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	<title>Transport Mrabti</title>
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		<title>University of Customs and Finance</title>
		<link>https://transportmrabti.ma/university-of-customs-and-finance-2/</link>
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		<pubDate>Tue, 05 Dec 2023 09:34:01 +0000</pubDate>
				<category><![CDATA[IT Vacancies]]></category>
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					<description><![CDATA[<p>The document discusses the importance of customs cooperation in combating trans-national crime and facilitating global trade in the context of globalization and increasing complexity of supply chains. It emphasizes enhancing collaboration among customs administrations to address issues such as fraud, revenue losses, and protection of public safety, while detailing various international agreements and frameworks that [&#8230;]</p>
<p>L’article <a rel="nofollow" href="https://transportmrabti.ma/university-of-customs-and-finance-2/">University of Customs and Finance</a> est apparu en premier sur <a rel="nofollow" href="https://transportmrabti.ma">Transport Mrabti</a>.</p>
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" width="250px" alt="Presentation in the University of Customs and Finance"/></p>
<p><p>The document discusses the importance of customs cooperation in combating trans-national crime and facilitating global trade in the context of globalization and increasing complexity of supply chains. It emphasizes enhancing collaboration among customs administrations to address issues such as fraud, revenue losses, and protection of public safety, while detailing various international agreements and frameworks that support these efforts. Additionally, it highlights the challenges and opportunities in information exchange and verification processes to ensure compliance with customs laws and trade agreements.</p>
</p>
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R/8AmwqsOqU+WpGCTUkuv6uQ72s2TF7HXtA6t2P9nGu1fuxtRS2DQenrPDJY7vRwNZU3+okme1sfLkeTi4gZIGACT0Cw7f4QT2yr3p2q3i037PVM7buklcZKk08r2iJpw5xk5BzgOzntbxBz2V7u3oPUeuf4KjQjtN0k1VJYI6W81UMTS5zqaN9Qx7gB1PHxA8/JpK+21Xt47AaZ9jCl0Hdq18ep7bpyax/gMUr3GqlMbmB4cBw4O5BxJORkqXCM3KoqfM3KzWui/uRtpcn2ye3nt9evZauftH01pqGyWh3uNZZXSDxI7icBsXLzY7k1wdj7J7ZBC5yvvt4e3Bprb2m3wvGxthpdCXYsdRVUmTxZIfxbnNbL4oa7yc5oB6eqhXbWyU2hv4PvcXUW4ViuxoNeXylj08IYjgSwB2KlxPRsfJzm58+GArPbyu1zvntvpjZDW3tZ6GsuiIhTNNurJXxVcLGEFkDnPjY1xb0x8ZHQdThVwwlGDk0k0pdbvTwsQ5tnT+4ft5e0LtdspobdPWGgtJRVGtbnN7rDT1D5o3W1sEL2Sgtf8Ly57wWk9gFndq/b73I1vqDUGvtT7QXXT+z9i09WXSO8OttQTVzxFgjibUEeEXvLiGsac5x6KNf4ULSNj0TsrshovT72zWu0101HTP5BwfE2miAdkdDnv966q331tetlvYor9W6BtFPLXWXTdujpIXQCSOBshhidKWdiI2vc/Hb4evTKt5xounBxgrzbXdbUqu7vXY5ig9u3219c6cu2722+wFA7QNpMr5JZQZH+FH1e7q9r5OI6uMbSBgre75/CNXG4eye3fjRelKGLUFFe4LJc7ZWyPfDG97S7mxwIJa4AEZ7dQey5Gsev7XqfYe8641/7Y2uItaVDaqnp9G22WRjZ5HAiONzWkM4Pz1wAOOR3WoaTz/6CGuRjtrq04/8AAlV59joyesUrSS67e3fzKeZo6wHt7+2TuFpZu4u0Xs5ePpK20zBcK99NJOJp42D3h0eHAlgfy+yHEAdTkHG23D2vrH7VXsRbuTutQs2qLBY5Y7vbg8uYGvB8OaMnqWOLHjB6tLSD5E2Xsufwgfs5aC9mXTuk9W3R9pvulbUKCW0sopHmtcwHD4nNaWYkyHHkRguOVzT7Pmm73fdnPah3mis8tBpy62CooKMFpDHzPn8Z0bPXw2hoOPN4XkqEFdyp8vLJWffr8SebxubT7J/tGe1DpzYaDRHs7bJP1FSaYnq6q8XednOMulkdKIo2lzQSGkEhvJ3yA7z5oT25ZN8PZa3Wv+rdA2eXUuhbb4lxtFXG6ShrY3uwwuYfiHxNcCM9C3IW8fwW9LTs9ky1Pjja11Rdbi+UgfaInc3r9zQuJtr2shs3tmwsAa1tvqWtaOmALjN0/Qk4069SouWzi1r1eutyVdJHV+0vtlaM2s9iyn3juugLPZHz3Opt1r0/Y2GCKoqR1HVxJAxkucc9B9FG59vr21bXpWn3ovXs8UY28qXtkZU+DKwGFxwHB3IvDTnAeW8T0xnKgHV2hNR6l/g7NDars1HLU0OmtU3N9x8IE+FHMGNbI7HZoLcE+WQuxqX+El9myzez3aZ3xi6XqntdLRS6SdTOBEkbGMc0uc0x+GOJIOT0A6JPDwi3KFPnbk099Py8yFK61Z1TsPvNpnfza6ybn6UZLFSXWNwkppv5WlnY4skif82uBwexBBHQhSCor9mvXI3O2mtGv4tuP9iKa9GWopbWWta4w8i1kxDWtA5hvIdOrS0+alRYWouWbVrHqtgiIqCQiIgCIiAIiIAiIgCIiAIiIAiIgCIiALxJIyJjpJDhrRkn0C9rEXKR1fUstUJIH2pXDyHopSuQ3ZC3MfX1JuczSGAlsLT5D1WXXiONkLBHGAGtGAB5L2jdxFWQREUEhERAF5c8NBJ7BVLsKMN2teC3RP03aph71M3+MPaf5JhH2fqR+pYvOc3w+SYOWMxD0Wy6t9EvMvMBgquYV1QpLV/Bd5gN0txHXWaTTtlmxSRuxPM138q4fkj+qP1qNkRfMuc5vic7xcsXiXq9l0S6JHX8vwFHLqCo0Vtu+997CuKOjfUvyQQxvc+qpSUj6p/XpGPtH9yzTGMjaGMbho6ALxwmE7V889vmeletyerHcMjZG0MY3ACqiLMpW0RYbhEJAGSeixlZcC4mOndgdi7/AEXlWrQoxvIrp03UdkfesuDICY4iHP8A1BYuSR8ri+R2SV5RYSviJ13rsZGnSjTWgREVuegREQBERAEREAREQBERAEREAREQHXCIi+wzg4REQBYPWeidK7h6brNIa1slNd7NcGtbVUVS3lHKGuD28h8nNafuWcWk7sa6ue32n6W92u1NuL5K+Gnkg68nRHkXlmO7uLTgeqqim2rbgy+h9B6Q2205T6Q0JYKSy2akc90FFSt4xRl7i52B5ZcSfvWO3I2i213ftlPZdzNHW7UVDST+9QQVsfNkcvEt5j58SR961+/b1UNFqjTtqs4hrLZdIPfK2tGSKeB0bnxkY/KdxJx6BVuW91h8ehZbagwNdW07KwV9O+FzKaQOxK3ljoeJ6qvlqJqS3Iui8uPs+bMXbU9l1pc9u7RU3zTkEFNaq+SHM1JFC4uiaw56Bpc4j6rLbj7UbdbvWam09uXpKg1DbaSqbWw0tawvjZO1jmCQDPcNe8f8xVpVbxaMo2QPmmrj49OKtzW0chdDAXFrZZBj4Gkg4J7gErJ6i3B05pqCiqK2WpmbcGOlpxS0z5i6NoBL8NHRoBHU+qj95pv4C6NX117NOxO5ditWnNcbZ2e60FjgbS21kkZY+kiAwGRyMIe1uB25YWMp/ZD9milsFDpiLZrTn4Nt1Ua2nhdTci2cgDxC8nk52AOriVsOpN06GzVGk62jd73atQum+OKB8kzwIucYja3rknoeh+5eJd4NO+8wVjLmyO3iGb3mCWklFW2Zj2MDOPkcvaOJGTyGFUpVUkk3YjQuqHZHae27h1G7NDoS1w6wqmlk95bF/GZBwazBdnH2GtHbsFXX+ye1O6dfabpuHoe2X6rsTnvtstZGXOpXOc1zizr0JLGH/lC+lPuTarzY7/cbP7zTTWKKT3j8IUUkYikEfPDm9HOw3BIHXBCxsW+Oiooiysq6t8kEraSeaGglMPvPEHww7Hc5GB36hQlUvfW6J0L/AHI2V2q3ftNPZNzNC2nUVJSEmmFZAHPgJxkxyDD2ZwM8SM4GVYbXezvspstLUVO1+3FnsFTVtDJ6mniLp5GD8kyvJfx6Z45xnyVwd6dE5poGyXJ9VUuqGMpGUEpnD4SzxGlmMggSNPXyOV6qd6NC01PBVmuqpIJYfHfJHSSObTs5FpMpA+DBByD2wUvVUeXW3cRdHvc3ZHafeWhht+6Gg7TqKKmPKB1XD+NhJ7+HI3D2Z8+LhnzVptf7PmzGy7aj/dft3aNPy1YAqKiniLp5QOzXSvLnkfLlhXs27ek2VslDA+uqDG98QmgopJIZJWtLjE14GHPwD09ei9aa3Ssd90bbtY1VNWUFNXyQQhs8LukkpDW9cdW5IHLsl6ijy3didGzYdQ6aserLHWaa1Hboq+2XCF1PVUswyyaM92uHoVHc3sqezvPpCm0DNtLYXadpK59ygtxhPgx1T28XSgZ+0WjGVlL1vLpOG0XGptF6h95o62e2B01PI+NtTECXZDepYAD8Q6HHdYSu34ijrX0dPaayMUN6p7ZUyyUkhbKx8cb3Ojx15Zk6NOSQM9iphGpb1bkNokO56L0vetJ1GhbrZaaqsFVRm3zW+RuYn0xbxMRH5vHotSb7OWxzNvn7VN20so0jJUisdZ/BPu5nDuQfxz3z1WyUOv8ATVfp+s1KKuSnorc+SOr94idG+B7PtNc0jIPbp8wrC17saRuldS2pk9ZT1tZUMpoaappHxSOL43yNdxcPslsT/i7dMKhc62uToZvTGkNNaM05RaQ0tZ6a22a3ReBS0UDcRRR5J4gHyyT+lRVX+xP7Kdz1C7VFbsZpd9fJL478UxbC+TOeToGkRE59WrfTuppE6hZpaKpqpbk+cweFHSvdhwcGuJIGA0Fwyey8XvdjSNgulZaK+atM9uYySsMNHJIynY8ZD3uAwG481VF1Iv1bq40Zzd/CU7cbjan9najsO0loqp6O33CKS42u2R4c+iYwhrWRs7ta7ieIHYdAuJdx9XbEa/2fodtdvvY8vdp3J8Cnoo66C2PZJFK0gPe57Ryl5EHIeOueq/WN+8uhTLVwx1lVUOpJ/dXeFSSPD5sjEbCBh7iCCAPLqteu27Njbe7DT6do42Q1tTUNuc1Rb5OdIIGBz2FowWPwQTy7NIODlXmHxM6MVHl2d1q17+8oaT6mk7H+zTYb97N+3OiPaJ0bQ6iu+mqLkyG4gymjkd+SDnoQ0NafouhJLHaJrOdPVFup5rY6n90dSSxh8ToePHw3NPQt49MHyWnx706DbSVVVLWVcDKWFtSGy0j2OmidI2Nr4gR8YL3tHT84eq9y7zaLi92a+S4+JUsdL4QoJTJExr+Bc9uMtAd0yrOfaTd2VKxqmmfY39mLRuqYdZ6a2asFFd6aXxqecRue2CTOeUcb3FjD6FrRjywucf4QDYbRW3nsuVGn9lttYbYyv1HRVVVSWeje8yua2Qcy1uT0B7rrKLdyyURqoLpVvrKiKqqGiK20UsjooI3AcpB1Ix5u7HyX2m3g2/kqDSitmqY2+7+JURUr3wRicAxOdIBgBwcOq9qVatTqKbu7eZDSasQTst7IPs/bj7HbYai3O2ctNbqFmk7THVzVED4JnvbTRjEzWlvMjGDzBPTBXQ8m1e3UmhHbYf7HWuPSj6c0jrRFTtjpjCTks4NwME9/Va3qHerT1HR1EGnnvdXRycKcVNK9kE/GVrJODjjljJ7HyWy6h3G07pi40dluktSa2sh94ayCmfLwi5BvN3EHi3kcZXnUlVqO7uSrI++g9utE7Yaei0noDTlJY7PA98sdHSM4xte93JxA9STlatR+zVsPb49TQ0O19jgZrJjo781kJ/8AaDXPLyJevXLnE/Uq2sG8kZnuc+p6yjipqTk2KCnppTO9xq5YIwOpDi7wwA0DOc+WF9LdvhZpb7dqOtZUsgp5IIKKmbRSCrkldGXyAxnr8IGc4GAqeWpd2uLo2XSG1W3WgtJSaD0jpC223TsvieJbI4Aad4kGHhzHZDg7zB6FR5RexL7KVvv7dS0mxumWVzJvHbmBzoWyZzkQkmIdf6uFuo3m0K+SjihrqqZ1Y3liKkkeYRz8P8YAPgw/oc9lkdV7jab0ZMyC9y1Qc+IzuMNM+RsUQOC95aMNA+aRlVi9G1cmyZs0UUcEbYYWNYxgDWtaMAAdgF7Wjs3j0O+tko219TwhqzQy1JpXinjmxni6THEZBGFjxvDbrrqXTlk08yd0V4qpmPmqaOSNssDIXu5wuOA74mtGevQ/NUqEn0F0SQi06u3R0zR3SazCSrkmhmFK+dlJI6njqCPhjdIBxBzgYz5rB6U3u0/crDT1uoJJaSrdSS1Ty2jlbDKI3YeIic8yMt6Ak9UUJNXsLok1FoI3s0OZI6QS3H32WQxMpDQyeOXBod9jGR0Oc/VWNv330xUUctXX2+70hZcam3xROonufMYXua4tAHowkju3sU7OfcLokxFb0FbT3Kip7hSOLoamJs0ZLSCWuGR0PUdCrhUEhERAEREAREQBERAEREAREQFtXVbaOmfO78no0ep8lb2ilfHCaifJmn+Jx/cvhO38J3NsA6wUp5O9C70WXAACqeisUrV3KoiKkqCIiAIitbncaW1UM1fWyiOCBhe9x9FRUnGlFzm7JasmMXJqMd2a/uDrCHSdndLG9jq2cFlOw+v5xHoFzpUVE9XPJVVMrpJZXF73uOS4k9Ssvq/U9Vqy9S3Ooy2IfBBHn+TjHYfXzKwq+b+MuJJcQY1qm/3MNIrv/wBXt+R1nIMpWWYe81+8lv8Al7AvpTwSVMgZH2/KPovDWue9rGDJccYWcpaZtNCGD7R6uK1rC4ftpXeyMxWq9mtNz1DE2GMRsGAF7RFnUklZGNbvqwhIaCScAd0JAGSsVcK3xiYYvsDuR+UvGvXjQjzM9KdN1HZCurjNmKIkM8z6qyRFgatWVWXNIyMIKCsgiIvMrCIiAIiIAiIgCIiAIiIAiIgCKh7HqpQ0ntHbtRWCkvE12qYn1LS4saxpDcEjz+iy2T5JjM9rOhgopySu7tLTbr5ljj8xoZbBVMQ7Ju21yMEUzf7h7V/27V/+G1Fsf/DvPv8Atr/yRiv8VZZ/U/cyUkRF9FHKgiIgCwOq9MHUwtQ97EAttyhuBBj5eIGBw4dxjPLv17dlnkUp21QIuuOw1g/BzrZpyvmtDZq2etkla3xHgyROYGMJI4tby+EdQO3mtfHs0w1lYye+6hopoeFPFLTUVrNMxzYnOIIPiuPMl2S456gdPJTiirVWa6kcqIeuWxFfcaxlyqNUUFVWSUUdtq5q2ztnL4YnOMT2AyAMlDXlrieTXdDxGFmtcbUTap/AzbdeaWkitNLLR+BV0AqYXNeGDxGsD2BsjeHQ9R1PRSNgKqjtJXTuLIjSTae601n0hR2PVkdJWaQEng1E1B4zKgujLCHs5jA4k5w7PoQtN3A2ZvzbJV3iK9VFzulbNyuLqOhAc4PmiLnxRBxIDGRDDQ7ke/JT6qYClVZJ3FkRNt3pm61uitTaZraWSjhuLpYaa4VFHJBUVQkhDXSyxSvc/LT8IJcMho6BZO3bR/g+xmzm9sk5X6O9mT3XH2eH4vHL/wDD+1nz7KRsBVUOpJu6FkQxdduNW0u6tPftNXuOlNWy51zqma3meCJ0jaKMQPAe0kkROcCHA9OxwVbXH2camsgqKdmsYXC4Uzo6uSqtgmeyVz3PfJT/AIxoi5F/UYd0HQg9VN+B6KqntZq1hZEdab211DpmpgoaHWbBp+GqdWGiFvHjve4EuYZi8jhyPLHDl5cl9qDbKsi21l25r9QR1EccHu1DVx0nhvga3Bhc4cyHva4NORxzjsFv2Aqqlzk3cWIePs9ULGtbDqF7cWRtseHU/ISVPUPq3Dl9pwc7I+fdZg7T17dRvucWpYfwfLdqW8upH0OZBUQwxxECTmBxc2MdC0kE91JGB6Kql1JvdiyNJqdtIK6zaostZc3GPUla+s5xx8XU5LGNaBkkOwYwc9M9sLXqvZ/U1yulNqq5a4pZNSW6WndQVTLWWU0ccTZGlj4fFy/kJn5IeOuMYwpXRFOS2FkR3ojayt0tqer1RdNSsutTWMmEoFF4I5SPDyR8bsAYxj0x1WGuOhNZX3WesvwdfmWe2XeGmpJjNb/GM8XhuDzC/m0NcASMkOHXspdVMD0TtHe4sRnTbOfguxi3WS/Cmq6S8OvFvqH03iNicWhojkZyHiDiME5afovFPsw6aodXXzUXvlXWz11RcnxU3gtmfUwMgAjbyPhtYyNuMlxOOp6qUFTATtJd4siH7fsNUUdDVUz79aRMaRtFSyRWKMDwxIx5M4c8mUu4NaQ0sGOoAOCLWfYC8TW6OhGtKMEmTLjaSRSc38s0h8XnCQOg5Oe3zwpqVVPazWtxZEV020N/sdwrLxpXW8VFXXEzR1UlTbfeGuie7k0tHiNw9pz8WSDnq1fa2bKUVm0rdtKW68PbT3GOjiifJCHOibTsY34sEci7hnyxlScqYHoo7ST3YsiDP/Rtq31FLJPrKmc2ilmkZILViomD38vx0hlPNw7AgNGPJbhuHtbX63rqOspdQU1E2ngEBE1AJpIzy5eJDIHtdG/yOeTSMdPWREUurNu9wopEQx7Cz08s1bBq4trGSQ1FFMaMO8GeKqlna545/jAfGLSOmcZyPL4XHYe7Xi8y6qu+rLdW3p07ZYzNZ80gb4XhujdD4vIggAg8wQR59lMqJ2073uLIhyt2FrJ6Sgo6PVNDSiD4ppY7OxkjJPE5l9O5j2mInth3MY75Ky+5W0FVuDcDWRahpqSOS3voJI6m3+9cA458SI+I0Mf5EkO6eikvA9FVO1le4sRlFstH/sZWaOqb4JIq26i4yStp+J44YDHjkfJn2s+fZLRtZqSiu2nKm561grKHSr5RQ0zLYInvY6IxjxZPEOXAEdWtaOhyDnIk1UwE7WQsiPmbdaiornWts2sY6Oy3GvNxqaU0Akn8R3V7GTF2AxxGTlhcOoBHdY