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	<title>AI News | Lee's Food Cambodia</title>
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		<title>Custom Enterprise Chatbots for Business Workflows</title>
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					<description><![CDATA[<p>Develop a decision framework for enterprise chatbots and conversational experiences Pypestream is a cloud-based, AI-powered automation solution that allows enterprises to instantly resolve customer issues on multiple platforms. It’s perfect for enterprises with high customer communication and request volume. Enterprises have numerous customized chatbot solution providers at their disposal. It has become a lot easier [&#8230;]</p>
The post <a href="https://lees.com.kh/custom-enterprise-chatbots-for-business-workflows/">Custom Enterprise Chatbots for Business Workflows</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></description>
										<content:encoded><![CDATA[<p><h1>Develop a decision framework for enterprise chatbots and conversational experiences</h1>
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width="300px" alt="enterprise chatbots"/></p>
<p><p>Pypestream is a cloud-based, AI-powered automation solution that allows enterprises to instantly resolve customer issues on multiple platforms. It’s perfect for enterprises with high customer communication and request volume. Enterprises have numerous customized chatbot solution providers at their disposal. It has become a lot easier to buy an enterprise chatbot solution than investing in an in-house enterprise chatbot development that elevates the overall cost of availing the solution.</p>
</p>
<ul>
<li>Spikes may also come in during long holiday weekends, for which your business needs to be prepared.</li>
<li>The bot-building platform must provide the ability to design such tasks and have the framework to inter-connect with enterprise interfaces for data exchange.</li>
<li>With advanced speech recognition, our custom AI chatbots can seamlessly understand and respond to user voice commands, making interactions more natural and effortless.</li>
<li>Businesses can even create a bot to automatically qualify leads, eliminating time-consuming manual analysis for lead scoring and qualification.</li>
<li>Your enterprise chatbot should incorporate the best out of text interfaces (simplicity, natural language interaction) and graphical interfaces (multimedia, visual context, rich interaction).</li>
</ul>
<p><p>The custom pricing plan can include the costs of Drift workspaces, Multilingual bots, and custom RABC. Since chatbots are at the forefront of customer communication on all major platforms, they elevate the brand impression of being responsive in real-time. Even if the bot can’t solve the problem, it will at least direct the agent to pick up the problem whenever they’re online. A good enterprise AI chatbot platform like REVE Chat helps to build bots that excellently tracks the purchasing patterns and analyze consumer behaviors by monitoring user data. Chatbots can make it easier for customers to receive help, no matter what device they’re using. Customer history is saved across devices, so customers who start on desktop and switch to mobile don’t need to state their questions all over again.</p>
</p>
<p><h2>Oracle Digital Assistant</h2>
</p>
<p><p>Enterprises can now get native integrations, adjust the scalability of the chatbot solution, and even ensure chatbot security parameters with reliable chatbot vendors. But their rising demand has given rise to a lot of chatbot providers in the market. And businesses are often left with the hard job of making a decision of choosing the best enterprise chatbot companies.</p>
</p>
<p><p>Fully-featured  offer various functionalities to meet users’ expectations, and may be a better choice even in a comparatively simple application. As we all understand, customer support is the most critical aspect of achieving success. Most customers are placed on hold as operators attempt to link you with a customer service center, whereas chatbots never tire of responding to their requests. Another significant benefit of chatbots for enterprises is the knowledge of client behavior that they may provide.</p>
</p>
<p><h2>Customize your bots to your business</h2>
</p>
<p><p>But when you invest in any enterprise chatbot, you can save up to 30% of your money that would go into customer service. You can use rule-based chatbots if most of your users are mobile-based (as typing on mobile is cumbersome) and you want the conversation to flow in the direction of the goal defined by you. For example, a change in a back-end record will trigger an event, which can cause a message to be delivered to an enterprise messaging or workflow environment. It can request an employee to respond to options like &#8220;approve,&#8221; &#8220;deny,&#8221; or &#8220;defer&#8221; in the app. You can configure the enterprise chatbot (e.g., a Slack bot) to receive these messages and determine if the change is approved or denied based on defined business rules. Customers today expect to be able to access company information through different platforms, from email to social media and everything in between—including instant messaging.</p>
</p>
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VY1st2uDWnM82PatJAIjZkho5d7iMuKrzziIacVPFDnOvBVewjsx6I2LUcVxdDFeNTvZ9Hus0Y+hEjBZTtP523mRn2zs8zjDR9Xtn2rWbY1oOs1nd4zO9jhTUVMMg1NU4OLI89w9i4k9waepwD9pvrkz5onc5odnulra12Iqi8vncPF0cDmj7kjksFpW4niUVPNqHHXsGvuQYxVOw/D5ZofjNGnadPeuStoe2HX21C9yX3V2oKieQ5EVPE4x09Ow/qI4wcNHTnzJxzJPNfItq5WDDJXNHgDhFaX0XrfW752aO0leL2aXd4/pfRSTiLezu75YCG5wcZ64K+h9Qnbh7kurfiif8Ve6tfR0YEAc1gHRcC3oXiDqWrrHGZwc4npsTf0r5X0bP+7yfXFIV04ORPID/CK+q9Qnbh7kurfiif8AFS9Qnbh7kurfiif8VP47R/St+8PxTeTKr6N3cV8sa+oc5r3VEhcw5aS45afEeC6D7Nnat1Fs5vdFpbW12muGkamQQudUF0kluzyD43HnwwSN5nPlktweR1I7YVtwa0uOyXV2AM8rPOT9TdXxNbDW2ytqLbcqWalq6SV8E8E8ZZJFI0kOY9p5tcCCCDzBCgqqahxiF1O8teOogkdY5FWKR1bhEzaiO7SOYIB6jzC9fdoWzXQe13S8ml9d6fpLxbKgcSPiD2cTyMCWKQeyjeAThzSDgkdCQvLDtU9kDVfZ4uBvdtmnvmiayXcpbmWDi0rifYw1QaMB3cHgBr/Bp9iPVnQ1Q6fRWn5n43pLXSOOPEwtKL1BYrJqqyVum9R2ynuNsuULqeqpahm9HLG4YLSP/COoXgLXup3lvQCvdi1szA7pK8End6ict69rXs2XLs66+NJRceq0lei+eyVsnNzQPb00p/dI8jn+qaWu67wbol55rTY8PFwqTmlpsVG7qoz3p7uqjPREhTHdEx3VPcmO6pJJjuaYnnqmJwUJSSSSRIdF7Cv6IKc8yjJDhATO6rKWp0o7TFvpLldXRVkfEjjiMgbnkSCBz+qvrDpmwO62qA/zV8zoc5vM38Wd+E1bp0/YbPW2GWtqXw8Vuc70gDupzgZ5YGCvmvwivxnENq30GH1Low2IOtnc1ugudAeJ/voXe4G2lhw0TTRhxLiOAJ9a1y7SWmne2s1Of5qjOjNLO9tY6U/zVtbSDhHantZUSBonfjFndU5HLnvgfcV5xT9NS/a2/wCRc7h2DYvXUsdScUkbmF7bxunfUNPeB2K/NUUsUhZ4u02/7T+Q+1aKOhtIu62CkP8ANKAueyfZxeTTG6aPt9SaOdtVBvsJ4crfavHPqFva72ymvUDKerraxjWP3wYbBIw5wR1A81U/OPZ/3zu/xPN8irVeDbVRS5aWuc9vM1DWnu3zvaiZPhsjP8WEA8shP8oWt/nX0/8AvTB9RB3jTFibaquSK3xxvjhfIxzMgggEhbU+cez/AL53f4nm+RfE6rpY6KnutJC+R7IoZWtdJGY3Ebp6tPMe8q0c+1mDVtNLV1j8rpGjSfP0jiGvOluYt0KvU0GDVVLM2OnZcNd/ywOjmWhaUSSSX30vk9RT0sFSYzOwPEbt9oPTKlSSUbYmMc57QAXcT0m2guppKiaWNkT3EtZfKL6C5ubDoudTzXyvZDvdt03sr15fLvUtgo6PWVyllefAQ0+AB3knAA7yQF8Pf9TXHaDqep1hdmmNjjw6Gn3t4QQgndaPuknllxccBa+2e326Vtlvuh2TcK2t1XX3OcNODK8tiYAfIbnLzcT3BfbgtYwMYA1rRgADoFzlHh7YqiSqd8Zx06h/Ver1GKOnoYKNmjWtF+s/0UrnphfhML1G5+AtMrNaE578KF8nJNc/vUEkvmonFTNCzJJ5oaSTzWHyIaWXzUTip2hYll80HLIsyyZQksnXmoyVKAmzSIOWROlehJJErpEJSSIZ7+qT38+qL05Y63Veo7Xpi2/oq7VkNFEcZDXSPDQ4+Qzk+QKRNkwC7B7DmySKitlRtfvdKDVVu/R2cPaDw4Qd2WYZ6FzgWA9d1ru566z4vmqTTtlt2l7DbtN2iARUVspY6SBngxjQ0Z8Ty5nvKsN/yWTI8yOLir7GhosFp/tabarrsb2Y+jtOPEd8vNSLfQzmMPFPlpc+XB5EhrcDOfZOBwQCvMm8X+8ahuM94v11q7jXVLt+apq5nSyyHGMuc4knkAOfgvTTtT7HKvbTsyktNlz6eWmb0wtjN9rGzyBpa6FxdgDfa4gEkAODSTjK80tW6I1loO4vtWsdNXG0VLHlm7VQOY1+D1Y72r28uTmkg9xXq+wklE2jLWW31zm526Ou3vuvOdr46p1UC6+7sLcr9Pp91l2h8zgl/wAT675/rm3/AIEy7Fq7jS0FLNXV9VDTU1Ox0s00zwxkbGjJc5x5AAcySuMPmcL/APE+uv4zb/wZl0Tt42Z1G2HZjddC0V39Lamr4c0ErgTG6SNwe1kgHPcJAyRkjkcHGDx+0rI5cfkbK7K0ltzxsMrbm3UunwFz4sGY6NuZwDrDhc3Oi2Da75ar5QxXSyXOkuFFNnhVFLM2WJ+CQd17SQcEEcj1CgvGqNPaeEDr/frdbBVP4UBrKqOHiv8A2rd8jePkFqbsxbE7nsK0JVaevd7huNwuFc+tn9DFxp4juhjWxlwDjlrASSBzOMcsn4/tRdlu+7ddS2XU+ntT0VumoqQW+phrWv3OEJHPEjCwEl+XuBacA4HMLNio6F1ead89ohez7ceWivSVVW2jEzYryaebf3rpoTZGQRheR+3yX82/Xv8AKO4f2h69TtHWFmkNI2PScdU+qZZbbTW5s7xh0ohibGHkdxO7n4V5T7e3/m3a9/lHcP7Q9dXsDlZWThpuMvH0rndsgX0sRcLG/uR2xnbfrDYxqumvthuE76B0rfTG2mQ8Gshz7Jpb0DsZ3X4y0+WQfWO13elvFspLvQvLqaugjqYXEYJY9oc0kd3IheVuxbs4bRNrWoqGE6euNu08ZWOr7rPFwo44M+yMW/jivIBADQcEgnAyV6k0FLTWyhp7dRRCOnpYmQRMA5NY0ANHwABR7eyUck8e5sZNc1uWlr9fHrt6Eex8dTHC/e33emW/Ppt1cPT6V8X2gtj9m277LrtoG6CKOpmZ6JtdW9gJo65gPClHeBklrscyx7x3rxVu9ruVjutbYrzRvpLjbKmWjrKd+N6GeN5ZIw45ZDmkfAveXf8AJeXnzRvZjHozbVS66t1Lwrfrii9ESY3Q30fT7sc4DQOWWGneSebnPec9ccXSyWdlK6udtxmXJ570xye7oo3LQVNNcmO6px6pjj1SSTE09U5NPikmKxkJJqSJDZewkx5FV87uqNncq6d3VZV1qAK00ZV01LeZHVM7Imvgc1pecDO804z7wK+49NbYP2Spf6ZvyrUNSQQQeh5HK+ZqrHZsuPoGPn4E/KvJ9sfBZDtdiXlI1JjJaGkZQ7h03zBdLhm0LsNg3Ajza3424+gro+l1e6gi4FFqc08ed7cirdxufHAKl+f6t/2zm+MD+MuWKiyWfn/gTPqn5VW1FmtHP/AmfVPyrDj8C88TQyPFZABwAaQB/qK07atjjc04J7f6LsGHVt9qYxLT6lrpWHo5lY9wPwgplXrS7UDWOrtV1VO2R4jYZa5zA5x6NGXcz5L4TZTSQ0WgbVBBGGMxK7A85Xn+9aj7aH6Xtn/8t6D8CVZ8PgsqpqsU3lSTja9j+da1XisdLh5rdw0kNDre69l04zVWoJBvR6ir3DxbVvP96oNSXON1uuEtdXB00kMgcZJMvc4tOOvMkrWtg1DV2Gp34iZIHn6JETyd5jwPmo9Q10FyvFRXUxJjm3S3eGCPYgEH4VoUfgTxVu0TKevq3vpWASNksTdzXN8wguORxBJB1BA06QOBqvCbSSYQZaeECdxyOYTwBDvOBA84aAEaWJ16Ca5JJNke2NjpHnDWguPvBfUznBoLjwC8PYx0jgxguToERS0lTXTtpaSF0sr/AGrWr7C17O3sLZL3MWnkeDH1+Fx/u+qvh9J7S6HTlzNfLa5527m6A14B9sD/AHL6y4bfrLWbjm6drGubyyZW8wvMsZ27pXPMVFMA3mAbnvGn96r6B2V8DeIsiFRi1I4vufNLm2A6LgHW/WbdSPptjuzGhts1roNE2qlZOXOkmhp2tqHPccl5m9uXZxzJPTHTkuXLtTstt6ulnZNxTbK6eic/d3d8xvLd7HdnGcea3VqvbVqCsozS6Poaa3yvaQaqrPFcz+CwANz5kkeS0vSaVroWyPqbn6IqJ5HTTSvyXPe7qSTzJ8yqeCbUUFPmdU1Oh6DmOvPgum2g2CxmpyNo6I3b0gsAty4j+iCMnmonyd2VbnTVSf11H9Qph0vUn9dx/Wlbx2ywT6wO534LnB4N9qPqh+8z8ypnyeBQ0kivnaSqnfryP60r5mpeIp5qfiNc6CR0T905Ac04IVygxugxVzm0cgcRx4+8BZmK7L4tgLWvxGEsDtASQbn0ErEkvghZZfNYklQssmB1V4lZLWpSSoSWVKWXrzQkkvmgJUlkpJUK+TqlJJ15oZ8nVJNZZe9bo7HNiivu3W3VMpOLLQVdzDccnENEIz7xnB98BaPdJ5rp3sEUccutNWXRwBkpbXT07T4CWUuP9SFHK6zCiYPOC7f30t9D74S3ws+ys3RG+uQvmjLyNF6PPd6aT/1QXWu+Fzj279GXbVmxiK52WjdUS6duTLjUtZkubScKRkjgAOe6XMcfBrXHuW1s7K2DFIXu0F/aCFl41G6XD5Wt429hBWluw3tn2c7M6fVtt15qSGzvuL6OalfPG8skDBKHjLQcEb7eRxnPLoV1R66zs9+6lafrZfxF5Qb/AJpb/mvQcR2WpMSqXVUj3Aute1raADl1Li6HaCpoYG07GtIHO/O/Ner/AK6zs9+6lafrZfxETbu07sEutdDbqLajZDPUPDIxJI6JpcegLngNHwleS+/5pb/mqJ2IobaSO9X4K2Nq6u+rG+v8V7B642zbMtm1ZTUGudYUVoqKuIzwRzNeTJGDjeG60968sNreorZqjalq7UdlqDPb7ne62rpZS0t4kT5nOa7B5jIIODz581T6j1zqrVtFaKDUl6muENhpPQNv4waXQ0+ciPexlwHdvE4GAOQAUOlNM3rWupLdpTT1Kam43SoZTQRgHG84+2cQOTQMknuAJ7lp4HgkWBB0zn3cRrysDe/Dlx1VHFsVkxctia2zQdOdyvYLQT/8htO/9JpP6lqvt9VNioBZrHbrPvh/oGkhpt4Zwdxgbn7iO3wvIpSHPLhzXpEYLWAHkiN9cmfNKdKMvWwei1RFRsfUaavlPM6fHso6acOhe0eTpHwZ/ghdV74Wje25Eyp7LWvI3DIFLSyfC2sgcPvJR6OBTu1BC8jHJh6pwOQD5Jh6LUVFNKjcU93RRnmUSZYPRMJ5LJOSmuSSKwkkknuUK9fZyq6od1Rs7lW1DuvNZRWqAgKl+Mqpqn8yj6p/VVFU/qhRWQVS/qqqpk6oyqkVZIHTzMhYfZSODR75OEQNkJC6S0BCYNF2dhGM0jH/AF3sv71pbtofpe2f/wAt6D8CVdCU1PHSU8VLCMRwsbGweAAwFz320P0vbP8A+W9B+BKuXwx2fEWO5uXX46zd4NKzk23sV8kkkvXF8xpKGt/Qc/8AynfeKmUNb+g5/wDlO+8VXrPk8n2T7Fewv5dD9tvtCpNEaJuWubr6WW+RkQBaHSOGcFxw1oGRkk+JA5HmvpdN7L4H65k0tqOmvlfCKN9VF6RQskncA8NDi1/IN6g+eMZC+X0Zra+6EuvpvYZY2zFu6RI3eafA++MnB81d23aY2p1nPq3WtrqbqJoHxcCiuElAWuLg7PEjy4jO8SD1LvIL5YpTRBjN58fNrf4tvRf2L9GsQbixkl3Ft3k821s2b0kDvcAtl+oPof8A2Z2s/FtN8qgrdhGkxRVBt2ltqjqoRPMAlt1MGGTB3Q7BzjOM47lTerJs49zjUX251nyJerJs49zjUX251nyLbL8JItdn8f6a5NsW0gN7S/6f6y+Q9RTaz7n96+xil6im1n3P719jFfX+rJs49zjUX251nyJerJs49zjUX251nyKh4phX03rd+ktnyltF9V9TP/YWtdS6J1bo70N89Gn622ei9/geiYyzibmN7Hjjeb9ULQ9TJi8Xgf8AEJ/wl0htE1lpzVvpf87+nLjavQnF43ou8zV/F3tzd3eJ7TG6c465GegXMlbLi93oeFxn/CK63YRsUeIVDYHXblFj/wDQ3p6guA8KslRPg9G+rblkL3XGmmhtwc4cLf8AEfRwEkkvVCSypskvmhpJfNeoErwsBZkk80JJIsSS9eaGkk80F0dlmSTl1Q75Fh8nmoHvz3p01k5z10t2C7wyDaFqeylwD6yzR1TR4iGcNP8AXhcxOf1W2eydqlumNvFhErmNgvUVRaJXOOMcRm/GB5mSKNvwoJdWlO3Qr0i4nmlxPNC8Rc0du7adqLQ+zW22HTVdUUE+pK10NRV08xjkbTxNDnxtc3DhvucwEg82hzTkOKCipH1tQ2nYbFxUdVUtpYXTO4BdPiojc4sbK0ub1APMLL5Ghp3yN3BznpheKFHdLhbq6G6W+uqKasp5RNDUQyuZLHIDkPa4HIcDzBBzldXbXNrmrr52MNnr7rf7hJdb/cailrqpspa6rpaV9RFuTEHL94cAnOd4sJdkroqrZV9O+NrZbh5twtbQm/E30CxafaFszHucyxaL8b31A5dautrex3scXS8VVVpzbfbtLV9S4SugopGXGgjJJ3t1kfNpPP2IlAbyw0Dktb+oR2fv97e0fa5L+WXO/E80uJ5rsoaKohYGCpfpzDT7Wk+tcxLVQSuLjA3vcPYQF0R6hHZ+/wB7e0fa5L+WS9Qns/f729o+1yX8sud+J5pcTzUvi9T9Zd3M/Io99B9A3vf+ZdFwbC+zu2eM1Xaztj4Q4GRsenpWuc3PMBxlIBx34PvFdWdmXQ/Zs0hLU1GyPWVFqS+VUJE1RU1sUlcyAOG8GxBrHRx72Mnc5+xyTgLzI4nmjrHqG9aZu1NfdPXWqt1xo38SCqppXRyRuwQcOHPmCQfEEg8iqVfhU9dCYnVLuwhoB7coCt0eIQ0kokEDfXf0XJXtPLUxQRulnlZGxvNznuwB75KipLrb7gHGguFPUhmN7gyh+M9M4K89e3HtQ1Td9Qab0gblUU9sdp+luVVTQzOZDU1ExLi57AcO3dxu7nOMnHVc46S1nqPQ1+pdSaXu9Vb66kkbI2SCZ8e+Acljt0jeYehaeRBIK5aj2VfVUwnMlnHgLX9d/cugqdoW085iDLgcTf3WXtBxPNaL7cFcyk7LeunveBxIKOEZ7y+tgbj7q25Ybub1YrdeHRCI19JDUmMOzub7A7Ge/GVyj80r1hFbdkdh0ZHO9tVqG9tmLB0fT00ZdJn3pJID/wDxcs1pD8pXQFwLbrzl/UD3k1ycfvKMnvWkFTTXlMJwFknmmHqiTLHRNJ71knKYSkkUsnxSWMhJFdCvXiodyVZUv680fOeqqql/XmsclbACrqp/Mqnq34yrGqfzKqKt/VCSjAVbVSdVWGr9D1MU558ORr/qHKLrH4yqaqk680r30TWXY7HNe0PYQWuGQR3hfB7XtktFtboLFQVt5ntwsd5gvDHRRB5lfG1wDDkjAO/18lHsV1f88ulG0FTLvVto3aeTJ5ujx9Dd9QFv83PethLjzvKKfzTZzSu9yw4lTZZBdjxqPctf3HZ/XU0RloKptUW8ywt3HfBzIP3F8q9j43ujkYWuaSHNIwQfArdS11tmnt+ldK1+vp6GqnjtUYlrGUkYfI6LIBfgkA7uck59qD4LsMG2lkklEFab34O4a8jbReXbVbAQQ07qzCQQW6llybjpIJubjiQTr0W6fmVhzWvaWOGQ4YI8QtJeu82W/SOoPsSP8ol67zZb9I6g+xI/yi7IzREWJC8ubQ1bSHNYQQtkXuy01JFG6jjkL5JNwNznuPII236bom0f+MInvqXHORJhrG+GAOZ884++dUntdbKyQTQX8kdD6Ei5f9xZ9d5st+kdQfYkf5Rca3YzBDXPq5GNLSAAwCzRzNhxJ7hy5eqP8KW2AwiLDIJHh7SS6UnM91zo254AD0k9IGh+FtW1TV9zuV2owbewUVfUQR/QT+dscAM8+Z5q1OudYD/TW7+hd8q1fou5Q19yvFwpw4RVVdUTsDhg7rnNIz54K+tM6hds5hGYjxdvct6DbTaJ0TS6skvb5xX0R13rAf6a3f0LvlTDrzWX7vbv6E/KvnnVGO9RunJ55Q/B3CPq7e5WBtltD9ck+8V9C/X+tMECotw8+CflXzkb6jenqKycSz1MrppXYxlzuv3Ux8/PqoXzK1SYbR4eS6ljDCeNgqOIY1iWLta2undIG8A4kgKeSbzQskvmonzFQPlVslZwanyS+aGkl8018vmh5JE109lI+TKhdIo3yKJ0idDZSF6dS3OutFdSXm1y8Ott1RFWUz8Z3ZY3h7D9VoQpf5rBeUjqkAvVnQWtbbr/AEbZ9Z2lw9DXekZUhucmNxGHxnza4OafNpXLPzRuXOndEYP69rfwI1T9ivbHFYLrU7Ib/VhlJc5HVllkkdgMqCPotP5b4G80cvZBw5lwRnzRmYO07onn+vaz+rjV3A/MxGP0+wrOxcXo3js9oXEnE81v7aRJ/mhbIRn9k7z/AGmVc78Rb92kSf5oeyH/AKnef7TKu9rJLyQfb/lcuPpWeZL9n+Zq0ZxPNLieaF4iXEV7eqpu0VxPNLieaF4iXES3qW7RXE80uJ5oXiJcRLepbtdB9smT80iwc/8AVG1/gvWhuJ5rd/bJk/NIsHP/AFStf4L1obiKjhklqSMdSt1zL1L+1ezOhZR85Gnuf7FUn9S1eafbo2os2jbd6uzW6p4tq0XD6Txbr3FjqoHeqX7pA3XCQ8I4zngA5IwuwNsu3ik2Idnu13ilqIzqG52mmorJAcEmodA3Mpbzy2MHfOeRO63lvBeXYdK8vmqJXyzTOMkj3uLnOcTkkk8yfNebMZeRzjzXd5vMAScVG8pzio3HJVhRFNJwmErJPemE96cIVgnCYeicT3phPenSKSSbkpItUK9dqg9VUVROTzVnUuVTVHOVilbQCqax2Mqlqn9Vb1ZznKoqxxGUCNVlY7kVR1cnXmrask9iVRVj+qQKRC2f2b5CdZ3JuTj0sccf/LGui1zb2anZ1xcR/wAKef8AvRLpJc1inyg9gXYYL8kHaUkBfrTTX6x3GxVjN+nuNJNSSt8WSMLXD6hKPSVAEg3C1HAOFivMj1mXaO9z9nxvRflkvWZdo73P2fG9F+WXpukt74RVXzW9x/Fcp8DaD5z+8flXmR6zLtHe5+z43ovyy+O15sR2k7M56Wl1pY6egnrWOkhhbcaaaQsBxvFscji0Z5AnAJBxnBx6T7Wdtuitkdolqr1XxVN0cwmktUMg487+7I57jPF5GMdMnAPA2o9VXvXWpq7WmqJhJcLhJv7rchkLOjWMBJw1owAMk4HMk5K08PxKrqjmkaA3sOvrWNimB4fRDJE5xf2jTt0XzehqWotsMjZgMuy445gE7vLPjyX1Zqe9VvogJGcLSz3Nys9kQY0NCsDUeaYajPegOOFgzjxSLlIGIwz+aifOhXTDqCo3SocyMNRD5vNQvmULpPNROkTXRWUjpcqF0iY56jLwldMQnOflRl/JNLwmlwwiuhIWd9LeTMgfCsZCRKYBP4k8UkVVR1MtNVU8jZoJ4nlr4pGnLXNcOYIIByF9/t423ybY9mukqO8sLNS6fqaiO54jwydrmMDKhuOQDt07wGMO7gC1a+yENVUwnxIwhsrfauxkHxBHeD4KakqPFJ2z2vZRVVMKqF0V7XXxjw4Le+0iU+tF2Qtzz9Mrz/aZFpurtx3y2GPdkycxE9f4BPX3uvTqtx7TaaeDsqbJYaiJ8Z9H3d4a9pacOqJCDg+IwR5Fdea6OqML4zfzu7zXcVyficlNvGSC2nvC0JxD4pcQ+Kjexw81GS4LU3qobpEcQ+KXEPihd8pcQpb1LdoriHxS4h8ULxEuIUt6lu10B2xJ9/aNYDn/AFTtg+49aKEnIuc4BrRlxPQBbw7YdM+DXemq2eRghn0pbt0tcHOyN8Ebuc56Hw5jmtCcN9S7ee0shBy1hOSff8VhjFGUlKxjNX24cu1a3k51TUOe7Rt/7svqtpO03Um1i+016v8AKWUtso4rfbaNrsx00EbQ0Y8XOI3nO7ye4AAfKOKe7A5AKNxXOALdTHHAUTinvPconFOmKa49yYT3JxPeoycJwmSJTHHmsk4UZ6oghKckm7xSToLr1yqCqiqPVWtSTjKp6voViuW61VNY7qqOtOcq5rCSCVRVruqBSBUtW7GVSVruuF9ppGyUuqNbWDTNdLLHTXa6UtDM+IgPayWVrHFpIIzhxxkH3l1ZL2FNlkvttT6qHvVFN+RQkpzouZuzO/8Ay/uDT32iU/8AehXTKutDdj7Z5oG9vvtp1DqOaeSndTllRNAWbri0n2sQOctHevvvUk0/9P3D69n4qxq2jlnlzs4Lew7EoKaDdyE3vyWp0ltj1JNP/T9w+vZ+Kl6kmn/p+4fXs/FVTydPyHer/lml5nuWp1y12yNoGvNK3bT9i0xqqttFDc6OeSobSOEb3vY8D88GHjkcYDgF3RqvR2z3Q+nLjq7Vupqm12e1QOqayrnkYGRRjv5MySeQAAJJIABJAWlp9h/Zn7aFvodaaR2m3+40en5J6AyW4sp3NkeGOLZI6in3xyDSDgA5PXutUdBLFKJJG3aPSqOIYtBNCYonEOPDo6dV5muaH1D6uplkqKiRxe+WZ5c5zvEk9T5p3H811D2zeyns+7OWktPX7SN+1FX1F4ubqGRlymgexrRE5+W8OJhzkd5K5NMx8V0IeCNFzGTmrHj/APqSNQVW8fzS9EeafMlkViajzWOOFX+iB4pcc+KfMnDUfx0x03mgjMT3pGVK6fKijKPFMdKhjKfFNMnmldIhEGRRmRRcTKaXIwhIUpesb6i3s9VjeRhAQpd5Z3vJRbwTt5MUk7eSJTd4rBOUJThMnhinYWSsDh95Ou951Rc7FR6ZuN5q7jZ7bIZaOlmlLvQ2RgiMnO6MD2vte/CR6JhPcnY90bg9hsUz2NkbleLhfLT0TWA4mLCACWSsIJOegIznxycId1BVGYUzIOLK7G62FwkJyM8t3OV9VK1jxh7Q4eYQc1vpHc+CB7xwtaLGahgs+x9Sy5MIgcbtJC+eqLZW08ohqKCoikPINfE5rj8BCxUWqupAx1XRzwNk9oZYywO94kc1bvtdLn9X9VRG20oOd1x98qfy3IeDPWq/kdg4u9SqX0jYS4TVMQLWhwDXb+9nHIFuRnn3kdD38k5rAMilpy7mcSzDu7iG9Aeucl3XyyrL0PBHzZE0eeOajk71XlxKpmFr2HUp46CCI3tftQ1Q2erqH1tyq5aupkwXSzPL3E4wMk8zywonnqiHod46qoBZWSoXBQuUz1A9GECjceSice5PeVE4pJk0lMJ71lxTHHuRBCsE96YSsk9yaUQQlZyPFJNSRWUa9cqk8iqerPVW1SeRVPVdCsRy3WqoqzyKoa7nlXdWTgqirDyKjKlCH0frbSOj9qWkarVWo7faooLzQ1Ur6udsYZC2oaXPJPRoAOT5Lu/12XZn93XRXxvD8q8f+0hz1Xbf4h/+j1qRXYqNsjA4lY9TiT4ZTGGjRe7frsuzP7uuivjeH5UvXZdmf3ddFfG8PyrwkSR+IM5lQeVpPmhe7frsuzP7uuivjeH5UvXZdmf3ddFfG8PyrwkSS8QZzKXlaT5oXtbta2xdkHbPs6vezLV+3TSfpVfIGxTPpr3CyWJzHtkjkYSSN5kjGOGQQS3BBGQviezLcuxp2YNMXKw6W7RWm7rU3mqbVV1dW3ena5+40tjY1jCA1rQXeJJc45xgDyISRCjAbkzGyA4kS8SFguF6O/NINtWybaToPRtu2fbRLBqGqpL6+aeG3VzJ3xsMDmhzg08hkgZXB5mK+TYS17XA4IOcq9imJhjJJOWjmfeVSeIQEAFa1BUOq2kuFrI3jeaXFCCMp8VjilQZlfyo8SjxWRL5oATeaeJUV0sqN4uO9Z4iDEninCROCmyoriclguQ4fjvTg5GCgIU2/n31neyod5OBCMKMhPylvJmfFOUl1GU9LmsAd6yldMnDKymgrOUJRLBymHqnlMd1TJKJyiepnAKGREhKgeMFDv70Q45UD0YQFDv6Id/Uoh/RDyKQKEqB396hf3qZ396gf3owoyoHqF6lf0UL0aBRuAyoHKZ3eoXJ0yjJ5phPenkdyjce5IJk0lNWXHuWFI1A5JJJJSWUd1631PQqoq+9JJYLlut4KmrOhVDWd6SSjKmauZu0h+mq2/xD/wDRy1Ikktim/dNXK13yh6SSSSnVRJJJJJJJJJJJJJWkJPAj/ghJJZdf8YLo8E/du7VkuKQJSSVBbRTgU7JCSSJIJ4JTg4pJIghKkByMp46JJI2qFyyE8dEklM1ROSBTgeYSSUgUZTwU5JJIpLI55WQEkkiiWD1TXJJJkJUR6KJ6SSQQlDu71C/okkjCAoaRQSJJKQKIod396hf0SSRhAUM9QuSSRqNQuUT+qSSdCVE7vTHJJIgmUaSSSNqiKWSEkklIo1//2Q==" width="307px" alt="enterprise chatbots"/></p>
<p><p>OpenAI’s ChatGPT is an innovative AI chatbot that builds upon the success of its predecessor, GPT-3. Developed by OpenAI, it leverages cutting-edge natural language processing techniques to facilitate interactive and dynamic conversations. SQL is a high-level language which was designed to provide quick access to data in RDBMS without learning a full fledged programming language. With enhancements and improvements throughout the years, it now performs these tasks very well. Wouldn’t it be nice if we develop the capability to ‘translate’ natural language to SQL?</p>
</p>
<p><p>Let’s have a deeper look into how they are making as much a difference for employees as they’re making for customers. The chatbot market size is expected to grow from $2.6 billion to $9.4 billion by 2024 at a compound annual growth rate (CAGR) of 29.7%. Chatbots represent  a critical opportunity for the 70% of companies that aren’t using them. Giving customers discounts via Polls, quizzes, and giveaways could get you a lot of traction. Customer feedback is hard to get, but it’s the most important thing to understand what problems your customers face. Research conducted by Salesforce revealed that 83% of customers now expect to engage with a brand immediately after landing on their website.</p>
</p>
<p><p>It uses natural language processing and machine learning to engage website visitors and provide relevant information. Our retrieval chatbots are expertly designed solutions that swiftly and accurately respond to user queries by retrieving information from a well-structured knowledge base. This empowers the chatbot to deliver reliable answers and assist users with their inquiries, enhancing customer satisfaction and streamlining interactions with your brand. Each application of enterprise chatbots serves to enhance efficiency, improve customer experiences, and drive business growth.</p>
</p>
<p><h2>Different Applications of Enterprise Chatbots</h2>
</p>
<p><p>Our e-commerce chatbot is designed to provide a user-friendly shopping experience, assisting customers with product recommendations, order tracking, and instant customer support. This article delves into the realm of enterprise chatbots, exploring their significance, functionality, and the immense value they bring to businesses. Whether you are a business owner, a technology enthusiast, or simply intrigued by the world of AI, keep reading to discover how chatbots can become a game-changer for your enterprise strategy. Once the bot is live and made generally available to the enterprise users, the scope of bot usage expands, with users trying out various ways to get tasks done by the bot. This real-world usage provides ample opportunities to improve the natural language understanding capabilities of the bot.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="309px" alt="enterprise chatbots"/></p>
<p><p>Bots must be context-aware and must be able to retain memory, both short-term and long-term. In an enterprise context, the bots must be able to recognize the users based on their profile and remember current and prior conversations. Context must be maintained across various levels — sessions, users, bots and enterprise levels. A major obstacle for creating an enterprise chatbot is to maintain user adoption and have users relearn to use the chatbot instead of the old way that existed before. Companies that utilize a VAR or distribution channel often struggle to maintain close contact with their channel partners, yet depend on them heavily to drive large percentages of their revenue.</p>
</p>
<p><h2>ChatGPT</h2>
</p>
<p><p>They help humans with just about anything related to information gathering, pattern-making, and generally tedious tasks. Because of these unique features, they can fill many holes in business and personal productivity. Generate more leads and meetings for your sales team with automated inbound lead capture, qualification, tracking and outreach across the most popular messaging channels.</p>
</p>
<p><a href="https://www.metadialog.com/"></p>
<figure><img 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' alt='https://www.metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='402px'/></figure>
<p></a></p>
<p><p>We will all agree that we would like chatbots to interpret tone, sentiment, emotion,&nbsp; analogy, simile, metaphor, perception, abstraction and experience. Most chatbots of today retrieve the responses from a database based on the provided input. Transform your enterprise interaction with AI chatbots to deliver an automated and personalized experience. We deliver exceptional personalized total experiences with Conversational AI today.</p>
</p>
<p><h2>Welcome to the world of intelligent chatbots empowered by large language models (LLMs)!</h2>
</p>
<p><p>But oftentimes such chatbots are built on ‘canned’ text and can merely link you to a knowledge base article somewhere on the Intranet. Or if the answer is a lengthy policy the chatbot just “dumps” the lengthy, non-personalized response on the user and they need to read through it and pick what is applicable to them. Before the  arrival of chatbot platforms, building a bot was a complicated and tiresome task and required a sophisticated sets of tools and advanced programming knowledge.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="enterprise chatbots"/></p>
<p><p>Chatbots can assist with basic account inquiries, such as checking balances and <a href="https://www.metadialog.com/blog/chatbot-for-enterprise-and-its-key-benefits/">transferring funds. They</a> can also provide personalized financial advice based on the customer&#8217;s customer&#8217;s financial goals and investment preferences. However, for more complex financial transactions, human intervention may be necessary. Chatbots can help provide instantaneous responses to customer queries, and this level of customer engagement can act as a natural boost to the number of leads and conversion rates.</p>
</p>
<p><p>In speaking with enterprise business leaders in a wide range of organizations, the number one priority has been and still is improving and delivering a better customer experience. In fact, if it is not, I dare to say, you do not have a real people-centric business strategy. So it’s no surprise that we are now witnessing the synergistic rise of artificial intelligence and AI-enabled chatbots to provide conversational experiences for users and customers.</p>
</p>
<div style='border: grey dashed 1px;padding: 11px;'>
<h3>Consumers prefer intelligent virtual assistants over chatbots: Kore.ai &#8230; &#8211; YourStory</h3>
<p>Consumers prefer intelligent virtual assistants over chatbots: Kore.ai &#8230;.</p>
<p>Posted: Wed, 18 Oct 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiYmh0dHBzOi8veW91cnN0b3J5LmNvbS8yMDIzLzEwL2NvbnN1bWVycy1pbnRlbGxpZ2VudC12aXJ0dWFsLWFzc2lzdGFudHMtb3Zlci1jaGF0Ym90cy1rb3JlYWktcmVwb3J00gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p>
</p>
<div style='border: black dotted 1px;padding: 10px;'>
<h3>Sendbird Becomes the First Communications API Platform to &#8230; &#8211; MarTech Series</h3>
<p>Sendbird Becomes the First Communications API Platform to &#8230;.</p>
<p>Posted: Thu, 19 Oct 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMi2AFodHRwczovL21hcnRlY2hzZXJpZXMuY29tL3NhbGVzLW1hcmtldGluZy9zYWxlcy1lbmFibGVtZW50L3VuaWZpZWQtY29tbXVuaWNhdGlvbnMvc2VuZGJpcmQtYmVjb21lcy10aGUtZmlyc3QtY29tbXVuaWNhdGlvbnMtYXBpLXBsYXRmb3JtLXRvLWludGVncmF0ZS1vcGVuLXNvdXJjZS1sbG0tdG8tYWRkcmVzcy1haS1jaGF0Ym90LWVudGVycHJpc2UtcHJpdmFjeS1jb25jZXJucy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>The post <a href="https://lees.com.kh/custom-enterprise-chatbots-for-business-workflows/">Custom Enterprise Chatbots for Business Workflows</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></content:encoded>
					
		
		
