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	<title>Fai da Te: +5000 Guide e Progetti Creativi | Bricoportale.it</title>
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	<description>Guide pratiche per il fai da te, la casa, il legno e il giardino</description>
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		<title>Madia: storia e trasformazione di un mobile che non è mai passato di moda</title>
		<link>https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/credenze-e-buffet/madia-storia-e-trasformazione/</link>
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		<dc:creator><![CDATA[Redazione Bricoportale]]></dc:creator>
		<pubDate>Mon, 02 Nov 2026 13:18:00 +0000</pubDate>
				<category><![CDATA[Credenze e buffet]]></category>
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					<description><![CDATA[<p>Ci sono mobili che nascono per rispondere a un&#x27;esigenza molto precisa e che, con il passare del tempo, finiscono per assumere una funzione completamente diversa. La madia è uno di questi. Oggi la associamo soprattutto agli ambienti contemporanei, alle linee essenziali e ai sistemi contenitore. Ma le sue origini sono molto più semplici: la madia [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/credenze-e-buffet/madia-storia-e-trasformazione/" data-wpel-link="internal">Madia: storia e trasformazione di un mobile che non è mai passato di moda</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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0N54wqxyNLqjSyGDQk+44eVXhmgCpdcl1CSOfpPUmoFV+slvVo7GpiJ7TSPXiOImXwXsdmvHqLXSJLi2TYTe4+8OZPdnmKVLwtvfLCzlvJ5IAgQ+JgDfDVW+37tOV/RDmRe3MOhDPhyQwdirDfBMO4aKsrTwUfyelXzN2568lygc5j7vvkM8uGCW52xLJ2QuK3oLB9nB/15r0DdvVX7rQm78hWxlxEaVh/90qn2dr/rZZEOSAG/MGVc3TVK1Ipj9/WiwW0XkW9dPCgTtsebfeGCApTOn7meWLwQXd7JrUvsJsdzY/7HwmDY4nTkURv4m48WNnktqukQow6rofI9qoLCMEhZW4ZFvm2Wz0sdMFHqh3sdfr9VfJ3KdDyKdzz0uLlAoMCCVkgSX3Uot/TONWD+LKSY9GVLzqRGKo50z25TH/ePw175+ig4PIRCRiVtFaj66C8cxgbQTPGvEhgMrejbqNCbWUFaWXIf2ftyRZtPHe9QL4P9zk81SUanOWZxoavDx8insyhtOtyngw6C0hJFK2yBVuTAJogbEcTcHeBLUg3hYYeSLxRcxDQI2v/CjLXxSenEhY9yx8E7GzBuXKudv3Bgg6WsqDiCAhUFYIU7CPoF/hIVwKD9+OqBHSAjaKUcS8jV9O4PTxGhH8XTgTcotm667c0VYgmNU2d7ZDl99o3bFvqju/TDJwj3vWeEKT7eWWE4nbmT6IIW2A+vUzCNJD7rHes8NEywRuXbW/xiYvvmFIBgwoKyhKFNkLI9B9rgQOy7HUAb7zbYA0ozOVUVX4rPNdDYj4CAkzSzialzlsdFWOW9VNzvOPZIY0ezBhvszA7qzzhpk2zzYlgzUDn9II7taGQm/3eYqmFW4i+bciAGVvBM3DXshsM3phn4zqc58Zh4eGfba5zxB6uuwnYpmnr1O0zSLxEJ6PiaIxG4d5ZB0zlRHt/IZ9FN94XR6SBw5omY2jfjhw23s1tNOY0ykgFiV8VXmJvMvO1oSvn/GUc6d5/mDLZ35TVOJhbuLQpg+QUJPNfVJg6CLgbmAxp2OZnnWctKtKqM4cRUUFjzfTTwWE2fMEKRg+oFio2gpdlK93Qc4Yszpr+ph9xhhoQfsMeDaXZksbiseC51yAU/aiPHVVCtZjEdds+UjigxQDfa4EZ0nlxwJvueN6x4seD8/4jmGYJgf6XEjj6fkaO/7Qf6L5/vVpSQqKCWbMdStWOm27vL+VzxeosDlOgvsvBHXgLbHBbWx3i0C7hEM/pgEDUO83HzqDqoBxXIirbXqK+i5B4zVtV+C1R4gLcAoHX6uNoGdOBW6U/rCa2qJQaIDQ80qHNOj7NA4xY1JEoPQ6sWMbiyt41Mg6Hhu48tPVSnFm7CXSwB8r677u5vb4dXFt0Y5LBgDZcq/MdRqsgcOEZV5yCuKf4EGbOWS5IPsSE4ggO0q/1Vo9YhvpjISBQssbp3TwmFXHM2I0s10vogf0YlMhsULSUY1q5eOybAfguFby6chSOElDQOczkUF7Qo+JDuIMO7MY3baz+nFDSR/QNEEjARfzg2tAfiABGpg8c//xyCoVcS4W461RF3ke2Xtl7dILQJQalQLtgIpPjkJVeWtVkS12/EfVfJTMlNkwjvijrpHzLHOMUqdP/3vp0lM+b7wROpM+JVBBY2s96p9JkicRM6HD5OrFCZlXXSBnbUilMk7eYKS7tFPfiR7rNA1T7nW1OmGl+6ShWRLdsk3rTqPc59gmImMs7tL7jQMo+KqbRe/s29AxEy/YSsoNFf15UjY91Ch5xoYGUe2aeufWpOc2y2jf44OYqu55+fH8ySR56lphbgOgX3A2Nu2iV7u97Ar7LZiXijUTAgX5ZjGXxOB9NE0H91Sx2FbDFvBYQZiW5DvMWbbWN0O4+SpGckQyDSBLFPylpOaaNP2nwkYr3cuwLarr95WMhWLoiyidCtDDR5f2MO0jhcnridVn8PS2eonEMvHcFCxjVWOgdqEqaVu69iMdqEVlyJHfSBU3YTX9wTDqO+KhTs2+EGtW1EcFC9sxP4TU3DVIZ93fyB+MNAas3b1iwdXMXJWPZS6tPo/hpSssDN6GtkuCiWf70QF+i62lfhdTDnkQzzF51uYnYV3NoYj6wZ5Z7R4RTOdWSvk2H/vFL5rSPV27oMgN3khKqL+KgUbpD3MDxq13PATfgKPdC+JHMjwJq6GYIezpDuyAxZGqnEurgoIYsV7Bu0yHGqJ58VJAkI7/Jts6CIi5ELc+81KXFpV1AmcOyRJ0v9fPnKhOhLUAVEN2RQ8l4pf9YmX7rTkV6TbuydyIkR3/9TfERIPQ/3ZPtQtELKP75778oLon5f6Dn68mJaz93WTYkYVY5aoV4VrkpnAktNcxKOmg5HJO5MC18Va8F/1lh9GWRKaMaDjKP4M/yJNIrdwbvPNkEeHl2FwAf4SnqQ4UFte8w6BzC1v4At2l9Gg4FN8Gny8QmhylKcGI9cNCx3j4XPH/HKTIVsO4XtPLQAyBSvtTaUOTBSjhq8IbK5xjjOzSy6BMTUCdZqWmyqwDuXBWtMBCfc6EVW+9dUsVlaYyQhckhcfWWg7+8hwm4Uon88/Npzf3tAYaLgJi3tmPlNnUTxYWzd4O/qG8BEKtSb7hn8yVqPlpOksbdnCp6IwCNLcipR/JOPUSyLBwbZKWHm2mTOBpAD+8JCbRd4jtlnW2+vOWcjAsZttxftJ/Vhpk7lovdGUz2REUWxrrKSs9Hk7FkF6jQwAFD6HE04Y4bOLsoozP5Z0ZSVk0PRxoqaC5BulV/YpH8aj3SpC2fwGdiVZJSy1qWYsNKzAXqe16+ca6BUOHQ/Xlv/vs2BcLEYd7kl+Vi5sAyC9noVVEKf3VddKyIlXnW2Hza+H5xV+l3aQdTqAT08mZSYlhEyHfdvOhIrMQ69SrWGVMg9Qw4d1nDyIrdH5b2vRBAUZZ26zePZXb0AS69cBOd8PkG3RigX072fXimBDfhJQpfReNuQJii1+yR5PmTYkXGSE6Fn4RN4lEc6Ors1XR0n00xVCg1L/l/3nsfbWIRTRgObBsbHq9Jlq0VI/BZSsL0wHJQEOXWhieWfV/B2kxTWJkQKT/WQsV6SNJKG8zMSyJdx3Sd0t6EawA4oM59hCMkZxoX/Yx9mLWKptgdIvrHUKA74D4VdsxPHQqN+mTPOYyCC5mln7MY2D7J2JtkpoiA5GaNoQSttYcxRxAPY2tcfvvCCmTEOUr6Kl+OTMpMHxVJw+0lobEMN6Weo4WP8sCm3zXDVhlo9Pzo7eyOKYUuFElPS+ieSYQMm6N0vt33I3yPC+ZOIcLgPsyHRC1k2aw/zCHpq40okz0fNGUT1Ym/vrcMb5Bb4lIY1mAy+yZZB+dMBaNlopfOnlp7JOT00SJilOnekTRmVQFxXsO9lnHnt+zgtmbI2ghZ/K+W5T9z6fJN36TjI+Ozt5zyNn4jRsASaMbK2IkfmsnTvEzWydazDs+rlbTm6GFbh9mJAtGkwWaXrDzMnEEZm1Pkz60zyWP5PG3MrJrz6OaScycisRza8sx2JclcdyRFSTMP65ayb5xYcoq5gXOdb4znFRFJBS3Np59xjc51f1oHMa2NrNjBCDJDm10I96ATMGRuTu0+f4wHKZM8sCqAH+UYmWD02+IJbfUJIzC22xhuTPpnYRYQZ2sOYTuSWtOGiPhOrDEfQCmRJj/LuYJL6EAcjNtNgyZiQ4boZAc4KJtaI0QxxoR05GMaFyceaxKQ7Xj+dbS70drV++wt7Dgznz8AmOPg1zczrXcws6wRfMKs4t2MqgJJpkVp0r8zruluzY3is8gb4dW8+aGCwtTCD9bDw/dKXQQuZ9LvRvf7EL2+VD4DDLBBOETCxvvUn4qdCmZmxwsTq22AEoQmCQf7MgaxFIpcihumi1pLQ2tCie6D9rkved+hdHE2eMtlwTv0TpJl65CatfOp7HUkUqo9aLC/9Qp3OikGcRc+x7E47NeIju8A36C6ER8QRWTCrd/U9Oe/x0hDrNwAr0DyzqztGzzahhDvT6BKhqNZ38wyoqoeJZNbI2Pwmcw4l95PjHl5780Fd/DlLAbO+ZCNcP835PTrIMq9pTfeGmMfgHglLKry6q2fZMmOHppGb40rPW8eSLWlPxFjGkRAckmUqx98YqzlRa3U5tpD7gqYHdD9mcp1/LxDU+nuFkfUtOGIdM5YSFsUnjDxhNOXfu2+88zKmX3hiW6vcJVX0IaKSIi3RLevrN8DZHrac0j91OaJu/KvYQuZe8kylOE2kKSMxTCnY8suHCmscTQhZeLgBQx+RAdhLEi3J5PKSOEeBE/j4DGRLW/lvo9bYyHGJsBljCXV9Hjdcv7Bv621NC14HTvmSG4pu3c9U0plEeypSoDbmfvJE41IphkVC7HNvkycYG69TUz+KSxJfqyAItNvhc1WXFzHEcS+aYlc1/xa+o0mLE1r4bA/B3a8qqjTlDB8UMhbQaAtQQ4KIHanDoCZwLJt8lCyALff0BWbLwnzYBh//MhwjJSr1L2VnG8PvFx3oSfAwwjg4F+W1huV16Mj9JAQpEmKCUObOLZwc8cx9/aPw4uWhIWAXPP0yWnAuSE0I4O62eWUIH4kc/1TgVNJpV