6/7KS3jStl01Dqh1I+z01RAKhlNkyGTHUt5dB8OCM9QSMhSmihVJLqLIibRmyE2ltYt1hUagop5MPzS0ts93iaSwM+D8Y4gdM9cnqeqXfZm9V9PX0NPqy3mjqbpVXOCnq7R4whdUPc94LhK1xIc8lrm8SOxypYwFVS6s273CikYzTVoksFgt1jlrpa19BSx07qmX7cpY0DkfmcZWTRF57khERAEREAREQBERAEREAVrcattHSvl/Kxho9Srk9liKkG43eKmBBipx4j/r5KqKu9SmTsi6tFIaWmDpOskvxvPzKvlQDAwqqG7u5KVlYIiKCQiIgPLlC+8WsTWVQ0zQy5hpyHVJB+0/yb9ykfXmp4tK6fmrwQal48KmYfypD+4d/uXNk0stRM+eeQvkkcXvc7uSe5XLPSRxC8JRWV0H609ZeEe72/LzNy4Syvt6rxtVerHReL7/Z8zyiK5oKY1EvJzfgZ1PzPouJU4OpJRidEnJQXMy8ttJ4TPeJB8buw9Ar1EWw0qSpQUUYyc3OXMwiK0r6vwGeGw/G79SmpUVKLlIiEXN2R8LjXZJp4nf2j+5Y9Op6nui1+tVlWlzSMnTgqcbIIiLyKwiIgCIiAIiIAiIgCIiAIiIAiIgKHsujtsP5j2v8Au3f53LnE9l0dth/Me1f3bv8AO5dN9Fv+aVfwP/dE0/jP+Dp/i+jNrREXdjm4REQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREB8audtNBJM4gBrSeqs7LTujpjUSfyk7uZPy8l87y81E9Pboz1ldyeP6oWUY0MYGAYAGAqtkU7yPSIipKgiIgC8uIA6lelqe5Gp26a01NLG8CqqfxFOPPkR1d9w6/oVpjsZSy/DTxVZ2jBNv2Hth6E8VVjRp7ydiJd09TnUGopKaCTNJQExR4PQu/Kd+n9i01CS4lzjknqSi+VszzCrmmLqYus9ZO/l3L2LQ7Tg8LDBUI0Ke0UVa0yOEbepd0AWdpoG00LYm+XU/MqwtVPycahw6Do1ZRXOAo8se0e7PLE1LvlRRERZAtTxPMynidK49uw9SsFJK+Z5kf3JVxX1Pjy8Wn4WdArVYTGYjtZcq2RkaFPkjd7sIiKyPcIiIAiIgCIiAIiIAiIgCIiAIjQ5zgxrS5zjgADJJW7ac2m1Lew2esYLfTu65mHxkfJv+qyGX5VjM1qdlg6bm/BaLzey9pa4rG4fBQ58RNRX62RpGR6r3HHJM8RQxukeezWjJ/Qp5suzmlLa1rq2KW4S9yZX4bn+yFuFFaLbbYxFb6CCmYPKKMN/Yug4D0XY6slLGVYw8EuZ/RfFmr4njLDw0w8HLxei+rObqXRGrq9oNNp2vLXdnOhLAfvdgKfdA22ttGlLfb7jTmGohY4SMJB4nkT3HRZ8AjC9LoPDnBmF4crSxFKpKUpK2trbp9F4d5q+bZ/WzamqU4qKTvpfyCIi3EwIREQBERAEREAREQBERAEREAVM4VVR3ZAatq3c7Q2h3si1NqKmopZBybE45eR68R1wrjSW4Oj9cQST6XvtPXiLHiNjPxMz2y09QokoPZ0qr3ufeNbblz0F3t9UZHUlKyWQ4Jd8AeMAYa3yB7rQ9vbZQae9qiaz6B5stEQnbVRMeXRsYIjybnPYScMZ88LXJ5njqNeHbU0qc58qV/W/F3W6m/UuHcnxeDrLCV5Sr0qXaylZdnpvD+q/S/VnRupd1dvtHXEWnU2p6S31bmCURS8s8T2PQL42PeLbTUtzhs1i1dRVlbUZEcMfLk7Aye49AuZN09QaNm9oS6VWu7bU3S12+mbTNo6bPOaUNHEDDhj7RPfyW8bPX/2e7prGnh07o2r0/qCLl7qK2R55EgghvxlucZ6ELypZ3VrYx0FKmkpONm3zO3wv3F3ieDcNhMqjjJ068pumptxUORNq6vf1rLS7SZ0pkeq1W57p6As9/bpe5anpIbq9zGClJJfyd9kdB0JWO3f3MoNsNIz3mZzX10oMNDAf+JKR06eg7lcjO0tqSz600VqfVlTI+5aorRcJGSfbYzxWhvL5nqceQwrnNs5lgZxpUI8zuubuim7L2voY7hfhKnnNGeJxlRwhaShbecoxcna/RJavvaR3p3VVQHsFVZ80cIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAKhIAVVZ3Wo92opJAeuOI+pUpXdiG7K5aW3FZcaivc34Wnw4z9Fl1Z2mmFNQRRkfFjkfqVeKZO7IirIIiKkqCIqHogDuy5+3a1J+G9TOooX5prcDE3HYv/KP7vuU0auvbLBp6tuhOHRRnh83noP1rmOWWSeV88ruT5HFzj6krlHpPzfsqFPLKb1n60vJbL2vX2G68HYFVKssXJfd0Xm9/h8zyqsaZJGxt7uOFRX9pgDnOncPs9AuMUKfa1FA6BUnyRbMjFGIo2xt7NGF6RFsaSSsjFt31CtbhU+BEWNPxvGB8grokAEk4AWCqpjPO6Qnp2b9FaYyt2VOy3Z7YeHPK72R8kRFgjIhERAEREAREQBERAEREAREQBZjTGlLvqus90tkPwtI8SZ3RkY+Z/crrRGjK3WNyEMZdDSQkGomx2HoPmV0NZrLb7HQx2+2UzIYYxgADqT6k+ZW/8IcFVM9f2rFXjQXvl5eHe/caxn3EMMtXYUdanwXn4+BgtIbc2PSsbZmQNqa4jDqmQZI+TR+SP1ra+PToOqqOgVV3nA4DDZdRVDCwUYrov1qc1xGJq4qo6taTlJ95RVRFdngEREAREQBERAEREAREQBUJwMqjncRk9laSSukPy9EIbLl00be5VPeI/VWiKbEXL4OB7dV6Vgx7mHI/QruJ/NoIUE3PoqO7KqoRlCTnnfT2h47XLJoLb6Zs95ncaepreQEdLnoWtPYv9T2b8z2yewWk9D6Bo+c+rbXctU3nAqXx1THuBPXwmdcnr1J8yszcfZd2mutxqbpW2+vdPVyulkIrXgFziSeg+q++n/Zq2u0xfKHUVooa6Ost8omhc+se5ocO2Qe61mGDzKWN+1V4xlbSOr9VeCtv4nRK2a8Pwyb9m4KdSDavN8kW6kktE5c2kU9kl46s0y06s2Zo96bpR3rShtF/bI8G43CYGKZ+B9kEkNJHYrT936/Tmod9dIR6AfTVFfDUwCrmo8FuRKD1I6EhodlTzr7ZHQG41Q2v1BbHCsa3j7zA/wAN5HoSO/3rxoHY3b7bqqNxsNse6tILRU1DzI9oPcDPZRXyzG128O1BU3Pm5lpK177W36XuV4PiPKcElj4Oq66pOnySfNC7XLfmbvy635baMgTee37qXzd512ZoG5Xuz2OVjbfB7rI6nkaGgkkt75d3+mFqG5+vdxdQa10zX6k0ObTcraAaGj8CRnvA5gjo45PxDHRd1cQtO1XtNo/Weorbqm901Q+vtQa2mdHMWNaA8uGQOh6leeO4erVVOVCs7zkm07W0ffa+nQ9sm48wuGdGGMwkeWlCUIyjzX1i1tzJes/vPfUvtv7zf9QaToLtqezm13OdhM9Jxc3wyCRjDuo6eq2RUwFVbRTi4QUW7tde85vXqRq1ZThFRTbaS2Xgr9wREVZ5BERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBEVCgBOArK63u1WOjfX3i4U9FTRjLpZ5Axo+8rXdz9yLNtlpaov92eHy44UlMDh9RL5NH7SfILhDX+5Oqtx7tJc9Q173MLsxUzHEQwt8g1v7+617O+IKOUJQS5qj6d3ize+DuBMXxU3WcuzoRdnK1233RXXxeyOw7t7U2z1qmMAvlTWuaSCaSke9ox/WIAP3ZXwpvaP2l1TUUtFBqI0YdIC4VsL4R8hyI4/rXDI6Kq1FcbY5T5uSNu6z/M6tP0PZLKlyqrU5u+8flyn6f0NdR19MyqoKmKeCQZZJE8OaR8iFcDqvz42p3n1RtdcmOo53VVrkcPHoZXEsLc9Sz813zC7v0pqm06xsFHqKy1DZqWsjD2kHq0+bT6EHIK3PJs8o5xB8q5ZrdfVeByDi7gzGcKVV2j56UvuyWnsa6P59DMoqDqFVZw00Kh7Kq8vIa0uJAAGSSgIj3yvuPcdOxP6uzUzD5dmD9Tj9yiVZvW14N91RX3HmXMdKWR/2G9B+xYRfLvFWaPN82rYi/q3svKOi9+/tOx5Lg1gcDTpdbXfm9f7D5LO0sQggZGB1A6/VYq3w+LUtJ+yz4is0rTLqdk6jLjFS2iERFki0LO5zGODw2nDpOn3LEr71s5nqHH8lvQL4LAYur2tR9yMnRhyQsERFbHqEREAREQBERAEREAREQBXdotdVerlBa6JnKWoeGj0A8yfkFaKXdkNMtEVTqWoYOTnGGA+gH2j+wLO8N5NLPcxp4T+V6yfdFb/kY3Nsestwkq/XZefQkTTOnKDTNphtVA34Yxl7yPikd5uP1KywGEAwqr6goUKeGpRo0laMVZJdEccqVJVZuc3dvVhERexQERY29X+12CidXXWrZBE3tk9XH0A7krzq1adCDqVZJRW7eiRVCEqklCCu2ZDl8lUHKhq/b4VcrnRWC2sij7eLUdXH5ho6D9akbQ10rL1pegudfIH1E7XOe4DAJ5EdvuWByzijLs4xcsHgpOTirt203S0b337jJYzJ8XgKMa+IjZN2tfXvNgREWxGLCIiAIiIAiKhQFvUvGQ0L4L6VH8p9yxd8vdDp63Pudw8TwmOazEbOTnOccAAefUqW1Fcz2IjCVSSjBXb2MRqrXMGlq2moX2mqrHTU81XI6FzAIoY3xtc48iM9ZW9B1WbulXJSWqqroQOcMD5Whw6ZDSRlRhrO9UV/rI7lQeIIn6burMSMLHNc2qpGuBB7EEEK6n1ZqOqu1bbKiakNslNwo2RNhIkb4MIcHF+euSe2FjHjbVJxbutLW8UbB+yL0KU0rS15r31s9rd+/cbFt7qK+XxldFfX0z5aYUz2OgjLBiWFsmCCfLOFulO7i/GehUe7Xfy11/ubd/5Ri3+L+Ub9VdYOUp0E5O71+bMdmtKFLFyjTVlaPximXyoThFSTlxPEZPkrgsSDLZ7Zeyd11zT6Hpbldwa26PslJeJLVKy1VNwaSHU0dURwdICMYU5eIO2RlfnPahrnR+6NvtGz+idf2KsumspXX7Rt3t3vthjpXuf4lwpqtzeMBI4kcHZ+I57YNpFeNzG6M0Hs8NFbgDUend4Irld638H1JpWW11ZOWPNR2fGRLHkZIABJwAr+eEi7cj95RzWP0iErenxDqq+I0noV+e+gbBc4t5I6jX+mN3J92f8AbiaQXa3zTR2kWfxD4Qe92aY0wiwHMA5HqO686Y0/dIt666fcfTG7tVug7XMktDdLRNNHa22XxPxIc92ab3cRfaZjkeo7qh4RLTm6frrt4kqR+hXis6YcDlUMrR3IX5jWXRu/NT7QctZfnaqpteDXMkxuUdJXSUxswkBaxsoeKQUxi+Hjx5D6rPaJse4Fg9qqvr4NO68u1Xc77dBV1tSytppaKlfGeB8QvdR1FOOnhtAa4E/LpLwaX83S5HMfo4JAexXtfn37Fdn1ppnf+pt9TpvV89HV2qtddrxdWV1LwqBODGyqjnc+GaU9mvhIAb5d1+gi8K9LsZct7lSd0ERF4khERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBUd0BVVR32TlAcO+1RrObUm5MtmjlcaOyMFOxmeniEZe7H6B9yhrBPYdltu7YmbuXqQVAPP8IS5z9en6ltO22sNt7LorUVt1BY5ZK2po2Mf/GnN99xKCGMAHwEd8rjOKX7RzGq601HWWr8NkfXeXT/AMP5BhVhKLqerBWja/rWvLV97b/JXawOlNm9aays0d7tLaCOGokfFSR1NW2KWrewZc2Jp+0Qrak2p1hWaXfquKClEDRK9tM6cCpkZE/w5Htj7kNf8J+ak/ZWOyWusp9W0d5sAoHzz+8UtyqQ2ps8WXcXQF32nFpHUDqrLbDcWSzuvYuN/pZdNWOSolo4qhkZqqkySlzI2k/Hxc4B7seavaWW4JwpOq2nJPqmtEnzeW/y3MLieIs5VXErDKMlTcWk4tOzck4bu8r8tns9WtGiJtVaUuujbm2z3owNrDBHO+OKTkYuYyGv9HYwSPmFPvsba1niu900HVzEwTwmvpGuP2ZGkNeB9QQf+UrSt77Non3OPVVnvDaq7XOvLpCK5s5qoXRBxmLQMxYeS0NPkF8vZXEv++i1GPOPdqov/s+C79+FGAjLLc6pwpvRtLe+ktNSrPK0OIuD69bEL1owcndW9eGui10ureWj1ud2Dsqqg7DKqutHy4UKwGuLuLNpa4VnLi/wixn9p3QLPnsov3yungWmhtTXdamYyOH9Vo/1IWD4kx37NymviVuou3m9F8WZHKcN9rxtOi9m9fJashjJPV3c9SiIvlndnZ9jKWmHjC6Uj7RwPuV8vFPGIoGRgYwF7WxUIdnTUTF1Zc82wvlVy+DTvf54wPqvqsddpfsQg/1ioxFTs6bkKUeaaRjup6lERa6ZQIiIAiIgCIiAIiIAiIgCIiAdfIZPouoNJWllk07QW1owYoG8/m8jLv1krnHTNGLhqO10Tm8mzVkTXD1byGf1ZXUjfRdi9FWDX/MYx76RXzf0NC40xDvSoLxb+S+p6REXYTRAiIgMZqG+0mnbVPdq12I4G5DR3e7yaPmVzhqXU1z1TcXV9xlOAT4UQPwxt9AP3qQt87xKZKGyRuw0B1Q8ep7D96idcH9Iuf1cVjXltOVqdO113y318tku+50nhPLKdHDrGTXry28F/coey6O2w/mPav7t3+dy5xPZdHbYfzHtX927/O5Vei3/ADSr+B/7okcZ/wAHT/F9GbWiIu7HNwiIgCIiAIiIC3qW/lYWtaysldf7IaG2ywx1LJ4p4zMSGEseHYJAJGcLa3NyFayQuZ8Q6hRKKqRcJbMqp1JUKiqx3TuRbV7canlpqcxVdr8d9NcaWqDnycWiqqYpssIbklvh46gd1eDb++m/T1bq2hFC6WtnjwXmUuniDMEccADGc5UhIrZYCitVfp17jIyzrFSVtOvTvdzU9BaYvOnWVr71NRvlqRTsaKZznNDYoWx5JcAcnGVuNO3lJnHQLwyJzz0HT1V3GwNAAVxTpxowUI7FhiK88VVdapu/orHtEVHdlUeZTgwHIY3PrhODB+Q39Cgtm+OpTpKJpt9L/tOakSPZwPgi38g73kDOcFhDO/8AKZHksnft/rVTPkZTU09GKGspnVEkoZKJaQ1AilLQxxLXegOD1Xp2M+4p5kTDwZnPAZ+icG5zxGfoo9qd6LLQ3Wjs9XZq+OaoFM6XrG73fx3AR8gHZd3BPEHAKv77unaLBq2j0nV2+pfJVyQxeO18fFj5SQwFpdyPUdSB0yqeSXcTdG58GZ5cG59cJwZnPBufoo8qtya20arvttr7PVVFst81FGKuHww2nE7BjkC4Od8Z8gcBWNj3mpquay2ZtrrrjWXCGkfLUN8GHj44cWuMZeTgBpyW5A9VPZy7hdEohjAeQY0H1wvSj677jS2TUtXZG2yuusrqiOGnp6dkUfh/xYzvJe945Di098YPQZVm3eymeaCIaOvAqLq+BtDAXwB0zZRLxdnnhoBhcDyIxkFQoSYuSaijG5b6WK0+CK6yXCN/imGrjL4uVK4SCM5HP4+pB+HPT9C+113Xq4rNU3m06OuFRTMfwpah80TYqjEwicftcm9c45AZU9nLuF0SQi0zVu5VDo2kpam9WitElVTOnbDEWPd4jeOYhg4LsOJ6dMNK1q47yPdNNWaftdRXwRsEccLhGxspFSIXStkLuwcXN447tJyipyethclhFHemdxrjUXp9pvlkqo46i81FspasGPw2vYx8jY3AOLieLHDljGRhfaq3aoaSsqoqjTlzZRUte+2Gt5RGN1Q1pIaG8+eHYwDxxk9VHI72FzfkUcx7x0rqJlxm0pdoqZtNDW1T3OhzTU8pAjkcOeTkHJDckDuPJYSg3uls9HLNqy01bqmauuHgQQ+CPCpaad0Xfn8bvh7dyc4GMKrspdwuiYUUbS732hkt0iZp+5P/AAcCW9Y2mfDmtyGl3JrfizycAMArxRbtRVVwIpbfW1j62Ch9yt0bYQ4SS+8l347nxPSBxOSAOIxklR2cu4XRJiKOIN5rdU+JLBpu6GlpXUzK2oJiDaZ0z+ABHPLiHd+IPTqrAb0U15vtFYbPRzUsxulPDK6cxvbLTue9ji3i4lpyzzwU7OXcLolZFQHKqqCQiIgCIiAIiIAiIgCIiAIiIAqO6ghVVD2QHEftW6In07uG7UMUJFDfGCVrwPhEoGHt+vY/eoUX6PbiaAse4+marTt7iBbK0ugmDcvp5cfDI35j08x0XCm420urts7i+kvNDJLScsQ10TCYZW+Rz5H5Fct4nySrhMRLFUlenLXTo+t/ofS/o34ww2ZYCnlmJko16asr/wA0Vs14paNe00xB06BFTK1E6noD6rp32NtDTmtue4NZEWxNiNvo8j7RJDpHD6cWj73KMNo9idUbm3CKeWnlt9kY7M1bKwjkB3bGD9on9AXdGnNPWrS1mpbFZaRlPR0cYjjY0Y+8+pPfK3bhTJatSusbWVox2v1ff5I416T+MMNRwcsmwclKpP79v5Y72833dFe/QyQ7KqIulHz0UPYqA95riazV4o2vyyhgZHjP5TviP7W/oU+HsVy7qu4fhTUtzr85EtVJx/sg4b+oBc09J+M7HK6eHT+/L4RV/nY27g6h2mNlVf8ALH4v9MxS+tLH4lTGzHQu6r5K9tLeVQ55HRjen1K4bQjz1FE6PUfLBsyqIi2IxQWDrJfGqXv8s4H3LNSvEUbpD+SCVr+Sep81jcxnZKBd4WOrkERFiS9CIiAIiIAiIgCIiAIiIAiIgNi27aHa2tGfKfl+hpXSje65q29lEWtbO4nvUhv6QR+9dLAY6runota/ZtZf6/8A+Uc34z/jIfh+rKoiLp5p4REQEB70OcdY4J6Cmjx+taGpQ30tb4rjQ3hrMxyxmF7h5OByP1KL18ycZ0Z0M8xCmt5X9jSZ1/h+pGrltJx6K3uKHsujtsP5j2r+7d/ncucT2XR22H8x7V/du/zuWy+i3/NKv4H/ALomI4z/AIOn+L6M2tERd2ObhERAEREAREQBERAfMwxnu1BDGDkNX0RBYoAAMBVREAVCMjCqvErixhc0EkeQHdAYJ+jNKNt4tclrp2wGnFIAQA4wh3IM5d8cuuFjo9q9AQT+8izxlznN4h8hc0YkEgaATgDmM4UT1WrNZX+OWC4tqax9BcRIxzKKRkTeVLWAxkFjXZHGPLTnGW/EeQVzddT6wqq6y04krTXUl3YW2dtteI2wMgeY5XS8ezncR1OPixjIXtyS2uUppkrw7c6Rp6mlqobe5j6Lh4WJnBuGHLA4Zw4NPbPZfa5aC0rdb0zUFdbRJWxvikD/ABHAF8ZyxxAOCW5OCVD43J3NdYJKyauii4yxCWUUs2Y3mN5fDyNOGtIcG4yD+aXAkFSDdNbV1VoKlvtmkninMtPDcJTRudJRZ4+M4xYPxMzggZA6+hUOMl1J0M5WaA0lcb1JfKy3iStldHJIfEcBIY8Bhc3ODx8shatBszTW7WcGpbNdI6Kmi92DYW07jMyKFgYIWyc8CN3UkFhOSeq1+W6auqa+bUVlvtZUNorRO+Od9rMfvoZUji3g4ebQfiaAXDqOixrdy9za29zW+i8WJtQ+WPElC4mjLahjGZaYwBlhc7HN+Rh3RTGM+jIuiZ5tJ6fmuxvb6Frq0u5mXkc8vCMWf8BIWB1Jtbpu9mzExCmjtE8TuhIL4mNlDYw7I44dLyB75C0m7X7WumYdTxjU9ZLVQXSnbF7xQHgKZ0TCXscyNwAc4ObnBaCOuM5WzXDVM1+2v/CNLHJUV8c1DHUxSU7g5snvEXMFoHcAk9OypUZJppk3MrVbU6AmhY2qtDPDjYWuzK4cxz5/Gc/F8XXr5q6G2+jXGsP4LDmXBrxLH4jizDncncW5w3LuuRjqov1DU7g32y0FBcLpVOgvVRTunZHQhvgMbcoYuJIHYxuLnZ7hp8sr7X7cjWun47tJHUTyVFC6sifROtrgymiYeNPMJOOHGT4SBkgl2MfCVUoTa