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		<item>
		<title>Natural Language Processing NLP A Complete Guide</title>
		<link>https://lees.com.kh/natural-language-processing-nlp-a-complete-guide/</link>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Wed, 13 Nov 2024 08:08:56 +0000</pubDate>
				<category><![CDATA[AI News]]></category>
		<guid isPermaLink="false">https://lees.com.kh/?p=2907</guid>

					<description><![CDATA[<p>Natural Language Processing Algorithms NLP AI Symbolic, statistical or hybrid algorithms can support your speech recognition software. For instance, rules map out the sequence of words or phrases, neural networks detect speech patterns and together they provide a deep understanding of spoken language. Natural language processing and powerful machine learning algorithms (often multiple used in [&#8230;]</p>
The post <a href="https://lees.com.kh/natural-language-processing-nlp-a-complete-guide/">Natural Language Processing NLP A Complete Guide</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></description>
										<content:encoded><![CDATA[<h1>Natural Language Processing Algorithms NLP AI</h1>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/feed_images/how-to-use-ai-in-customer-service-3-use-cases-img-4.webp" width="303px" alt="natural language processing algorithms"/></p>
<p>Symbolic, statistical or hybrid algorithms can support your speech recognition software. For instance, rules map out the sequence of words or phrases, neural networks detect speech patterns and together they provide a deep understanding of spoken language. Natural language processing and powerful machine learning algorithms (often multiple used in collaboration) are improving, and bringing order to the chaos of human language, right down to concepts like sarcasm. We are also starting to see new trends in NLP, so we can expect NLP to revolutionize the way humans and technology collaborate in the near future and beyond. To fully comprehend human language, data scientists need to teach NLP tools to look beyond definitions and word order, to understand context, word ambiguities, and other complex concepts connected to messages.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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dEpNThIS5kULJ11seEJNJkgrKWxC7D0VnDoUgfVTuCep6fCUP701Haz6MvYKBelvW9Hua+/VqrHnuvqVUIhWFMhoo5SIuAPbVnIPhjHi9af/AFP7eoXcv5KVl/2HVv8ANY1HpHSZip+eeacm1FKUuECydwCRw4QsUiS/RiFFoHoz9hanel02/Iua+xGoxherqRUIgWrtmStfOTGweo6YA6d+e/Xaw/Rn7CXRRZVRqdz30l5mrVKAkMz4aUluPLdZQcGKTkpQknrjJOMd2mzs/wDJQv8A/wDtX3OrXO0P8y8/+6Ou/wCkn9WtS6Q8TMSr625tQKUskaJ0zC6uHGA0iStfqxC3H0VXDof+M+4P65Q/vTR+JU8On5p9wP1zh/emnL6eOsbU6k4083ToLLb819JKQr4rLY73F464z0A8T08yNOZ6UsZPqyJnVX7k/wCGGzSpID6sQoi/RW8OLaeZy6dwEjzNThgfT6pr4J9F5wwrVyIvm9lK7uVNZgk5+QRc6b2Pb0JSvWaspVTkKOVLkdUJPkhv4qR8gz5k69i6PSHUcjtMiFHdgtJx+1qSelHFLZAVPOEnklI9V03PsjH0TKcWxCfD0VfDmQSLo3A6HH8s4f3prn8Sq4cz3XRuB+ucP70017lHep6vWLdeU2U5JhOLPqzp8MZyWz7x08wdZGm1FupRUyUtLaUSUuNL+O0sfGSr3j9nw0h7pNxi2nMieUR3JBHeLe2D6KkgbFuE/wDxKnh0/NPuB+ucP700acvRqF+VjGH68r1J+EL+h5P9GPbClyHC0wtwfYpJ1ItqH2nHqsqXCizG6NS5NWYYeaBbXJSEhC3B9ny5Vy82eXmUR1OdYEpCwUEZChjXqsS4oFnVmaiuQ35NMqUN2nSCwoJcS24RlSebpkYx1889cYP0R6Q5d8rl5lP1abg9hPExwj/ZcqNMVL1KkKt4Y5kUgcVpT5wSeeuwiYUKtWvWV3LflMtKBHqNKozCzHejpMf11XP2rqWx0AISnB6HBOepJNeXjWaNWLieq9tUo0qM6hC1R0pSEpdAAWUhPsgc2fLx6dcamUfcSw2arUqW1bcuHbNRpbNNX6t2aZai2T9dUccpUQtQJOTkJPmnUTueoUe5rnemW/RWqVTylttplttKEhKUgc2E9ATg5GT3957zzSXYfnXWmZWxXm4Dt3Omgj1nVKhI4bkpyoVhBQwGiLrVcWygZLX1VfQDeOyTkfPr2Uqk1CtVBmn02Op5109Egdw8ST3ADzOuKVSp1bnR6PS46n33fZSlJwMeJUfADzOmBsmyIFnQSlBDs2QnmkvkdVnyT5JHl4951uvSp0sSXRxTg0khycWPJRyP3ldg4c4+b2AujuZx3U1OgFEoFXKrbi+iR2kb8o4sqy4FnQA2yA9MeCfWJOACsjwA8Eg5wPn15N0yfgak9e+5aIT+uLOpgTg+GoNupMiqjW9RkPBU6bctKcjx0+044hmW066sAfYobQpSldwA7+o18/ZCtVHE+J0VKoLK3FKzKJ4AXJ7gPVHuGj0iUocq3IyKAhtA0A+fbBvaB+BPcx8oR/zk69Ez8mGn/wBzc37pj6827jUutUim2JCWlpV1VJFPeeUOrUZCFPvlPQ5WW2VpT4cygfDXplZ/Bfp3s4/jbm5Hl+OY/wCxqypoDdLSle6hMKHdZCb+kpPqi3G2vbGHgsPyqTujGitqceeqE1ttCRkqUYDIAA8ck6xiapTzYm1VeTLbNOaep5clc31tsLhONJ5ldyR2i0pye4kak1qFym7hXfQVkLZm+qVxlWOo7VBZWg/IYwUP6s+WvJaFGpcp2+rKmxW5lHTVSn1R5IKAiTHadcQB4JLjjigPDmOO4atPCm2X3Xl3snq3RbihaAj1jMD7IUTrfl8Iz7dlx49w1GtQKrKjM1kFU+GjkU2+/wBmloPEkcyVBtCE8qSE+zkjJOcQdp6EukrownzQyaAi3SvmRz9gg/HxjHP5+Hu16dqnpQtZ2ny5j8r4KqU2mtPvq5nFssvqbb51fZKCUpGe8488kzH5tajUK5V6LOOSbUwT1ZABAAuE6JJ05c4R5SToYjLlmFC6vKpNwVCnSqyuOtchpDSy0WkBGEhxJScpHXIPzax7+01umE3Sor0qNGYoMy32m0r5iiPI5SpWVZJUCjp4dT01NSoAEqOAO8noB8+uc47+ny6gjFVZKwtLxzE76XJsAOGtgLDsjGc84x4o1PVQxbzwLsT1b1RYV0Utvl5CDjzHl56jjm3Ik0SFSZlxVF9+kzUzKXNKGkuwlIbLaEpARyLCULWPbCvjZJJA1K/hGB/y1j9MGvo3KivHlZkNLIHMQlYJx56RL1KsSIKmsybnMfJ+1rrqONyDzG8J61OwIiGSdqaP8HU1im1KbBl0j1tKJzSkrcKZawuUClSSj64oZPs+z9jga6VHaC25sebFjyZcOPNt6PbSENKB7GKytxSCkqBPNhwjJJyAPl1JptLlSqlHmolpQ03yAowrmRyqyeXBA9oHlVkHoBjWUJ6gFZ69PlPnqQrFFWQlIRMEk39Fzcjbn6IyFr2iMv2U1PuZFxT6pMkCM0tqBHUEJRD7RoIcKOVIUoqAyecqwe7Gvna9vsba2wuHUrqlS6ZTI6Q27PDSPVIzSOUDmQlOQAO9WT79YCbvE7T2X7hnW43HtBmp/BbtYdqKErSsSfV1Olgp6NB7KSS4FYHNy413u+/dnrxtepW0/u1akdNQYLIeRWYqi2rvSrlK8KwQDg9D3a2JyRxI71cpPBRl3CnNkSFWCT2DRQub7X7YWAr7W0ei2J9p3Pd8uv2pcctmU40w9U6c5HLXraOQpYeKXkBYTgEBSMJOOudfWBtXSIaZrRqUt1hyBJp0FlfIBAjvnLyG8JyrmIScrKiOQY8c19BlWDW68bn3K32s6bPYhfB8NNBrApaEMlfOtThTJU4tSlBHTmCU8vQZOdZr1vYD8+CN/h4798a2GdknpNzqpJ58JypBs1m83YZrJvbnbsvaMqFtAYm0nb+lS1RlLlSfxvQZFvpwR1Ze7LmX3fGHYjHh1PTXuk2jSplqt2lLLrsJMduNzZwrDYTyKJHjlAPlkarv1rYD8+CN/h47986PW+H89+8Eb/D13751Wuyk89l6x6YOU5h+ZOhFyDv2n1wmxiVTNr6bUrKrlpVOrz31XGVLqM1XZh51woQjmwlIQMIbQnASB08+uvdVLLM68od5RLinQJDEVuI7HZQ0WpDKXu0KVc6SRkkjKSDjx1CPWuH7w3hjdf8At4798aPW+H/x3gjf4eu/fGnA3PpWpwPP3Ve/9H+8LK42GgA9GkZseMSunbX0Wn1OmVVqbLU5TKtU600FKThTs3tQ4k9Pip7ZWMdegznWZu+2UXbSFUKTUZEaFJJbmtspQfWo6kqSthRUCUpUFdSnChgYI1XdapVps0ij3XZF1VKe0qv06KmTGuSTMYWlUpCHEHLqkKGCQR11lb6pwrm6Fm0CTUKmxAfplakOsQpz0XtHW1QghSi0tJVy868Z+2PnqG/JTD88xNOza7hK1ZlNgKSUbjLf1XgPMxJG7HhQrpNz0ypSYbj8duNOZTyramtspUGArnBUjs+deCgjJPXOBrEN7VR4C6I7R7qqFPeojD8dtbaWldsy86l1xCgtCh3pGCMH36wc1vYymzHqfUN0kw5UdZQ6w/fDzbjah3hSTIBB9x18PW9gO/8ABfjf4ePffGpsuKg2OsbffII/QA3FiOJ10JtGbdvsiZSNuaRJqSqq5MkpdXXma/gBPL2zUYRwju+LypyfHJ79eaftdDnUG4LX+H5zdJrpcWGEBs+qOLdU64tCynmJUtRUQoqA8ABqLet7AfnwRv8ADx7750et7AeO8Eb/AA8e++NKCKgm1npjS1vzG1tRbXnGLG+8WTBpElmgqo9SrL9RcdQ4hctwIbWoKz19hKU9AQB7Ph179Qnd2ZS6BYUyivSFuz6w8lcSJHZU448pDja18jTaSQEpSVHAwOpJydYz1vYD89+N/h4798axVTm7a0ypRbj2/wB8LTiVaOy7FWK5XvhOO6w4UlScKkpW2oKbQoFKuuMEHwVSKMg1QTcwp4nMV6tFAKtxci9gTyEASCvMYuaiVul3DTItZos1iZClt9qy+yrKVj//ALkEd4IwevQRi5fyUrL/ALDq3+axrDWHeu01lW2xQ17wWpPf7R+VKkmrxW+2kvuqeeUlAcIQguOK5UdeVOBlXUnl28bSuvdO0UWvdNIrCo8Oql4QJrUgtApYwVcijy5we/y1RMUZ+Rqk28hpYYyu2UpJGhBtvBaxNoydn/koX/8A/avudWudof5l5/8AdHXf9JP64s/8lG//AHfBX3OrXbaD+Zef/dHXP9JP6xWP6lM/usf3YydvVE4PL3KJAx3jv1h7e+vxXa3yhTlRdLiVHoQ0DhsZ8uUA48ydZdaSsFsHBUCAfLWKtA/xsUpJ6KbittLBPcpI5VD5QQdaMwcjBUNyQPRqYZ+0L8ooq9tp5Wz6KzvbTtxbiq0iiuPVFukz3yYbi3FEdmoJIPKA50x9qNeu+t46/OtfbWmIhw4ytz4aG5jzalpcg9s21lTHtd47VWObPcNYy/dub6sOHWtw7w3SlXfbEJx6bJtWRHLTUtlSyEMKWVqACSpJ+Ic8g6aim+avq1hbFvWq2m2DWW2zAQwO0FP7RuOUBOOXPICPLu8Net8PU6RxK5T3qi4iZKVLHXhJSlGRoqSgpsCSkjPfKb7XMWjSUO2KjffX0bW09cXbtRsWja6tS6wq/wC46/61EMVMepSOdtHtJVzj9F7IHz6nbjZp9xtSU5SmqtqbeTnoXUDKVfKU8wPyJ8tUG/J3C4cZ9Mrl6bg1HcCLckxqhNQXOaKiI44eftwSpzmwlsjlwPjd+r/qyR8LUdCB1TJdVjySGV9f/MNcSx/T6iJ5NVmZlMy0+lQQ4hOVKsmhGWySMpsNQLxAmQokLJvfY/5RlBo1wAR0OjXJ9BCCTfSFQ6+Gvm9GjyEFDrfNnX00a+zzzDcwkodSFA6WO0fL6TnZmnvImZRZQtJuCkkEHmDwjz+oxezDXYp5R9OshRKNMqkxmk0iL2rjqgkDGAkeKlHwSPE+Wu9JpNQrdQbptNYLrzvxQPDzJ8gPE6YCyrMptmw+xbSHpr+C/JKfjnyTnqEDwHj364r0qdJVF6MJMiUbSqdWmyEC2g5q42HLjHYcEUDE3SY4GZ+ZdVJJVmVmWojNxsDpft4QWPZVOtCCG0csia6kGRJ7ir9CPJI8vHvOpICe7GcdNeepT26ZDcmOtlaUlKeVOBlSiEjJPQDJGSegGSemqp3+3er+2W3lOu+1osJyRLq6YDjcsFaAjs3yrHKevtNDBHQj5dfPx1VZ6QKz1r6+sefVbMo6XPDsHcI9iU+nyGGqeJeTbCW0DYb27eZifXheDVpwGnUwnJ1SqDoh0yA2SFy5BBISD3JACSpSz0SlJPu14rQtCTTZkm67okMz7mqScPyWwQzFbzlMaPk5S0k+PQqVlSvABNqpxY7mVip0W4ZNLoYeoUh9+PyML5VFxlbKuYc+SAlwnp4jWWVxqbuR1FLtGt1JQM9WFkAfpnfrrQ6HMTSlPErIpQFr+sVm1IvokG2ibam253hnxnkeF/V/nF67pXJPVez3rF3xLXFoRWqvRkvx0OfC0h1t9pwELOVICSWuRvC+ZzOc8usPKve4JV0y7wlV2PRK5RjHpUO13IyFuVGO+iO6vJV9cKlrUeVTeAnssHPtapqRxmbmyJCPW7etlbjeFt9pDUooz1yCXOnzddfRXGDuq5KRJct22C+0nmQ6qMoqQnoDhRc81d3n79bnT8B1uSlWZVck2ooTlvnGx1I83ZZ84nUX0h0YqkALaxc1Ku+vm7lXia9Fcrs6ou2+/aCWUds3EYkPBtXMD2gcCfrpWfrZDmAPi6x9D3DuOiwJN6UiuRLlrNyUuRWKnbzUYIVS5LEXKE4Qe0SlJQllSV5UojKeuRqpUcZG5ip6XmrftoS1Ao7T1NaVkDwKu08vPXdjjF3TadkPsW7bHbLwtxSYq0qcz3de0yrOn/EmrlGUyDZ8kJ1WNQNknyb5U7jjfeA4qke31QxO0tRfg3DItyn3rFu+nzortbkS2GG0epSnXQVN5b6crhWtSUq9tPIeuCNWxKkJiRXZSxlLKC4oDvwBnppHo3GRuhGYWuLb9tMtuLKldlEWnJzjJAc8+mdd3ONbdkZQ5R7dz3H6wv6P5JrSMS9EOJa5UPDGmm03Av5Quo8SbC23uhtWKJI7X9UOYsm4IfZN9khcd0FQeAeb5uXIBAIChhXdnvHu64m/6LVHdvptJoaXpMpuO00gIV9dcQlSebu7yUg9B393u0pTfGbuw0CyxQ7bQMc/II6wE9//AEnv0K41d2ShK00a3sK7vxssdT0H+6efjqDJ9DeLafNtTDSWyltQUElW9iDrpsYYcxHIuNlBJ17P84kwtG6B7P1N1Pp0OIS8ftakm3Vq3a1elKkNUKfHbbfCnnVsraSlsfG5lHA6gHp457tVs5xsbstjmVSKAkKUQB6q54HB/wB08xoVxqbwBPZ/AtA+KXSTGc+L1/6TprsdQRjefk3JMyTAzpKb5ydxa/mxRtPyDawrrFG2uwh4cjzH064ISR8YfTpIvw5+7vM2hFEt1SnFcqU+rL7yOgP1zprp+HU3c5Qs0S3Ak+Jir+n+SeY1wf8AITis6gI/i/yjYfGeSTz9UNs5thY7tZXXHaGl2Q5J9dU2uU8Yxkf/ABfV+fsu0yM83LnPXv66i13XHUKXWK7EoFDtNEa3Ka3UJgqaClclKgtXKgpwEAJbxzq5vaOMdM6W78O1usf+CLdH/wBI5/Caw9a4p7puOVHnXBYll1KRF/kLsqlqdUjrnGVLJIz1wemeuMga3ah9GOLGJgLq1nGwmwGe9tRwNhtpfh6IWMUyOxvDXQd2dq5UKPOdoVUYXIaS4pBtGoKKCQDylSI5ScZxkEg94J19juntOf8Agyp/4H1L720saeNjdZKeUUm3iPfGd/hNc/h2d1vypt79TO/wmm3OiaruKJSwoD/1PDgPqzGRiiQ4AwzX4KW0/wCVlT/wPqX3to/BT2n/ACrqf+B9S+9tLL+HZ3W/Km3/ANTO/wAJo/Ds7rflTb/6md/hNI/JFWP0Cv8A5J/7cHjRIcQYZsbp7T/lXU/8D6l97ay9rXVt5eU2VT6FTwqTDbbeealUV+IpLayoJUA+0jmBKFjIz1SdKb+HZ3W/Km3v1M7/AAmsW1xdbls3LKupumUQypcFinuIDLgT2TLjriSB2nxiX1g+4DWT0QVhbLmVJbWB5J6/MCbjQjIOF4x40SB5ww9OShuxpTbTKEJRue8lKUjAAFb1MrhyN6bIP9Bq/wD58DSYs8St/NUl2lIh0nsna8q4CosKKhJVK9ZKfj45OfpjvxrJyeLXcmo3NTLpdp1DRMpMaXFjpDK+zUmSWivm9rOQWEYPy6uZ3oyrsxMdYnLbK4NT98acPXGVYokDYG/qhtrKapMS3rlrVRpLEhMWs1d5ZLSVKUlD7hIGfHA6a80G9/hGFHqELYm5HY8ppDzKwzTQFIUAUnrJz1BGlSicUu50Kl1agN0uiKaqTkp2QrsV8yVyVKUoJ9rwKjgft699K4wd1KNSIFMYpVvqjxWG47KlR1lSkISEpJ+ud5xqJN9F1dcW6+G0uKUpOUF1SQEhIB83jmHqjAxTIDQ3+fTDSfVXL/OCuX9Lpn3zo+quZ+cFcv6XTPvnSxr41d2mSA7SbeHTPSOs9M/1zXYcaO7xUlv4Ht3mWgLSSyvGCM//ABOnQjVeOi7EpH9UR/Pc+MHjTIdvz6YZr6qpf5wVy/pdM++dH1VS/wA4O5f0qmffOlib4192XVBDdJt4r98dYH7prunjU3dKVKNEoHsZB/G7neO//dNZ/JdiS1/BW/57nxjPjTIDgfn0wzX1VS/zg7l/SqZ986+jF51KI520bYu6WXACAptFNScfKJOlhPGlu6lJKqPb2eQLH43c7vk7Tr46E8ae7RUjNIt3DnxSWFj9tzy8NJV0W4jUMq5Ru3a858YDimR5H59MNBt23cEy7bvuWr2pUqIxVFwExmpymS4sNMlC1fWnFpAyfPOvTtACLWn5/NHXP9JP6VUcau7a3AyijW92h84znh/f6xVA4tdz7TguU6JS6GtmROlTuZ2OsnnffW64Oi+4LWoD3abnOibE0/LzKVIbSpfVhICyQAjSxJBMYGKJG3H1Q+/TOQpOfA51hYzoo9UepskJTFnuqkRHeuA6rqto+RySoeeVDw0nR4093AtTaqJbnMkZIEdZ6eY+uf8A8xppdprmkbn7XUm5bmgxe3qja1vNMpKWxyuKSMdSQegOc9/drm2Iejys4KlUzVUCerWcuhub7g7Da0SZOry9RXkavcC8QhnaLeeu3I43f25sCt2ZKkvKlUNUUILsYlRQ0VpSD7J5PsvsdTa6dprYq1v06mUilR4k63oxat6SrnUKc4EgNqSM9QnkR0Vn4upF6tcEBIRBlsTmm8BKJhUh0J8u0SFc398n5T464+ELlWeRNssA+C3J6eT9hJP7GmZzG9bnHWHmXUIDXmhAS2k8LqSLAkjQk7jSLszCyQdrctPdFV2js1f0urCRvzetNvKlwQJMCOpnsTFlpUOV7KQnuTzjBz8bVqUjtanNcryv/ZkILEJB7ynOVu/32EgfoUg+OuyqLNqZbXcEtDrSFhXqcdHKypXhzk+04B5HA92vvTaxHmS3ojTRQppJKTzpPMAspOQDlByOgIGR8hxAxDiafxGetmCk5RYBtIQhIO+VIAF1bkjeG3HVOquraMjo0aNaXoeMKFoU/u6nXLaQ861HS6hCn32Y6CpWBzuOJbQCfDKlJHz69NKpc6uVBmlU1kuyZCuVKO4Y8ST4ADPXUu+CIsXauFPcZSJz14wIrzyDnmDFdQykAnqBhsHHmTr6t4+6QJTCDCWk+XMLsAkWunNcBR7LiPAfRt0azmOZsLWCiWSfKUdL9ie3t4RL9uqB9TF316gF4vlinU9xxSkgAOOKf5+XHUD2E9Pdnx1ZGB05gCRqHURRG6d1cxyTS6Z1/vpOpkO4a+bnSJV5utVgT06vM6tttSj2lAJtHumk0aTocmiQkUBLaAALfjzPM8Y8tTRLchOphYLiuUEEDqjmHOBnpnlzjPTOM9NLvxnIfb2dojctOFpuFoBJAylAYlcgOPZzy8ucdM6ZLS78cX5FVJPlX2fueRp/oxfPjPIs206wQitC0k6rsiJ8Eey2227tFul2+6AuoO0yRHaYUmQ40UpWlRUMoIyDyjv1WnFTtRE2f3hlUWlRFs0apx2p9NCuoDa/YWjmPxuVSV9+T1GemMsJ6NbrQ76/syJ/mL1L+OGwoe4W0IvajMh2fZFQcW4pKfbEfnDUlB8cBSUL+RvPdr147WXpTEDjDij1Z0tc2BI9msaGJdLkuCBr/nFe8ZHD3tLtZtTGuiybaXBqTlajRFuGW85lstvLIAWojvQnrjw1AeC3Zmz94bguRy9aQ7Oo1LhNNttlxTfM+66V5yg56Bs/LnTDekNTzbExME4NwxR0/rMjz1GuDWE5t5wvXbueoIDs5VQqUZagRlqI0W0hWfJ1D3dppqqTPi8pzNd1SsoOt94yqXQqZSm2gEVZxbbFWNtJf1iTrVpBhUKvOLZm9pIcWA6h5vnUVqPsgoeHTI6JUR3aY+g8MvCXcq3U2rS6TVnIKWi76hXVyCz1PZ83I4eUEpVjPkcd2o9xq0WLuhwsxbwgBClQjBrkZ0dfrT7fZqOR9jyv8x/qU6qj0W1Mm02rboKmTUP9sxROUpQUlOFTs+JznP7GmHnZmZoJmi8oLaJSbHc3A1h5DTKXVII1O0SziG2U4aLNsGpotBFHZuqNUKVEERusF2UlLtSjh9PYlwqz2S3ScjoMnpjOo3xs8P8AtXtNtpQrjsO3Pg+fPuVqBId9YccBZVEluKThaiBlTSDnv9n3nVEcQlHmr4yLhniensPqmjK7Lszn/chjOfdnu03vpIT/ALC1s/3ZRx/k+fqayJiUmZFsvKUHNTc9gNow6hhTZ6saiIfwgcPO026e1Dl03pba6jUl1SRFU8ZLjWW0BBSCEKx4nr36+XB/sBtPupt9cVVvW2PXpNMuiTTGHBIcbwwiPGcSj2FDOFOqOT5+7Vnej5/IEV/buV/mt68fo+Vcu1t5HH/Hmb