixukWNyxlWSKOTMrpPFY3SeKxuVCrpGbkzIZFR0nisTu1UcrJGbkzI6RUdIsZWN3arJFHJmQyeKo6RYysblZIycmZTJ4rG6RY3KhVkijkzI6RY3SeKxuVHKyRm5MyOkWN0nisblicrpGbkzK6XxWN0nisblid2qyiZuTMrpfFY3SeKxOVHK6Rm5MyOkWN0nisT1QqyRm5MyOkVHSeKxlQrUUcmWLyqlxVUUkE5UIoQgnKhFBQEqMqEQH/9k=" width="251px" alt="cloud security news"/></p>
<p><p>Supplementary features, whether in the form of clouds or precipitation, are directly attached to the main genus-cloud. It is possible for some species to show combined varieties at one time, especially if one variety is opacity-based and the other is pattern-based. A cumulus cloud initially forms in the low level of the troposphere as a cloudlet of the species humilis that shows only slight vertical development.</p></p>
<p>The post <a href="https://allenandorr.co.uk/cloud-news/cloud-computing-wikipedia-67/">Cloud computing Wikipedia</a> appeared first on <a href="https://allenandorr.co.uk">Allen And Orr Ltd</a>.</p>
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