0ZF0S1V6UsNxZbmXChbUC0vElIZSXGNwaW5ye5wSOqsItttFw0DbbFZo207KY0rWBxHGMyeJgde/M8s98qONNaw1/eI21Lb1LJG11dLJCKJj6iNsMbHRwyNAAbI4uJx3ILcd1hLbuvriWthobveJaGinrKdpr2258jgySmqHvY0GJoPF8LckBwbkgkoqc1sxdXJup9KafpTC2GlbmkrHXCPLyS2dzHNMh+Za9w+9YS2bX6biuFddq+IV09bXT1jXOc7gwyAt+znHINJHLGeq0CgvG4Er71q0VFTFJBQW5wgfQECtAlnGeLhlmWEEgdQSM+SvLHq7U1PLQ0NXWVNrAfC2joorS+cVrXyuEhLgPhwM56jiByPQqOWUdmLkjVe3uka+SkkqbW1/uUMUEbQ8hpjjwWNcAcOAIGM5Xmt270jXxxx1FvIEcs8oLJXMJM0hklBIOSHPcSR26rTtC651bX6e1NXXRlTW1dshkmg8Khc0OeGOcI2sc1ji4EAFh6g+ZysBpLWW5mqLjHZnXV1NCS5/vzaLnyHgcuILo2Do/p0B8xkpyS112F0STUbZaJkqqmumtuJqrkHP8Zw4lzg5xZ1+AlwBOMdVSPa7REdL7pFaGxt4xNDmSOa9vhmQsIcDkEGWTr58youu2sdYX6it8d1qKyinqPwNPFb4ba8ipZJHFJPIZA34eMrpGEZHHgM91t2qbtr8agu7LLdn0tHRVFtpqeIUIkDxOcTP5EZPHIPTtjqp5Zd5Oht1PoHSdPR1FvgtUbaeqELZWAnD/COWZ+h6q0odr9FW2ujuNJaQ2ohkbJE4yOPhlri5vEE4ADnE47dVoVfrjXlvkqKGruNRC+ibUsoZW2p0hulTHUOY2I8WkN+ARnpjPMkHDSvndNZbm0NspblPVCnjra2rjlc6mc1tIIx+KZlsUhPM8upb14gA5PVyT2uRdE3ADyVVg9G3mqvdhpam4tDLgyKNtYwQyRtbMWBzgA9rTjqPLp27hZxeOxUEREAREQBERAEREAREQBERAEREAVtcLfRXOmfR3CkiqYJOjo5WBzT9QVcooaTVmSm4u63IjrfZ72nvt6qjUaUhhawA4ppHRDJ79GlZexbAbT6enbVUOkaeSVvZ1QXS4P/ADEhbjavjra+Xy8TiD9FlFavLcHGfOqUb+SMr/iHNp0uxliajj3c8rfM+VNTw0sLYKeFkUbBhrGNDQB8gF9URXZim23dhERCCzu9WKG11lZkfiIJJP0NJXKbnF7i93dxyV0luHUml0bdJAcEwcB95A/eubVxL0q4jmxeHod0W/e7fQ6FwVStRq1e9pe5f3CydoZiKR+PtO/YsYszbW8aRvTuSVzbARvVv3G3Yl2hYuURFmzHltcXhtI7+sQFhlk7u/DGMz3OVjFhMfK9W3cZHDK0AiIrI9wiIgCIiAIiIAiIgCIiAIiIC8s1b+DbxQ3D/wB2qY5f0OBXVMbmvaHtIIcMgj0XJJGRhdJ7eXtt80pQ1Lnh0sMYgl9eTen6xg/euueivHKNWvgpPdKS9mj+aNG40wzlCliF0un7dV9TZkVM5VV2c0AIiIDC6r03S6ps09pqfh5jlHJjJY8diucL7Yrlp24yW26QGOVh6H8l7fJzT5grqlYTUukrRqmjNLc6fLmg+HK3o+M+oK0bjDg+HEMFXoPlrRWj6SXc/ozYshz2WVS7OprTe/g+9fU5hPZdHbYfzHtX927/ADuURas2v1Dpxz6inidX0Q6+LE3LmD+s3v8Af2UvbYgjRFqBH/Dd/nctQ9HuWYvKs5rUMZTcZcj36+tHZ7P2Gd4pxlDG4CnUoSUlzfR79xtSIi7QaAEREAREQBERAEREAREQBERAFTuqogPIY0HOAnBvmAvSIDzwbnOAvEdNBC0sghjjaXF+GtAHInJP1JJK+qIDxwCrwb5BekQHjgM5wF5jpoIA4QQsj5OL3cRjLj3J+a+qIDxwVtdLRb71QTWy50rKimqG8ZI3Zw7rny6g5AOQrxEBjLJpy0adp5KW0UphZNIZpS6V8j5HkAcnPeS5xw0DqewA8l96m1UNXVUlZU0zZJqGR0tO8k5jc5hYSPq1zh96vES/UHngM9E4NxggL0iA88R5BODfRekQHkMaBjA6IWjyC9IgPHhjOcBVDB5hekQFAAOwwqoiAIiIAiIgCIiAIiIAiIgCIiAIiIAqO7Kq8ydGH6IDGWDrHUyZ+1MSsqsVp0YoS786RxWVVU9ymOwREVJUEREBo28FR4Gi52g4MssbP15/coAU473y8dM08Y7Pqm5+4FQcvn70l1OfOuXuhH6s6fwhBRy9vvk/oUdnHRZ6lHGmjb/VCwJWwwjjEwegC0/Ll60mZ7FPRI9IiLLFkYu7u/Gsb6DKsVd3U5qR8mhWi1/FO9aRlKKtTQREVuegREQBERAEREAREQBERAEREAUg7PaqbaLu+y1kobT15HAnsJfL9PZR8jXOY4PaSHNOQR3B9Vk8nzOrk+Np42jvF7d66r2os8fg4Y/Dyw89n8H0Z1s1elH+2W4cWoqRtqusobcoW4yenjtH5Q+fqt/ByvqDK8zw+b4WOLwsrxfvT7n4o45i8JVwNZ0Kys1+rlURFkC2CoVVEB54574XmKJkLQyJjWNGejRgL6Iosr3AREUgIiIAiIgCIiAIiIAiIgCIiAIi8veGNLj2HUoD0ijit3otbbtDa7XbJaoPmET5nv8ADaCTjoMEn9SzWt9waLRzYYDSurKypGYoWHHTtkny6/JYOPEuVTpVa0aycabSk9bJvZLTW/hcyLynGqcKbpvmnqlp0+XtNtRRjTbxVVJVxQal0vNboZyOMvMnAPngtGR9CpLhlZNEyaNwc17Q5pHYg9lcZbnODzbm+yzu47pppq+100meWLwGIwVu2jZPZ3TT9qPaIiyhZhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBfOf+Rf/AGT+xfRfKq608n9h37FK3DLHT/8A1cz6u/asmsbp/wD6tjHzP7VkkluRHYIiKCQiIgIw30cRZLe3PQ1J/wAqhZTLvv8A9UWv/vLv8qhpfOvpEd8+qeUfkdV4VX/xkfN/MAZI+q2Fgwxo+S14dx9VsTew+i1rLf5jMYvZBERZQsjDXH/pbvoP2K2Vzcv+mP8Au/YrZa7X/wCrLzMrT+4giIvErCIiAIiIAiIgCIiAIiIAiIgCIiA909RUUk8dVSzOimicHMe04IKmnQW7NNc2R2rUTmQVn2Wz9mTfX80/qUJp9Cs/kHEeN4er9phneL3i9n/fxMXmeU4fNKfLVWq2fVfruOtWyNcA5pBB69CvQ6rnrSW6N900WUtSff6EdPDkd8bB/Vd+49FMmm9d6e1PGPcK1rZsfFBL8Mg+7z+5d5yHjDLs9iowlyVP6Zb+zo/Z7jmuZZFi8tbclzQ719e42JF55L0trMKEREAREQBERAEREAREQBEXh8jWDqUGx7RWzqoj7Iz9UbVO/KaPuU2IuXKL5xzMf0B6/NfRQSF5e0ObhwyD0XpUd2QEL7nUFFb9aWGGhpYoGEMcWxtDQT4p6q63gFLb7/aL5T1TH3CEtxSFpdza13IO+memPNeN2QXa3sBx04M/+aV9NyaO5WPWlBrMUD6yihDC4AZDXN6YPp3yD6rj2Z0+R5lCEdO1papfcVvv2Xd7jesHLm+yOUteSel/vP8Apu+8wOs9UXHVstst99tbrJSiUOdPLG89+hcMgdFOduiigt9NBTv5xRxMYx2c5aAAD+hQvrPWo3Epqaw2Cx1L5jKJCSMkHB6DHYfM+imHT1DNbLHQW+ofzlp6dkbznOSBgrYeEqna5liqkKnbRah+9ta7V/Vttp4e0xedw7PCUISh2bTl6l7+3v1MgiIugGshERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREARFQoCq+c4zE8erSP1L4XC5UVrpZK241UdPBGMukkdgBRxe977bA90Nlt8lWB08WU8Gn6DusTmee5fkyTxtVRb2W7fsWpe4PLcVmDaw8G/Hp79jf8AT/8A1cwehd+1ZNQdbt67rQsELrPSvjBJOHuBW56d3h07eZmUlcH26d5w3xSDGT/a8vvWLwfG2R5hVVKlWs3tzJx+L0Lyvw9mOFhzzp3S7rP5G/IvLHB7eQOQexXpbVuYYIiICMN9GE2S3v8AJtSf8qhZTjvdEXaYp5fJlS39YKg5fPHpHjy55J98Y/I6nwnK+WpdzYBwRn1Wwt+yPotdPZbBCeUTD6tC1bLXrJGaxeyPaIiypZGGuQxVu+g/YrZXd06VXXzaFaLXcQrVZeZlaWsEERF4lYREQBERAEREAREQBERAEREAREQBERAFWN74niWJ7mPachzTgg/VURSm07oNX0Zuen919U2QNimmbXwN6cJ/tY+Tu6kWxby6ZufCK5eJbZj0PiDlHn5OH7wFA6pgd/RbflXHGcZUlCNTnguk9fjv8TBY3hzAY275eWXfHT4bfA6uo7pQXGMTUFbDUMPZ0Tw4fqVyCcrk+kr623y+8UNXLTyD8qN5b+xdH7f19Zc9JW6tr53TTyRnm93c4cR+5da4U40jxJVlh5UuScVfe6eqXn1NHzvh95RBVVPmi3bazNjREW8muBERAEREAREQHzlf4YyrCoqIoY3T1MrWMaMue9wAA+ZKual+XBuPmsHqVodbmNcMg1EQIPn8YXniKjo0ZVI7pEwjzzUX1K/7U6a/7ft//wASz/VP9qdN/wDb9v8A/iWf6qyo57y+++BURv8AB8SUSMdA0Rxxj+Tc1/ck9Mj5nthbBwZ+a39CsMNXxeJi5JpWdtYv/wBy4rQo0Wk03dX0a/8AU+dJW0ldEKmhqop484D4nhwz9QsjDJzHU9QtdtIDbtd2tGB4sRx/+mFm4HkPA8ir3DVZV6XPLe7XubX0PCrBQnZbafFJl4iKjuy9ikoWMJyWjPrhHMa4EOaCD06hcgbE+3dSazo9zo90aCisddoX3q4UfgcmsuFtikfEXs5EkvbKzg7Hm9uB3V5sb7ctp1HtK/cXeSjjsFXV6hqbNbLZb6WaepqeDQ8NbEOT3PDTl2Bhe7wlWN7x2t8SlTR1jFTwQ58KFjM9+LQMr327KEaz2xth6Sx2O/nVM88Go/eGW6KnoZpZ5pYCBLD4TWl4kBOOGM9196j2utjotDWvX0Wpp6qgvNZLQUVPTUUstZJUx/ykXgNaXhzPyhjovNUJxVlH4FV76k0Ioar/AGstkqHQdl3Gj1NLW2nUE0lPb20dHLPUyyx58VngtaXgs4nkCOmFZTe2RsdFpG0a0beblLRX+aeK2QQ2ueSqqxDjxZGQtaXmNuer8YU9jU/pZF0TkihLUHtg7Eadt+nblU6qmqotV0c9baG0NFLUyVLIXBsrQxjS4PaT1aRkYdnsV8dLe2f7PusdRWXTVh1hLNUaglFNQTPopo6eWpIz7v4rmhol8uGc56KexqWvysXROaKHrH7Vuymo9es26tep5JLlUVclvpp3UsjaOqqo/twxVBHhveMH4QfJYywe2dsFqbUVv0zadU1L6m51klvp5X2+ZkDqphIMHilvHxPhOG5yenqo7Gp/SxdE6IoJ9n72r9Kb/aj1XpqzWK6UE+nLnPRxvqKWRrKiCMtHiOc5oEbyXH8WTyGFOoVM4SpvlmrMJ32KoiKkkIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAvhWVUNFSy1dQ8MihYZHuPYADJX2PZaDvLdH2/SfusTsPrpmwnH5gy4/sA+9Y7N8esrwNXGP+SLfm+i9rLrA4Z4zEwoL+ZpEV651rW6vuTn+I9lBE4iCHPTH5xHqtaXqOKWd4jgjL3nsAMrZLNoqpqtUO09di6DwWvfL4YyXhreXFnkSei+ZZxx+f4p15JylOSV+l3sr9NtPI6/F4XK6PZK0VFXt1st34msqhGVv0eg7LV/g+5QSV9LRVbpY3Q1QayYvaMgNJAHxK3v+iLXZKOsuPvU8kRLGUUYLS4yEZeHEdCG9sjzV3V4XzCjTlWklyrrfpa9++z6db6WPCGdYWc1TTd34db2t+uhndptf1MVTHpi8VLpIpTilkecljvzCfQ+SmVpyMrkuCeSmmZUwuIfE4PaR6grqaw134Ts1FcP/eIWPP1IXU/RvntbMMNPA4h3dO1m9+V9PY/gaZxZlsMLWjiKSsp7rx/uX6Ii6aagaNvBB42i53Yz4Usb/wBeP3qAF0nuHTGq0bdY2jJEHL9BB/cubFwf0oUeTNadX+qC+DZ0rg2pzYOcO6XzSKHqs7RnNNGf6oWDWZtzuVG35EhaJlztUa8DZcUvVuXKIizBYGKu7fx0bvUKyWTu7CY43+hwsYsFjVaszJUHemgiIrQ9giIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgKHsujtsP5j2r+7d/ncucT2XR22H8x7V/du/zuXTfRb/AJpV/A/90TT+M/4On+L6M2tERd2ObhERAEREAREQFpUAh+ceSwupP+gR/wDeIf8AOFn6hnIch3CxF3oJLhROp4pRHIHNexzm8gHNORkZHReOKjKph5xiruxVSajVi3tcx1yjmv1wfb6apfBT0HxyyxuwTUYyxn0aCHH5lo9VSO43y3yx1N8ZTtpJSIXCLJMLvyZHH0cehHl8PzVo/S1bJLJO6mtHiSuL3keMOTj3P2l5fpOrkaWPpLQ5p7h3jEH9a19/bud1Y02pt33dvBNcuyWm/VvuMilh+VQcly+Sv463MtaiDeLvg/8AEh/+WFmIusjfqsXZ7bU0LqiarlhdLUuaS2FpDGhrQ0AZJPYLM08Z5cz9yzuCjOFC01Z3k/fJv6mPrtOp6rvol7kkXKoeyqqZwrkoOPbH/B+adu9g03BuVdA666c1Lc7qZLQ9wjuFvqqr3gUU5e1pLOQYT6EOx3ysNqP2Md53W+Gm0zqzT/uzNaXLUNRZ5q2tpKWspaljWxMkmpgyZroi0u4tPE5xkrtnxoscuYx6+Sq6RjMcnAZOBn1VysXVTu2U8qONdjPYs3B2u1RoC+ag1Jp64xaRut/uNSKYzkye/wAfGPwhI0nLSTnk7OPMlY+9+xlvMyCWPT2qNOy0smvL5qeW0T1tdSUtRTVrswh8tNwlD4x3a08TjGV23nKqn2urzc1/1r+Y5UfllunsRuFsLpTbTbe86xoKVtLfL/eJNRUrq6mijbK1gZCamJrpYnSNL8t4uB/OOOspWv2br/vVtdtHujt7o+06brdPWStsrtMagrq9tO6mfO8NnbUQFlRyc4GUcvtiQZ7LvKop6KsDoamCGcNOS2RocAfoV9IfDbGPA4hmPh49sfJeksdOSTtqvr4e0hQSOVtu/Y9veg9a7V6hjrtPmi0TZ75TXOCmZOwSVlwPLnTsfzPBri7Je/Pn5rH0vsc6zpNtNvtFtu1hbV6S3SZrismidKGS0QqJ5DFGfDz4nGVgwQG/D37LrsSxlxaHgkdx5hesheX2qre9/wBa/mTyo4k2t9hDVmhdw7DJdqrSFdpPS18kvlFXc7g+71Dg/nBG6J0nu0RY7GXsBLgO3Xpsdh9kDW9p2q0bod95sJuWnNwRq6pqGOlEctMKky+Gw+HnxOBDeoAyO+F1xkKhe0dypli6sndv9fpjlRBmyGzm4u0u5e49ZUXPT9dozWt+qtTUoZHM2509XUOaXxP/AOEYgAcY69lOg7JnC8mWMO4Fw5YzjzwvCc3UlzMqWh7ReWyMfng8OwcHHqq5wqQVRUyF5ZLG/PB4dg4OD2KA9oi8iSMuLA8chgkeYygPSKmQqOkYzHJwGTgZ8ygPSIiAIiIAiIgCIiAIiIAiIgCIiAoeyjLfSme+w0FU0EtiquLvlyacfrCk0rB6xsDdR6eq7Uej5Gcoj+a8dWn9P7VheI8DPMsqr4Wn96UXbzWq+KMhlWJjhMbTrS2T18tjm613WvstWK63VD4ZQOJLcdW56jqtin15PctUQ3u7RTvpIpC6OnjnLXRZGDxcMHOevVavVU1RQ1MlHVxOjmicWvaRgghfNfNFDMsbgY9hCbUVJS5XtzR718179jrlXB4fFPtZRTbTV/B+P1Nr1Xq6lvNHSWmiluMlNDMZpZ6yQPme49OmOmAOyzFFuTaqaV9KKCqit9PFFHRsYGF/FoPJr89PjJ6kdegUeIr+HE+YU68sRGS5pWvp0Ssl5fWz6FrLJcJOkqMk7K/Xq2m356e7Q91EjZp5ZmRhgke5wb+aCey6b0ZA+m0ra4ZAQ5tKzIP0UAaI01Uao1BT0TGO93jcJKh/k1gP7T2XS0MbIomxMGGsHED0AXRfRdgKv7/Mam0rRXjrd/Q1bjHEw/d4WO61fyR7REXXTRiyutJ77a6yjIP4+CSP9LSFyo5hie6M9C0kELrc9iuXtW0H4M1PdKHGBHVScf7JOR+ohci9KuFvTw+JXRyj77NfJm88FVrTq0e9J+7T6oxKydofmKRnTo7KxivLS/jUOaT0cO3quR4OXLWTN6rx5qbMsiIs8YwtriwPpHf1SCsMtgmZ4kT2eoIWv4I6HyWIzGNpqRfYV3i0ERFji6CIiAIiIAiIgCIiAIiIAiKh6BAVRTRY9oNK3Oz0VfLNW+JUQMkfxlAHIgZx09Vff7ktJf01f/4o/wBFvtH0c5zWpxqR5LNJr1u/2Gsz4swFOTg+a602/uQSinb/AHJaS/pq/wD8Uf6J/uS0l/TV/wD4o/0Xp/w0zv8A0f8Al/Yp/wAXZf8A6vd/cglFO3+5LSX9NX/+KP8ARaxuFtnZNMacku9skq3SxyxsIkeHDi448h8wrXHcAZvgMNPFVeXlgm3aWtl7D2w/E+BxNWNGF7yaS07/AGkYIiLSDYih7Lo7bD+Y9q/u3f53LnE9l0dth/Me1f3bv87l030W/wCaVfwP/dE0/jP+Dp/i+jNrREXdjm4REQBERAEREBQjK+EtPnLmd/RXCJchosODh3BCcTnAGcq+wPRMD0U3IsW0dOXdX9ArkAAYHkqoouSkFR3ZVRCTm9tn3IboSKxltwNqiDb173zd45cZOlFx+10ky/Pbhhqpddb7nXiqmpaW31FY+Cspaukhkp3x+HMysDRG8+G0AFpBLeT+mCSMqebxqW1WMU5qi+U1U7qaNkDPEcZBG6QtwPPixy9V2orVb/cPenOa64zx00LOPxc5AS0OHkPhPfzC9+170U8pFL9ebgvv9oo7fUF1NO2jx71RyxvqnPeBUBzGQv4lg5D7bA3AJyOpyer9bayte5FBZ7W2c28z0kUkRpnObKyUuEjwRG7Ib0yS9uOnQ5UpOqKZrHSmWIMaeJJcMZ9Pqvb3saC9xAaOpJ7BefOr3sTYhy83zUVo3Dv7bbX1zJJ6m3CloRb3SxVgLGtl/G8SG8W5JwRjuVg9La+1bPqKw6W9+daoIqa3e8NfTNZDykY58kJL258Q/BxAI6FTe2/2v8LCyiYe8Pp/em9PhcwuDeh7E5PZWNRpLSlXfTf5qGF1wjdHJI7xXAF7Rhj3MB4lwAABIzgD0VSqK2qIsaVfa3V3+3VXbLHPLb4KmqZ4lTHRiTkxlCZAMuBH8o0Nz88LXbnrfcKxtsLLtqCpjivL6R1TUttYc6mDxUCVrGBpz0jY7qCRgnspqp7xaq11S2mr6eQ0b/CnxID4bsB2HenRzT94XwvkVt8CmuVwopKr3CpjngEUZe9krsxh4A74Ehz6AkqFKz1RJC163K3IooqV9vNXM1j3Pgkkt7mG4RCcNB4CJxzwySPxYA+LKv7pqbWFzs93jbf7tT3Knc99RQwWh38TYypAHCTj8WY+v5XIZIUs3zUto05bJbrcJfxUTo4y2Ic3ufI8MY1rR3LnOAH1WRinhkHQtB4hxbkZAPqFLmrbEWI61zftb2+hsbNGSyV0l1hNM2d9NnjMWh7JpBgcWkNcCOnVwWmVd/15faOW/Si4Wx81J7wx0NEfGhp21oYGEcT3Y0yEYz8Xop2jqqV45MnicD2IeCFUVVMWF4lj4gkE8hgEd1EZ8qtYmxFelJdVWy9Q1kdyqqm3XPUtVSyU8lKAPAMMr2zcsch8bG9fs4dhWE+v9YSX+50tsulTV1FNd6ijbbm20mJlI2NxM3ihvdpA/K6nDcZKlaO/W2W61VnZJ/GqOOGWRpGAWyc+HE+Z/Fu6LxZBao6Yz0FM6kFfNJUOilaWPdIT8Ti09cnCc2t2gRXUaq3FtlNQNqrpVy3CegpKqlgbbMsrqiVzfEhcQ38WGg46kED4j2WFfd9wtG2/wrXVyH3643ed9TU07yZJmVkjIY8RwSEhzQCBhuRjBxhdAxSRS58NzHcTxdgg4Povn73ScPE8aLiCRy5DGR0IypVRdwsQjV7gbiRXG/Ub62VjoQ8xubbpfCpA2RjRyzFyGQXYePEa4fFgYwvNBrTVsjvwnUiut0NXT2yOtuX4NMksTM1nJ4aG4cC5kQzx6CTJAypmvF9ttipRVV7+DC9kbQ0ZJLnBowPqQrszwMdxfJG098FwynaL+kWIdoNVbmVVFWXiapqoxbTQGKl/BwaaxkknF7nAjkMswcDHE91h7ZrDXOo9WUFBdIqqSiju9LUDNM5hpyJpGlj/AMW0D4eJI5Px0OeqnsTQEMf4kfGQ4YcjDj8vXzVDNTNBLpY2gHByQMZ6J2i7hY+zVVUCqvIkIiIAiIgCIiAIiIAiIgCIiAKhGVVEBomvdsqTVPK40D2U1xAA5H7MmPJ3+qhi86U1Dp+UxXS1TxgHAkDS5jvmHDouoT1VCwEYOCPotGz/AIDy/O6rxEG6dR7tap+a7/FNeJsWWcS4rLoKk1zwWye68mclBryccHZ9MLaNO7a6o1DKx3uT6KlJ6z1DeIx8mnqVPd3oKf3CV8cEbXNHLIYAeiu6GQVFJFN5vYCfrhYPA+ivC0pqpi67nG+yXL73d/C3mZHE8aVqkXChTUX3t3/IxmldKWzSluFDb2Zc48pZXfakdjuf9Fmx0CAYVV07DYalg6UaFCKjGOiSNQq1Z15upUd292ERF7nmUPZQJvPbfctWisa3Da6nZIcfnN+E/qDVPZ7KL98rX49porqxuXU0pjcf6rv/AOwFpfH+C+2ZHUa3g1L3PX4NmwcM4j7PmUE9pXXv/vYhhfSmk8Oojf6OXzVDnyK+coy5ZJnV2rqxsf0RfOmkEsDHjzC+i2WL5kmYlqzsFg62MQ1T2AdCeQ+9ZxY67Q9WTD+yVaY6nz0r9x74aVp27zHIiLBmQCIiAIiIAiIgCIiAIiIAqHqOiqiA6U28qhWaOtcgOSIAw/Ig4WyKPNlLl73pmShP2qOcj7ndQpDX1Tw5iljMpw9ZdYR96Vn8UcWzSi6GNq030k/zCIizRYBYDXNrdedK3K3sbl74S9gHm5vxN/WAs+vLmB3Q+a8MVh44uhOhPaSaftVj0o1ZUakasd00/cck4x0IxhFtW5GmH6b1HOI48UlW4zQEDoMnq37itVXyhmGCq5bip4WsrSg7frzO2YXEwxdGNentJXKHsujtsP5j2r+7d/ncucT2XR22H8x7V/du/wA7l0D0W/5pV/A/90TV+M/4On+L6M2tERd2ObhERAEREAREQBERAEREAREQBeJWucwhvfyXtEBBNHstqeBtZBGLbBDLVNnaGnL3kQ1TC5zw0F3WdmOWXdHZceiuKnZrUE9dRFtPamz01xNa+8gn3wxmF0YiHTOGlzSMnGGDplTaBhAML07WRHKkQC3Yi/R2R9E6KjllEkX4pz4fCkcyJ7DK5ghDHE8+vMOJHnkArfK/TWpdQaCpbDc6KjFVQzwB9O9xMFbHCQCHDrhryCQDnpjPmpCx1yhAKh1HIWIgm2efcY55qmxWWkkFBPFQ08LS6OinfP4jXR5HwkY7tAwScABYIbF6mq7zLVXI259PUPmFXxDR70x9QyQcsMD3Ya3Hxud1JxgdFPnEKqlVZIWIcvuzj5ae/UFlsFliguNwp66nMcbInBjI2tMTgWFpAc3kA4Fp5HoD1Wws01qa67c/7J11NS0tXSzUscb2HEckcM8by4AfZyGEAfRSDgIeqjnYsQxPsZG+mtkQt1pL2Sxy3AuhB95La+OclxI+I+E2Roz+djsVjtabYaiorbfK62W6iMpdWyNq6ZjjVVUU7gGwvaB1ZG0449RhgAHdTxxCYVSrSQauQJoLbJt1pH18lho4JaeeuIklojBHLUSQxiOaOLi0tY0gjqActcR3ysbTbPamst4traqw2u50tVXwSmhexvuwdFR1LZHyBkbWDkXR4JBJIAJK6N4hMBO2kRyohml2Tq2UFwfVw26S4vpKSK3TcSTROimlkLY3EZaBzaAR1w1fa37U3mhrKaaqtlouLg+BzKuoc8S0AjkLiISOoznPQjqTnIUwEAp2UOpJjlRFeidtdRaa09qS0j8H0slzgfHSFg5YkLHDm9zQ0uGSD1y7HdxWC0nsVVUlyjfqWhtlRbGkvFEY43Rtf4Hhl3BkbWZJ69s9sklTiRlVTtZa+JNiD/8Ac3qJ0VA2rpLTX1UTLSTcqlznVFL7rDEySKM4zxc6N7+4yZHZWxao2lptS3+73utt9BUSVtRbXQSTMy9kMBHiszjoHAkYHcd1JoGEPVO1kLEL1+zl08WqhpLfaKikmZU09BHNlrbUH1DpGywADDXYc0Hjgjw24OF5ueyFdJbqQUzKOeqZWVc9YHtj/jfijEb3mSN7S5gzjLenN2CPOauIQDCdrLcjlRhNG2y5WWw0tmuTmvdQxRwRy+KXuka1gHJxIHXOfuAWcRF5vUqCIiAIiIAiIgCIiAIiIAiIgCIiAIiID5zRiWN0Z7OBBWP0+8+5ugf0dDI5pWUWIps016qIPyZ2iQfX/wD2VUtU0UvRpmXRUGfNVVJUEREAWB1vaPwzpe4UIbl5hL2dPym9R+xZ5eXgOaQRkEdl4YrDwxdCdCptJNP2qx6Uaro1I1I7pp+45JILTxcMEdCizuuLObFqmvt/EhgkMkXzY7qP2/qWCXyZjMNPBYieHqfei2n7Gduw9aOIpRrR2kk/eZS0y8onRHu05H0KvlhbfN4NUzJwH/CVmllMFU56SXVaFpiI8s794Xyq4vGp3sHfGQvqiupRUk4s8YvldzXcY6IvvXQmGpcAPhd8QXwWt1IOnJxfQy0XzK4REVBIREQBERAEREAREQBERASBsxezb9SPtcr8RXCMhoJ/4jeo/VlTu05C5NpKuooKqGtpXlk0EjZGOHk4HIXTmlr9TalstNdaYtHisHiMB+w8d2/pXcPRlnEa2FnltR+tB3j+F7+5/M51xhgHTrxxcVpLR+a/NfIy6Ii6maYEREBr2s9J0erbS+gqBwmbl8EuOrH4/YfNc7Xmy3KwV8luudO6KWM9OnRw9QfMLqnAWG1LpOzaoo/dbrTl5bnw5W9JIz6g/u7LROL+DafEEftGHajXS36SXc/ozY8iz6WVvsqutN+9eK/I5gPZdHbYfzHtX927/O5RdqHZ7Ulse+S1htxp/wAnh8MgHzb/AKKVtuaWoo9HW2mq4XwyxscHMcMEHkVq3o/yfHZTm9WGMpOPqPV7P1ls9mZnijH4bHYGnKhNP1vbs+hsyIi7IaGEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBYm7g09VSVzR9h/B30KyytLpT+80UkXnxyPqFVF2ZTJXRdNORnKqrO01PvVBHIftAcXfUK8UNWdiU7oIiKCQqHsqogIj3yseW0WoomfZ/i0xA8u7D/AJh94URrqDVtkj1Bp6ttTwMzRngfR46t/WuYZoZKeV8EzeL43Fjh6EdCuA+knKvsWZrGQXq1Vf8A/S0f0Z03hLG9vhHh5PWD+D2+p5WdpZvHgZJnJI6/VYJX9qnAeYHHv1b9Vo+Bq8lTlezNjxEOaF+4yaIizZjy0ucHiwc2/aj6/csQtiIBGCMgrBVcBp53M8j1H0WKzClZqoi9ws7rkZ8kRFjC7CIiAIiIAiIgCIiAIiIAt22v1t/svczQVz8UFa4Bzv6N/k76eq0lFkMrzKvlGKhi8O7Si/euqfgy1xmEpY6hKhVWj/VzrWORsrQ9jg5pGQR5r2oU203MNtMdgv8AOTTOIbBO4/yZ/NcfT9imiKRkrBJG4Oa7qCDkEL6XyDP8LxBhViMO9f5o9Yv8u59TkWZZZWyys6VVadH0aPaIizhjgiIgKYCAAdlVEAREQBERAEREAREQBERAEVFVAEREAVD2VVR3ZAc5a63P3N1XunPtbtrVQW00Rc2WplAy4tGXuJIOGjsABkq3s+5G7O2m5dq0PuXX092pbw6JjJozktEj+DXtOAejs5BHkVr2rxedZe0DVt2fiNuvFvY8V1a6XEb3Nw1zyMEAdQ3HXJVtJFqbRG91huu9oF4fOWCiqYpfxcTuWGvDQB0a454/evG738TmNXHYr7RKuqk9KvLz3/dKN7Wa+G2/UlXfDdvUenr1bdvdAQNl1DdS3DyA7wg44aAD0ye+T2AWnXLVHtB7SXC33bV9XFqG1VkgZPFTNMhZ6jo0Fpx2PULWNyJtWv8AaVkg0m9jLzPwpaKWUZEQdEQXjPo0vKymtYt7Nj5KHV1bryS+0c04jqIZXOLC49eJa7sDg4Iwpbd2z0xWYYitWxGIlKoo052TjblglbVxuua/XuR1TSVMdZSw1UWeE0bZG5GDgjI/avssdp67w3+xW2+U7S2K40kNXGD3DZGBw/UVkV6nSISU4qS6hERCoIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAKhAI6qqIDEW0mkuNRQHo158SP96y6xN6aYJoLizOYTxePVpWTZIxzGuDhgjPdVS11KY6aHtFTI75CZHqqSoqipkeqqgKO7Ln/dzT34H1M6uhZinuIMrcDoHj7Q/YfvXQB7LVtxdNN1LpqenYz+M0/wCPgOOvIDt94yFqnGeS/trKp04L14+tHzW69q087GayHMP2djYzl92Wj8n19jOcVVjzHI2RvdvUKhBaSHAgjoQVQ9RhfNGsX4nXdGjYYpWzxtlZ2cMr0sZap+LjA49D1b9Vk1sOHqqtTUjGVYckrBWtwpvHh5NHxs6j5jzCukVdSCqRcWUxk4PmRrqK5uFMKebkwfA/r9CrZa7UpulJxkZSMlNXQREVBUEREAREQBERAEREAREQFCAe4W76I3PuemOFBXcqu3A4DCfjiH9U+nyWkoshluaYvKa6xGEm4yXx8GuqLXF4KhjqbpV43X62Oo7HqO06jpBWWitZOz8oA/Ew+hHcFZQdlyjbbncLPVtrrZWSU8zfymHGR6H1CknTu9tTCG0+o6HxgOnjw9HfUt7Ls+R+knBYuKpZkuzn36uL+q9unic/zHhLEYdueE9ePd1/J/rQmZFr9l1vpi/ACgusPiH/AIUjuD/0Hv8Acs/keoXRMNi6GMgqmHmpRfVO5qtWjUoS5KsXF+KsVRUyPVMhXB5lUREAREQBERAEREBTIXxlnDctZ1KrUPLG9O5VqpSKWz0ZZHflkfRBLIPyyvGcLFXzVVg05EZLvcooXBpeI/tSOA7kNHUqdDznUhTjzTdkZ2OoOcPA6+auMg9itO0Tra367t092tNJVxUkU7oI5KiPh4uO7mjvjPqtqp3k/CfuUeKFCvDEQVSm7p7MuFQjKqig9jnDVO1W6WhNyK7cTatlPXR3MvdNSy4yObg57C0kZbyAIIIIwrWn2v3f3a1tbNR7pU9Na7da3NLaeIgEta7lxaMnq493E9l0uXN81XI9VTyI1yXDOFlN+vLs3LmcL+rffz36XIP3r2f1RetRW/cfbqdkV+twaCxzg3xOP2XAnoT5EHoQtOvOifaB3kq6Ky68oaSzWimlD5XRNDQ7yLscnFzsZx2HVdQ5CfCocEV4nhzDYmpOfPKMZu8op2jJ+K+Za2m201ntdHaaNnCCip46eJvoxjQ0D9ACu1TIVC9o7lVmfjFRSS2PSIiEhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBUzhVWlbu6+j250TW6hAa+px4NKw9nTO6Nz8h3+5NjxxGIp4WlKtVdoxV2a7vNvlpjbqnfaOLbjeJmZbSMdgRA9nSH8n6d1y/qD2gt1L67hHqae2U46NhoPxIA9C4fEf0rQrpdK+9XGou10qX1FXVSOlmleclzickq1VtKpJ6I4lnHFWOzOq+zm4U+iTtp4vr8jbKXdnc6imE8Gv7/wAgc4fcJZG/4XEj9Slfbv2stR22piodfQx3KjJDXVcMYZOwepAw136AVz75Z9VTp6qlTkjG4LPMwwE1OjVl5Ntp+xn6Vaf1BaNT2unvVjro6ujqW8o5Iz0PyPoR5hZRcV+zNujVaS1bDpW4VJNovEgjDHHpFUHo1w9M9j9y7TDgexVzGXMrnacgzmGd4RV0rSWkl3P8n0Kry4ZHVelQjKqM4c+bqaYNg1C+sgj40leTKzA6B/5Q/etLXSuudLR6rsE1uwG1DfxlO8/kyDt9x7H6rm2eCalnkpqiMslicWPaR1BB6hfOvHmQPJ8xdakv3VXVeD6r6+TOqcM5msdhFTm/Xho/Lozw1zmOD2HBHULPU04qYRKO/Zw9CsCrigqTTzYefxbzg/6rUsHX7KdnszO16fPG63RmkT6HKLOGOPE8LZ4jE7z7H0KwUsb4ZDG8YIK2BWlfSeOzmwfG39YVljMP2seaO6LihV5HZ7GIRPqiwhkAiIgCIiAIiIAiIgCIiAIiIAiIgKeefRZi2aw1RZwG2++1cbG9mGTkwf8AK7IWIRXGHxVfCS56E3F96bXyPKrQp11y1YqS8Vc3uj3o1dSgNqG0dUB5uj4u/SDj9SmPSF6m1FYKO8TwtifUsLixpyBgkfuXMB7Lo7bD+Y9q/u3f53LrXo6zzMcxx1Shi6znFQuk9dbpb7mj8V5dhcJh4VaEFFuVtPJm1oiLsJogREQBERAEREBaVBJfjPksbebk60WuouTKCqrTAwvFPTM5yyfJoyFk6luHZz5L4OIa0uJAA6klVHlU1TSdmaDar1dNbRvqKjU1FZKKP4n0dE/lWNA7iWV4Hh/MNZkfnrCV9utc9rrLtQ20sskGGQc3E1N6qnODWBz3Zd4XMgYzl56n4Rg1vtvqddXSV1Paal9vqvEFJVGnDXOLGAeIXkDhDywGtOXSOJOOI65qzXNmt7tZ4442spLDAKuria34ffSCyOP/AJAJHY9TGVSa5bt32c9W9E/6vFX2S3st/ntWl7IzT1ho7S0gvijBlcOzpD1ef0krMQkiQfVeF7hGZGj5qo2OnCNKKhHZaF6vEr+DC/BOATgdyvaoRlUs9Th3bDR25HtMaJ1HvncPaG1bpK+uvdxprJR0FaIrXZoaWd0bGTQY/G54cnlzgSHD6ne9X+1LuRpC8V2g9G7dUm4lz0Jp2mvmsbsy6x26Dw3xlw91YWv8R7msc/GQBjC2HUnsQ7W6gvN4raW/6rstr1HUmrvFjtd1fBb62V323OiHblj4g0jKvdd+xptXrW5R3Gkrr9povtUVir47HXOpmXG3xgBkE4GeQAGM9DgkZV86lGUvW26K2xTZoj+6+2zrC93Wto9ndlTqmmo9I0usZKmtvzaDw6SRj3PjcwxOzIOBa0AnJBPTAzjbN7VG82v99ts6LQeiaR+jdZaVN7ko6m7RRSeGZY2zzud4Rdygy4CMEeJnPRTvZvZt2507e7verFT1NF+F9NQaVfTRSYhioYmuawMHk7Dz1WDofZF25tLtAVFmul+t9ZtzS+42uqp60skmpTIJHQz+UjHEDI9FCqYdaKPz7vPvIs+pFelfbu1Ve9rrhu3ddjKqgsbakWazubeo5XXa7vqzAynYOAdHH2JlcOh5ADpk6nvX7Tev9QaVum3ertIVO32vNNaj0xVVENvu4rIKm3VdbG0OZOxrD1yWOYR59znA6MoPZT2votlDsM+OvqNOtqZayF8k+KmGofO6YSskGC1zXuJafJa/RexJtZDaLlRXW8ajvNyvFxt9xrbxca4zVsxopGvp4uZGBG0tHwgdeqmFTDRk5cvXT4ePmLSOhURFYlYREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAXMntoXOaOm01Z2vPhzPnqHDyJYGtH+ZdNrm/2yrFPUWWw6gjYXMo55KeR2PsiQAj9bQqJ/dZrnFqm8nrcncvddX+BzroLRFz17fo7NbfDAHF87nzxxlkXIAlvMgOPXsOq3Rukp9qNd1NrrtKQakqauOWCxxySxzN8UuAbLJGwnsAfhOO5UW0dZUW+rhrqSThNTvEkbvzXA5BW16T3S1JpHUtbq2kjo6q5V7XCSWphD+Jcckt9CfX0XhFrqcewGIwdKMe0TU1K/No7L8LWr+uvgS5XXDbHT2uZ6O9W+1Ud3lt1EyoMVvNVSx1XiA1ETYm9nuj+EHyOfvxW6+2r7Xp59Po3SrfdYJp7pcao8BLCw9WwtBPLjGwguA7EqNq3civrdU0GrfwHaIau3v8VjIqbEcj8khzxn4iCc/UBXjd5dZG03C1VEtNUG4moD6mWLlMxs+PFax3kHAAKrnjqjM1M3wGIp1aVVWTb5XGNnbfW/e9Nlt4mk0tRLR1UNXA4tlhkbIxw8nA5B/SF+lVlqvfrTQ12CPeaeKXB/rNB/evzcs9sqL1daO0UjS6atnjgjA9XOAH7V+k9spRQ0FLRNPSniZEPo1oH7lVR6me9HSn/zEv5fV9+pdoiL2OmlCMqGd5dHOpaluqKCP8VOQyqAH2X+TvvUzq1uVBS3OjloK2MSQTsLHtI7grBcRZJSz7ATwk9HvF90ls/o/AyOVZhPLMTGvHbqu9dTlFFm9X6Xq9J3mW2zguiJL6eU/lx+X3jsVhF8w4vC1cFWlh66tKLs14nYqFaGJpxq03eLV0ZS21fNvu8n2m/ZPqFfLXmucx4ew4c05CzVHUtqYuQPxDo4ehWRwWJ7RdnLdFriKXK+ZbH3REV+WxjrjREk1EQ/tAftWOWxdD3WKr6AxkzwjLT9po8li8ZhbfvIe0vcPWv6kiyREWLLsIiIAiIgCIiAIiIAiIgCIiAIiICh7Lo7bD+Y9q/u3f53LnE9QpX0fuzYtPadorRV2+vklpmlrnRtYWnLiemXA+a370e5ng8qzCpVxlRQi4WTffdGscU4OvjcNCGHi5NSvp5MmJFG/wDvz0z/ANlXP/BH/wDWi7B/jHIv/tR+P5GifsLMv+yySERFspiQiIgCIiA+U0fMfMK0cMHie6v+68SQtePn6qUylq5ZKzt1nttpfVPt1IyA1s5qZ+P5chABcfuAWT92cPQp7s8kdAB9VJQ6cW02tUfFXUEXD4j3KrHA1nU9SvqobPRIKhOAqqjhkEKCTUxulos6Yj1gLuz8Fy1Io2y8TyM3ieHw4988gf0ZWZumobbaBA6rnGKirhom8PiIllcGsBx26lRWNh6kWkQNujebadrxR4/i4r8Bjqn1z4QDcepJ7lYiXYXV1VWVjzdqWhFW6IyTUpDXucyqEviDDQeXHIHIuPfqMr25Kb6lN2T0KiAlo8aPLs8RyHXHfCq6eBsgidMwPd1DS4ZP3KG5Nnb9VX61XKY0cEdI2jbime1gpfAfyJiywvHPGSA5vcg5WU1btnqG+biUOq6OaiZBST0krXuAErGRl3iMzxLviB8nAd8gqnljfcm7JBptQW6ruddaYpv4xb3sZK1wxkuZzHH16FfShvFJXUtPVcjB7ywPZFOPDlx82nqCo31BtfdrtrK53yGitJbcJ6GSKukB96pGwBvLw+nTlgjoR36rRbXoi82ncSz2++WQ18NsZbIInto3P5OjiPKZsxaWtja555M5AktzhVKEZLcXZ0Ey70zqqppXtkhNMWhz5W8GP5DPwOPR2M9cdirj32l+L+Mw/CcO+MdDjOD93VR3f9rZNQaxfebnBQ1dvdUio8CdnPJFE6EZB6ZDyD9y06/7P1dofpaG1WO2VcYqaOKupjEfBmkibVOMk2B1BD2t5Oz1IB6KlRi+oJ2NVAOGZ4/xnRnxD4vp6q3r71bLZTyVVdXU8MUJaJHvkADORAGfqSFCl52P1XcYoBSyWun4PdNBHGAGULjOJOMRLSQ3A6ceJyT5dFl5tnrjVW+5W6ps9glmlMsjLjIwunrHOqBK3xunXoOOTn5YTlj3i7JdNTBxD/Gj4ubyB5DBHr9Fjq/UtrtlQ6GvqPAY2NrzO8YiBLg0M59uRJHTvjqtO1xtrV6wo7LSU76e2xQRGkr4oejfdnNGY48Yxh7WEfILXG7KXyotrxdpbbX1s9OXzmdnKOSo978UdCD8Ija1mfkkYxtdsMle0ahtt6fUR0UwLqWeSnka7oeTDh2B5jPmr41EAcWeNHyAyW8hkBRzaNrjbbxRX6Kit9NXx36e4zTQsAeaV8Esfgh2M4y9nw9vhz3Wt0+215vd7vFdHardQl19qqltxcwirfFwczwgcdY35weuMZ6ZTli3uCaBV0xLQKiIlxw0B46n5LH2PVFq1BDUVFvld4VPVS0Ze8cQ+SNxY/jnuA4EZ9QVGVRsrVwUtFQWuitLWtoKSnNS5pEtDPG4OknhIHV7iM56EnGchWd62JuFTSwU9ujoIoxUXJz4I2xxsaKipfJHIMxu+NjHNbkYIx0IUqMO8i7JqdV0reYNTEDGOT8vHwj1PoraO700lZUUnGRopoo5XTPbiJwfyxxf2JHHr6ZHqoeqdldQyV97lYy3yU9xD3EySZlqHGRjhycW5HRvUO5tz2AHRfWj2f1NBBA+sjs9cII6FrrfI3jTTiD3rLHNA44HvEZHTGWdh0Tkh3k3ZMpqoA5rTPGHO6NHIZP0VlctQW61OpWVM2XVdXHQxhg5ESvzxBx27FRdQbKVlPRVr6htvkuTjQuoKjgSaTwZObmscerRjoMdx3Vnp3ZrVNr1TDfKiooGRMrIamZsQaPGLJnv54DQc4fgci49+qckO8XZOCKgGFVeRIREQBERAEREAREQBERAEREAREQBERAFruvtHW/Xelq7TVyGI6qMhj8dY5B1a4fQrYlQjKHnVpQr03SqK6as/I/N7Wej71oXUFTpy+0zoqind8LsHjKz8l7T5grBr9ENwdstK7kWsW3UVGXOjyYKiP4ZYSfzT6eo7Fc46l9j/VtHM9+mLzR18GSWtnJikA+fcK3lSa2OPZxwXjcJVcsHHnp9Lbrwa/I59RTHSeynuvUTeHPTW6nbnBe+qyPr0CkrR/srWrS8lPetYVjbw+F7XPpGNLYB9fNw+XZRGlKTsYzB8KZri5qLpOC6uWlvqYD2W9oaqruMW499piykpyRbmOb1lf2Mn9kdcHzK6vwF8aRlO2njFK1jYQ0BjWDDQ0DoAPIL7q4jFRVkdjybKaOTYVYalr1b733hERSZUKhGVVEBq2vtHw6ss74GhrayAF9M8/nfmn5Fc6VNNPR1EtJVROjmheWPY4dWuB6hdZkA91Ge7Og/wrA/UVppx75A3M7Gj+VYB3+o/YuZcf8ACjzGl+0sIv3sV6y/qivqvijb+GM6+yT+yV36kno+5/kyFF9IJ308oezt5j1C+fY4PdFwuMnB3W50hpNWZn4po5oxJG7IK9rB0dW6kfkdWH7Q/es3G9srBIw5B81ncNiFXj4mOrUnTfgVTuCD2PdEVyeJiq6g8ImWAfCepb6KyWxLG1luPWWnb9W/6LF4rB29emvYXtGv/LMx6IixZdhERAEREAREQBERAEREAREQBERAEREB1wiIvsM4OEREAREQBERAEREAREQBUc4NGSqrzIwSNLHdj0KAjK4bz2+opmVGno3cWVxpKh9TEcBvgTyBwAOc5gwQcHB7dQvtct4aKmktTKalnfBU3BlHVVroHCmbiNz5A135wDfPp0PoruPZjSImnnlkuUz53tcXS1bnFoayVjWg+gE8nfJ6jqcBfV+0Gk5qmCV77iaanqPeo6I1j/dhNwLHScPMlrnZ8upIAK9f3ZGpYDfjQj6J1bFPUyHxGMaxrGlzg9rnNd3wAQx3cg56dyttuuqbbaLLDfKgTPiqTG2COOMukkfJ9hob6nK13/c7pkW51sbX3drC5vF4rSXMYGlojGRxLcE9wT2OcgFZGHb63N00zS9XX1s1PTzNlpJBM5slKGY8IRuySOAAGTnPXPchUvk6DUw1Tu1BRXhtPVWW4x0fuT6ibNK7xadzJhG4vHYMGc5Gc+S9VG9miqetqqKR1Y6al5YbHDydLxe1jg1oOftOb3AznIWVi23sLaeohnmuFU6rpJKOeaoqnSSSMe/m4knsc+mAB0AAWNptlNHUtcyvY64OdC+R8Mb6slkXOUSvDRjsXtB65PlnGApXZ9SNTyd4LXTU12rLtZLrRRWytjocywgeI97WuA74H2+ufl6rYL1qiCj0mzU9K5rI5HU3AzRk4EsrGdQOufj/AEqzuu29kuz7i59ZcqcXSeOpnbT1Ra0TMaGc2jqBloAIwQQB0z1Xui2+t1NpqTSlVXVdTbzPHLE10pzC2N7XxsaevQFgJ9eqj1CdTWtQb00sFodNp+0181ZPNDDR+PSkRy86lsDnjrlwa53bpk4HmsxJu3pmjE7q9tdFFTeMw1DqciKSWH+VYw+bgcj6g+iu5NtdMyxW+F0VRxtjmugxMcgtqWVAz06/jI2n6ZCwurdm7VerbdIrdV1MU9d40kMM1VIaaGSVwdK5rR1aX9QT1xyJA75qXZvRkalzQ7w6erphTRW67CXxpoHN91zxdE1rpCSCRgBw6r40W9+krg8U9DBcamrdUMpmU0MAfIXPjfI09CQAWxv7npg5VNGbWttNtfS38xOwamGmp6eodIynppmNa+MyFjHSElrnciARyx5ZVnJsbaKa526us92udOYahklTOa13jlkUE0cQjIGBgzdRjBA65PebU9hqXEO8lskutax1FVm2wU1JMKllOT4DpXyscJvzcOYB691f2jc621jaeF9NWVczixtTNSUr3QwF7y1nLzGcDPfGclXVPtfpakt9da4YqkQ3GCGCoJnLnvEbnuDuR68i6RxJ88rxBtXp2lmhloqm50zI3MdLDDWvZHUlji5hlA+1gnyxkAA5HRUvk6BXLnTW4tg1Pba+7UBqW01uDjKZIsEhoJJAHXsD07rC0W92lLkGst1Pcqqpc9zPd4YBJJ0ZzyeJIA49e/yWVtW2Om7RQXa3MdW1MN6hNPVe8VLnu8ItLeDXdCMBxGe/zXy0/tTprTlxbdqOSumq2t4+JUVJfkcOAGMAdG9On17p6mpOpjbzvDbGUsM2nqWqrhM+iDp/APgRipDHsD3eTjHI12PLkMrJ3zc+x6futVaaqiuc0tEadsz6elL2NfP/ACTc+rj0VuzZ3SrIqWCGe5xU9Myka6njrHNimdTMayF8jfynBrGNz0yGjI6LN1mirLW1VbW1DJjJXz0tRNiUgF9OQY8DyHTr6pemNTDHdvTTYvEFLc3PiY+WsjbSkuo42SGNzpR+SOTXD/lJ8l8KrenR9LEJ5ffAySeSCFzogxs5jGZCwuIBDQR1+YV3W7U6Zramep8a405rDL72KerdGKmOSQyOjkx3Zyc7GMEcnDOCV9Kra/TVVRU1FE6spPc5ppYJqecskj8X+UaDgjicDpjpgEYIBT92RqbLZ7rRXy2Ut4ts3i0tZE2aF+McmOGQVeLHWSy01hpPcaSaofC3iGNmmdJ4bQ0NDWl3UDpn6knzWRXmVBERAEREAREQBERAEREAREQBERAEREAREQFMApgKqICmAvMkbZGGNzQWuGCD5he0QGHt0j7dVOts7sxu+KFx9PRZfOVZXSiNXCDEeM0Z5Md80tleKuLjIC2aPo9p9fVVPXUoj6rsy+REVJWEREAXlzQ4EEZyvSICFN0tuTbpZdSWSEe6vPKphaP5N35w/qn9SjJdaTQxzxuhlY17HjDmuGQR6KCdytu5NOTuvFpjdJbpXZc0DJgd6H+r6FcT464NeGlLM8vj6j1nFdPFLu7+7yOg8N5/2qWDxT9b+V9/g/HuNBX3o6x9K/B6xnuPRfBFyuE5U5c0dzdpRUlZmwRyMlaHxnLT2XpYOlrH0j8jqwnq1ZqKaOdgkjOQVncPiY114mOq0nTfgekRFcHiWlZb2VHxx/A/9RWKkjfE/hI0ghbAvnPTx1DeMg+h8wrHEYONX1oaMuaVdw0lsYFFcVFBNTkuGXs9VbrETpypvlki9jJSV0ERFQVBERAEREAREQBERAEREAREQHXCIi+wzg4REQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBYe5U8tHUNulMCcdJmjzHqswqOAc0tIyCMEKU7Mhq586aeOphbNE7LXBfVYT4rJV9ATSTn/AAOWaa4OAc0gg9chGrERd9yqIigqCIiAL4VNPDVQvp6iNskcgLXNcMgj0X3RRKKkrPYlNp3RAW4e29TpyZ90tETpbY85cB1MB9D/AFfQrRF1pPDHURPhmYHse0tc1wyCD5KFdxdrpbUZL1p2nfJR9XTQNGTF8x6t/YuJ8ZcCywrlmGWRvDeUF08V4eHTy26DkHEiqpYXGP1tlLv8H4/MjVfSColp3h8bseo8ivmi5XGTi7o3VpSVmZylqo6puW9D5g9wvstea5zHB7HEOHYhZOjuLZcMnw1/kfIrL4bGqp6tTRljVw7jrHYvkRFflsFZ1Fshly6M8HfqKvEVFSnGqrSRVGbg7owM9PNTu4yM+8dl81sRa1ww5oIPcFWU1shkJMXwOP6FjKuXyWtPUu4YpPSRikX3moqmA/GzkPVvUK3yPVY+UJQdpKxdKSlsVREVJIREQBERAEREAREQHXCIi+wzg4REQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAfKop4qmJ0MreTXBYyjnltlR+D6okxu/kX/f2KIq4a6FMtNTMIiKgqCIiAIiIAvL2hzS0jIKIgIw1/tPFX+Jd9NwtiqftPphgNk/s+hUOTUtTTyvgnp5GSRuLHtc0gtI7goi4f6RcjwWBrU8Vh48rqN3S287dGdE4UzLEYiEqFV3UbWvv5XPHhyf0bv8ACU8OT+jd/hKIuadkjbu0Zd0tZUwDi6N72ehByspDIKhvKNrvmMHIRFkcFOTl2beha10rc1tT6eHJ/Ru/wlPDk/o3f4SiLKciLLnY8OT+jd/hKeHJ/Ru/wlETkQ52PDk/o3f4Sree3RT/AGoHAnrkNwiKmVGE1aSuSqso7FpJZZx1iJPyLSrWWhrIf5SmkA9eJKIsfiMBRjHmjdF3SxM3oz4+HJ/Rv/wlPDk/o3f4SiLGdki77Rjw5P6N3+Ep4cn9G7/CUROyQ7Rjw5P6N3+Ep4cn9G7/AAlETskO0Y8OT+jd/hKIidkh2jP/2Q==" width="255px" alt="Presentation in the University of Customs and Finance"/></p>
<p><h2>University of Customs and Finance Overview</h2>
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<p><p>University memberships and affiliations to external organizations can be important for several reasons&#8230; In such a case when Posvidka which needs to be exchanged is returned to the person and is turned in at the time of receipt of new Posvidka. Documents for the issuance of Posvidka are submitted not later than 15 working days before the expiry of the established term of stay in Ukraine. 3) Prepare copy of your education certificate with grades (translated into Ukrainian) obtained as well as academic transcript. The University of Customs and Finance offers student housing through 4 dormitories designed to accommodate students.</p>
</p>
<p><h2>Trending Articles</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="Presentation in the University of Customs and Finance"/></p>
<p><p>Faculty and student presenters will examine critical topics such as legal systems, public policy, ethics, governance, human rights, economic impacts, intercultural communication, and literature. Presentation to the Korea Research Society for Customs Conference on Globalization of Customs Administration &amp; Border Protection, Seoul, Korea, May 2006. Paper  presented at the Australian Federation of International Forwarders National Conference, Melbourne, Australia, May 2014. Since 2015 the University has been establishing the fruitful collaboration <a href="https://wizardsdev.com/en/news/presentation-in-the-university-of-customs/">Presentation in the University of Customs and Finance</a> with the Embassy of Republic of Korea in Ukraine. Due to this fact there were opened the courses of the Korean language on the base of the University where the native speakers give lectures to our students and all concerned. The University trains also students from foreign countries such as Azerbaijan, Kyrgyz Republic, Angola, Russia, Moldova, Turkmenistan, Armenia, Nigeria etc.</p>
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<p><h2>Similar to Powerpoint Presentation on Customs Cooperation.pptx (</h2>
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<p><div style='text-align:center'><iframe width='560' height='312' src='https://www.youtube.com/embed/AlH6YwdVULM' frameborder='0' alt='Presentation in the University of Customs and Finance' allowfullscreen></iframe></div>
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<p><p>It aims to help students get an approximate idea of the estimated yearly tuition fees at University of Customs and Finance. Yearly tuition fees refers to the amount of money that a student is charged by a University for one academic year of full-time study. From choosing your university to applying for your student visa, we know that studying abroad is not easy. Don’t forget to explore our comprehensive guide as you prepare for your educational journey in Ukraine. Moreover, the process and requirements for University of Customs and Finance international admission may <a href="https://www.google.com/search?q=coding+jobs&amp;biw=1536&amp;bih=754&amp;ei=sFvdYe-KLcSsrgSFrrKYBA&amp;oq=Coding+j&amp;gs_lcp=Cgdnd3Mtd2l6EAMYADIFCAAQgAQyBQgAEJECMgUIABCRAjIICAAQgAQQyQMyBQgAEIAEMgUIABCABDIFCAAQgAQyBQgAEIAEMgUIABCABDIFCAAQgAQ6BwgAEEcQsAM6BwgAELADEEM6DQguEMcBENEDELADEEM6BAgAEEM6CwguEIAEEMcBEK8BSgQIQRgASgQIRhgAUKgEWLRdYNVzaAFwAngAgAHcAogBxgSSAQUyLTEuMZgBAKABAcgBCsABAQ&amp;sclient=gws-wiz">coding jobs</a> differ from domestic admission.</p>
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<ul>
<li>It has attained a reputation for high-quality research in the areas of Customs, international trade and border management where it has particular depth and strength of academic and research capability.</li>
<li>Companies can utilize PPT presentations to effectively communicate the complexities of import and export customs, covering key aspects such as tariffs, duties, and documentation requirements.</li>
<li>This higher education institution is not a member of the Open Education Global (OEGlobal) organization that is developing, implementing, and supporting free open education and free online courses.</li>
<li>Social media can be a powerful tool for Universities to communicate with current students, alumni, faculty, staff and the wider community.</li>
<li>Yearly tuition fees refers to the amount of money that a student is charged by a University for one academic year of full-time study.</li>
<li>(2016) Maritime security threats and challenges arising from offshore oil and gas exploration and production in the Arctic.</li>
</ul>
<p><h2>Tuition Fees</h2>
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<p><p>It&#8217;s noteworthy that the Library of the University of Customs and Finance possesses the most comprehensive collection of publications on customs issues in Ukraine. University size and profile can be important factors to consider when choosing a university. Here are some potential reasons why University size and profile can affect students when choosing a university. To help you find all the admission-related information, we’ve compiled the bachelor&#8217;s and master&#8217;s admission pages of University of Customs and Finance. UniRank publishes the following list of the most important University of Customs and Finance&#8217;s programmatic accreditations; feel free to submit any relevant missing specialized accreditations.</p>