9xwtQajUZpPhwDhASpAGu2vCMIZbsg24R5FcMPCPu0qq0Wxa62KvSlqYlfBdX7Z+G5kp5nGllX2SVDqMEg9c6STdnbur7Q35UrDuJRdkU0FLcloYRIZcBW26nPcClQyPBQI64zpxOFXhr3U2039vvdK9W0waRVDOZgxVSWnVyO2lJcS4Q0tQSkJR0CiFZUeml940rspF8cRNYZtl9E4UqNFozimPaS5KRzFaEnuUUrdCD+iSR4atsPTTqKguWQ8XWgkKJOtjppeGp5hsoC2hxEX7wucL+1l8bQUq877t5ybUqtIfktOiS61ytJWW0dEkA/EJz39dKdvzZsPbfdS6bKgRlMxadKKIjZPNiMvDrfU9T7KwPk662TRqhTdj7U2r26XIRibMhWw2tI/kziYTq1Kx+iLBJ950oXpFbOXR90KJezLIRHuGklhzlT8aRGWQpRPvbdZA/qDqLQ6tMzFXX1yjkczZQb20PCMTUslLKVAbROdz+GnZ23eF6VuNSbWUzcDdChTUSRLdUO1cLXMrlKinrzq6Y8dIzgeWtnG9X85PLz+Zmm/tsa1jnv1d4SmHZhp5TpzELI1udIjzyEtqSEjcRa3C9Y1sbi700S0rvp5mUuWiQp5kOqb5uVpSh7SSD3gannG1tDYO0NzWvTrCovwczVKfJekILzjnM4hxKUn2icd/h56wPBP/PF27/Wpf7gvVpeko/m2sf+1Uz92RrD0y8MQtMBRyFB04RlCUmVKiNYVrbu2FXpf1vWmlPN8L1ONCISe8LcAV+xzfRp6N/eELZ63dn7ouGy7TXDrFIp5msvCY8sgNkKXlKlY+IFeGl94E7O+qff+DV3UH1a16fIqiyU5Sp1SAw2D5HLylD3t6fuiXRSNw69uJt/LSl9mgyGqPMZ825EJp1Q9+Q8dVGKKnMM1FtLCiEoAKrbanjD0jLpU0VERrW4WrEtncfemj2nd1P9cpstmS46x2ikZKWlKT1SQR1Hnq3+NPhps/aygUG89uKIuDTjIXBqbRfcdTzqHM0vKieX4q0+XUfPEOEKgTrU4rodrVNZVLoztTp76sY5nGULbUrHvKc/Pp/d2LQo26Vl3JtdOKFSKjTO0a5u9pwqV2Dqc+KXWgry6DPf1xWq0/T6yytKj1ZSCQNrHsgYYDjBBGusKrs/w47Q3RwqI3NrdsLfuH4IrMsyfW3UguMPSUtnlBCegbR0x1xqquErheb3wmyrnuqQ9FtKmO9ioMq5XZ0nAPZpX9ihIOVK7+qUjxKWq2NgzKVwUuUueypmVDotxx32yMFDiJMxKknPiCDrIcMLUXbvhNo1woZby1SJldeOMBwkuOjPyISgZ92oTlbmmG5lLbhKlOZUk62G+kSDKtkp02jws8O/B/Xa1O29pUajLuWAkOyokOuLVPjY+zU32pKT7Q70+Kc940tKuHCFYfFPam091NO1a2a46t6I+T2Zkxktuq5FlOCFoWlIIz5K6BWqP2atLiln1l7e3aOmVat1tEiQ1Llx2o6imS+3zOZDyuVSsOhRBTgEpI7tXJsnbPEhC4m9vrn4gqVXYr0+oSGYDlWmIdPMmK8paUJQtQQMEHAwNXCZZ6mpe/pYWMh8k+dmtw105jsjLsuw4kKbHGPdxvbN7ebSz7TYsOhqpyai1MckBUhbnOUrbx8cnHxj3asOkcPW1EnhEVui9bHNcjVmSaimYqQvpIbYWUKKM8p6pHTGOmvD6SrHwrYeP+Tzv85rVr0X+cAeT57fTfud3VaufmhSpN7rDdS9TfcXOhhkNI65YI4Qk3DHtxTd1N6KBadbiF6kK7WZUGgohSmGmlKCcjqAXORPyHTH8XnDLtxt1tGu9du7eVCkUyoNJnKXJcc5oz+We5ZOD2q2fmz56j/o4LYMy87svBxoqbpcCPCbJTgBx9alHB9yWev9UNMlNqkTf3h6vaM2Q6qU5X6UhCCFcrkWW+hjHv5WmlD5Rp2t1aZYrKA0ohtspCuV1a6xiXlkmXJI1jXLtFtzUt4b8pdjUFS2JcxOXZQa50RWE5LryhkdACAOoySkZ66e9/hm4Rdr4dGol+/BXrtRcMaA9X60Yz0172QQ2hK0JUclGQlPepPmNVV6Nm247lVva7JLQVJjMQ6ayop9ptC1OLdGfeW2v/0aqHjItrcHeziprdp2oh+pSaRDYhQIDSQolKGQ653kADK1E+PX3al1B5+rVVUih4tttpuSN/8ATWCTl2W2w47xic8XfChRNpqe1udt2mQmidulmpQn3C6Yq3DhtxDh9rkUrCSFE4UU9TnAvu0eFnhzkbb0O5rmtiPGZdpcabKlSKm60hKlthSlKUVhKQSo/TpNdwLZ47Luoq5O6Ns3S3bFBh+sS0yH47UZuPHRzla22l+3yhAUVKBPTPfjD5XXYtc3M4R1WHbSmE1StWnFixC+vkbDhZbIKj4Dpquqr8xLSkuyqazHPYrSdh268IleCspdIGohQeMKzdkrGqFnr2ecpjqJzNR+EE06pJlpSWzG7EE86uz6LdxjGfa8tXnw0V2hxNlLcjTKzAYdQ26C25JQlSfrqyMgny0jl/7Abh7B1yPQdwZNOek1KIJLAhOFxPIHFJyTgDOUkY012wdHiyNqKG+5sVDrylodJqDnwdzP/XFdT2qwvp3dR4a13pSpUrOYbYZdcU4kLuFBSQToeKjaLKghvw9YRtl+EMH9U9seNw0z9Vt/v65+qm2cY+qKmY/sxv8Af1XfwLC/5slO/wAlf6+j4Fhf82Snf5K/19ec/Famj7/8xr4xu+X50iwzc9sEEfVDS+vQ/jtvr+zrhNyWogrKa9SgXCFLxKbHMfM9euq9+BIf/Nkp3+Sv9fXPwLD/AObJTvppX+vrPizTgCBn1/4jXxgsPm0WH9VFs/mipn6rb/f0arz4Fh/82SnfTSv9fRpHitTv2/5jXxgsPkiO8Wy6fZ93WUywoPypD89Uh9QwV/jbokA9QkeA951hZZztNCPcPq+a6D+6TU8uopF+2Qcn+Tz89f8Aqx1DGqPWa1tKGaDTxOmRrvenojdshouJj15bywFLISDyoVjJ79b0itzldRL1KqPZnF5CpROn1qx6h6or6PSZOiSrcnIoyNpGg9PzvEnh1Wl0zdS5vhGpRYpXS6byds8lHN7UjuyeupR9VdsnqLhpmPD8eN/v6glUcq9dlCfW+HdidJ5AjtZUymuucoJwOZSicdT09+vJ8GAdPwslN/TaX+/rWKhQZWprQ9MXCghCSAtq3kpCb6q42ixFjaLGF1Wyf+MVL/Vjf7+l/wCNatUio7XUtmnVWFKdTXWlltl9K1cojyOuAe7u6+/U6FMB7uGSm/p1L/f1TPFRD9V2+gO/gQw7TBrDafXGVwlKc+svfWvrB5sHGevT2fPGr/AeGZKUxHKPNlVwsWuts+4k+qKqti8g73RY3o18Ch31ynP48h/ua9SzZPceHcG/G9/D7d7TUqJIqb1SgMvDKH4jraGpTBB8M8qvfzr8tUzwPb3bX7R0q7Y+4d3RqMuoyIrsUOtuLK0pQoK+Kk9xIGqqubeilWhxaub6WpOVUqM3cClvOsJIMqnu8rbwCTg55SSnOOo8jr0TNUV+eqE4CggKSMpII8oWtYxpUuS20jMNDp74cL0hKHBsNAbQVOH6o4Ywe9X1l/Uuf2lr87hJb2btB2DDrE22Gqch2c4tpkOOpSXlLUhC1DPO4eiT1Ph36qPiZ4hNhN1bVte2qLuLAlMIu+mSqkoNvJ7CnpKw+58TqQlR6Dxx8usDxe8aNPValv03hw3EWurO1JTs5+nsYLcVDKgEHtkYwpS0np4oHUd2qeTplSclpaTbQUkLUolQNhba+nGHwyQ4Vq003hg7W2kulnhZY2SvSRTZNYiWw5Qu2hPLdjqLaFNxlBTiELOEpZzlIwQe8YJX30Z4PwjuR2iFIX2FGBQoYUPam9419uEjjSgNWlV6fxIbhFisxqlzQXZ7WXHYqm0kfyJGOigrv89ePh03r2O2w3f3hq1RvqFEoNwz4cijSS05ySEByU44EhKcgIL6U4OPDGdSFUyosSs9JuNlWYhQKQbKJI209m8IWwpbiXE676iKY3/68WFxqyBi5I56n+t6ar0jjDz+ytvqbaWtLF3xnXFDuQkwZqMn3cykj5SNJZxBXhR7o3mu287NqLVRhSZ6pUOSjKQsBCeVQBwehHiB3adOyeMTht3x24jUPdqfTafImR2kVWl1hglhb6MErbcAKSnmAUlWUqHTIB6atqpLTcv4FOttFQaHlADUaD52iMyhS+tQka3jL+j6SpOwuFpKSqtzMcwxnAbHTXh9Huona28SB/x6m5z3EepQteDcPjH4dtldtZVA2aqNMnTo0dxqlU2lR1CM0+oEh1xRABSFHmV1KlHxySdV3wPb+7R7S7R1a29x72j0epyrgdnIaeS4pa2VQ4bYXlKSPjNrHgcp1TvU+enJWamepI6xSCEkG5tvp6eUSQ0tJQgjWx9g3hlttb2RvxtPclPj1d6JVWJVXtqa/HcLT0WS2txtCwpGCklCmnAQcjm92tc/D3tvUpW/9uWHWx2tQYuArqIX4ORlqceGO/p2Kh1+11bHCrxD2ZtbvXuJEum5Ew7Tux96qw5biVltMhL6gMAAkc6HCc48MHuGrAou6XDPRuKyt7zM7k0v4Mn0HLREZ3CKk4pDbiwOTIyy2SfMvK8TqwlZaboxmmmWiUrRmSQONgLbcOUYcaXMhJaBKb39UXVxGbQbnbnXbtfWrCqdBhQ7KrordQRVJLzTj6krZDaWuyacBy16yk8xT1Wn3kQ/0hVqrq2zMG5WxlVv1VpxZz8Vp5JbJPu5i2Po0tvE1xk7pT915n4BG4U1FqxocZplUBtvs1vcvM4r64jmzkgeHROrtrXE/spupwxP2fee4cRq6qrbCGZLMhlzmFUQ0FIUspRy/wAnQhXT9jVezSKnTvA3ynMEnYA3SFanNp/paHltF1BQk5uwbjviw96lJPBPMwcn6mad+2xrWSMKSF5xnPQg51sptrig4WZu2dGtC9L6oU5oUmJFn0+fAcfZWtDaMoW2pspVhSfHPUaV3i+ufh4uWRaY2Ej2s16smf8ACwolJRCzkx+x7TlbRzEYdx349ruzq3ws5NSTy5RxhQClqOYiyR3xAn5Nwp60g2SORjGcFBxxF25/Wpf7gvVpekox9WljHI5jS5YA/wDnI1SPC5etr7e71US6ryrDVMpUREgPSXAopSVNKSkeyCepIHdp2bo4huCG+H2Jd61uy7gfiJU1HcqtEEtbKCclKFOMkpBIzgeOl1gzEnWm5xplTgCPsg8SeyESsut+VISDFd+jctYM0K8b0KMqkS2KW2vz7NHaLH/5UfTq3djdo9zdv93d2b4vGq0GVR78qbc+mtQJL65EcMuPJbDqVsoSCWFspPKpXVvAyMHUCoXErw1bVba3NTLFvujtzHpFYqlPhwYTjLZdddcVHbQgNhKQlHYoA6Aco7tLLw+8Zu8VO3Zt93em/qm5aLxeZnGS0yW0FTSwhZ7NHN0XynI/9dVMxTanVlTc0hGUKAGVQOZQAuAnTfnFg1L+DoDazY8jxi9YNr/Ur6RI8jKUNVmK7VminuUHYxCiP79tY+Y6nm9O7H4FfFtteipvluh3TSZdCmHwQ84+gx3D7g4lIPklSj4ail9cQHDvUuIDb3dKl7j09TVJhVGm1Z3sHcpaWjmjnqgZAWt4fKsapDjv3U2/3huK26jtvdTVWFKgOpU+wlSDHkdsFI+MB1PL16d2dOy1Nmp+bYMy2Qnqikkg2GhAubWB4w2EqlQVKTpfXuNo2A3/AEun0bau82KYwmOw5SatKU2hICQ480646of1S1rUfeo6q7hilMbl8IlLoDLiO0VSJ9uup5shKkF1gZI7so5FfIrULo/Ghs/eHD4qPcl5x4F11C2ZEOXT3WneYzSwts4ISRhShzA57lDOPBbeETisj7BXJNsu+2nV2hXnvXG3mUla4EggBTgT9khWBzAdR0Iz1Cq+Vw7PGReQUHOhYUm4tmtobc4dUnywjmDaJNwZ8QFd25vaFw+s2UmTPum4A7MeefU27CAbDb2W8Y9hMdaupHUEaaXfKqxfwwGxdHLyfWPhapyggHqpAhqST8mSBrGp314Jrfrcndqn1u0U3BJZUl2oRIBM9xJ709EcwJxgnoTjqdJLuZxaXFfO/cbfOkQnI9Ns6RHZokJa+qoiHeZ3nI+ycStfNjuBCQTy5Niimv1ueM4lgtWQoEq0zLIsN+EI6stNAKFraem8MD6SkLNRsNzlAR2E8Ak95Cmsj9kfTq1qIFjgBdKgE529mKTnxBjOEH5wRr4vcRvB1vxbsAX7VaKtLBEluBXo6mnornLhWF4x4kHkUQRjvGq54puMfaBraqRtRtBPZqkisR26PmDHLUSDC6IWEkhIJ5ByJSkYAOcjAzDZl56ZYlqb4OoKbXckjybX7oSJVYcUvnFmcCNort7h8RVkNATLjqEuogr8gEsND3Jwzzf3ytZ3hL2b3G2QtK5Lcv8AqdCmmq112sxPgyS88hvtmmw6hXatNke2gqGAfjE9D01Tl08VW2O3HCw3ae0l/wAaVe1PokOnQWYza0rRKWptDziStHLlHM4sZ6ZSNV3wl8Z13Qr6qsXiM3BmfAkmllUJ+oNIKG5SHUYA7FGfaStR65Hs+/SpikVSeRNTITbMq+Ug5iE7W0/1h1potoDd7HgDuYuTg/isbd757z7NSOVp2JMZqdPa5sqXCLjnKQPc27Gz/XBqoN/9w5PDZxe1Hc52g+vJkxUSW2XHS0lxLzAaKgoA55VIUPlGsTv5xDWxaXFBQt/tnK7Gr0YQG4lZaYSpAeR1bU2slIICkJR1wcEIODjTJP8AELwW75Uim1m/X7ckuwU9u1DuWngvwycFSTkKSQSBlKVKSrA78DUtctNybyJ5bClpdQEqABuDa2o34QgS6rDKNUmJRuxuCuscHNy37XqemlPXDZjwMYrJDTs5jsmkZODkqeQOvnr0XPfla2y4Svq/txiK9UqFakSXGbktKcaUsNNgBSUqSSOvcCNKTxo8Wlq7vRadtBtdJXKoTUpudVqgUFtuQpkhTTLaVAEoCglRJA6hOM4J0xdpcT/C4/tfRLOvK+6HLZTSI0OoU+dDXIaWUtpCm3EKbKFAEdxyOmqx2izUtKNOlgqu5nKAL2G1j6IcCFBzKBry1hBdxuIK+OIWtx7kvin02LLpUcQmRBiuMtlvmUvqHHFknmUeoI6acLhy3Gs6ibN29TKnVHWZTLbvaIEKQ4EkuqPxkIKT3+B1THGBc/DzcsyzRsDDtdlLDdSFX+BKWiDkqMXsO1CW08/QP8pOcZV9tqdbF7sVq3drqLR4zu3CWo6XQkVS9BCldXFH22fV18h69PaORg6jdJFObreHmGxLlIzXCLhBFgeJB93piVQkKNRczixy/CL1/Be29/Lx/wDW6X/B6PwXtvPy8f8A1ul/weoP+DlcH/KNo/8AxEH3po/Byr5/3xtH/wCIg+9NcD8RGz/5ZX80f4I3bIInH4L23v5eP/rdL/g9H4L23v5eP/rbK/gtQf8ABxr/APyjaP8A8RB96aPwca//AMo2j/8AEQfemseIjX6sr+aP8EYyCJx+C7t7+Xr/AOtsr+C0ag/4ONf/AOUbR/8AiIPvTRo8RGv1ZX80f4IMgiW7iz1UW47TrblFrU2NEkS0v/BtNfmra545CSpDSFKAz0zjv1EEybIZceVFp+7kRt552QWY1JrLTaXHFqcWUpDeBla1HA8SdMZULGrcRCnUhD6R1PIeo/f1H1JUhZbUCCnvHdqE7P1DCTDUpVJJbakgpvmsFDMVbFCgbE7gwwxNtTKbtKBilfX7P+03m+aBWv8AU0ev2f8Aa7z/AKgrX+pq6cHzOjB89Q/Htj9Ar+NP/bh8axS3r1oHuRvMf/t9a/1NU/xQSKK7YVPRTBf6Vmrtc3w/FqDTHL2LvxTJSEc/dgA82ObHTOnJx5nS78cac7U0kZ6fVAwf8Xka2/AeMWZ/EMpLBlQzLAvmSf8AoHvirrRIkHe6EOqlBjVRxLy5ktlSU8uGVpAV8vMk9fn1lKdZ1Yk0f1WHSKpUIjqFsduiMtzm7+YcyU4yM+WuvTwGAOnfrZhwCHHDvD6DpV6hj9N16xr9YVRZQzITm1Ate0c3YC5lXVFRAGojWMNp62w26tVMukJKMOLXGIAHTJz2Qx49+vNTrfjUmS4629KcccRy/X1JwkZGcAJB7x+xrdZcG5O39rVmJbtz3rQqVU56O1iwps5tl55HNy5QlZBI5gRkeOo9upsXttvFQ5FPue34nrjrShFqrCAiVGWR0WlY6nzwcpI7+/WrMY7UlSfCmClB43PsuLGJz0s+UWCzaNPMq1V3JUENxxUlSOQo7KInmKwMk9OUkkZ/Y16FbV3A+wxG+B7nT2BKgpERWVZIJzlvwx06DTO8MtjVnbPjJp1g3AE+u0Z2osKcQPZeR6i8pDiT9qtCkqA8j562L16vUW2aRJr9x1aJTKbBR2smXKeDLTKM45lLUQAOvidWFZxculvoZZbz5gCNSNztYCG5Vp4oAzkW4CNJzNJfojaaa+zKS4won8dp5V5Jz16D9rWGl2pAdcXIiyJEJxaiVBtQKFHx9kjp8x1uxp9b223XpLq6TUbfuym9Eudi41MaGR3HHMB00j3Gpww0HbRiPudt3TjBokuQiJU6e3lTUN1YJQ6jmJKW1EcpT3BSkgYBwFUnGKJ6ZEpMtltZ2vz9hht2WflSXEK1hMIlqwWHESJb70tbagpKXiOVJ8CAB+3n5tZiHtxXb/qwYtymXFVJi2wkxKTGVIXgfZFKW1Ed/eemrM4fdmKjvluNFtBl96HAabVLqcttIKo8ZJAJSTlPOoqCU5z1OSCAdbT7TsqyNq7aFGtajwqLSIaCtfL7IwB1W44rqo4GSpRJ8zp/EGKW6MsMNpzuHh38z+EYl0Pvq6wrIPONQN5bD7lW3SWn7ssC7qPEjoHLMepzraUjHLhbhQUJz078dw1BTZsMn+WlR5j5OoI7s/aa3f2/edm3o2+i2LlpNbbZJbkCFLbfCCc9FBJPf5H36TbjY4XqNR6U7vFt5SmoKWVD4bp8dIQ2EE4EltI6AgkBYGBg83QhWYVHxn4ZMiTnW8ijtr+Bh51l+WTmaWecI/Tqa1AjiKy88vqSVrIKiT8gA1jHbUhSnluGfOT2yudKG3EAJyc46o7tSamUuo1uoxaNR4T02fOdTHjxmU8y3XFHCUJGe8k41sp4dOEC0Nq6RGrt60+JX7wfSlx115KXY8E4z2TCSMHHi4cqJ7iB01e1mvMUZoKdN1HYDcxDlQ+6oqQojmY1qU3h/wBwbhj/AAnQbFv6qRHsuJkQqO/IbUCe8LQwQR8+vNDsCtW7WJFKfple+EikJXBlRlB5vBz1b5AsdPMa3W1WvUKgIbXWavAp7azypMqQhoHp3DmI0r6J9PqfpBqVPpdQYmRnLSVyOsupcbUeR7OCnprXJDGMzOBxS2bJSkqGp1t3xOeZdKQlSzY6Rr+qNi3NUoxiu27XmklQVzNQnArp4dUEaxC9paw02XXKbc6EIBKlORyAkDqST2XQY8dbxpUtmIwqRJcbabR8ZSyEpHyk9BqG7m1+hL24utArEBSl0KckJTIQSSWF46A/NqLK48fmXEoDG5tcE6eyFIlXWk2bWY0tM2hCStLianUFcqgcF1vHQ93xNWJB2O3WvSiqkULba7JtPcSHETIdLeKFAdQptfIUr/vc6ZzgN2CoN4KmbsXhSWp0WmSfUqTFkJ5mlSUpStb6knorlCglOcgKKjjIBDr3duDYG3kRmXfd4UW3473sNLqM1uOFHp0HMRnw7s41YVfF7knM+BybedY37+QtrDDTD0yA4tRJ4RpVq+2lQtuW9S7jYuSmSwAFxp7Xq7qBnxQtoKHd4jz12pVGapfOliVJfQ6Qv6+tKinGe7CR5+/WyDjir1n3lw7N3PbVWpdaZRWoaGZ8R1t9KQrmCglaScZGMj5NUnwNbDUTcu4qhuBeFNbn0e3XUsR4royzImqTzZWPsg2gpPKemVoznGNWctiQGmKn5pOTKSCOZFrD0wl5D5cDBVcGFsoPDxuNebSq5adi3pUIjyy6HoVOWqMeuSEK7MhXd3BROvHdtk1ilvGj3jbFUpEvHOhmfFcivIH2wS4kHz64xrcvdF6WVt5SkVG77lpVv05BDTbk+SiO17gkqIHQeGqR4qrlsTcDhquSuWxW6LcDMb1dbMuG83JS0tTyASFozykgkfJqjkcaTc3MIQpizaiBcX0ufVDzkm5kzZzptGriBt1MqalNU5VYnNsEdq3Ha51JBzjm5UdAcHrgZx7tZ1+2p9EgerzrfmRIZV2SfWIy0IV0yR7QGSe/TmejTHNV9xAAEER6TkAdx55epz6RwH8Cy2sH/h8fT2DurV3Eq0VgUzq+Wt+y+0MqQ48yHVrJjXKna+qzGxPo9PrwYf6oLUZTrfT7Q8vd858tcM2cmgzMz25omoTnEtJStOR4J5Ry5B78Z1ts4Qgo8N1jKJGfU3vm/HLul+9IttcU/Ae8NNYKjj4IqvKPLmWw5/noJ/rY0xJYtD9SNNcRYAkA33ttpCnUPpYzZzblCKUOxHnJyHqaisVFyNhzskJDuB3BSghHQAkH5QNZCv2XVnIrblWpVWgtoX0f7BTQBKccvMtGOvl39NNp6ONAVurc4z0FvH5/xy1q9fSCJ/2A0cuEg12GP/K6dPzeI1ytVRTclwq2t9deyEhtxTfhGc3EaxafQotPaej9u/IQ/wDH9YUkjA8BhI6fNrI27sfed7vKFjW3dNTbCiF/B8B2U2n3KUEkJ7x3nTE8HfDhF3puSVcd3sKVatBW2H45JHr8hQ5ks5ByEAYUs+IIA7yRsbfk2lt/QU9u/SaBRoKA2ntFNxY7Ke4AZwkaYrmLhS5jwWWTnc47+gdphUq0+v8AOFZF/bGnCrbQ3ltm3i6rBuGjB5QSZNTpzraHVd4CXFJCD8gJ1DFWdCcUt34RqXtEk/XW8d/9RnW8CDU7Qv6hLdps6lXDRZiS04ppxEmO79sk4JSR7ta5+Mjh6gbOXXGuO1GFNW1cK3CxHwSmFJHVbSVfaEHmTnwBHXGlUHFv0o/4JMoyOemx7NeMD7b0sStKzCyUmhsUh1brEySsrxntVpIAHjlKQRp/eHSu7aQ9nLfjVysWwzOQ26HkS5EcOg9qrHMFHmHTHfpEwMn9jv1sD4Z6DQpuyVtyJlFgSHVNO8zjsZClK+ur7yRrR+m6YYYobS5grAKx5hsdjzi0ww4pycWtZucv4xMfqn2d/L6zf1VF/f0fVPs7+X1m/qqL+/rP/UxbH5nqZ+o2/wB7R9S9sHut2mH/AOjb/e15X+k6Xf6yY/iEdB043jAfVPs7+X1m/qqL+/o+qfZ38vrN/VUT9/WfNr2yBn6m6b8ght/va+0WyqJMdDEW1ae44e4Jht/vael5uRmXA0yqYUo6ABQue6ELW2gXUYjX1TbO/l9Zn6qifv6NWRH2VhOo5nKFRWj9qYzZP7WjW7N4Hq7iQpMpN2PamK81aRSbFfvi4VJSSCc4HgNQq/7eZ9WNaishLiFDtuUY5gegPyjp82p1geWsXcoR8CTO0CeTsV5z8mvTeN6JK1yhzDE0kGySQTwIFwb8I0WReUw+lSN7xTAPQ+7XOuB3Dp0I6fJ4a51891ixtHS0m+sGl344vyKaT/b9n7nkaYjS78cX5FNJ/t+z9zyNbz0Y/wDiyR/5girrf9Qd7oR4d3z62Y8AmPwu8Tmxj4XqHf8A13Ws4d3z62Y8Apxw7xD/AEWqH7rr2pjn/dZ/eTHO6f8AWnu/GFt9JpRH6pu5ajjNSMdTdt/EDfMlX46ePXuPhpx+FCdX53DlYMi51vLqPwM004t1RUtaEEpbUSepJQEHJ6nXt3G4eNrN2bngXZflGeqUynxhCabMlaGi3zlfKtCSM9Vn5jrP3reli7PWW5cFz1KHRKFSmUtNIOEDoOVtllH2SjjCUJ6nHQa0WbqYqVNl6Ywglabf6Dvi1T1pWbm44CFrqaWk+keo4aSlXPRStw56hXwfJH04CPo1cfF3HVI4a7/YbdLS3KUUpWOpSS4jrpOOGvc6bvNxsR9yJrZbbqkmpCIznPYRm4LrbSOneQlI5j3FXMfHWwe/bPoe4Fo1Oy7l7c0urM+ryQy52aynmB6K8DkDUqvJNOqEol6/kIRe2+h1gR9rJzMa3PR1RroovEMumxqg4/SZlClmeCnlxyKbLaiPPmOB8qtO1xhphK4bb1M0thCY8co5z07T1prkx7+fGNZ7abYLbLZJE1yx6N2MmcAmRNkvF19aEnIRzH4qc5OAB4ZzjSg8ePEvb14qibH7e1dqoxES0TK/NjLC2FqYUFIjhY6L5XAlSiO5SUDPRQ1NTMeM9fRMSiSEIsSdtuJ79hCfLLKuuN9DFsejttGPR9q6vdhZR61XaqWisJ69hHRyoTnyCluH5TrCekvv+sUjby2tt6FODDl3zHnJg5iOeJGCCpKsHuK3WjjxKdWnwRNJTw22ytCAkuOzlHA8fW3R+0kaW70kizI3Os9lYy3GoT60AjpzOyMK/YaTpMiBPYpWXtcpNvRoIbS54OwFp5e0xQHCrfNxbM762lU2amp+k1uezRKm0BypLEhYbBUM9eRZSsHzTj7I527XFb9Pui36lbVUb5olViuxH04z7DiCk49/XWl6ipUqt04tcyXRNjrSodMKS4kpOfMKwdbsEKUpoLIySkHUnpBR1M0w+PON9eOhBEEq+qYaPWG5hAuAvZp53dG5bsueMntbFdXS221DKVVFSnELUk/9GlCu/wAXUnw01fErvVF2E2lqt+qjpkT0lMSmR1/FclOdEc36BIBUoDvCSB1OsVw2UqBTpm6rsRoIXJ3ErDjuPtitJ1S/pLxIkWvYUEgmIaxIkupPxStDGG8ju6FZPXy1XukVzESGpjVGmncL29JhbaUyqCeVzCA3ZXNyt0K3Lum9K+5KnTnS8pctxTqxkkhKUfFaSM4SgYCRgADu0xHo+IkyHxBUmPNkoeKKdUOQpzgDsvI/Pqh045QBggdBju0wvAeB+GMpQ/odP/cTrpNcsilvISNAk6RBRPvTLqUrOl4czjVYfe4Yr5biPdk6qPECV5IwfXGPLWo4Uu5wnPw2kkgc2efB9w+bW8y57ZoV40KVbVyUxio02clKZEV4ZQ6EqCgCMjuUlJ+bSwcWmwuztk8P90XLaO3FHpdVhmAI8uM1yuN88+OhWD70KUPkJ1z7B2IWqegSKkkqWrQ8NbCJ0wt9KSW1WAiacC5inhntfslNqc9bqgkcp6hYqEjGffycnzY0rnpIrCvOdunQ7wkPPItx2ltwozqG+dLclLjhcbz3JJHKoA9VdcfFOuOBviZo+11wVPafcGoJgUOtyhOpk95X1qLJWEoWhxR6IQspHXuChk45s62FXXats33b0u2LqpMWqUuoN9m9HfTzIWMggjxBBAIIIIIBB0mcdewvXlzjiCULvY8weR5iFDN1I6s2uN40iUhd00UvUgVh52kVAhchttxSEKWjJQXG+4kEnCupGT3a2c+j7cgr2FWiKGvWEV+YJfJjId5GiOYefZ9l82NLPxR8J9T2WdXd1qOuVKzpDobUXDl+nLV05HOnttk4CVjrn2VDOCrx8F/EfSdkb8qVk3zMEW2LsU1LblEHkhTEpDfMvyQpCUhSuuMIPcDja68U4ko6nJE5jobAa6bg9toisKdVMZXvOtpE99JrYl51iu2ldrD8hFsR4TsF1aAVJZlqc5gFAdEc6O5R7+UDSW0ZV023KciwKw+unVJvspiW3lo7RvIIS4nOHE8yUnrnBAI6jW8CrUe3bxt+RSavBhVaj1RjldacSl1l9pXX5CD3gj5RrXxxScHz+1jEncDbovS7VCgqZEcWVv01ROAeb7NokgZ70nvyOoqsI4kaQymmTIyqTom+x1v678YVNKmUXKDdNtol/o0cfDO4oA/3tSM/LzS9Tn0jn5Fls5/L8fc7uoL6M/rVtxD06xqQen9XL1OvSO/kWW1/b8fc7uoEwAMWotzH92EJP9CueUWlwg/zttj/ANhvfdL2pfu/t5E3T23rtiSFttLqkRSI77gyGJCcKacPjhKwknHhkah/CDn8LZY/X/eb33S7rPWrubDq26957Vy30CpUBuDUWGyvq5EkNDJA8eVxJB8u0R561WdS8mpPTDG7air1KiahHWNgdkKB6O6nzaTvFeNLqcZceZDoa48hlY9pt1EttKkn5CCNXb6QYZ2AQDj+X0Lv/qHdZmzNrlWJxaXPdcGMRSbytpUxtaQQlMtEhlL6PLPxHB59oftdYP0higOHrPlW4Z6/1Dur5ycTP4gl5hHHL8+uI5bKJcp74mnCNZTNi7AWpHCE+sVeIK1KXy4UVyvrqQfeltTaP73Sfekl3Br117qUraSm1ExqNbkBuoTQnJCpr5JQVDOFFLaU8ue7nc89bCbHjIh2Tb8NpI5GKVEbTgdMBlAA+jGtYXGY6v8ADF3nKChzBcbv69ExWwPm6afwqfCq67MvbpzHu1t7BC3HFS7V299hGE4beJ6tcLDNzQZFJ+H4daZZciMOSSwy1IQVAuEAK9opWAQACrCMqHKMY3dLix3Y4hpEemXOYzFvRZJlMw4cJLbKXQhSUrLisuKUAtafjY9ru8dOI36NjZmpsRZ0u7ruWpTaXkhS4ZSlRAJOCxg9/jqN7xcCm2u3G11y31SrxuuTMolPXLZZkuRS0tScYCuVkKx18CNbIzXaC7PB1CbvKIFyCddvRCFuvrYKFIBJGphJwB357sadLYKvCJtNQ4w3qtuiBCHR6jKRGU6z9cV0UVuBWT39QO/SWkkrJGAPADT98OsO2m9krbk1OhxZLimZC3FmIlxfIh1WVHpnABH0jprVumKdYlKO0p1JUCvYJSrgfvaRJwooImlZvu/CMz9U4/5xFofpUP8AhdBufA6cQ9on5GYf8LqwBa9skAi3qZj+xG/3tH1LWye+3aYfliN/va8zIxPSlqCMh10+qZ+EdFJHyBELoFeuhO4dFoL93wrgpFbo0+oNOxYjaPbYeito5VoUQoH1hXzgddNNbVvRqJAQhLYMhaB2zg7yfLPkNJvsMlsXrtWkpSEC3a6MY6D+KMTH/pp4m8FA7tehuj3DMi1UHqipCS4gBAISBsVXVYaAmw25RqWJ3lpUhkHS0dQhOME5+XRr6YHlo12IgcY1MGwsI6lxI89QjcG4mfVTRYr2XXCC8B9inyPy/tawVQv2tzG1NNKRGChjKBlX0nUcUta1KW4tSyo5yTk68xdIPTNKVKnLptEBPWCylqFhbiAN7ntjaabQnG3Q7McOEdQOnXXPfo0KyB06680+dvG27QEY0u/HF+RVSf7fs/c0jTDqJSM9PkJxn6dLvxwknaukgpx/HAz9zSNb70ZtlOLJAkadYIqK0oGQdseEJGhlSmi6CMc3KBnqTrZfwFNrZ4eoqCBzCrVDP6brWmhzlYzyEqaWVJI7uuM/tDWy7gMdD3D/ABXQhaearz1YUO/mdyce7XtHHX+7D+8I57T9XT3fjFO8f+9e8+2O5FuUbbW56xT4NRofbSW4aUFJd9YcSDkpOCUgDPu0kNz3LunuZNamX9c9Ul8gKQqfLL7iUE5PIMlKc93zd2nF9Iw46ndG3G0LUlTlvJGRnAAkv+XjpRilSTyqSpJHTCu/VhhVhlNLZcSgBRGptqfTvD8zUHmlFpBtF6cDbTMfiOtWOy0ENoanhCR4AQX9PtxR3BV7V2DvK6bfdW1U6NBRUIjiU5KHmnm1oVjxwUg48e7SF8EP88ra39bqH3E9p7eLE54dL7xgfxN//uo1p+KU566wk8Qn+9DkkvKznO8Tbbu86duRYtCvimBColcp7MxKAchPOkEpz44OR82tWHEns8zs3vfc1KYaUYNWkGr01RGAmM+VKDSfc2vtG/MhAJ79NL6Nnc5yo2XX9nak8S9akv1um8xzmDIJWUDxPI7zH/5oHhrJekR21drFm0bc6nRu0et2QIc8gdUxHyAlZ/qXeROP+lJ7gdJoqzh+vuSSvMXoORvqk/hDk4C4zdJ5H0RL+AivtVjh/iwkjlcpNVmw1Jz3Zc7UH5w5qpvSUUBxEyx7rbZJaLc2nPOeSgWnG0/QXfo1CPR/70wrL3Iq+0leeQzBu7kl011Z5QJ7Y5FNgn/4iAB4YLaBg8/R3d8Nn6LvbYcqzK1IchOh1MqFNaSFKjPpyEqwccwIKgR0yD4HB01OE4fxJ4U8Pzatb9hH4GBSOulxl4j3Rqp2vt9+6dybWt+M2txc+sRGOVAzgKdTkn3AZJPgATrcsVpHTBTgePTGlf4ceC2JsxeP1dXLdLFeqkRtxunIajKabj84KFOkKUSV8pUkeACleOpjxeb0QNmtmqvLbnITXa0y5TaLHQrDjj7g5S4B3hLaVFRPmAO8gFOIZ5GJKmxLyXlAaX7Ta/ojEiyptFlRWvAzuxT73u3eCktzCszrqk3PA5j/ACSHKdcSOXzCezbz5donz1MOOvbuffOyrtVpERciZa0oVTskDKlxwkoeIH6FCuc+5B8da79lt06hw+7lUDcSPGelw4bfwdVorBCVPxVY5gnJCebI5hzHHME5IHXW4C2Lnty/Lei3LbNTYqdIqbXaMSGxlK0KHcQRkHwKSMg5BHfpzEcm7Qqm1UWhdGnrAsQe+HQUzTNxxuI0t8wPMoqGB3nTCcB3XiLpSh3fB0/9yOmJ3H9HxYl1VuVW7LuWZbKJrpedp/YJkR0KJyrswSFIBOTykkDPTAwBA9ldnoux/GhSrDiVt2qoTbj81Uh1nsiVOtuZSEgnoOQd58dbJM4ikqtTXkMny8hOUi3tisalXGnQpQ0vDJ8V903LZPD/AHddNnz34VYgMxlRZDGOdClSmkHGQR8VSh8+tX1e4jeIS/KS9ad6XPWJ9FnuNmSw/wBnyLDbiXEZwAei0IPyjW23dzbuPuvt3WNvpVUcpzNXQ0hUltoOKb5HUOdEkgHJRj59KdcXo67dodvVOsNbn1FZgQ3pSWzTW08xQhSuX43cca1vCNVpclLluaA63NceTflxtprFk+48E5W03HOERrFHaqrWO0DchkEtOpPVKj3g+YPj+/g6YbhG4vNwttL1oW1V+S3ara1Xks06L25UtyGtxYQ2plw9eQFQCm1dAMEcuOuS4X+Gy2eIS1bodqFamUaqUuTGRDksDnbKVtrKkrbPeDyjqCD39+ru2u9HtT7UvelXTel7sVqNRJTVQiwo0EtBx9tYU2XFKUrACglXTqcYzra65WqR1bsnOnMRwI300se+Iskt9oDS6Twhq7ytik3vadZtKvRQ/T6vCdiPtkdeVaSMjyUD1B8CAfDWlOt0VEptcOS5yPR3ClLzfelQVgkDy9x1uR3o3JpO0W19x7hVdSeWlwXXGGuYJMiSUkMtDPipZSPdnJ6A6148KXD/AG/xARrngV6rTqfPp7EWRGmMKC8LWVBYcbV0UDgZGQQeoOtewXM/R0k/NTBIaBFoXNoUVJyaHWI9wwcWe4mxdzUuy7nlLqdnTJDUYxnSViMlSgO0jrz7BSTktnKSAcAHChtWqdMptwUmTSavEblQKiwuPJYcT7DrS04Uk+4g40nNnejkiU+54dSvO/WapSYUpuSIcaCppb5QsLSlSyshIyBnA92m2vu9KJtxZ1XvW4Hw1AosRyW73AqCUkhCR4qUcJA8SRqrxNNyNUnWV0zVfEgbm+np5xKaW6+gB0awo3o96Sm3r83boCH1PJpb8CEHFdSsNPzUZPy8udSf0jv5Fltf2/H3O7qE+jaqk24Lj3Nr9SSEy6ommTnwO7tHXJi1493Mo6m3pG8q2stzp3V4H/F3NTHElOKmwrfS/wDDEVQ/ohHf74tHhBz+FrsfBx+Mnvul7Sx7z7lI2d9IBT74lSUxqVMhwKLWFqPsojPtAdor9ChQCj/UDTOcIORw2WOCOohPZH/1L2kd4/4BqG/1bik8vaUyDhXfyq7Icpx8uigsIma7MsueapKwe4kQ91vUISo7aXjZ2qIy9IamLQlS2QpKFeICsZ6/MNLd6QpJXw+8vfmuQx/5HdSjgz3VVutsJQKhNf7Sq0VJotSSpWVh9gJCSo+amy2rP6L5dRr0gwP4AKACOtehdf713VFTpVyQrzcs7uhdvnshyY8lBi2diLpj3tsxZF0R1JUZ9BhKc5FcwQ6GUodRnzStKkn3p1r746qK7S9/6y66yG0VWBFlNq+2SWuzJHn7SFD5tXP6OPeOBJt2q7F1eelmpUWS7PpDThAL8N1RW4G/tihZ5iO/64SOgVi7eJbhjonEDSqe81UvgivUkLbiVANdolbK+qmnEggqTkBQOcpJOPjHNzKOpwxX3BNaIVfXsOoPxhqYR1zYKewiKg4VON+5t+NzIu2syxqVAjJpj8tcqO+6taAyEBOQoY6lQ1c/GLWmaDw23vKfUAJEViCjIzzKkSWmQB7/AK5+wT4awPDJwoU3h/kVK4KlW2azXqg0IqX2Y3YtR2AQopSCSSSQnJPkANU/6SDdGIY1rbLwJpMl+V8PVVCFfEYaQtLCF+5TqubHmhJ7tNIZkqliBkU1Nm0kEkXsbak684dUsqaKlptprCTONuoXlxpaQpPMkqTgEdMYz36frhzqFqr2TtqJVqlTUuNIf523pKEKGXVdCCQcd3Q9+dIXLf7YBpAAQEpKQe9RCcE9/wAun04a7StSpbLW3NqNu0mU+806pbzsRC1q+vLAySOuo3Th4L9BtKmQsgODRBF9jz4RnCgBm1Ajh8IuODUqfUm1O06bHlNoVyKWw4FpCsA4yM9eo+ka9PiNV5tJDiU+qbhwoEVqLHbu1fI0ygIQkfB0I4AHQdSdWGe8fLryJV6czS6p4OwolPkkE2vZQCtbcrx0LjaKJ2hWpq4ttn21ELbti4FD5qhD66da2rgjVmnodQsF5I5XUdxCvk0k+0vWu7c/3K3D/pCHq/oc6ZT3kyIkhbS09xSf2NdrGPXMD4gClpzsuJIUkb6LVYjtEVtYpwqCRlNlDaLzDgPgdGqxY3Gq6WwHY7Dh+2wQTo11Bvpqwq4kKLqk9hQq/sBHtjUzQp0aZfbEU14K5XqRbVLerNcntw4bAHO653ZJAAAHUkkgADqSQBr36iO51tyrht9iVTJrMWpUGa1WYK5DHbMKeZz7LiApJKVJUsZBBSSFDqka8b0WXl5yfal5tWVtRsSOF/8AON/AAjMW5dFFuyEqdQJqJbTTimHuQKC2nB3pWhQCkH3EDpg69FWmSobTZipHM45yc6mVuBsBJOeRHtHqAPnzqIbT06sOUyTfdxzYjtRu9EWepqEwppiM0GEJabHMpRWoJ+MskZJwAABqXVWFKnx0JhuJCkrCilxa0pUOVQwVIwQMkHp9rq2rFOlabVXGGSS0k2udrgai4AvY6X472hDml7Qve9FUnzrySiS46hDUOPyxyvKWStAUofLk9+B4e7WA4kJUiZw12dIlPLedNYbSVrOSQluUkdfkA1mt5Yr7F6rZeWt5aYkUdqU4LmG0gq+cpPuz08NQni0rUi2uFKyqg3GS8XbhbbDa1lIUlTM1QOR8mvTkkzKik4eU0lObrEbWv5pv2xpEwVLcmUk8D74W1pxsM8q3lBTbnOhCT1PdnPuxq9No+PSVw/2inbmNtxDrjUeW/MExytKiqw8oK5ezDC+4HHxvo0n/AOCnOIH8R2O4d7qtedy/mpD6pEm2Ka44ropauqj8pKSTruE3LSlSa6qZTmTy194jXJR7wRzMU5oZje3iNVxK3DCueVbDNvKpUVuAGWKgqWFjtXHC4VlpvHx8Ywe7v1W77vbOlznKsgAE+QGB+wNVlG3GchIKIdvQmEqPMpLaykE+ZAAGdfX8FKd+U0f9NVp1htiVaDDIygbAawiYX17pWBa/CLy2o3fXsVfdM3MZobNYcphfbEN2WY6XO1Zca6uBCynHPn4pzjHTv1b+43pGZm7Vk1Xbd/aiDS0XAyIhmIr631M5UDkNmMkK7u7mGkqe3JelNdjKt6C63zc3KtZUM+eCCM6+Kb7jtqS4zatNQ4g8yVBIBSfMdOh1FmKdITr6Zl1u6xse7siVLTXUNdXkv23i99pd6avw97kQtz6ZS2Z7fqr1NnQXZRYRJacBUkFYQrlKVgKHsn4pHjq6719Jcm/7Rq9l1fZanCLW4bsNxQuValJ5gcLSPVRnBwR1Hd4aSOTuU/KQpmVQob7a8FSHFFSSfeCNfAXzE+ytKl58cIGP2tYmabITbyZh9vMsbHbbaFy851bfVrReLFqMJcqMJMV/sahEV28VYPKoOAj2QodRkdendgHw0zmz/pLLwtSIxbW7dtG4VRAGjOaf9XnBIz1WCCh4kAdSUE9SVEnSUjdKaP8AgZjH9dVrzytwVT0j123YDvKcI51lRSPo05PSUlUm+rmkhQG29x3Eaw3KzqmPIIungOUbHbv9KfaLFNP1C7b1KRNUk5XWJrTDbR+25WS4V+HTKO89fNQb33Q3A33vZO4O5FT7TsShEGJ2fZsstg5CW2+4Iz1ycqUTkk41TEe8YcZzmRa0Ake0FKWpXKr3ZzjWQ/BSnflPH/TVaj0+lU6lnNKtgE8dSfWYemagVoKGU2Biy5rcWbEMOQlt5JedStvOMpUBg58OoJB8NZzaXiG3b4aqlJFp1UzKDIWFuw5QL0NZGOqk5HZr8CtJBUAAc4AFMfgpTvymj/pytA3Sng5TSY6emP5KrqNWLyWZhBaeAUk7gi8Q5WZclT5OoO4PGNh1telUt52Cfqs2plR3m0j26dVUOtrPnyuIQUDPhlXy6qep8bSXN+U8RELb5oiLAVRGqU7VSOdPKsdqp0MnlV7WSkIOPtj36Tty9Yrii4q1aeVKOVEKKc/QBr7C/wBtLAiG16cpj4xQRkc3ngjGffqol8PUpgrW20BmFt1bcR6YmrqCV5SG9jfeH+/FXqn+cjTv8JnPvTXhrXpR51co8+jO7NU2MmoRnYpe+qRa+QLSU83L6qObHNnGRnz0hn1cwvzJU39LH72j6uYWU/xn0s9c5KQP/wBum0YboqFBaWRcdp+MOmpoOnVe2Gq2R4uqpw1z5UJi14NaplaDb0hlySpl7mbJSC26EqCeij7JSflGmGn+lM23bpSpFM21uJ6olGQxIlx2mCryLqStQHv7P5ta1n9yHZbRYl0CI62o5KFuEg/MQdeIXfAQoKRaUDp4FxSh9B6fsacnaFSp93r5hoFXYSL98My08lpsIWjbthjd5uJ3cTierENi4m2aXa9NfL7dLiLPq/OPt1qGXl46ZIAAKsAZOsns3xS1rhquCROp9BhVmDW0dlJjSZCmThCsp5HEhXZn2j3pVnr00t6NzZLKEoaocVKR3AOkADywB011d3MkvtKakUKG60v4yFrJz9Ixqd4HIiX8EyDq7Wy7D/Xthkzq1PB0p0HCNlR9KVtkKWXhtvcPwgEZDHrUb1fmA6AuglWM+PZ/NpXt+OLPcfidKLdksMUS0WHQ+7Toiy4hxaR7IceICnVDJwAEpHxinISQtCbtpySHBaMDJPd2qjj5u79jXva3NlsthDdEhtoT0DaHFAD5ABgahSVCpNOd6+XbAVzNzbuvt3+2JDtSFiG0WPOGY2G4p3eGGXXZcezY9dNxsxgUu1IxOxEcunOQ05zZ7Y+XxfHWc3r41HeJCgwrTlWBFoHwdLFQD7VXVLKsJLZTyllvA9snOfDu0o0jcMzFBcu3YDqkD62V+2Uk9/UjXzRuEYh7aHbNOZe7udAwog94yB3Hy1INNp65kTYb/ODjc+7aGBN2l+pKLnneHh2n9ILW9ubXpG0Vu7OtXJLpCXWW1MVlzt5CS6tfMGG4qz0KwOhPd39dfW9tt+I3ikvV/cVOxFVtr4QYjMiLOkcqEpbSACS+hlQJGTgo6d3XOmz9Hs3ZE/hcs66bUosWFLrDD66w6hpIdkT233Gn1OKxzH22yE5+w5cdMavy6brt60qW/VK7cVHpLLDaldtU5yIrCVY6c61nCR5nWGafJSkwqZYbAWrc3Ovo2h955LrQaKbemFL4P+GLezYq6blnXJVLZZo9wtMOu0xia9IkMupKwl3AbShORzjoo5yevsjTGbmbMWnu7biLTvn1qTTUS25pajuFkqWgKCQVDrj2j3Y0vN5cd/CtYF5TLiqW99t1OcuMwy4zaNDXOlSY7ZWpDDk/K2nUBa3SAnkI5z3Zzqp759NFtlTQ6zt5tBcFefScNu1GoNU9o+/2Uur6eXKPl8dNrpMo7NieU3+d5/OkN9arKEE6CJjxa8Kdm7O7dM727Bw6hbV1WbJjPhcWe64JDBcCFlQdUr2k8/MCMZAKSCCAIBtn6UZ2NBRB3RsBcx9lOFzaS+ltxau72ozgCQfMhwf1I1jtiuOrc3jSru4mxl6Wva1KjVey6nMt5iAh/tTPYKFNsuOOOKDmUlSiUpR/Iu7r0Qx7cBiqttypFuwXC4gEKW4Srl8ASBnSp2lydQTknWwq23Meka+u8OtzvUjKpNxGw/cb0pUEU9yHtjt+6xJeTyJl1h9BLSj9qwyVBZ78ZcGDjIPXSiiuXHdlbq983vU3Z1arS1OyHJDmVkkeyCPmSAkdEhKQOiRqq4V8sQldoxbNPQ4nolYWeYD5SCde07pTvGjx/wBOVpdOpshSUkSiMt9zuT6TDE5PF9HVtpsk784s59aXIiEcnI4kgdFZITju9w6d2m82ptC3Yu0m3V3R4K26u7cEFlyQmS6OZBmcpTy83Lgjoemtev4KVQPRFJjjPfh1XUeWtimx9RVWOGja6oFpDan7ggL5UqJGPX1DoT392tB6UJh1MrJpaJsXbG3EZToeyLXCaSmcVflFt7Y9K7uLj81yv9HQdT3xGoHtikmu7i4B6Xcof5NgnU7J5VJ5gRk+WvH+KEr+mr2Ozf8AcTG/3BOkURtIP4vbcf3LXD/pCHq9x3DVEbSk/Du3XtAZtav9/wDbCJ/66uSm1R+bKfiuQi2hok8w5gU4VjlUCkDJAzkE9/uGbjpEaW5UQobBJ/vqjLuioyncMaNGjXN7RiwPCDXirf8AKaf/AGK7/mnXt14q3/Kaf/Yrv+adTaak+GNH9oe8Rm8VFcrclGz9iViTT5VSoFIiwpldp8V4NuyoohKSO9SQsIdU2soKhzBPj0GprtVSqrS6FNTOp8qkxJM95+m02U8HXokVXLyoUQpQSSoLUEBRCQoJ8MawFV68N6AfzLRv3BGrRbGUIJUeiQB110XE1WV9FOyhQNX3BfjorNtte51O9tIUsk3HbHlm0SkVJaV1KlxJRQOVJdZSrAznAyNVRxO7Ft78bfUyxGLnj296rWWZrDi2e0Cylh9vs0oBHXDpPTwQdXJqu94KfVKg/ZDNHluxJKLpacTJbZS72P4yljmKVApx1wc+fQg4OtfwhPTn0vLJbmOryElKjqE6HgdIiuyrTyVIWB5WhhP2fRmypBR2W9lMdLnPyhFNJKghXKrADngeh8j0PXXVr0aRkS1wI++FMclNDmcYTTiXED3p7XI7x3jxGr/2zmC26jY0m5HfVVOsXZGLpYWlC5DtZbKAOhxzAEpz4dc6mNl2bNlX5Xrmdeiw2ItwSlt9jDLUqV9aQkJcez9cZ9oqCSn4yUnPTXbaji3ENOMwt+pDI2gqSrq02WrOU5Rp3H0xXnDsgCRb2mFXc9GFUGm1Ou7ww0oQCpSjS1AJA7ySXOg0D0YFSUkKTvDDwoZH8SVnI/TNORuvKSihxqfMKo9PmykJmVHLhRCSghaVKQj4/OpKWwlWUErAWlacoV02orcipUp+A4lKI1MKI8QkOlchgZCZRU4SeVwDKU96Qk5JyNa6OkHGKqKasJsedbLkTtte9jrfhyhHi9IgXy+0wmi/RmvNSUQn966a3IcSVoaVTiFqSO9QT2mSBg+Hhr4t+jZbkRXZ0XfSkvRmDhx5EHKEH3qDuB3jTjTPU4u5MhuLEaqsqdHV6ytTJLtIAjq5VJWQQG3MBPInHtLJJOcaquDYtRpHDm5W5DzPrMu16dHEGNBLTQAU0vnebyS4/k8ql9CQkDAxrY5HGFfmWW1v1HIpeSwLaft3vbkBbc77wpOHZBX2faYo1z0bbLTLUhW+1HDUhRS0swQA4R4JPbYV82vq56M59p4xnt6qc28lsuqbXTSFJQO9ZHa55ff3aZC4XKcqXYcwS7ZMHsKgA8aItUDnLjWAhkKy2s4OFFXeFazMxtlErc+JUI3PWJLEp2m9q1l1UD1BlJDa8ZDfbBfsgjKubpp+ZxJiJrJkqF8172bRcfnMnu8o9kYOHZAWuIVpv0Y815wtNbz05aglKiE0xRwlWeU9HO44OD44Oui/RmPtrU2veqnJWgoSpJppBClnCQfrveT0Hn4aazaCFcUa5ayLidivc1vW+hhcaKphIQBLASrmUrKhkZIPiOmsHflOqUy7boYgF+O47XbP7CS0yFKbIk9XEhSSk8nf1BHTqMahIxhiVVXNM+kklISlWcITbUjsG0Hi7IXtb2mFrf8ARrpigGVvnSWQpam0lyn8oUtPekEujqD0xrt+JorMpUH8G+l+spHMWfUPrgGM5Ke1zjHjjTEu2+/Ls+GxW4DNRlt7ltqW4YfsqQqpp51pSrOElPf1xj3azTLcZrdu82lqpKH3IzZZQ5TVGY4BAbBLb+eUIGMFODnVgrE9estKakCUgk/m0WOqRccbeVfWMjD0htb2mFdh+jPcqLK5FM3vpUttB5SpmnlYCvI4d7+uuE+jRdVC+ERvfSvVMZ9Y+D/reO743a47+nU6uSgU6v0PayTFYjuRJz1hUaYz6gwuMgFSiMONpOVSRg87gKSpPKOUY1KIVPqdGVUo1zMxl0enXk0ZqIsNTMBME0xvoGCVDs+1UnI6grOe/UlyuYiQpwN1RJCVJA/NpupOlyBtx7BGThyQtfL7TC5H0anLKYhHfKk9vJTztNCn+24k5wpKe1yR0Pdrlfo0XGmmpDu99LQ0872LTiqcQlxfX2Untep6Hp39D5acaVSKPK3UtmsRKVFW0zb0/wBXf9WSOyHbRezCTj2cBa8DpgKVjvOqpRDks2XR1z40j1Z63LhiQUrYUpIrLk4GJyJweV8pS9yLxkAK6jOqyn4txBUQ2Uz9iQkkFtFwTn0Hdk1vzjHi9Ifd9pikz6MmYhZbc3np6VJWlCh8GH2VK6JB+u95z0Hj4a+p9F/VBjO8ETr/AEJX/Cav2qUW5XbpkzGZchDCa7aKZcN2MF9rhbBU6HPjhaSME5Kcc2QTgi/0p5Rjr8+qXFOP8UYdQ0tqoJdK73shPkkAaem8Y8XpAcPaYQP8S/qX58ET9aV/wmj8S/qX58ET9aV/wmn9+fR8+tN/LRjD9ZH8CfhB4vSP3faYQL8S/qX58ET9aV/wmj8S/qX58ET9aV/wmn9+fR8+j8tGMP1kfwJ+EHi9I/d9phAvxL+pfnwRP1pX/CaPxL+pfnwRP1pX/Caf359Hz6Py0Yw/WR/An4QeL0j932mEC/Ev6l+fBE/Wlf8ACa6P+i/q3ZFSN3oisJJ/lSvv8v5JrYB8+sHc1rw7kQyJtQkRgzzBHZLCQokeOe/u1Y0rpexROTSWpqbyoO5DaVH1Whl+gySGyUoue+E6q1ubkbK8Cm41gWLuJV4la2/uOHXfWqU8uGtyBMV2TrRwrPZglx0jPxk58Na+oFE3U3emPzUGtXNIhtlUmVLlFxEdHeSt55XKgHp3qGfDWz2nW1GkbvbucPiH3ZTW4W2chcMOuDCp0dTimkDHiQ4s57wE61fbfXHQaBLmJupity6bKjjtKfTakuEmU8lQ5EvLSDlCQVqHQkHu7yNev8Ozap6lsTClZypINyMt78bcI0yZTkdUm1rHaM7A2HupE0wLurVv2mGoTNQdVWZ4bUGXS5yjlQlWHD2KgGzynJRnHNr5Uy29maXKdZvG9K+8tlIHq1KpYStSlISDlb2Eo5XC4egVlKUdxUQnvA3kVbcaosWZY9IpcmodohVRkOPTJjbCmwnskOuKPLgpylSQCOmfEmCVmrTq/VZlaqjodlznVPPKSAkFROTgDAA8gBgaugDDIi8eC+9qdt7xg2FXaY8+xSXLg+DmlSyC6YsrnjpDhThPOUuJyRgZz0x3W7vdtnS7I3jvC0Y1DipZhViSIzaI6fZZWsraSAB1whSR00l9Lqk6iVKJWqbIUzMgPtyY7g+xdQoKQfLoQDrZpvFcts7m7gDdigtLQ3dlIp88JJwplK4zaijzCsKAV456akSkv17uSIc451TQVC+xtt0PAKk06nQ0kZAebHMf71IJHz419TtzSUpKiiKQPFMA/wDqAf2NWdFps2qTG6bSYHbvurSkJQQgDJAyT3AdeqjgDx1i63Bm0qpv06otBqTHWptYQ6lxIIODhSSQR7xq6EkwnQJvFR17qtbxXi7EpIP1sUxXmFsKb/ZKMfs6zUas39Q6TGodNrNTj0uCtLsZiLKKmGHArmCkBB5UkK6/Lr2yFAk5AJ88axMggHKSUqHcpPQj5x10w/R5KZt1qAbcwCB26w81NPMnMhX4e6PTG3H3ChuSHY961uO5MdL76kTnEl13CU86uvtK5UJTnySBq5+E+/L3r+8cSm1u7arUIq4MpRYkyluIUoIyDhRI6HVCPzy8OSZHRJ5OgewEuj3c+MK/vsn3jVocMVAgV7d2BGFRcTEXFlFTiMJcbUGiQlaT3Zx7wfPw1omM8LU4UiYcU0keSbqCAVAaa7X0HKLmmVB9U0gKUTqNL6QyG0mfhzboFWSLWuH5M/CEPrq98laclRyo5OqM2vcXKu+xKi6AlyXbVwLWhPRKSJsJOEjwGEj6Tq8x3DXijpMSlqrAIVcZT2fbVwjriVKUAVCxtHOjRo1zjNaFRg71umPZdtTLjkRXZIjdmhthogKedccS22gE9BzLWkZPQZzqP0+8K9UnKzbN2W7GpNSZpap7Xqc8y2XWFcyPjltspWlQII5cHoQepAmFYpFNr9Mk0asQmZcKY0pl9h1OULQe8EarzbS3abTrCqdZbbcdqE34Qjvy5D7jzy2mJL6Gm+dZJ5UpGAB07z3nXQcPNUtVKcemG7vpcSAf3im2t7ACyrixvcWgum2u8fOrYHDe2ScD6lo3f/WEatFofW0+4ddRC0qNTrh2kolDqqFLiTreix3kpUUqKVMIBwR1B9+vHaNy1ShVZvbe9ppkVVDCnKXUnEBtFWjI6E5+KJCBjtEdM5CwME4crEqqotTUvLm7jb7iyniUk2JHO1tew3gVck2iekYPKeh8joPToc6g9w7jT6dXanRLetSRWF0GG1NqihLQx2aXecobbC/5I4UtLOOiR0ycnUspNTiVmmxKtDJMeaw3IaJ7+RaQoZHgcHu1qk1RJ6Ql25t1Nkr2sQeF9bHS4IIvw1hJva5j2Z6Y8NBUcdSTnQPkI18BPhmV6kJCO3xns89fP6cdcd+Ouq4LdWLakDt9MYsI+2Ae8a592jXnXUITUpEJ2S2h5wZSgnqe/wDePy4PkdJQtxQygm29hCjpHo8MeGuOihykZA8NfKRMiQ465cuQ2ww0CpbjqghCUjvJJ6AaxBvuyAcG8aF+uTP+tqdL0+oTqS5LtLWAdwCQOzSAAnYRnQcHIPUDHzaM47iRrBfV5ZH5sqF+uTP+to+ruyPzZUL9cmf9bUk0etHRTDh/9qvhBkVyjOlR8STrnPsgeWsD9XlkfmyoX65M/wCtqNX7v1tht5SEVirXExOS66GW2Ka4iS6pRBOeUKwAADkkgfPqRJYXr9RmEy8tKuqWrQAJVc+yMpaWo5UpiwvD3DXGADzYGT46r66d99u7SsSmbi1GoSXaTWA36j2EcqdeKgTgJOOUgA55iMYx34Gi4N9tubd26gbnzas67RaspDcLsWSp55xXNlsIOMKTyL5skY5DnUprBmJXAhTco5+cWWkmx1WN0DtHERnqXDbydzaLCzjrnr350DGeYYz56r6p757e0zbaJuq7UJDlDmFLbAQwe3ccKinswg4woFKs5OOhOcddcTd9tu4G2cfdl6oSDQ5ZDbISwS+t0qKezCO7mBSrPXHQnONCMG4kUlKhKOeU51Q0P1g+x+92RjqXN8vG3p5RYWcA9fl0dD9GPm1Xy99NvG9sPwW1VJ80JZ5AEx1GQXect9l2ffzcwI8se1nl664ib7bczdsnd2Gak8KHGPZvBTBD6HuYI7Io+35lJA64OQc466x4mYlAzeBufWdVfKfrPufvdkZ6pz7vG3piwlEq6qOfl0Z6ZPdqvIO++3dS2xkbrR6jITRIxU28FsEPodCgns+QZ9rJHccYOc4665o2+23Fb23mbqRau4iiU1SmZQdaIeaeHLhoo65WrtGwkAnPOnz0lzBWIglRclHAEuBo3SdHDsj948Bxg6pwDzeNosIEHqDo1X1sb6bd3Vt/U9yqdUH26PSC4JweYIeYUgAlPIM8xIUnHKSDnGcggZDbHde0N26I5XbRfkKaYeMd5qQ12brSwAQFAEjqCCCCf29R53B1cpzL8xNSq0IZVkWSk2Sr7pPAxktuJuSk6RMdGvg3PiOS1wm30KfR8ZAPUef0ZHT3jz1H7q3GtuzqjGpVWRVnpcphcltmn0mVOV2aVBJUoMNr5RkgdcaqJSmTU+8JeXQVLIvYb2HHuhAN9ok+jUB/Bts38qry/wAEKp9764O9tn49mkXkT5fUhVPvfVp4pVn9AfZ8YzY8on+sFdNuUKvojCvOKQhlRLX18Ngkjr0PQnHj5a6WtflsXimQKJPWX4iuSREkx3Ispk+BWw6lLiQfAlOD4Z66+l0Um1akGDci2Ww3zdip2T2OSe8A5GfDT1GlZmlVdtD/AFjShxQm6xpwHGIk4LtFJAPebD1wp1zTKRtZxy7c1ukSfxol2Ey64p0KATJL0Zz2h0+K7+zpCeKjb2NtbxG7j2FBisx6fTbimGAw2nCGobq+2joA7sBpxsfNpsuMWNTqBulFlWc60kw6dElNPNPdqlD6XXFDrkjoQnpqt/SaRoVZ3ptfd2kI/ibuXZVKuGOvlwCS2UKBP2wCUEg9RkZ173wqsro8s4pSlEoGqxlUe8cDHNZnR9xNrWPDWFDJKjlRJOMddGjRrYoa2jhRwO4nPgO/TnbZVBVHtik29UnlF2PDYQhS19y+zSC2Se4dAB5Y0pFowE1S56ZBWnmSuShSh+hScn9gaZYSQ2oMKHskkpI8B5D5PLxGrGnnIoriunxnSECLZVIfjOolxnnWXGVcyXEqKVtrHiD3g6xk+ZImurkSpciQ7jCluuKWe/uJOohTbuXE+sTS4+2BgOJIDiP9Ye4/MRrOMVSHVGwYEhDyk/GRnldH94ep+VORq5BC9UxU2KdFR55ZK0lIcKMn4wGSNYyQoBIBPXAGfPXtkvJBIVlJ8lApI+XPdrFyleznII93XSsphabHaPtAtutXBEmSqWwh1uE2px1JcSFdCnCQCcqUeb2UgZVg4zjWBhVipW7Vm6nTX1xZ0NYIOPaHXqlQ8und7tfSStSclCRk56kdRnp8o6a8CYz81ZZjNBRHtLWfZS2PErV3JA8zrBRmB4w6LAaw+Wxd0U28a3YdxQirtpdt1/1wH7GQJcAKA9w6fL36YhPVI0qXDNFp1sQNuapJmckKq02vRm5bg5WlyXZUQtt8x6IUtLDqkJVgqSnuz001vN15QO7y7tfPHpmZSMRqWzcoNwD2hRuPQdO6Oz0hbi5BlTg1KR6o50aNGuRhsnURZQagVhddsZP9eq/3XI1PfA/JqA2D+RhJ/rtX+65GtvoP+73SN+sa95gvaIXcqXGNt9uqrWY1SmWjBgR112LT3FJdIMRKWHFhJCnGUrJ5kJOSVIVghJ162abUom31C+GYM+MlN4RHKXHqTvazIcNU1IZbcWSohQbUoYKioJUEknB1kquAeHGNlIP8bsE9Rn/c2tSTcsn4Ho2fzR0n7rb10ZFUKVtSgQBeZcBPYCVbcznIJ4gCF3ufTGA3MsmiV28rZVI9fj/DbztNqYhTnowmxG4zzqWXg2oc6QoePXBIB6nUTr9wXBTLlrMCLc9ZpNbpk+PGtm3IsRKoU6ByM4UoBs9olRU6la+cFrlx0AHNZV5fzYWN/bKUf8Sf1xNSg7t0j2E5NAnkkgZ/9ojar6RWFIlGWppPWISy4QD+ySbagjUCx422tGEHQXiZJCgkBeebxyc68opcUTPXgF9pkq5ec8nNjBVy5xnHT/8A3116kgAYGudcdU8rOpSNL3/0hu1948wqUIzBADpL/wBqEkgnl5sZHTOMnBOcdddHaXFfmJmuF0qTy5SHFBCinJSVJzg4JJHv6+Ax2NNhmYJ/ZqDwPN0WoJKuXl5ikHlKuU4zjOMeWvVp1TiGrFgkG2sYAvvEJ3pSF7VXKhY5h6ioYPXI5h36kKrUtYYItqlHp4wmv9XUf3n/ACLbl/sI/wCcNWFSKW9Wp6YDa+Qq6lX2o8TrbZJqdmqTLSkjcuOOqAANrkpTCHnEsoK1aAbxHDatsJTk2zSP1C1/q6wdwTtqrWlswbhatuA9IaLzSH4zSVKQDjmAxnGemdXDW7B9RgOSochx4sp5lJVgZA78Y1TjgQ5vCjnQk4tkjqM/77Tq6cwzVqHPmWr5cADanBkXvlF7A6jvhmUm2Z0FbJuBvHg+rHYw/wDCNp/qZv8A1dVdxCXlw3mzY7dZo8WvFUxHq7FEKY76FgElRcTy4Ty5GDnOR8ottG8W2TnMpqutOoyUhbUJ9acgkEAhvB6gjpnu1hbvunYy+6V8DXehupww4HUtuU2WOVY7lJUlAUk/Ie7Ww4XdRRasxPTEpO5Equcq7K9HkD3xYskNuBRB9EQHdu4tjWuH605VXs+ozrel9iKPBivFl+OoIPVThX0CUghWSrJPce8cbhXNsMOGi2qlNtSoSLVlONMUenRyUSWZKQ6FZcJ6LTyPhSyVBR5vjc3XP7oV3aC6dsZdmU+AxK7BhKaXDTS30Bp1A5W+z+tgJIBIzkdCc9CdSnd6z7Yd2Vq1uLoUMU6m07nhx0tgJjqbA5FIIwUkdRkY7z5nWzytekZNFOTNpmkKM445YuEHIToU3+3rqrjrDiXUpCc2YEKJ3+dYri7ri2PRwvUmoSLQqT9purbbg01tzs5SJPOvJLhV0IUHCVZIIPcc411rlybEHhYgVJ60ak7abzqWIdMbdIlplhxefrnNgEKS4SonBGRgg8urF3htC2Iew10W/FoMJqm0uhyXocZLQ5I7jTSltrQPBQV1z35J8zr2XxZNpo2VrNsot6CmlwqJIdjxg0ORpxDKlpWnyUFe1nvz10zK4opCmmBeZ/r5V9b9k21H/E186AOosNT519/nWKyfuTYlHCo3UFWlUF2kV+ropXMRLEvt8Z7XmxzdplZXzdU9MdeTXypdw7EO8K02os2hUBaLTxYk0xbhMpUsvJA+uhXxistqC8gBPL0GOXVozLNtZOxz1qi34PwQiiFxMTsh2YWGy6F4+27Qc/N383XOeuii2Xaidk4tsi3oPwU7RUOuReyHIpamu0Us+aiv2s9+euknFVHLBWVTNjP5/rfs6a/8z9qAvIGmvnX34fGKyt24djTwv1GoMWhUkWq2txiXTnHeaU5JK0jmDvN3lRQQrIwPDw187JuXYNXDBcFRi2hPj2lEkuMVanvLLkl2aos8mHArqolcflWCAn2fi8pxZG0lm2tN2HtW3JNBhu02qW/BkTIymxyPuusIccWofbFZ5s94OMYwNcbS2fbB2JotCVQoZp9SojbsuOWxyPrcbBWpQ8SSc57+g8hpU7iak9VNDNMX8PQfrb+SL6n/AInk6K4acoC83Y2v519/nWK82vuPYl3h4uioUy0ajEtqIp5NYgSHFPSH1lCMEOBXXIUgAgpwR3DGTJOFWq7X1Sx5w2zt+bR22Z5RNamOl5xbxSClXPnBHLygd2MfOZNtHZtqsbL0aiM2/BEGrU1tyex2IKZS3W09opzPxiRgZPXAA7gNfPh4oVHoW1dNbpFOZiJkPSXXuzTjtFh9aQpR8TypSOvgBqsxhiKlzVMrMuwXypU0kpzuXSQLjyx9pWm/dCXXUKSsa3J5++JdEcjquB1ttlXNzu4HblXZqwOZZb+xCh3HJ+QZ64mQP9l2Hy4AFuSMdP8ArLWpiEjOU5HyHGoe/wDkvRP7nJH3S1rmNBf6599Sf0Dn90xGbFiRHtre4dmW5UlUasVdTM1DSH1MojvOkNqJCVHkQQM8qvoOvLG3X29kSmYqa/2bj7iW2zIjPMoKycAc7iEpBJ6Drr50bpurchJxmj0vqf65K1lZj9IuFcq16tTG5kWQ24282+lC0LSkDnCmyc49oYJGD7umZkxLUiSKGXUOKORClKCwLZkg6Ap2F9rwEgGxjy3bYdPuhTE6NLfpNcg+1Bq8MJD7B+1VkYcQcDmbWCk9egPXUebq6Zc4Wzu9QWWpcNsuQ6owpYhTm8gEpKTzNODpzNrP9SVDOOrSq7tJyMOLm1yzQkjtFFb86jDqRzHqp+OBkc2OdAH2Q6iaqiW5dkCJPW1EqURxAejPJwtCkKHxkqHeCMany84qj9WuZWp2VN8jqDZxHYDfQ80ntIhqZbUtshIB79oQzi+iW+nckMW52Bhmjx1KS0sqTz9o7zdSSfAdM6h/ExTfq64GtndxkLecmbf16o2jK5QOkaQO0aJ9yOwbQn+r1nuOrbfcOXvLHXtvZV2SqSaHGBcotNlOsB4OPcwy0CnmAxkd/drwbT25e1e4KuIbau9bYuCDLt0Qb1pgqsV9gq7IkSQgOgH2EMJUQPt9ew8H1OWm6JKKacKroFisgrP73bHNZphxEy5mHE7bQiSRypCcYwO7y1zrhWE9M59+pXY21W5m5rwZ2729uO5eVwtOKplOdkIbX5KWlJSnoUn2iO/5NbhfnEXeMLblY+AK7Dq5BUIzgKkjvKT0IHzE6YZufFnxkSY7qXWXkhaFpVkKT4EHWVsv0YHGFe4aW5YEO3WHOinq7Um44SfMobK3PoSdXpRfRfbq7a0Varl3Npct1bRc9TptPddjNPYHc+4pCynPQ4aHfnHgX5aYDRyHYwxMMF0AjcQuS5S0dMhXvI151TEFRSMnP2owf39Za9LMuuwqrMpFz0h+OuG6hC5CW1mMoKGQUOlISrofPPgQCDrDRfgyUwUOrcDo65KkhJB7sDvz7tWjDrb5s2oG3KK5xPV+cI9jV0ViIkIj1B0IT3IdIdT86V5H0jXf6tJvxnoFLePiVReXP/6CnWHlwAylakVRgpbCl8il4WUg+A6+GPp1inJAKlcqjgHA7v39PlxaNzCEtoXraJM7eUoZ7CmUpknx9WLn7DilD9jWNdrFVrEliC5NU4XnUNttdEN8yjgeynAHf5awS3leZI93jq0uFywpm4+9tu0sU5yTT4EpNQqSwkltthsFYDh7k86kpSMnJJ+XFXWay3R5B2fmTZKElR9Avb0xKlpTrXUoQNSYfzZ+LZFI2St+xLylUXtW4YjSokt5tCnChRSlRQpWRkJSR49x7+upTaC61at3O7czKsuqU0UxVTpsiVzGVHbS6lv1dxX+6gc45VnCsDCs/G14t4rVtqHthX3WKBT0PMxRyOiOgrSedPULIzrKP9d7IuQP5lpHh/1xnXhSpz0tXGJypNZy28XVZV2OVYKFAptqPOt3R2ZhBbZCTw5beiJuDkZ0a4T3DRrjx3hwGF2RvpvcrcJzbYbf2Yami2UXQpz4Xk9l6sc4Rnss8/Tuxjr36gVqcQW7ETbTbx6LYlrrhbo1ebSqUpypvhxp56a6gl1PZkJSFr7wSSkalrHTi0kn+k81/wDv1U1r5/Aa4QP7uXf9LHXriRw7RkthCJZAByKI13CVEceFhHPFVKbCikOHS/vSPxiTVfe3ddvaPcG3nrJtgQ9rFNW7Vn0VR/necacDXOyns8KBKPEjUvrm6W912X5Q9p12TaEepv02JejL/wALyC16uy6HQ2T2OQo8oHcceeq1uL8jbi//ALrl/dytWnTB/tv7TP8ASmSP/KdS1UinCzgYTmBUsHXzylJJ3437oBU5wkAunh7yPwiGniV3WuqhbU7lN7fWy1Fui6FUSltGqv8AP6072kXL31rCUAqKsjmPQdNe+q797uw7h3AvR6wrWC9pIi6ZVWUVV89v2ziDzMq7LrgteOOh1W9ldeHrhfV57rM/6QXqT3V/KfjG/suP+6HWXMP0llQaRLpAGZA30SpwJUN9iCYQiqTq0XLh1HZxSTFnxd9t8ZN/2ztw1YNmipXTQvqhiOGryeyRH7Mr5VnsshWEnoAe/v1F6Jxa7s12wLPv6Ht1a6YF53Iza0BLlWfDjUtxSkpU4kN4CAUnJBJ92srRv56vZv8A7rz9yr1TG2xzwvbBH+nHB/dXNV0vg3D7ouZNHDnxz9v7IjLlSnEi/WH2fs/GLnqXErvNTpW5cJ/bu0ivbGO3IqxRV5H15K0lSQ19a9o4GOuO/Xtib/73zb1sex2LAs5M2/6O5WqcpVYk9m2whhTpS4eyyFcqD0AIz46gd2fy94w/dSoX7krUit/+eM4aPdt9J/0c9psYPoHVlRlEbX4/cCufMwCpTZUB1p3HL7xH4RH6/wAS26V/bLt3ILAtpil3NcTdmtq+FXy+3LcHMlZT2eOT2T1znu1fPD9v3e9a4nKrsVeFoUWBJpVKdluy6dNcfSSA2oJHOhOchzqfdpR7TP8AtTbJP9O6CP8A8a9X7sh//UxvX+59z9yja2jD+HKQxUGm2ZdKQ2pak2vooFIvvEeYqU242EqcNjl9NwYeHcGrOW/Y1w19poOuUylS5iGlHCVltpSwknwzgD59a1qTxUbm1e3Y/EDH27tsU5+otWMiGqqPB0SXSl8On63jlwcd+dbHN4R/sTXmf+z9Q+5161KWL14LqX/3wQPuRGtoxbSpKbW2++0FK8y5+6rcQ0zOzEspQaUQLE6RfFC3c3m2zbu7bdyyLRmu7Y0IVyoP/C0gB9hwrdAb+tdVYPccDp36ydI4jN66tP21p7G31oB3dOLNk0grq8kBlEZrtFh7DZ5SQemM9dYi/hndbid/7uIv3OrWPsj+ajg199HuL7jTrnr2HqTNLU+6wkqUCo779Xm523icalNlVusPs+8BHsc4u92WbGrm4CtubXVT6FdQtKQj4WkdoqX7PtJHZ4KPbHXIPu1k7+3a3rq0m/trZVj2ixIt+1RXZ7yKs+pBjLTkBvLIyseRAHv1Sks54ZNyfdvgP2o+rsvDpvzvqnz2lY/ctNqwzRpZ3rWpZOZF7E30IKLce0xhFSnCRdw8Px+EYOt777t7kWlZVnt2Ha0JG9sCqQKS98KvqMRLSQ24p0dl0/kgIAznHXGvndXEruvJ2ov2rSbBtlqn23VHrLqK01V9TxkrSlouNp7MBSfrgPUg9O7WDsb+T8F/yXH+6M6wN14Vw7b/AA/puK/dWdS28PUhATaWTovON9FdYU333sB6YSarOAfWHYnhwAMW9UN19726lXdoF2PZ4mUSzRXJEgViSUKhrRyezlrqvrnlwB79R22uJHdmoWVtbTIlgWsWNzW5dGo63Kq+lTZhrTGWt4Bo8oKjkYJ6ak9Y6cSW4/8A3NNft6qHbzpavBoo+FduQf5SRptOHqT1OXwZG+fj5xQTffmBCvpSdz2Lh37OYHLtibUniF3Z232tuPtLDteXB2hlRrRqTnwo+l2U8ylDIcbT2eOU9D1I7zrNWvufvXbNVgbFMWRZ8mdSrNZrxlLqshLbkUJ5Rn60SHDynp3de/Vdbh/kM8Uw8fwSVfu7erQR/PYylf0mWv21abeolKUlz+jpN1Zzv54CSDv+0fXDiKjOZgC4dxy3ufhEXsHiS3agbb7TrhWFazkG+5K6DR1OVOQlxLsZ/wBWUp4BshCSsE9Crpr6UPfbdzbiwL5YVYlrS421NSXTaq58KyAt91x5SstDs8FOV46keB1A7GP+w/wgn/tpVf8AS6tZ6+Ou3PF0P+1zY/8AyjUmZw3R3XHG3ZZJC13VvqrrMt9+RPphkVSctq6ddeH3b++LQib8b4zdyqbtcjb2zjU6rbrdzMOGsSA0Iywr2VHsshfsnoBjr36gkTiS3Wq0fb3eRiwrZTEvyW7adLiqqb/O28ZnIXHfreEp52/DPQ57+mpTb5/24tmdO/aKN/mu6py1Vf7XLhdP9Mdz/SbmokpheiyyM7UsgFQCTvqFJVcb8bCF/Sc3qesPs7IsuRvtvHb9d3bvF+xbTV9QLUKn1hlNUke3yFxSVMns/az2vUHGOX36k8DfXeybuNa220bbuzG6td9vt3DEeVV5PZiOW1LCHCGshQCVdACOvfqvb1OaHxiDzmxR/wCUal9tH/bd7H/91zH3K9pt/DdHmfLdlkEhNhvsltJA35wfSM2f7Q625feP4CMbTOLbdir7fWnuRG26tVNOvCvot2E2upyO1TIU4UBTg7PARkHqCTg92sdG3W3fsa5tz5FvWba0GnbdtiXcNJFUkLjPuOp7QOxB2Y7JWSeYdEqyTjPtaryxsfhUtiP+9OP91L1P7tGatxi/2ui/uA1NRhyjSZclmZZORRIUDcg2WkDS/C8JTVJwi4cPDl90mJtE4gd7pt62FYbW31oev7hUb4dpq11iT2aI/qyn+V09llKuVB6AHr0zrw8OG8FX3lvSBOviy6HGtHcVqpWfKYbmurcdK461qbUlSQClYbKe/OvJbnXiU4XMnoducf5Jf/e1TW2FwzrD4etqNw6fHW87SN2I6lNpOO0bUohaM+HMgrTnzOpdDoVKpU61My7CUKunUE8Soc+QEIVOTDoKHFkpsdNP2bcO2NjVi8FXCzt72T1t7HWuqQzjlkT4YmugjuUFP8xSQeuRg6uVtlmFGRGiMtstNAJQhCAlCR7gOgA1RlY419jKNAuVbFSq9TqFn081Ks0yJSnkvxWuUqAKnQhpSiAeiVnwzgHUKXxwPVy9ttbQtLbOVy7k0+RUIkuoS0oUwy3GW8OZtHMCohIHRXTPfrrDtVlG05s42v7L+7WIyWzfWGsbcBOCsK947tdJqYhYUmZ2fZke1znAx8utclxcXvEPeuyrl+0+v0y0pCL+jWzyUaAhRMUqAUCqR2vU56qTynp0xrG7kv3TUL94kaBXb0rdTh0LbxciEzJmuKbacVGJKkozygn3DVY9iOXbNkXJvblxSP8AqEYCRvf5sT+EWdxVSFp3lsjbawbYoFVdv+LPCH5stxplDkRvtHArkSoKBRjrjv6aSe57Tk1iy69uC1ttQ4MGi3Im2JHqFWeac9aKkgKQgtlBR7Q64HyaYfbhptm8eDRKEhKRQa+EgeA9Q1XzuPwtG4+B/wC+Jn91a1qKZrwed8KlhlUsgnU6+UpJ422EKcWpxvKo6AE8OQP4xSld2D3EpF23XZ8mHB9btOgLuKYpMwrHqgSk4SezGVe0PADWOpWyt+Vpzb0Q2oYVuKZfwOVLICfV8c5c9np8YYxnx05t9ozxB7/KOPyG3x3ebbeo/t+2gr4MVlAIV9Uox/et4/b1ctYvqKkWJG3L9gq94iP4M0Drzt/9gPxhU4uzd0QbZuS+qxDjyaRZ9wIt6pR0TVMuuyVrQj2D2ahyZWMnocZ7tN1tzW752VrlwbT2htRZMSZRLVN4z3xWJJ9Yip5U4Lha5lu+10B6e8ag1xEnh535HN/72WB/jDGrbuDP4Zfc8f0jXP8AOa1R12aViNsy1RAWj7pJtpktcC1/OPsh6WzSxCmjYn/9dnZGArHEBu1uVZli0pux7Yis7wvTIFLd+FXyuOqM8lLinR2WAM4xgnprrW+ILdmkyL03Zl2Fa5Y27km0agwiqP8AM664+0rtWz2XVIVyjrjpqL7efzNcHX9urh+60663/wBdlOJn/vGj/uzOteboNJYR4I3LoCCVC2v2lhJ48QkCJ4qs6E/WH2fdBiWbtcaO6OzVxwLbuLba2XpFQpEertKi1V9SQy8pYQCS2Pa+tnPT59GqQ49Tndq1z/2FpP7pI0an0/AWF3pZDjkkgqIufO+MU01Wp5t4pDp07vhHKePbZ1vfF7coW/dxpjlhotYNepxu3EpPNlZT6xy9n1HXm5v0OoNRuMDbKn2FsPaj1GuUytsLkXWKu4iMwW3mDOL+I5LwK18nTCwgZ8cddJxzK8zo5jjGTjXSm8N09sAJSdLcTwBA9hiSVkm/zrY/hDn1fjF2wm2jvxQWaNc4k7oV1VSo6lRY4Qw0ZBdxIPbZSrlIGEBYz46msTj62ajb70XdBy3bzNKplkJtp1lMGL6wZQBBUEmRy9n7yoH9DrX5zK+2P06ApQ7lEfPrPi7IWy5TbvPID3ARgKI+e0n8Yb+3eLfbakbVbNWNJo9yKqG3l6t3JVFoisFl6MJSneVgl4KU5yqxhQSM/ZeOsxWuNDayo0/fyKxQrpC90n23aPzxo47AJWVfjjDx5eh+w5/l0lHMrOeY/To51/bH6dLVQJFasykm9779ub3wDQW+dre6H+gce2z0berb/clVt3gaZatmC3pzSYkbt1yewUgqbT2/KW8nOSoHHhqu7T4tdu6Hs3thtzJolwqqVl39Hume62wwplyI2tRKGiXQpTmFDAUlKf0WlF5lfbH6dHMrGOY4+XSW8PSDeyTw4nhf4mMElW/zt8BDw17jV2pqdS39mRaJdSW90YUeNRe0iR8sqQgg+sYfPIOvTk59ZSlcdu0ELdnaC+3KBd6qdYFrPUSqNphRu2cfXEWyFMgyAlSOZYyVKSceGemkJ5j5nRzHzOk+LlPylOU66bn7uX3CFZjcH53v74bqicWO3FN2OtvbR6lXGqqUncaPdz7yYrBYMNtKwUJJeCi7kjCSkJ78qGrO299IBszZ/GBcXEDULdvJ23KtTFQo8ViFFVNCyhoZUhUgIA+tnuWT1HTWvjmV38x+nRzK+2P06ky9HlJZ7r2x5WvHnYn3QgpChlO2nsjcVffph+Gm67IuG2abY+5rcqq0yVCZW/TKeG0uOtKQkqKZpIGSMkA9PA6R22+KCwaPw9Q9qJVLr6qzGvyNdK3W4zJjGI2wltSAsuhXacwOBycuPsh3aVYEjuJ1zzK+2P06kzUizOAB4XsbjvjGUE3MPjc3HXtDWr43iuWJQLuTF3CtJmg0tDkOMHGZCGigqfAfISjJ70lRx4a81t8cG0tHrXD/AFCXQLtca2qg1WLWkohxgp5UmOltsx8v+2AQc8/Jgd2dIvzK+2P06OZXmdV4w7IWtlO1tz93L7ocKjv87398Nw7xYbcr2gu/b80a4hUa9uN9V8Vz1djsUwsNDkWrteYO/Wz0CSnu9rVh17j22equ5u5d5sW5eCIV4WM1bNPbXDih1uUlHKVugSCA339UlR/Q6QTmV9sevv0FSj3qP06FYdkFkkpOvaez4CMA5bW4fhf4w61tcZ+1dHVw+OS6HdP+xSKt8MhuJHV2/rKkFv1bLw58cnXn5MZ6Z1jK1xebaVHavc6xmKNcyJ96X2q5oDi4rAZbiFxtXI6Q8VJdwg9EhSe72vJPOZRGCo/To5lYxzH6dZ8X5Gw8k+s883vMAPz6Le6NgU/j52blbuXZfybevJNPr9gItWKgwovbJlj7NafWMBvPiCVfodQO1eMDbWiUXYKmTKFcinNq6nV5lYU3HYKX0SpaXmxHy8CshIIVzhHXuJ0nPOodAo/ToKlE5Kj9OseL0ha2U8tzyI9xMFze/wA7394hzbr4xtsq1t9vRakWh3MmZuLdxr1LccjMBpmOXEq5XyHiUrwnuSFj36mSePfZwb3PblfU7eBpju36LUSyIcbtxLBOVlPrHL2XXv5ub9DrX/zK7snXIUodyj9Okqw3T1CxSfWeIA9wEKzm9/n51hw7c4uttaPYWxNsSqNcy5W2FwTatV1NxWC2+09PL6UsEvAqVyHBCwgZ6ZI66ylx8Zu11YtXfShQ6FdCXtzq6iqUdTkaOEstBYVyyMPHlVj7TnHv0lHMrOeY5+XXHMr7Y/Tpw0GSKsxSd77nfNm98I2Fvna3uh/qZx6bOwd/be3Set68DSKTYjNsPtJhRTIVKQFgrQkyAkt+0MEqB7/Z1AKJxc7aU3abZuxZFGuM1Dby7F12prTGYLLrBmKfCWD2vMpfIrGFBAz0zjrpQeZX2x+nRzr+2PT36QMOyASEhJ4cTwBH4mMkk3v87fCHduDjV2prFP35iRaFdKFbpSGXqQVxY+GAgAESMP8Asnp9hz6z1H48tnqfvpt1ufIt68FUu0bNbt2ayiHG9YdkJZWgqbSZHKUZWOpUDj7Hw0ggUodyj9OuOYk5JOdYOHKeRYpNu88re4QXO4+db++G7triy25o+yW2u28qjXGanZl6tXFUHURmCw5FS8pZS0ovcxcwe5SUjP2Q79Smt8bW1FUm79yo1BuxCd04rDFHDkOP9YUhoJPrGH/ZGR05OfppG+ZXdk655193Or6dLVQJFasxSb955hXvAjN/n0W9xh9KTx17QQt3dmr8et+71U7bu0/gOptohxu2df8AUnGOZkdvyqRzrByooOOuM9NQO3uLHbem7BWvtVLotwrqlFviNcsp1EZgx3IraiVNoUXQouHyKQPfpRwtY7lH6dHMr7Y/ToGH5AWGU6W4nhe3vMJPlaH5vb4CHirvGrs9ULl30q8K27oRH3Lt9ul0VK4UYKYdSwUFT+HyEp5jnKOc48Br0UHji2lpN/bE3VIt+7FRNsaBJpVXSiJH7R91yEphKmAXwFp5lAkrKDjwz00ioUoHIUenv0cyh3KP06T4uyAFgk7W3PLL7oVmObN87398N9T+LbbeLskvbVdEuI1Nd/M3UHhHY7D1RCgSgntebtendy8v6LUvuvjn2irt8713LFt+7URdxrQ+AKUlcSMHGZPYlvnfAfwlvmOcpKjjw0iXMrv5j9OjmV9sfp0rxfkL3yn1nmD+AhI0+e/4w9FrccO09CuDh/qkugXWpnammVOHWQ3EjlUhyTG7JBjgvjmSD3lZRgdwPdqLOcW22y9obtsAUe5PhCu343dUZ31VjsUxEuIUULPbcwcwk9Akp7va0oHMr7Y/To5lDuUfp0GgSJIOU6dp5k+8mAbW+drfhD5XJx1bRVndLc69o1Au1EG9rBctantrhxu2alqQkBbqQ/yhvKTkpUpXd7PlirW41trKKrh99boF1KG0/wAL/DRbixyXzLCA36uC8ObHKebn5PdnSRBSh1Cj9OjnX9sfp0lOHZBAsEnlueRT7iYVmPtv+MODVuLvbadtVuXY7NFuQT7zvlu5oDiozHYtxkutrKHT22Q5hB6JCh1+NqdVbj02embwXjf7Nv3eKbcW267PitqhRg8iYVIPOtPrHKGvZPtBRV3ezpBOdX2x+nRzK+2P06z4vSBN8p9Z7P8ACIwCRbs/z+MObanGPthQ6TsJBmUK51ubW1Gqy6uW40cpfbkvpcb9XJeHMQBg84Rg92dF0cYe2Na293gtCLRbnTN3Au1qu01bsWOG2oyXG1FLxDxKXMIPRIUPfpMuZWMcxx8ujmVnPMfp0eL0hmzFJv3nnm98Fza3ztb3Q0fEzxN7f7zX1Rrmtel16LDp9tQaO4ifHZbdU+yp0rUAh1Y5Prgwc58wNGlcC1DqFEfPo1NZp7Eu2GmxoO2Ij0k1MLLi9zHGjRo1OiVBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QR//Z" width="307px" alt="natural language processing algorithms"/></p>
<p>Assume you have four web pages with different levels of connectivity between them. One may have no links to the other three; one may be connected to the other 2, one may be correlated to just one, and so on. If separate vectors are used for <a href="https://www.metadialog.com/blog/algorithms-in-nlp/">all of</a> the +13 million words in the English vocabulary, several problems can occur. First, there will be large vectors with a lot of ‘zeroes’ and one ‘one’ (in different positions representing a different word).</p>
<h2>NLP methods used to extract data</h2>
<p>There are a large number of hype claims in the region of deep learning techniques. But, away from the hype, the deep learning techniques obtain better outcomes. In this paper, the information linked with the DL algorithm is analyzed based on the NLP approach. The concept behind the network implementation and feature learning is described clearly.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="304px" alt="natural language processing algorithms"/></p>
<p>The objective of this section is to present the various datasets used in NLP and some state-of-the-art models in NLP. We first give insights on some of the mentioned tools and relevant work done before moving to the broad applications of NLP. The use of SNOMED-CT terminology in implementations has increased in recent years, while its use in theoretical discussions has recently been reduced [69].</p>
<h2>Six Important Natural Language Processing (NLP) Models</h2>
<p>These extracted text segments are used to allow searched over specific fields and to provide effective presentation of search results and to match references to papers. For example, noticing the pop-up ads on any websites showing the recent items you might have looked on an online store with discounts. In Information Retrieval two types of models have been used (McCallum and Nigam, 1998) [77].</p>
<p><a href="https://www.metadialog.com/"></p>
<figure><img 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' alt='https://www.metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='407px'/></figure>
<p></a></p>
<p>Businesses use NLP to power a growing number of applications, both internal —&nbsp;like detecting insurance fraud, determining customer sentiment, and optimizing aircraft maintenance —&nbsp;and customer-facing, like Google Translate. They use highly trained algorithms that, not only search for related words, but for the intent of the searcher. Results often change on a daily basis, following trending queries and morphing right along with human language. They even learn to suggest topics and subjects related to your query that you may not have even  realized you were interested in. Sentiment analysis (seen in the above chart) is one of the most popular NLP tasks, where machine learning models are trained to classify text by polarity of opinion (positive, negative, neutral, and everywhere in between). In this guide, you’ll learn about the basics of Natural Language Processing and some of its challenges, and discover the most popular NLP applications in business.</p>
<p>Machine Comprehension is a very interesting but challenging task in both Natural Language Processing (NLP) and artificial intelligence (AI) research. With recent breakthroughs in deep learning algorithms, hardware, and user-friendly APIs like TensorFlow, some tasks have become feasible up to a certain accuracy. This article contains information about TensorFlow implementations of various deep learning models, with a focus on problems in natural language processing. The purpose of this project article is to help the machine to understand the meaning of sentences, which improves the efficiency of machine translation, and to interact with the computing systems to obtain useful information from it.</p>
<ul>
<li>In a new paper, which will be presented at the Conference on Empirical Methods in Natural Language Processing in December, they trained a model on “growth mindset” language.</li>
<li>Human languages are difficult to understand for machines, as it involves a lot of acronyms, different meanings, sub-meanings, grammatical rules, context, slang, and many other aspects.</li>
<li>Knowledge graphs can provide a great baseline of knowledge, but to expand upon existing rules or develop new, domain-specific rules, you need domain expertise.</li>
<li>We next discuss some of the commonly used terminologies in different levels of NLP.</li>
<li>This challenge is formalized as the natural language inference task of Recognizing Textual Entailment (RTE), which involves classifying the relationship between two sentences as one of entailment, contradiction, or neutrality.</li>
</ul>
<p>It sits at the intersection of computer science, artificial intelligence, and computational linguistics. Natural Language Processing started in 1950 When Alan Mathison Turing published an article in the name Computing Machinery and Intelligence. As the technology evolved, different approaches have come to deal with NLP  tasks. It is the branch of Artificial Intelligence that gives the ability to machine understand and process human languages.</p>
<h2>Search methodology</h2>
<p>Applying Machine learning techniques to NLP problems would require converting unstructured text data into structured data ( usually tabular format). Machine learning for NLP involves using statistical methods for identifying parts of speech, sentiments, entities, etc. These techniques are formulated as a model and then applied to other text datasets.</p>
<ul>
<li>Utilising intelligent algorithms and NLP, VeriPol is able to identify fake crime and false theft claims.</li>
<li>Just like the need for math in physics, Machine learning is a necessity for Natural language processing.</li>
<li>Other classification tasks include intent detection, topic modeling, and language detection.</li>
<li>As the name suggests, this technique relies on merely extracting or pulling out key phrases from a document.</li>
<li>One of the most popular text classification tasks is sentiment analysis, which aims to categorize unstructured data by sentiment.</li>
</ul>
<p>As a market trend Python is the language which has most compatible libraries. Below table will gives a summarised view of features of some of the widely used libraries. Lexical Ambiguity&nbsp;can occur when a word carries different sense, i.e. having more than one meaning and the sentence in which it is contained can be interpreted differently depending on its correct sense. Lexical ambiguity can be resolved to some extent using parts-of-speech tagging techniques. The commencements of modern AI can be traced to classical philosophers’ attempts to describe human thinking as a symbolic system.</p>
<p>It provides easy-to-use interfaces to over 50 corpora and lexical resources. Over the past few years, Deep Learning (DL) architectures and algorithms have made impressive advances in fields such as image recognition and speech processing. Now Google has released its own neural-net-based engine for eight language pairs, closing much of the quality gap between its old system and a human translator and fuelling increasing interest in the technology. Computers today can already produce an eerie echo of human language if fed with the appropriate material.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="natural language processing algorithms"/></p>
<p>Over half the respondents also believed that automating administrative tasks would decrease the workload on physicians. These insights are presented in the form of dashboard notifications, helping the bank to create a personal connection with a customer. It uses the customer’s previous interactions to comprehend queries and respond to requests such as changing passwords.</p>
<h2>#3. Sentimental Analysis</h2>
<p>This article uses backpropagation and stochastic gradient descent (SGD) as 4 algorithms in the NLP models. By applying machine learning to these vectors, we open up the field of nlp (Natural Language Processing). In addition, vectorization  to apply similarity metrics to text, enabling full-text search and improved fuzzy matching applications. Luong et al. [70] used neural machine translation on the WMT14 dataset and performed translation of English text to French text. The model demonstrated a significant improvement of up to 2.8 bi-lingual evaluation understudy (BLEU) scores compared to various neural machine translation systems.</p>
<p>Natural language processing, or NLP as it is commonly abbreviated, refers to an area of AI that takes raw, written text( in natural human languages) and interprets and transforms it into a form that the computer can understand. NLP can perform an intelligent analysis of large amounts of plain written text and generate insights from it. This advancement in technology has opened up the communication lines between humans and machines( computers), resulting in the development of applications like sentiment analyzers, text classifiers, chatbots, and virtual assistants. The most famous examples of NLP in our daily lives are virtual assistants like Siri and Alexa. We find that there are many applications for different data sources, mental illnesses, even languages, which shows the importance and value of the task.</p>
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<h3>Renesas ships its first Cortex M85 microcontrollers &#8211; Electronics Weekly</h3>
<p>Renesas ships its first Cortex M85 microcontrollers.</p>