4/9PnltkJsyXcB8lQt/AvP41ntaSdTOaHMqjQMWXOEPYDp6qy+V/VUG9xfl+E5XcvZpS6sByNZLFhRDullCnYfn2XLYxBKYBJUGMe31X/kWbY46EavM/o9LOtXCPrsCQx9hlvKrcIwc1V1C4r6PWKrYU0bB7qsU/l1lWvR5Qo8y4U/dGDHPXqM12SY5EwnlszI3wa2UaxHqct7McOHNFw67L4kxuYtY0zhvGEc8ikP9Impb368ALa/bxogETPcYnFNTR/B3dDndKkTgnBA3n/xO3ZsTPWMsikgwPdiqJzCGvlnJK2PM8C3zhhPv/hIXutmuktGGA9pJDm8w6tQ1mGDzA8wp0eAaRJSDUlAD4zj/fIcqTn90QfsPJcvxNmlJpaf1ygUEVA2g6LdGq8YrrgVbsG+AJ8t5hP1qKkQvBnYsQcyvRItMxJ7HBiAltDLTEhclaz8uFkgAT1WYILrRGtymDG/1NVwJjDhYeLh4sBWH8lAXGPhY4avDsLwHCvazMe4Raq0aTCOkpd/KnqaC626B9dLPq6rGBGDbU7oxIZQ4Q6lxgCLf5D9Q4ZY12DK9LoSDwjPcfKizia/9MuUBeAQ2+EiOlXkU8zkegxJPXwcnW5dvDwHM4YOJ2AlcEDBW2c5pdElqcGHQa4PPHsoRtYnrLmd5/5oEdJPL5o/TEEQLscgrMaIfnv07EK2ZCpZRRY5/KQSCdxoDYIGidGEYKq7bSquI34l2b15CMfOWUGhQofoZXwBi5nKLqqnQt4noWPv6HShP34/Rc9n++OpjAW/4bOpWHkgedCNE+LqdfC8KJeLowvq4XDTrYm0PqSDpxrKM3cYev4rc2B8ImwCyrgVMoNeRMH4jwXrfIAsCRT3SEZJCYR7bJPAST/tz910AkL6VmyLb3sV5G/GTfV9kJ922e7I9MBoTCTtBjDyvPzt9egqhX4j3ZITbrE/fR7hs/mFusHLtaMwwEulXp4zieEcxtD3MUzZc/HmoEXuF3brTnp0zPcBHi5upSPMAWJS26OcNpEfO/Eoub4ILUFawRBo1eZi3GN6UPwYgaQiQqO600c+g4u8K1fyWzVX0PgtcBrMlCnAoHuWzTUYkb5P5Xj6peccNp+DvCnyCtV49+TntHiQAixEuJRlA2bN2qQfdisLy3h7/CnNPivVFrZ3dOmdIT5cM94cptkyT0vv1Sf21vCHO7qhA2O9bnzv/pm+UBDIO7agiSDbh5a+Nh7Ws4YNLF8VpNGqQ4IlTdk09nTa7qsWYYoho3v/RhQSjm6XS7hkL/4X/ye3i+uXsVIQSwglOe0spTMD0ysKNJyzN38b1RTRrBzqW/NeY6Y3TMld8qhPJvUoLdQlQOA4djD+X7ebY+9qjiUWOYXuHTNGv3ZA5a39n0ZxfY+qV7g+ii6ANnkyTGrFSuVhYTuFdF9f/rVPymc8fe7XpD883AiPhaCZ2tvgi3OSUHGSukM9tX7wYHIpuwY1iNSUIYZQNtCNdVgEjLq/YDw8oUrSh3jF0ftaFKL2JomWZcshqCCt4x5wqU+CbgRPI0WlKOJBypvbw1VZTF0nTK4BI+P1nICu21KhDf6qblqxt3ugEJjsaPqNUzVEXHuDSTDrS6V5wzQLGjXd5PiLEMxtB4/6NwsEt6LhCplHj1Vl9JPnSJ1khDk1m1cMDumtzQxFo23TOBK8Mxsj9lCW6oPb9DwWS/7IzxLSs80oZGQOBUN5Q3+9hcjAGW+px4PD9vEnmrx5GGd8aTDumparFk7Z9JzYF7Lx15JS3h74zB5xPIcPTKFQQYWgDgowEiHtbCYwlKMMKMjv2nqlLwSc5KBzogheDnX1k+03zOBRlW6lBOJQMhXrfTI2o9e5mP+9f5YtnTqv9r7tzIwna7HC7lbD13lpmazlkZeT6XozYac2cXhxzi0ZvZHTBDKqXKDmFJUORRPgRjwNCNrvqVbjeuoYDmszeRe/0IGdCa2BrhfKlCuPQ7oIW484j4Mk1IxLbguB/06tH48S2+a1dO6jlDRHlrdMJva8bXegZiM83zbE9DJiUdjPBUn/JcDcmjzZxitcU6wt48VPNcTUEOZWRY4fiijtRqyVwx6AyaJVxEARewGXs0vmIdhmgfBmzRx5Z7TGt0YJZa2OWT+l5O5XDSvgI6u6qCJj9+b9BMC+t7Fi3QOtLH3pzkoiCPKFTkFJRWITyPbEt+0TXsnxI+/C6dxagQkqpNnOWVlhbCkfjtfqRc4fJGJhspe+K/zHB1KkmbsyILkyb3oCYui9YVVGX37QguM8WjXVGo3DD1dFyVKtUd3nY3L2b5x00ekSkhUbz+5LsvrX+SfuuGhGpkE/HvH59uF1IsPZrwZYwo0MZhf1ZqAFnROgYluGxC+FyWsyu6Ycn5UvQttxiRZvrbyfLzE/h5xfhBu3AqY+BHn6Fwklt36lhZNlW51Q/GO1L4efq+yL0iShDzQnzGetqJziZRc6e1Vx1jTS6yckHhWVq+4IgAWbAEy0miWBtau6htXyeK+7SoioaY+5OLHnPChCLdAr+eHqsufcKroir572EO90hUyFS7RaN2IigeLugKn6mZ53ePWrep1S3IXBf9RLCgAT4eGAl11V7xMe8VNTUDniE/g2PkV28UpQ3b32391ZdxvjUuvcGz61xCEJzSSVYsIKA5UGFNrCLMMOT/ANU2XU1xCWzTRDPoKdUiBaQ78J0SghulLgLjJiERGCNjsFOj5ZvzHCa0galAxMgS4duPBO28H7/nLKoMywh8suPo6jO86tHGzcZp+EBS8Rq+kYQjynUhI/jUTuuxPkT5VkJ2eGCnDFtsdux3Z8hW6S9vEcQ177dbtA0Z3L/83c2RPsa9L5RDKzav0V+12WofVYhntZjbSNe6CAQLlms9s+JJhRUEWAjDovuhtapIhIH7mP06oQpGfYaMf2wV1pX7NiK2tQ/YyCHZVFyx3IBCL/TcxyIByI5AkBQJG1FbbJQRdJjJmHkucSA2hhwl14A2N4DLN6j0nFI9eRsaQ3xVi9FPT4z0hAGxpOCdtCm0Q7p9nLTclEQ52+02PQKCxLXuCMGFcHo