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<ul>
<li>Pparticipants also discussed working with the NEO portal, reviewed the Program Guide and call programmed via the portals.</li>
<li>We utilize the world’s largest scholarly papers database with 115,295,786 scientific publications and 2,964,008,315 citations to rank universities across 246 research topics.</li>
<li>It aims to help students get an approximate idea of the estimated yearly tuition fees at University of Customs and Finance.</li>
<li>University of Customs and Finance aims to train individuals that are passionate in the fields of business, economics, and marketing, among others.</li>
<li>In the overall rankings we add non-academic prominence and alumni popularity indicators.</li>
<li>The table below displays academic fields with programs and courses that lead to Bachelor&#8217;s, Master&#8217;s, and Doctorate degrees offered by University of Customs and Finance.</li>
</ul>
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" width="259px" alt="Presentation in the University of Customs and Finance"/></p>
<p><p>Use its layouts to explain all about customs control, safety protocols, facial recognition systems, or any other thing you want. Social media can be a powerful tool for Universities to communicate with current students, alumni, faculty, staff and the wider community. Read our article about the importance of Social Media for universities and prospective students to learn more. With this respect the paper reviews the main differences between the EU customs procedures and the Ukrainian ones to reveal the possible ways and means of the approximation. This higher education institution has a selective admission policy based on entrance examinations and students’ past academic records and <a href="https://www.google.com/search?q=Coding&amp;biw=1536&amp;bih=754&amp;ei=elvdYdrMDO7lrgSq_IiQAQ&amp;ved=0ahUKEwja8dWovqn1AhXusosKHSo-AhIQ4dUDCA4&amp;uact=5&amp;oq=Coding&amp;gs_lcp=Cgdnd3Mtd2l6EAMyBAgAEEMyBAgAEEMyBAgAEEMyBAgAEEMyBAgAEEMyCwguEIAEEMcBEK8BMgUIABCABDIFCAAQgAQyBQgAEIAEMgUIABCABDoHCAAQRxCwAzoHCAAQsAMQQzoICAAQ5AIQsAM6EAguEMcBENEDEMgDELADEENKBAhBGABKBAhGGAFQlQtYlQtgjg1oAXACeACAAZMBiAGTAZIBAzAuMZgBAKABAcgBE8ABAQ&amp;sclient=gws-wiz">Coding</a> grades. The following Fields of Study/Degree Levels Matrix of University of Customs and Finance is divided into 6 main fields of study and 4 levels of degrees, from the lowest undergraduate degree to the highest postgraduate degree.</p>
</p>
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" width="256px" alt="Presentation in the University of Customs and Finance"/></p>
<p><h2>University Location</h2>
</p>
<ul>
<li>It also offers a variety of student support services, including career counseling and placement.</li>
<li>Documents for the issuance of Posvidka are submitted not later than 15 working days before the expiry of the established term of stay in Ukraine.</li>
<li>UniRank publishes the following list of the most important University of Customs and Finance&#8217;s affiliations and memberships; feel free to submit any relevant missing higher education-related organizations this university is affiliated with.</li>
<li>Finally, the obligations within Association Agreement between Ukraine and EU towards the approximation of customs legislation appears to be the decisive factor the development of Ukrainian system of customs procedures for the nearest decades.</li>
<li>Due to this fact there were opened the courses of the Korean language on the base of the University where the native speakers give lectures to our students and all concerned.</li>
<li>One of the two specialised higher education institutions in Ukraine, engaged in the training and retraining of specialists in the field of customs affairs.</li>
</ul>
<p><p>On the basis of UPC there were opened the courses of the Polish language and culture. Students of the University and other higher educational establishments have the opportunity to get knowledge of Polish and English at Summer Schools, which are held annually in Republic of Poland. This higher education institution is not a member of the Open Education Global (OEGlobal) organization that is developing,  implementing, and supporting free open education and free online courses.</p></p>
<p>L’article <a rel="nofollow" href="https://transportmrabti.ma/university-of-customs-and-finance-2/">University of Customs and Finance</a> est apparu en premier sur <a rel="nofollow" href="https://transportmrabti.ma">Transport Mrabti</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Как Применять Индикатор Cash Circulate Index На Foreign Exchange</title>
		<link>https://transportmrabti.ma/kak-primenjat%d1%8c-indikator-cash-circulate-index-na/</link>
					<comments>https://transportmrabti.ma/kak-primenjat%d1%8c-indikator-cash-circulate-index-na/#respond</comments>
		
		<dc:creator><![CDATA[transport mrabti]]></dc:creator>
		<pubDate>Tue, 03 Oct 2023 02:51:26 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://transportmrabti.ma/?p=30395</guid>

					<description><![CDATA[<p>Его разработал трейдер и писатель Билл Вильямс и описал как критерий реакции рынка на новый уровень объема. В конечном счёте, торговую систему приходится модернизировать не один раз, добавляя всё новые и новые фильтры либо отказываясь MFI индикатор от устаревших. Безубыточных стратегий форекс, как и абсолютных рыночных индикаторов вряд ли существует. На рынок приходят новые участники, [&#8230;]</p>
<p>L’article <a rel="nofollow" href="https://transportmrabti.ma/kak-primenjat%d1%8c-indikator-cash-circulate-index-na/">Как Применять Индикатор Cash Circulate Index На Foreign Exchange</a> est apparu en premier sur <a rel="nofollow" href="https://transportmrabti.ma">Transport Mrabti</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Его разработал трейдер и писатель Билл Вильямс и описал как критерий реакции рынка на новый уровень объема. В конечном счёте, торговую систему приходится модернизировать не один раз, добавляя всё новые и новые фильтры либо отказываясь <a href="https://boriscooper.org/indikator-mfi-kak-polzovatsya-opisanie-i-osobennosti/">MFI индикатор</a> от устаревших. Безубыточных стратегий форекс, как и абсолютных рыночных индикаторов вряд ли существует. На рынок приходят новые участники, что отражает повышение объёма.</p>
<p>При анализе сигналов MFI необходимо следить за движением цены. Так, если индикатор принимает очень высокое значение и начинает падать ниже отметки 80, тогда как цена финансового инструмента продолжает расти, велика вероятность разворота цены вниз. Индекс денежных потоков (англ. Money Flow Index, или MFI) — это осциллятор, используемый техническими трейдерами для выявления перекупленных и перепроданных рынков.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="индикатор MFI и как он работает" src="https://boriscooper.org/wp-content/uploads/2021/08/2df7214e-339c-43ce-ae54-4e7223da52bb.jpg"/></p>
<p>Индикатор BW MFI построен в виде гистограммы из цветных полос (столбцов), благодаря которым можно анализировать ситуацию, царящую на рынке. Можно работать даже на 5-минутном графике, но старшие интервалы дают более четкий сигнал. Трейдер должен сам определить самый подходящий, он зависит от условий торговой системы.</p>
<p>Первоначально котировки будут двигаться в узком диапазоне, а затем произойдет резкий скачок, и цены с большой скоростью будут набирать обороты, то есть начнется сильный импульс. Такой подход анализа котировок создает большую точность значений. Цвет столбцов можно выбирать самостоятельно или использовать стандартные настройки. Остальные показатели нужно оставить <a href="https://www.youtube.com/results?search_query=%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81">форекс</a> рекомендованные разработчиком, конечно, если это не противоречит торговой стратегии трейдера.</p>
<h2>Базовые Паттерны Свечного Анализа В Торговле На Форекс</h2>
<p>Можно выбрать цветовую схему, а также нанести горизонтальные уровни, о&nbsp; которых речь пойдет дальше. Money Circulate Index расшифровывается как индекс денежного потока. Алгоритм был создан в 1989 году трейдерами Gene Quong и Avrum Soudack. Уже в первые годы после публикации этот индикатор был стал популярным, так как обладал одновременно простотой метода анализа и его высокой эффективностью. Было предпринято множество попыток усовершенствовать систему. На данный момент существуют различные улучшения, но они в большей степени касаются визуальной составляющей индикатора.</p>
<ul>
<li>На боковом рынке можно попробовать торговать от границ BB, если ширина канала от пунктов.</li>
<li>Достижение активом уровня перепроданности свидетельствуют о потенциальном развороте рынка, однако, не стоит расценивать эту ситуацию как сигнал о покупке.</li>
<li>Это классический метод, который прекрасно работает на многих индикаторах.</li>
<li>Это ценный инструмент для внутридневной и краткосрочной торговли.</li>
</ul>
<h2>Применение В Торговле На Финансовом Рынке Bw Mfi</h2>
<p>Скачать придется лишь модифицированную версию, но это разумно делать только после того, как трейдер научится работать со стандартным Cash Move Index. Обращаем ваше внимание, что несмотря <a href="https://boriscooper.org/">https://boriscooper.org/</a> на типичный вид осциллятора, он расположен в объемных индикаторах. Это означает, что не имеет смысла проводить тестирование на исторических данных или делать поиск в истории, поскольку это приведет к неточной информации. Это естественный процесс, когда индикатор подвергается перерисовке.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="индикатор MFI и как он работает" src="https://boriscooper.org/wp-content/uploads/2021/08/d3a57d5f-0c12-4fc2-94e6-f89c04f5d4b6-scaled.jpg"/></p>
<h2>Сигнальная Линия</h2>