<p>Posted: Tue, 31 Oct 2023 11:42:48 GMT [<a href='https://news.google.com/rss/articles/CBMic2h0dHBzOi8vd3d3LmVsZWN0cm9uaWNzd2Vla2x5LmNvbS9uZXdzL3Byb2R1Y3RzL21pY3Jvcy9yZW5lc2FzLXNoaXBzLWl0cy1maXJzdC1jb3J0ZXgtbTg1LW1pY3JvY29udHJvbGxlcnMtMjAyMy0xMC_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>In actuality, this is an entire class of techniques that represent words as real-valued vectors in a predefined vector space. The loss depends on each element of the training set, especially when it is compute-intensive, which in the case of NLP problems is true as the data set is large. As gradient descent is iterative, it has to be done through many steps which means going through the data hundreds and thousands of times. Estimate the loss by taking the average loss from a random, small data set chosen from the larger data set. Then compute the derivative for that sample and assumes that the derivative is the right direction to use the gradient descent.</p>
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" width="300px" alt="natural language processing algorithms"/></p>
<p>Natural language processing (NLP) is a branch of artificial intelligence that deals with the interaction between computers and human languages. NLP enables applications such as chatbots, machine translation, sentiment analysis, and text summarization. However, natural languages are complex, ambiguous, and diverse, which poses many challenges for NLP.</p>
<div style='border: black solid 1px;padding: 13px;'>
<h3>Artificial Intelligence (AI) Chipset Market to Worth USD 261.5 Billion &#8230; &#8211; GlobeNewswire</h3>
<p>Artificial Intelligence (AI) Chipset Market to Worth USD 261.5 Billion &#8230;.</p>
<p>Posted: Tue, 31 Oct 2023 13:30:00 GMT [<a href='https://news.google.com/rss/articles/CBMiqAFodHRwczovL3d3dy5nbG9iZW5ld3N3aXJlLmNvbS9uZXdzLXJlbGVhc2UvMjAyMy8xMC8zMS8yNzcwMzEyLzAvZW4vQXJ0aWZpY2lhbC1JbnRlbGxpZ2VuY2UtQUktQ2hpcHNldC1NYXJrZXQtdG8tV29ydGgtVVNELTI2MS01LUJpbGxpb24tYnktMjAzMC1Ta3lxdWVzdC1UZWNobm9sb2d5Lmh0bWzSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p>The post <a href="https://lees.com.kh/natural-language-processing-nlp-a-complete-guide/">Natural Language Processing NLP A Complete Guide</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Image detection, recognition and image classification with machine learning by Renukasoni AITS Journal</title>
		<link>https://lees.com.kh/image-detection-recognition-and-image-2/</link>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Thu, 29 Aug 2024 07:50:35 +0000</pubDate>
				<category><![CDATA[AI News]]></category>
		<guid isPermaLink="false">https://lees.com.kh/?p=2905</guid>

					<description><![CDATA[<p>Automatic image recognition: with AI, machines learn how to see As of now there are three most popular machine learning models – support vector machines, bag of features and viola-jones algorithm. Speaking about AI powered algorithms, there are also three most popular ones. So let’s take a closer look at all of them right away [&#8230;]</p>
The post <a href="https://lees.com.kh/image-detection-recognition-and-image-2/">Image detection, recognition and image classification with machine learning by Renukasoni AITS Journal</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></description>
										<content:encoded><![CDATA[<p><h1>Automatic image recognition: with AI, machines learn how to see</h1>
</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="303px" alt="image recognition using ai"/></p>
<p><p>As of now there are three most popular machine learning models – support vector machines, bag of features and viola-jones algorithm. Speaking about AI powered algorithms, there are also three most popular ones. So let’s take a closer look at all of them right away and see what makes them really useful. Face recognition using Artificial Intelligence(AI) is a computer vision technology that is used to identify a person or object from an image or video.</p>
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<h3>Artificial Intelligence&#8217;s Use and Rapid Growth Highlight Its &#8230; &#8211; Government Accountability Office</h3>
<p>Artificial Intelligence&#8217;s Use and Rapid Growth Highlight Its &#8230;.</p>
<p>Posted: Wed, 06 Sep 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMibWh0dHBzOi8vd3d3Lmdhby5nb3YvYmxvZy9hcnRpZmljaWFsLWludGVsbGlnZW5jZXMtdXNlLWFuZC1yYXBpZC1ncm93dGgtaGlnaGxpZ2h0LWl0cy1wb3NzaWJpbGl0aWVzLWFuZC1wZXJpbHPSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Deep image and video analysis have become a permanent fixture in public safety management and police work. AI-enabled image recognition systems give users a huge advantage, as they are able to recognize and track people and objects with precision across hours of footage, or even in real time. Solutions of this kind are optimized to handle shaky, blurry, or otherwise problematic images without compromising recognition accuracy.</p>
</p>
<p><h2>Traditional machine learning algorithms for image recognition</h2>
</p>
<p><p>The pre-processing step is where we make sure all content is relevant and products are clearly visible. Once an image recognition system has been trained, it can be fed new images and videos, which are then compared to the original training dataset in order to make predictions. This is what allows it to assign a particular classification to an image, or indicate whether a specific element is present.</p>
</p>
<ul>
<li>It allows computers to understand and describe the content of images in a more human-like way.</li>
<li>In other words, image recognition is a broad category of technology that encompasses object recognition as well as other forms of visual data analysis.</li>
<li>By using various image recognition techniques it is possible to achieve incredible progress in many business fields.</li>
<li>However, even with its outstanding capabilities, there are certain limitations in its utilization.</li>
<li>Computer Vision is a branch of AI that allows computers and systems to extract useful information from photos, videos, and other visual inputs.</li>
</ul>
<p><p>Let&#8217;s explore how it&#8217;s rewriting the rules and shaping the future of marketing. World-class infrastructure, certified with international data security standards, Anolytics offers a great platform to get datasets for diverse sectors. Working with a fully scalable solution, it works with a collaborative approach making AI possible in diverse unknown fields. Smartphone makers are nowadays using the face recognition system to provide security to phone users.</p>
</p>
<p><h2>Interactive Content: The Future of Audience Engagement</h2>
</p>
<p><p>Once the object&#8217;s location is found, a bounding box with the corresponding accuracy is put around it. Depending on the complexity of the object, techniques like bounding box annotation, semantic segmentation, and key point annotation are used for detection. A digital image consists of pixels, each with finite, discrete quantities of numeric representation for its intensity or the grey level.</p>
</p>
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" width="309px" alt="image recognition using ai"/></p>
<p><p>As you can see, such an app uses a lot of data connected with analyzing the key body joints for image recognition models. To store and sync all this data, we will be using a NoSQL cloud database. In such a way, the information is synced across all clients in real time and remains available even if our app goes offline. After learning the theoretical basics of image recognition technology, let’s now see it in action. There is no better way to explain how to build an image recognition app than doing it yourself, so today we will show you how we created an Android image recognition app from scratch.</p>
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<p><p>Gradient descent only needs a single parameter, the learning rate, which is a scaling factor for the size of the parameter updates. The bigger the learning rate, the more the parameter values change after each step. If the learning rate is too big, the parameters might overshoot their correct values and the model might not converge. If it is too small, the model learns very slowly and takes too long to arrive at good parameter values. The scores calculated in the previous step, stored in the logits variable, contains arbitrary real numbers.</p>
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<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/feed_images/future-of-customer-support-top-5-trends-img-3.webp" width="302px" alt="image recognition using ai"/></p>
<p><p>Given the simplicity of the task, it’s common for new neural network architectures to be tested on image recognition problems and then applied to other areas, like object detection or image segmentation. This section will cover a few major neural network architectures developed over the years. Most image recognition models are benchmarked using common accuracy metrics on common datasets. Top-1 accuracy refers to the fraction of images for which the model output class with the highest confidence score is equal to the true label of the image. Top-5 accuracy refers to the fraction of images for which the true label falls in the set of model outputs with the top 5 highest confidence scores.</p>
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<p><h2>Medical Applications</h2>
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<p><p>SSD is a real-time object detection method that streamlines the detection process. Unlike two-stage methods, SSD predicts object classes and bounding box coordinates directly from a single pass through a CNN. It employs a set of default bounding boxes of varying scales and aspect ratios to capture objects of different sizes, ensuring effective detection even for small objects.</p>
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<p><p>Mathematically, they are capable of learning any mapping function and have been proven to be universal approximation algorithms,” notes&nbsp; Jason Brownlee in Crash Course On Multi-Layer Perceptron Neural Networks. A deep learning model specifically trained on datasets of people’s faces is able <a href="https://www.metadialog.com/blog/ai-in-image-recognition/">to extract</a> significant facial features and build facial maps at lightning speed. By matching these maps to the approved database, the solution is able to tell whether a person is a stranger or familiar to the system.</p>
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<p><h2>Your saved search</h2>
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<p><p>Neither of them need to invest in deep-learning processes or hire an  their own, but can certainly benefit from these techniques. To gain the advantage of low computational complexity, a small size kernel is the best choice with a reduction in the number of parameters.  These discoveries set another pattern in research to work with a small-size kernel in CNN. VGG demonstrated great outcomes for both image classification and localization problems.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="image recognition using ai"/></p>
<p><p>Another key area where it is being used on smartphones is in the area of Augmented Reality (AR). This allows users to superimpose computer-generated images on  top of real-world objects. This can be used for implementation of AI in gaming, navigation, and even educational purposes. This can be useful for tourists who want to quickly find out information about a specific place.</p>
</p>
<p><p>In the automotive industry, image recognition has paved the way for advanced driver assistance systems (ADAS) and autonomous vehicles. Image sensors and cameras integrated into vehicles can detect and recognize objects, pedestrians, and traffic signs, providing essential data for safe navigation and decision-making on the road. Other image recognition algorithms include Support Vector Machines (SVMs), Random Forests, and K-nearest neighbors (KNN). Each of these algorithms has its own strengths and weaknesses, making them suitable for different types of image recognition tasks. As we can see, this model did a decent job and predicted all images correctly except the one with a horse.</p>
</p>
<p><a href="https://www.metadialog.com/"></p>
<figure><img 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<p></a></p>
<p><p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p></p>The post <a href="https://lees.com.kh/image-detection-recognition-and-image-2/">Image detection, recognition and image classification with machine learning by Renukasoni AITS Journal</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></content:encoded>
					
		
		
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