<p>Как он работает и как на нем образуются сигналы, а также описание индикатора BW MFI было рассмотрено в нашей статье выше. Он появляется в инструменте как предвестник скорого окончания текущего рыночного тренда. В это время движение котировок на бирже начинает замедляться и образуется зона консолидации с узким диапазоном. Трейдеры, продавцы и покупатели ведут борьбу между собой, отстаивая свои позиции.</p>
<p>Считается, что это репрезентативный вариант, который позволяет оценивать если не сами объемы, то хотя бы изменений. Нет никакой разницы, сколько сегодня прошло контрактов по паре AUD/USD – 50млрд или 100млрд. Важно то, что сегодня вдвое больше, чем вчера, а конкретные цифры не так важны. Ведь тренды развиваются в том числе и на стоп-лоссах тех, кто торгует против основного направления. Простыми словами, показатель объемов трудно переоценить, а многие считают именно их основой торговли.</p>
<p>Поэтому трейдер должен внимательно следить за всеми изменениями рыночных котировок, и как только появится такой столбик, нужно быть готовым для принятия решения. Такой столбец образуется, когда на рынке происходят трендовые движения при маленьких объемах. То есть хотя на бирже и имеется действующий импульс, но интереса по каким-либо причинам он у спекулянтов не вызывает. В результате показатели индекса растут, но объемы при этом понижаются.</p>
<p>Несмотря на то, что стратегия построена всего на двух инструментах, она рассчитана на профессиональных трейдеров, умеющих быстро принимать нужные решения. Достижение активом уровня перепроданности свидетельствуют о потенциальном развороте рынка, однако, не стоит расценивать эту ситуацию как сигнал о покупке. Помимо индикации состояния перекупленности и перепроданности, индикатор индекса денежного потока также может помочь трейдерам определить дивергенцию на рынке. Грубо говоря, дивергенция происходит, когда цена движется в одну сторону, но показания индикатора продолжают указывать на противоположное направление. Когда такое состояние происходит на рынке, трейдеры могут интерпретировать его как верный признак того, что цена вскоре развернется по направлению показаний технического индикатора.</p>
<p>L’article <a rel="nofollow" href="https://transportmrabti.ma/kak-primenjat%d1%8c-indikator-cash-circulate-index-na/">Как Применять Индикатор Cash Circulate Index На Foreign Exchange</a> est apparu en premier sur <a rel="nofollow" href="https://transportmrabti.ma">Transport Mrabti</a>.</p>
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		<title>Купить Dogecoin DOGE с банковской карты без верификации или KYC</title>
		<link>https://transportmrabti.ma/kupit%d1%8c-dogecoin-doge-s-bankovskoj-karty-bez/</link>
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		<dc:creator><![CDATA[transport mrabti]]></dc:creator>
		<pubDate>Tue, 08 Aug 2023 15:50:52 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
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					<description><![CDATA[<p>И наконец, для полноценной работы потребуется базовое понимание Web3. OKX Wallet трейд бот — это децентрализованный кошелёк, связанный с популярной криптобиржей OKX. Он позволяет пользователям управлять своими активами, подключаться к Web3-приложениям и участвовать в DeFi-платформах. Проект высмеивал шумиху вокруг криптовалют и должен был помочь простым обывателям понять принцип работы технологии блокчейн. Изучить основы торговли Dogecoin [&#8230;]</p>
<p>L’article <a rel="nofollow" href="https://transportmrabti.ma/kupit%d1%8c-dogecoin-doge-s-bankovskoj-karty-bez/">Купить Dogecoin DOGE с банковской карты без верификации или KYC</a> est apparu en premier sur <a rel="nofollow" href="https://transportmrabti.ma">Transport Mrabti</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>И наконец, для полноценной работы потребуется базовое понимание Web3. OKX Wallet <a href="https://vizerunok.com.ua/bot-dlya-olimp-treyd/">трейд бот</a> — это децентрализованный кошелёк, связанный с популярной криптобиржей OKX. Он позволяет пользователям управлять своими активами, подключаться к Web3-приложениям и участвовать в DeFi-платформах.</p>
<p>Проект высмеивал шумиху вокруг криптовалют и должен был помочь простым обывателям понять принцип работы технологии блокчейн.</p>
<p>Изучить основы торговли Dogecoin просто, если вы уже имеете опыт инвестирования в обычные акции и товары. Однако, в отличие от обычных рыночных свойств, цифровые валюты существуют всего около десяти лет.. В результате факторы, влияющие на поведение цены, немного различаются. Например, следует учитывать развитие блокчейнов и правил, существующих на разных рынках, а также спрос и предложение. С этой точки зрения в этой части Учебника по торговле Dogecoin будут рассмотрены некоторые основы торговли. Также вы можете рассмотреть другие кошельки, такие как OKX Wallet, Zengo или аппаратные решения вроде Ledger и Trezor.</p>
<h2>Почему стоит рассмотреть покупку аппаратного кошелька после приобретения криптовалюты</h2>
<p>Это быстрый и простой способ купить криптовалюту напрямую с вашего банковского счета. Atomic Wallet и некоторые другие кошельки дают возможность купить криптовалюту прямо с карты (VISA, Mastercard, MIR) через подключенного провайдера платежей. Обращайте внимание на комиссионные сборы и минимальные/максимальные лимиты, в рамках которых вы можете приобрести монету. Пополнение счета таким образом занимает от 5 до 30 минут, это зависит от многих факторов, в частности, от банка, который обрабатывает транзакцию. Также убедитесь, что ваш кошелек поддерживает оплату с рублевых карт. Вы можете купить или продать Dogecoin на сайте надежной и известной биржи.</p>
<ul>
<li>Большинство бирж поддерживает возможность покупки криптовалюты за фиатные деньги, так что вы можете пополнить счет рублями/долларами и совершить операцию.</li>
<li>Многие пользователи используют этот коин для пожертвований или в качестве так называемых крипточаевых.</li>
<li>В конце каждого видео есть небольшой тест на закрепление.</li>
<li>Однако, он не является полностью децентрализованным решением.</li>
</ul>
<h2>В заключение: Dogecoin можно торговать несколькими способами.</h2>
<p>Платформа привлекает низкими комиссиями и скоростью транзакций. В зависимости от вашей стране, могут быть различные требования и комиссии при покупке Dogecoin через PayPal. Ledger — это один из самых известных аппаратных кошельков, предлагающий высокий уровень безопасности благодаря использованию защищенного чипа. Устройства Ledger (например, Nano S и Nano X) позволяют хранить приватные ключи в офлайн-режиме. Кошелёк доступен как в виде мобильного приложения, так и как расширение для браузера.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="dogecoin как купить" 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"/></p>
<h2>Курс Dogecoin</h2>
<p>Вы можете майнить криптовалюту Dogecoin и отслеживать любую информацию о транзакциях, поскольку она использует блокчейн. Однако криптовалюта не содержит ограничения на количество существующих монет. Не так много других мест, где можно купить Dogecoin с помощью кредитной или дебетовой карты.. Поскольку это небольшая нерегулируемая транзакция, вы должны доверять им данные своей кредитной карты. Bittrex — это цифровая валюта, базирующаяся в Соединенных Штатах, популярность которой с годами росла. Это означает, что вы должны купить или внести биткойны, чтобы обменять их на Doge.</p>
<h2>Простой способ приобрести DOGE</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="dogecoin как купить" 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"/></p>
<p>К оплате принимаются банковские карты, криптовалюты, PayPal и другие способы. PayPal принимается меньшим количеством криптовалютных бирж, чем кредитные карты. Это связано с тем, что клиенты будут сообщать о покупках в PayPal и получать свои деньги обратно. Очевидно, биржа не хочет, чтобы люди воровали криптовалюты.</p>
<ul>
<li>Еще один доступный и быстрый вариант купить догикоин и другие популярные криптовалюты — это крипто-обменники.</li>
<li>Trust Wallet — кошелек для криптовалют, выпущенный биржей Binance.</li>
<li>Некоторые сервисы даже предлагают kриптокошелек без верификации, что позволяет избежать дополнительных проверок личности и сохранить анонимность в процессе торговли.</li>
</ul>
<h2>Можно ли купить Dogecoin без прохождения KYC-верификации на ChangeHero?</h2>
<p>Это дорогой кошелек, который требует первоначальных затрат средств. С другой стороны, программные кошельки почти всегда бесплатны. Поскольку они сохраняют закрытые ключи Doge в автономном режиме на физическом компьютере, аппаратные кошельки считаются <a href="https://finprotect.info/brokerskaya-kompaniya-just2trade/">just2trade отзывы</a> безопасными. Ledger Nano S и Nano X общие модели, которые продвигают Dogecoin, а также более 1000 других криптовалют. Точно так же TREZOR One и TREZOR Model T также являются жизнеспособными вариантами.</p>
<h2>Купите аппаратный кошелёк Ledger для безопасного хранения Dogecoin</h2>
<p>Обучение состоит из модулей об основах технологии блокчейна, криптовалютах, децентрализованных финансах (DeFi), Web3, а также торговых и инвестиционных стратегиях. Если вы предпочитаете удобство и скорость, YoChange — хороший выбор. Если же важен выгодный курс и вы готовы потратить немного времени, обратите внимание на BestChange.</p>
<h2>Купить и продать Догикоин на криптобирже</h2>
<p>POLi — широко используемый способ оплаты для покупки криптовалюты. Критически важно вывести DOGE с помощью кошелька, который имеет доступ к вашему закрытому ключу.. Криптобиржи представляют собой рискованную среду для криптовалют. Загрузите кошелек, который поддерживает несколько свойств, например Jaxx. Аппаратный кошелек, такой как Ledger Nano X, является лучшим вариантом. Это верно для всех способов покупки Dogecoin, упомянутых ниже.</p>
<p>Покупка Dogecoin с Changelly — это лишь одно из тех мест, где вы можете сделать это практически в любой валюте (фиат или криптовалюта). Changelly — сервис быстрого перевода для этого нужен только адрес электронной почты для регистрации. Недостатком является то, что стоимость может быть чрезмерно высокой (особенно если вы покупаете Doge с помощью кредитной карты). Dogecoin популярен для благотворительных пожертвований и чаевых.</p>
<p>Криптовалютные биржи предоставляют наиболее широкий функционал для торговли. Большинство бирж поддерживает возможность покупки криптовалюты за фиатные деньги, так что вы можете пополнить счет рублями/долларами и совершить операцию. Долго хранить купленную криптовалюту на бирже не рекомендуется, лучше вывести ее на внешний надежный кошелек. Для начала инвестирования в DOGE нужно знать, как купить Dogecoin.</p>
<p>С ним монеты всегда в безопасности и под вашим контролем. Это делают даже более крупные проекты, такие как Ethereum. Тем не менее, если на рынок догикоинов начнут заходить институционалы, то возможно, что стратегию придется пересмотреть. Dogecoin — это популярная <a href="https://fxdu.net/glubina-rynka-chto-eto/">глубина рынка: что это</a> криптовалюта, изначально созданная как шутка, но ставшая востребованной благодаря поддержке сообщества и известных личностей. В этой статье вы узнаете о самых безопасных и эффективных способах покупки DOGE в России в 2024 году.</p>
<p>L’article <a rel="nofollow" href="https://transportmrabti.ma/kupit%d1%8c-dogecoin-doge-s-bankovskoj-karty-bez/">Купить Dogecoin DOGE с банковской карты без верификации или KYC</a> est apparu en premier sur <a rel="nofollow" href="https://transportmrabti.ma">Transport Mrabti</a>.</p>
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		<title>How to Calculate Common Stock Outstanding From a Balance Sheet The Motley Fool</title>
		<link>https://transportmrabti.ma/how-to-calculate-common-stock-outstanding-from-a/</link>
					<comments>https://transportmrabti.ma/how-to-calculate-common-stock-outstanding-from-a/#respond</comments>
		
		<dc:creator><![CDATA[transport mrabti]]></dc:creator>
		<pubDate>Fri, 29 Jul 2022 15:20:37 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://transportmrabti.ma/?p=22442</guid>

					<description><![CDATA[<p>Basic shares mean the number of outstanding stocks currently outstanding, while the fully diluted number considers things such as warrants, capital notes, and convertible stock. In other words, the fully diluted number of Stocks outstanding tells you how many outstanding stocks there could potentially be. As we’ve already seen, the number of a company’s outstanding [&#8230;]</p>
<p>L’article <a rel="nofollow" href="https://transportmrabti.ma/how-to-calculate-common-stock-outstanding-from-a/">How to Calculate Common Stock Outstanding From a Balance Sheet The Motley Fool</a> est apparu en premier sur <a rel="nofollow" href="https://transportmrabti.ma">Transport Mrabti</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/accountants-5.svg" width="258px" alt="how to find number of shares outstanding on balance sheet"/></p>
<p>Basic shares mean the number of outstanding stocks currently outstanding, while the fully diluted number considers things such as warrants, capital notes, and convertible stock. In other words, the fully diluted number of Stocks outstanding tells you how many outstanding stocks there could potentially be. As we’ve already seen, the number of a company’s outstanding shares can vary over time, sometimes fluctuating a great deal. A company could issue new shares, buy back shares, retire existing shares, or even convert employee options into shares.</p>
<ul>
<li>You can find shares outstanding at the top of a company&#8217;s 10-Q or 10-K filing.</li>
<li>Also, common stock outstanding has direct implications on your ownership level.</li>
<li>This increases the number of shares outstanding, which in turn reduces the reported earnings per share, while reducing the ownership percentage for the existing shareholders.</li>
<li>Shares outstanding alone are not a definitive indicator of company value; they must be evaluated alongside other factors like earnings and market price.</li>
<li>It also offered 3,000 shares to each of the two managing directors and has 5,600 treasury shares.</li>
<li>Just take the market capitalization figure and divide it by the share price.</li>
<li>Similarly, such stocks holders can claim there share if the company dissolves or goes bankrupt, only after all the debtholders are paid.</li>
</ul>
<h2>Essential Financial Formulas You Should Know</h2>
<p>Outstanding shares are those owned by stockholders, company officials, and investors in the public domain, including retail investors, institutional investors, and insiders. The number of shares outstanding doesn&#8217;t really tell you all that much because a preferred share can be issued in any amount, though $25 and $100 par values are common. You need to look to the next column in the balance sheet, where you can see there is about $22.3 billion of preferred stock outstanding at the end of 2015 vs. $19.3 billion at the end of 2014.</p>
<ul>
<li>Market capitalization is calculated by multiplying the number of outstanding shares by the current share price, using the number of shares as a key denominator in this equation.</li>
<li>They’re used by investors, analysts, and company executives to assess a company’s market value.</li>
<li>600 shares are issued as floating shares to the general public, 200 are issued as restricted shares to company insiders, and 200 are kept in the company’s treasury.</li>
<li>Thus, from the above details, we can understand the various valuation of common stock.</li>
<li>It is a much better analysis option, instead of depending on the share price, which is dynamic and subject to constant market fluctuations.</li>
</ul>
<h2>It&#8217;s used to calculate financial metrics</h2>
<p>Helpful Fool Company&#8217;s board has elected to <a href="https://www.linkedin.com/posts/bookstime_financial-forecasting-helps-startups-set-activity-7348746246943129601-0A0T/">Financial Forecasting For Startups</a> issue just 2,000 shares at this time. Therefore, the company currently has authorized 5,000 shares and has 2,000 shares issued and outstanding. Regulatory filings  for publicly traded companies enhance transparency and  provide additional information about shares outstanding.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/carson.png" width="255px" alt="how to find number of shares outstanding on balance sheet"/></p>
<h2>Use Cases for Calculations</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/Cathi-Green.png" width="257px" alt="how to find number of shares outstanding on balance sheet"/></p>
<p>In the first 6-month reporting period, the company has 100,000 <a href="https://www.bookstime.com/articles/how-to-calculate-shares-outstanding">how to find number of shares outstanding on balance sheet</a> shares outstanding. In the second 6-month period, the company’s number of shares outstanding is 150,000. If you know the market cap of a company and you know its share price, then figuring out the number of outstanding shares is easy. For example, if a company has issued 20 million shares and has treasury stocks of 7 million, its shares outstanding are 13 million. Think of authorized stock as the absolute maximum number of shares that can be available on the market for trading. And you can find the value within a company’s balance sheet’s capital accounts section.</p>
<h2>Shares Outstanding Formula</h2>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/56sQoJ-8e98' frameborder='0' alt='how to find number of shares outstanding on balance sheet' allowfullscreen></iframe></div>
<p>The number of outstanding shares is calculated by subtracting treasury stock from the shares issued. Generally, you won&#8217;t need to calculate this number yourself and it will be listed for you on a company&#8217;s 10-Q or 10-K filing. Many companies buy back shares as part of their capital allocation strategy. When a company buys back its own shares, that stock is accounted for as &#8220;treasury stock&#8221; on its balance sheet.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_1-2-300x200.png" width="259px" alt="how to find number of shares outstanding on balance sheet"/></p>
<p>The number of outstanding shares also affects a company&#8217;s ability to generate capital through future <a href="https://www.google.com/search?q=income+summary">income summary</a> stock issuances. Floating shares represent a company&#8217;s active shares or turnover among various investors in the market, except for parties holding a significant capital share. The information includes the number of authorized shares and the maximum amount of shares the company can issue. Share buybacks reduce the number of outstanding shares and must be factored into the calculation from the buyback date. Regulatory frameworks, such as SEC Rule 10b-18, outline conditions for executing buybacks, helping companies avoid inflating EPS through reductions in share count.</p>
<h2>Examples and Calculations</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/shutterstock_1821914234-300x158.jpg" width="254px" alt="how to find number of shares outstanding on balance sheet"/></p>
<p>Shares outstanding directly impact a company’s market capitalization, a critical measure of its total market value. Market capitalization is calculated by multiplying the number of outstanding shares by the current share price, using the number of shares as a key denominator in this equation. An increase in the number of outstanding shares, often due to stock issuances, option exercises, or convertible bonds, can lead to a higher market cap if the share price remains stable. Understanding this relationship is crucial for investors when assessing company growth, evaluating investment risk, and comparing companies of different sizes in the same industry. Moreover, resources like FINRA provide valuable insights into the financial health and market activities of companies. Calculating the weighted average common shares outstanding is a key step in determining earnings per share (EPS), a critical metric for assessing a company’s financial performance.</p>
<p>L’article <a rel="nofollow" href="https://transportmrabti.ma/how-to-calculate-common-stock-outstanding-from-a/">How to Calculate Common Stock Outstanding From a Balance Sheet The Motley Fool</a> est apparu en premier sur <a rel="nofollow" href="https://transportmrabti.ma">Transport Mrabti</a>.</p>
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