1TGCVj2RLjq6CCFiYQSb2ol3vxkkKKx1lKw6TJ3vcIYa7fEbmpDa1sZpIK8BJ2yqmCy9EAAYHrdivJhfFq/j/YLpmJibaNaRUw0kkGJlHS6Z6rO96oBkVrj5P/cno5qlx4Jv0Ds30GS2h0FR54AZX5jDZdKcHc+TqYqLncLXb6F6djv15uuJaAAD++Vjcn3eiFyDj169/71LM/7zwn/K1tr6p1ZMMtiVklcs1OvLItLZdwtpbLramgOFQr9r4MGUt6UfdzEeXc1GyXzJaFBQsNGSEpevteLnoltreSEwQhblZPW9IYgDXcRR7FrCo2uxCHmzpnqCPRACGVovOENM172TBfwPFUoDiYuZGyyFV0shUa7A/Vo89XLipcVMfk+8/S9btBQAFBsAAAAFqrMkcBrhE56q+kha1IAc7J29BDhZleD8AZJK5LbHoIK2FUas7xq/H3CtuLldnkArwV304EwXPd9CV4QBAACfSWcm74q4Kpkn8qugEZqN0SOcoqMgS4JkwfkJgA5sPl2Vn/h4WioM65HvuoBSFsM7G7/oPkC819ogOhaXV0bd7V71k7NPbx67GaGCBVg/XTHQ1HDGLxAeXZ1YtAEZkQQA025bPlqyNQK79gIpcLhd7lMbZCA60OJyo+2r7sEcmQFCgFVzioQZr5NvMZui/A3fZ6FanU1DtiOtQvfcvOxy9e9DIi3GA0G+NjoZBvLcwQ+PlGqF45SkVvKaDLaJyXeLsOUUXLjAHuxbCy2DgjXuKDAD0X31VldsG5WXTysIzs4xs644eRYkJZoz8b/q/3QqoQ0AGZNwcCJ+lk6bLGTVyJ4cQJR5Z04yjx0NNUmcqaZKIleRx+G6CW6Z8RFGH3v8b/afcqMslW3sW7l8FH/WNPHPcSiroPArPBQJ13zYAAAAQ6Dqfb2Qm8+uzRJKeKLyoxDzzVusy0M5OlCRkwUMRTXoOHO3poDPI9vcKoayswy4nLD8cygV7P0WsX72ZUoGgRPIoE8htzytO5b5mguvoby/POqSwmMnnt67T0ow+w2JAOzyVmYqYAxKGzD2JgNcPlHzifwFECPOd39hCkUOMmlsbfASZYsiaAAE0WwACbSE57ioEmGPrN2scs25h5etxAbRwQNUmEyi+kAcHndiULD9Hl8NIRgUICLIY/DAmDWRy89GcpyM4pt92K/IkZdVBxz2Uegs0kIw6A9ROTgCVga0jRjS3l8jwBMgVpcYX2O6PFnwx+Nfgjgu9aIHRm298AzeOXjSwAMXPc72p/Yivp2sV6TVwiiOy7Tg/8KKhYTVlzHHe54gE7+xE4zbFmmy6BrLgX9N77+cNLSQSj0CY0LqA1qz3zjEaCM0zvo14+jAAm8t5FNVELqPfWxrEsTALmzseBpSXu1yiBZ8Th44kQ98EtpVJBzc24yO6eq+mSAoByDrAAAUrfEuK4odEzH1pfZl1m+R7FWr+zLiS2UNd4nuR0zvjSMrBTE41lc6Bru0YQQUru/+UgqITvjV29YMXDumGSVpQlfiB9scbrW8C6YJydWCMtELrJkR6orz8ZUbsU8+CggO3FmUyjFd99LN/I8g0k5hGst+78VOrECoOxDhJu8AA3KlOXk0c0lWxuEfvLhqnaV72vK3Ueh0TKXKTQQ4mJ0iWcDSo+Gtw4yt4PE4pgcJoM629OQDiKuQgg7R5hHDCW5Skp0VPbNKzXRmfth7jHF+5xhIYfTpAVlvIO1H5rdAgrNiF5Dr1/A+Svm9/Bzjb0Y/8KAhs4Fvsq86HEDKs/csoywANT7RIBLVvJtXUdIusSZo+hf2WeJLnf6b9KtSdfQeruyvdwWxJ30JFAuNWa6KvVZ5ccNECtE/ip5bt79pIdUIEvT3Jxwcny2KwHaxt6e4lItKzTz1mLNmG1H9DGP3XMZxCRckY4a00Pkq4ImWpkYX+AAl7h+p1iofM4dR/Z/rVCnslqs+hwIkHcIWN53wc5c9QujE96skAyNMOGdk970JEthCORRqNRVGfz8wwO3cSVkis/fa953L7MuR3l6Gb0k0LmaQ+HmYAa8g0Gk+VzWs9U7wnwcyxKtgA+x6eUlIkIAB7+xTrErF5/0lXjF13QVVSnEzVeroxW6U3lmEWcPGOfWDodu2zBuEysFVgnNWVRU9ob2PVND4TEQjFEClpE0J6jnORbynZsphUimwM2CQyUWUZI4/No8+pQwjoNF6fHOkyNkAShBOG+JJTIZx5a7oRHl+Y8KAcTJFpufm3dy1xVDDrpfsCTJvp7bakQn+1kLj1BMQ9fhipxRQaY4FGTqVHxiPPzE6LkymiRb5VQpyf2opTjl4EbL7RIfZbmYlBAqVASyAxRp+tY/avGY9WulLFwUzLQSGE3rXtt/k6Ns4EA67B/kmAGLTeBv/ZguUAADklnnEZE1hTR/+iX4pSCMzL8oV06sIWR+Ux6zzgT4ZgEC24AIOjjtxkPz2SvOp+YrJR/iUQI4XAvZVfBx1es6wcapoW/0PKsibS+xBIkHRH7pOk2jGMfTAh6kXMD7QURqt+dEo+kcv5JpGRaYZZjSVIrUXXE0xB1hzxML1lpfvKTba5Swd6tZFeA4XklHzJlbXFzGGn5qUQpwdApWjH1sXjs1DKpqR2xzpUrA+3bx3qt8eMLlJjkAIwf9uXrgTwQMppjNnT22rme0AJ9BKB3QH+dGlD8kkXOCPktG3B5VeRCzECYlDhi2IVpJXMLDjNDsKYnlSJgq5+2oiiw2C7ap+NrtEpCya25L2yWhhw4xurW0yCBhylvKEjbP90JwRDMDhQGvR4DIcI5Y3kCmOeWvn74Yae+pYjvpTAlNNdgvndZ8KgDawPtEu8UfMMAAGKeAHMZrvqgUsIXC2XWYdvYDeMnMYDbl7CY0GUxBoLMACB5sjkrQgFzuJqPoJ6lmJ8u6AdUBbhehJ2Lyxj1kOJRgy2X3xsetxgp29nXCnzjZPQppmEWNjG1KmusOiC/6E6BnEfh/Gg14Ky3kR+/hghl6mwTSyf0oAhi4zOf1oUDcCRd5tpUL3U2DZIraKlwHmW0LykXiRFQVuotWY9IPeL86hXMiGS2cYWABBLACRkESkxxvpvEsWuPUbMW2ksMmp1VgoeANTsexGkUhanWv7Im8sdRDwZuzLHDsEyWhuVztoOKyBbyHyqCf2JqMPGJWP7esV9fyz+BJEVRc8pqNRNGyYffpYGvHa+A9gAMegBQ2hINCKPbE9RQyL5gtPA9K0ghcpiB6jZTKRh1hWFBLZEqtWJClCz3bbVN01DNByi62Lirgb82G/yuxWrR7n8pLhkM2eyUfVWJGPlYKRDbgUvygCLJ367hYyUBqAACKkNjw65HYgukOVjDISS2yAT7yqRGCGSSUnDfxtePGo3wWk/PJtJ1JW2KyzCjM5DLBZzsARUiCfGL7ieBS3ej1y3vgocggLWen46p0yD77MXWMqQabxOKKTG5wCAAAAGbD9chcH5X2TNPY35tu0ZLl7YjTx/pEOZNdL5dHeCYM/AaXfEOPKnUnNfbs+UDL3lu5xrDAsDBhHoO7SBfHAPrBZwGsAUmUQEQADAc7LdJwvboC4hWlkPnBUiuifrSLq+CLOOdPIXSsFGF1x82bYJtATPaiS76uMSt9WAWFfWq+n+wW/gRgRURNY+wY9wBXXvOUAaFgAAADlE+dOYL7/kkd3oWmV/EgDXSgVLnYg5VlR9xHMvn8FiWQrrlLvtCTGpPc2rNjU8q6va3cAEZNaALAAF23dJ8aso+ckPxCO7rZJXhA1oAxBVxzMvzH2osQCX4NvFYs2eSnwkrYECH0kc41Uz0v6AX4T0V6w6NiZ8eHFdQu4glGN98dcPPvQT+QK6uTuY9mAB3oABP+IZ7luUd0+f9rVaYk8QvSr/DAthIlG9hmr2YCWTqYyqy4oO4gJMCIHF1Y88J9mS2/U4oGwM08meXif3b+WBmv6wmnVetWc0rFL9YPfItIIGBfSMiNWnA3kXnD/o6ejSoeaTGgOsiYQCFrZDYEl+GfdS80HfAk/EN9Oer9+vVnH99dcRdVd0IidjOCY74TV8+xyg0I2OU7KQaWiMgvHTvh4EVBU887FCWvhFtCv4EInPmoLwHxNGXnCadt743NNB6lt+0Y+W+/CjCCWpFm9ylcC/TStX47yyMQwwriz2nD+CmJVfM9uYwHTTS6jEMPGFIUzWllYur4Q7XPtc704qk5QhYMfibhqOODP9Y2o4A26XHjwbFYAN2ROWuu+JycTkTU3iuXJoFIcLLBfe8fe/KLqx3rd8/CDzVstPUfZ1ttZXHzS6AiAUg4KeNCbx96GRarIb3+KawA2BeYAAtk38Xr/oXL5pH9ZxfLRDhmGqEkL8mne5M4XGgsQ3OhgvAzn1mnAXyrCxrJeHOJ+zGj26pM/dHDrsFw4nW4K4y2Tf3JW6WczEka9vjqFYaegLRpCk5UbAyJz/6rInyOFasNuUNJFkQEASSv5di0UuzJ2pozIVXggdqf/LhLz+ByPGqg+RZa56DSLAz8yGOj1EYvw3Y40dAG703xNhsV1NN2sl0eu3d1stQ/9ds8LoZydPNvlCMW9UsvzE1a+p4OrE0ZcHrYAAAAEr6SUKcRCgQ+c9WMUDzpSWsm+xMSc3cOCSqIz8FEypRPvJzfCPo64WEG4gJ9g9557cuMnjb2kbMVGevAYu7DGlZXUDREbSl4Dj2c6KNl2bAI9Eh+SsI8+XpTVtIgKhWxg9VzzL06f7Z3aaLYu6Y6dZATYyVXa248F7YoZAqhv2bPwAjMJi4/KLsDM1Ie/tRkObZ3QXf7L5JwjEbOp5zXBPHoy45nY0jzABm+AY8PTX1Des/A2biACVxyLP2RKNb6gY1R8ibTwzsNr6B9d2GdQhxb+5SRSXb9RY/hfDtcTk8NUv8okj8rJcZtJEB5AyfckoFAkeqXYHCO+F8prKUVh2m3r80u0wrSDgxh7rDGvQORUciOzL856Zsl3tv6KUIjFRhZaZ8hXJdWxbJwCDr4zZRCQLaPaLAKaGNk7T2gr8OPt5i+OFBKryxfO9K1xJRe1c94zjNFQ+zsAsX7BcctktB7svpXtKxGWlnmg8LoqIgRZAo4fIvuIizydLvTH/bwu4dwJ8WnX57DPcF2/wzZixC64mY1zgysoUvXT03ras/auTyNpNHkab4c+VzVmpb2Q3bs/JKm+kHnmZ5Pv3UX56Xx3FBbZMs5vK6TFfuB/V2K4nB3jmD7Qq9Z/Vjt22jneHi6KEyFoEqGLxUyRExh4CTn62UFBrrxcuKB+MqQHA/86zaVjsPvEZTwW/JXpDvraBrTN9cli0W1MCS5WwW6AEsUg4KOv1z/cT/DiYWuVMMlvcEQqoaSzRnak9B9BAY4OMrqogTYY5a5JLew+CJwDseyTxu1u19ih3qEQwe2GpE4jVHI7aiSBbszdPk9Hnp3oKR17W9D26tE6CtUXV8sc/YaAfreQeEXZY6bdaCjNv+jV47//TxyRVbjd9Bkd2b3U8FqKBagYnHO3HE5s7ePB0+lZHpKZwAB5JaFuE49eEPZjdFKRNC/+CjAIthI3gqpf+QsFgWEU9t2oUJKjhHTzavbxR7dfyE+9Y7kcXcn6q0HqhUvSq/n++bD4etMOSd12c6iselG2h1l+GTom7BbQHzqM6PZpOp784HP/dpKp5NgoNRfCBFKwHz6SSqZpqO9hmxWxEIyGuuu+zGSlaLgFAV5B77ow7OGZoGAZYXwBXFLVNdfz1HdRW0uk54twz5p7kNikiOfr/Ku3nygJyAnbWbqtD3oPKnC+zhJ4zN74sAfohJvynMrHQsu/QVrZno4VqnX2CMO4eISTRwTdQ5BIk/zUsVBwPq3rg24h9WURLduhpEbYGXj7ucNDOkhsAjoY3Fia7almGSdGX6oDSkQqt8zUvcboL2sMgtYjN0cYqlejRIvXkgLIBpQhBajsapoJijBYB4frzo12qnTAFtRRA61GAZmYZODeHd8mXhY9WKj7sAc7JC3jvIpUOf17e2T8qzvHyj9hiErtRqKnXsxZWdga4XMydquvA4HBU+J7KXX5g3owYFaHhR3h32CmFlLNPzBoq6LVOUMk3EPZAZ9NmEPwRjUhyFu8ftJnAE23Wch4PLczNUk+iwO6ONfw9u/UVhddiYm4mAzZnvTW6mrsBHUBPJ+DLPDBbb1bh1hcvw4TGq6/XtqIx4P6R5UMbeIFe1pa56kwmn870lffzghdKDwGc50XrVw6M1neoUuNL9ivq4OsD5cNo4aju64jC/3I30pTsMDpNZ58mCFjWU7ePYcUdAFIN06jD6fsnWX0WErMmufiT6zKWGy4n0A5k4OZBLLGZllDOgZ0iX7TIIJ5DhSwggG5HaUbP4vUpjUoxt5xOW1tOGEvamHkTpmAwBpwGPFLAciNRIALAqkyYZ/AIpM4XUwzoUpXhbTySDX+o4NQVEL2NqdMujpWIjyVkHStUfKzGU6jC6Jah5eeh3I6GPFjAVa9mTMkdpdy1zM+O1VjiQzGoiR0NQut9VBMJepwoXbdiCNhDsdEhJDDhS+eKE+TgAAmDPiAgfROFLsS78+NXWcJullHzAwlkb8duiIsd6N02/7KJoY6uKmYAdYh3z2II2DxNyl3Gw609WCFRx+UFUSpUFLN0p73Y3C7KdY5oSWrGC5kO6AeDZTXwikAxQaer52GMG4NvIoOf+uDv5GD0U9oKe84Ef2izLAk5G1QN5cHXZsTGHJtHgLJK39GE65glALAm+ebIZ7y4t5BCHAvbWfNfceRwsPLwq+g5Y05HxwvdXyvJ/VyjFxOL1ClGhq0YtvDgFGIEfHrtd+DMaXkmGbI2Jr/QvOlvHdtNdmt+iVP/+gY4NZO5a3sf2NhBcEXiqzCpCWndctIHSRZhPFKm/HuFWe6XHxLAwEK7G6QsO8SIcAh82xCroUPsYr4tONTG05swIqy9lcaxKJRwh0nifrDU/8JfugdovlhLqlXsCgULQ1O8ZyekKwfiqd6nMQkcTUtNGi2qEIMtSI1JX98fIp0LOXvi1QkaGQ1DwstG14NE1jQ/opmbiWCUN7hEc+yY67wgoccGfVAwiQqYScnMs/K6x37PgfphqyxqZcz+tYGPCfpRn63Qa/FFDsu0NBlQHU4LYMgLpsNqmdiEiVCrT1xTgZRhfNVhIt68fYiFFp871JUoG7tMDs/5cARnimKM9J98v+frHINYJoD3z/qexFYNy/L97K6+FNg9GzS7bzRuN9MTqyl8jNmehJoDQes5RG33bhmqjvpDCpT6NuwGEgoTkK+pA5cLQ/tOQED7MP44zI1jWXC8wmHq1Mns+TV+WZQ4EUm+88kNo3xKAeI2ZTkO6pIaO+i7ERSZ7vCXavK+h4GG7/JUxAJYgQwppsTTZj7U9a1LI5RuFJ2mXNURfgAA1AEoWMDm4C7YRcmEd3g6DuRHAZ8uNWMayaVmoICT+FYc/e/hFjQdu1U4uCmKiQruZiMpbCbRzS3HsGvbBn7SznhUNhGfINmlbhu9DVvs3ZcCfej0pfuZ7ImJQPpHn/HHkvUNmO5gxjg1ghAhTshkpksH8mjmBuhV1UPMnAhkdoNi42QKB1ZEH9VslJp0QZ3JZoB0+v3Uc+A8ZcU2GfTaELAXPU41frztWtE55ZnOIsEMQfJZmncpwIBnAmPShccgQo4WQ3pBX6ykLf3JEqq3CZsyO20uO+KIUcqCUKuvhPx0dN7i7aostYZmGLt3ir7bPcfteIIbz+ubGnZEdGk0TjATMpbTaATk9y6Bi6dpFHOl7SVaMBOTC34vhibv6uDei262cE7eSh8+j9G+p1qK2Y3t8R2iYSBNdoiaDMP9EH8v1aET9jnUkFt0cA+LzU9C5yCM9Sm3mS9KPBZYjAsfle2fPZp3xpfrhDicbXlKdHyyPz0IMOgecLas9ZdNWzAu0MzLdeG9mkiTGOzC3hp4clcVvcvKqlCnxYOr+OqiooHSCPAdGZf+NUm9I//rSxyaF942Ij1KxqT0cLF6O2MeTuVU9WQJAOONkFY38+1qu1egPe/zqpLeynOs23Qqg8IqItWtm7PuT7xz95lXK+xhR2SfolSIpM2TuVHhxFLxs8rFwSj33Bu1YVyqwvASgoZ8/v+oHgFGV0UHa23jjqyO01XjP2S4XnJkPa2sC46n3aTkTtcl1+AtVXUnoHWSIc7r7L/CEb/4zBg47Mvx8VQRjSWw5FoFz4CX4nWZJoQmOKSMqJaKaSZrNpSeQkJTG6DUOQoyHC/KMmbcvsUJOI8uMbqL0gMbVHptcPjEEcfw/SAkgRvWlE4SI2si56a4XZWpO/lLhQoeuPbO9ZDM7XqYScEONC1aGIFG1uYLYivIUkg2APZ5Q0BKDDyhS9MtnvnxLCVJJgBENyGEwkvMOwKisS5GOeOJYpW/frGPXns+6XC9bDvqBUrhAVdvTKGkKMvOC6/koUHK0FZvN5TTHAhum42FCOgulpgk6ZZ06GvSMPb4YPA2pJWS0oJWn2I7OWAb9HdEB0o8R34TRNCmtGDFyAeE8spOTNGqmNCLeNA6g5yPjessXajGiIttjk/6uhy4MUUB3/GbXGCMPWq+JbK75bvY6v6lf2JmFMly9FLN3r1KMdRcK9hrn7O0RW2iuUYjUanTrkdk/frhuHTm6bIYfTvqx9j73/f0c4yIco4AawNfb12krLN6IzwxWnocdQqhq+hNhfxWA2xUUzkgxp99EvLK+uq+aUF3jSc4xsntV7k3eSKy8g4/19SZncrvey4kV247XEd6fHgyp+Ppmo3BupMyKXVJqChZQsuF/zxtkDcTM6Lr9yHNaSeB397Uvqk0YKaFlglimgWAvXdz+cFbSQ+DuS1X0z8ZKV3daewM4P5zeIXXN01AOET/i6V63OjX0k1vP63GKvxVl2qklAboJBMAfJytylOpgwA+oOV/afXTVTVxHE1dEoKUCobnJI+02gkZUToLAGjHqTmFPc64GgK5GEMrm071eAmVqhGMj96Zw/90QsPSo8BhO4pYRNNhOyBrbaAE8EQacqzteo9mmNFrl0m9/4exPoJPjjsuitiZT7bAmcxb0miQBoIHjIfP2EM3Zx5Z7Ay8LNxzoTRNeRjnCgC4p/wBW2CbbniDBGFfICWxE5lz6D/M/op7iFJZkjb6Zm1l6T83UzM1zNoYqJKfBe2Og3CQCOMHbXFxX3Id+CFWsB3D2fNGhQRseqC1NSbY183fm5m59ji6DEy1f81PR5WkXL5CCUOpzU0PfUxixjJwrqgM3Va5hZlQDSj1FdCKzrkfXkG2A5BtjVOvTzHCxnntVo1EviXkwkLqrlEOVlBCLm4MZPJxRdB0YDPtvzlq+UPiyABm2GXfdwEAj5qAUSD2EC8tIhP59NW8bKGmvsmZBh+erIfiFfU8Ir6pV3d7zmfWN0891B/2Ew8CWfzAFE5/7n1pALnUJ+rEqck75X3Oj2jgVIe4fzoOG3aZe2fKyhccLRfIBK2XSpYfjimrxDzD0b9YJiy94cbIrUJArvEHoCAtcxhj02ia1YFHMdOYTGGnKEx6Rb4m9GaoLUAovUfp0ws59uCtacoId9Sj4iqNL4t3d/mR8VPLVNOuqva4FHKmME2g7qPIlsFBDstIZ8o2FXvmniJFxiUDp40DI2fLcmlqgr6vPN9S5UvMKiz1C2zCx8gAsP6SLJMMHhHyZVewUm3/ZVxiZbRjPHf2ja7xXVs/GbRM4pqOegjYXwBLB2asRb5875Ch2S7yng9BNUwXilsWuy5VGC8d3U6OGWVddAp1SelSBu+ISU9XzuUUtQBr0DOtUopmKxsU66xEW0nurzBi8TRfmloZV9X9Bv5zIlQFYFiXHp7O5SaFXS9n5EiC2SI/CqCxQR/twmLmQXPi1hXoG5clVKkuKJAJfRVI1pKr0K3opzvFr4r+XO4nbdPC8SShIqMQSH0zwD9w2mqcsP+y5dZwM3iAHwUuqP/WGvnC0TXdO4fjHyLeev3HtIo2r+8pPJ8i6ka67HSxt+QkYOE5ijeVl/7CyZItN88/2x2DHtYgKBvn/qpz1/6orzlMSVjYPZfOzOsFsnZav+VZWszQHRlSYIuaYlgVd8lhJ4365Xxshp/F00zQfq2tD0aArTkoq0EYBKzhzY71TJYfWo/Ig7JXEXY2pdl8EFP1ISerMVfE8A8+tWxDnpVRmMnIi78wBH2rljWcJp2rkNgt9ChzctmAUcV2Xjo5JR/9e93jydYiZDwK1j+BiL0fnaRRQQuA6emLlERfJeTR98aGgXazU8bGVCLU2L7qOXL/SlhX+Y4vaPu7o3Jj+xAPZ/zBO1oYDX+rCSLJq/bp18lzRpPFrX3zuyMSYDpp4s83cVvYT3oeWvX8nfHtn/+2b27I665tzFznSOAltxyoRS/PLTqgfUuCVFmp2JkPmp2APGpAWODbOGnUzIxkPviFkaanMXoejJiX5p7DlyNIuIXw/+yc1uQZ+5gNxv2YqqSx3f6u2lvo4WbP0wrl77UCoRTO46WA+0uHmu7OKrgbTlGkilWClEFL+LBcJp0lrmJZiMQnXUbk/1tIsIlgv4c6ojpMV2efDzMLOHAX7xWZ6Js1DtAm/WlPWT3MQl6xpBmpMt30cYzvKTAQS9IRrmxNLZe7fIMMW2xWtxcXyLVt6oKQv7kfwytwu4ZRVLtlPKcTgb6HxczJQ11rBkbf9GI7ez2CHpp1gbQnXSOagOplsiP7SNRrrjdUpaPosktqiDCRLesCA0/nfGx7vZ2PiEPpJh9Pc+BpgzWDbU9knDThIu5KC2trcHUe4ZUwPqoXj+/+PW1YB+QoT1PXaxzXR+dDIAX9l56ZnEtiZcNgtb5eMTw9CX+l2PPHlFEAqBUizNrr0GmF7iasuOiBs9YS/B2RzcqJZWqh8Eq2IplCC7nJNi2wCb2bdHlkSHoQDuW8R3dEzKoS+Z8ztUmPu7Z4PtpQn8K/SdYClJr9V3wAA0+QSLORYcLNz4GuiU6aAKRifEnUR1juoybpmq1TUTLDDhPia/h/Rics2YRwh4hdLwi4v7iJpgY/fK2OKRfJeR53W3qmlgZ8q5eIDPcIu2TmRlf2NnkKb0+rzNNaeE1Kjw8vaz01MTO91byqM0dLeJDmN/38xO4p/uPGlzFY55LZwHxBjS3cXvdTdKp3c6Y+Rb0vn7crS9MxQEBERU9pyWn5RYGYMxeUN7z3i/B3/WBPU6gV1pgvJSx/fv090OSXXkGixIOoiUe7+beCjJ4YXXZSNZbJ9QbdB58b6tmf7op9acZfnptjxY4JhdCej1t3ARm4SXqDLhyXfq/+FOFEr7A+DXgo81BPfD5muNAnwofzjGN1ad/g4eo7+LJsNBgpm/LXNh7bumdB0HFKMS8hRJHNqHLB2orMk1TM7nYfTWVG8dXlYI2aIUkjrXQO5exJ/yJFmEHz4QP2SGOzCYrmG7nWaYwAPVbFE3Uz+c0Ogzgzrmw8Jtr9Hnyj2xoeczCVfsNi05IZ5NmIYh3i3BuZon6s2+BPED1qfEVUGHRSVHRPY/xDBTzZpzcJMo6eyzcVjUUOZ7vrhKGfyBL+NSMcPAzGZizqHEDYECBod8EmVq62SHRdX9ztzaVsJhwBdN+JkSXqCDCPfN6oQmHmttuWIsc3icggqdh6oNW7gtasTYlMAcks+9xcn3a0yD/ZlSjhDmvAWZ5p9e/X1urBBuLZCHbsjCZmLaQLk15dwBspK8BU4ZuIchHbOqxWXbCLy9QPGnewxRrWY8aRi7xiRCjQnhmtIwIrr45Y5P0bjwLEj2qve692mHndQ8zOkUrkFdjxcxgQUXe6Q6JfEVY6lPYjZVq1+zHEHGbxkX9g4VyoKMXDVMpvs29wmMDwSv8/3t9OvJ4px1/bBXuRboQp7t86deTHWwxpLvvsYHyI3Gmxjj3fCWu3FbT0eH6DeP+NeoRLvVz6vQ1vMecy8CSno/sCPorpA8nQSX8GsPpUCVjv33b33El9wRwWopLbN8SDEkwkIjzhtjDoGyk5q2mBGZrozQZnXrGZNU2H5aAoZZbz6uvfVuv2IEE9xjC4+GDauMRICy5tRjz1uUlsWgZUQTxueWpWK4IR0LklxfyD/62ob2Fyc80iU8aeG17lmgVjwHm/7xYxF9ol6jRHotKKj6SphaCf26GPWPBBcgyAsffC2lFvB0IH+GgPayB7G88AnP4XZ902F4Ja7BW3ANTkL1+2TCeAI2nhTcJNsPlk+mtXTiczkv37m+3le5EFNbGVYujcxUTuASc+ABzfr4HvVy9wXSjhGkvvNn+iZ3eOnt46jrdAMt7YH1FSpl3E285fVZIoEodTzRKzpdpq+dtpBke9wL9HRyEbDx/i4GBCwV8KUMA0vWtHUAIQ9fn/g3j9p+n2oE9MFkBILoMjtudV1geNSof9pXHl119AmcDBUrPuw3vCKbk+gvtlPyE5nDgen0l/ZCOhMNLyvPxWxlezQdc4Pl1t0WKZk07Nf6VGjuMLloW4RfMRVPr8DnD5TmE2SoALp/0yG0vn9HSe/Dz2TdwfpRlcd3aQ108G33tCWRbjbB0mRG0R302oh9pY9QkgJpp1Eaf73tY2NsYOhe7psZeeCGrSrB/kNs/gWIGbIohvsUBI3rEN8a6lFRB7Lz3H1PRG7eep/Wo4Kz7nPC3heODiRKv4TEDtMNCbJvczZUxOYt2aV6Y6d+YtGS8PN1XRX9GYC0hCu9BDchdIwTEA2QSoM5q0fY2PMXDW+nFhWfcLXHUfBAVm1r32rX55/U43i8SXlgWKv5DbpCI1yYloefuABrxcbqZrD5ehpu635gcFq2HT/vjP6A8JRaPbt0YfqprrywvlR7xc/pRSdIt9e+DF/dA4p3V3Ut0144j5OJ1Le9NOMc2loqceDOCSfV+ZxGDapabtBuviG/Tn+svJ/f8xKDkKUzSVn9zaFuv1omLJ/PadGQRvwcbnF2/9lta9fonaylY27yzmo+kzXwVpXaFsCif+cbSp/7OVM1iqDCySMSUqYjlXa5O/Pzfz4ufBseLQ98mv/clxeCG5hprtmMza/qb2rfT7fC/2CNOo0ZqneaMKMxIiTfFYzHwmzNItaXOih7FggeKcXmiM41mwV1lfDUKvp21r7KMdCamTD4k+AKAM1cLwW5UX4Z/4bwYXeFv8DIQxybrejfEIuixOICHApw4AotQGxFLVwbbVfP3mQbRId8c2GknHbA1Ip1GWbXbjQVjOe9f5dAgCwa0CaI2Hvrxx2DAoxnuxK64ZPlozqYmnj0Md5+ksm2AoMiBalUc5GIZqXtJYtjRxJlNpao5uEm/t4/448QCnqXVeKuVgiN870bfH+JkF49wlQvQ/vtM+7dTV4QxI40R2AE3ogxvsNVwggyUeOViogRLWzi3hKtT40JqUFltEpaElSXKpVr22su3uMGQGzJcv+nKW5lh7isGt/tKPLmUaLdAgs6xwwx9k/sCfMLhDTN0h4tY2Hi1iZJNpa5p0cwaJe1HL4oeG1I0wThTC1vIQPJFvsKfvJSORx/SEeJWGQrvGsme6piRAvjFiwB5V33UGgUKNQT0oWMPv1XExrhT5qvf+rJTBQayM+0HPrTclV7J+dn2lQ2wzym8QODsRwyobfoRVf6IAdvQnGBEZMB8WXx1ShO43GNtZzrQq1GpYNKzEDixtzSmSCopNB/VsVFENZnoPs0P0GfhtFKpSW5KDSUiiGkrfN+7zUVCB4rCSCsI/FPDZOMNh+Nz+6leYlYziMRBwiaar31zyRpSJKd0fPxC2jmkVvC+yDbZNwTNXClpsWm9aer5Z44SsAGK60VEsGW6/onjfVhoy4ksQkk0d12HQuwHoGSzn2BGg1Roz++9kgrvyTjEpfD2d05+QtqSjgH3evA1QnFeEXfTtptFxem0kpo0W2JikFQqv1HLV27BuFGEXH3fVhhelhFo9b6E+J5HbKLWicKWtVMjtA36vtpApxXWp4gysnNtPkYWjM/XtQZU+WwV7SxjLOV8eZgKwJh7tGKJ3aadep9q0/byUULmMfQOofi2bBORYN589g6GXWm3REt3psIKfGH8ftR87++slwUQoq+i3CAgOOskLQAAPCOlKox+XQ1Jbn/eOvlplkMVmC+sMVBIh20tNUr1nUAoIRb+IyQ/opoGcbOewls01/Fmd5PbdMrz/ocDlHvotcfB+KlaXPaQdc78LynSQPj0E/SxuwXMwGMKrmYC2FDo/4X5fKcpXzvasuI2/zFMfMtr6T/NCsuY8e7w4xWHFB1UdEv6qwIdjC1y/ZW5K+WbZ4wChzB33wLJ3v/Z4IjDym6+hKcBQu4zFxvs/AJ/X/4svIfw8tKnnp6CZIUtNmyha/yGBKF2MhjNspDUa9kEyQUVhf5e7rOOAlof9/+MAuz9pAgqTYI60zjP1wIZPm3ZyoZ2wtTp/8tPib+HDixJ9vR2Spk3T8Lfl0MRVMl6jRdvSme3OhiN1mhdYqSgcx5m6edngYmfJCpsm/RtqIl34puBaBTKLVDvnfsnYGh/DkBV1DE7bwuLYE9tsIPq5yb5a1CQGfsTG7+tWvLzzjBywn/OiTxcMo7f/KM8PAlwuYSZghciBYXyGmwGRwMXTvbwwZjolbxbM1OrWQympK9aoD5Nbw7cxcWrukos9vEl8AshbcUBHCxv2A3MrzqHNQuHUgXnoG5qcTOMS2Z4RxTyiKzUo1TT+Xv7M5mptxhXt3FIbZpPk8G138xFX6cOKia5rYicAV8PMBKaqumxZeaYbLv6CGxwbjKm2yuzc1uD7s+dsdBeOuFOrR8dtiI9JLmYbs8GBrsh5mMbb8HVc5qm4O9YhsSdGaIx7BCChtBMBwaVuYL1r80fd3BFdeTg/SzDlef4/bcBArERuMCTFwtNY1cDc5C+C/W7YyqjcGYY/xTIAzqNFMO2DpLdmCsX/MDgyipyeCyK3boRrruGrUIOluTCp9Tk0ROiReIivlxcsmtaS8EapCuPJAXJ071e/u8e1q6BinBkpJcXRIqoXz/CCpF511wpPdHfk1HxcqTbAFFOdlL/X1VAdmP+weszmaPryVsSt3FIYPIokIkRbzcdpxEJb3Q37wW8lSndX9UkMQbya5OYj4k6Q69QUrrEEydGk7uNHrwgdnM+8WJSu1s6GywYFwiUvs/I4FQLJY20p/r+Bx1vRmIYeCJeATpa2l38q1xLFB5KRLlied3zVIOMQxuyZvdtMkSk5tVAJ3SOvZ/9J+Qff0Njbw+d4+BWOJD/0z/at4kOFVoG0KeI87lRaID1jUgiTTZBbYIWeqLwbfN161bvK0X0roIFZNROkzZcRyFG6raFnYnlNvagffVSY3NA2aVJUxF0/YqeQcsqcBszbpnCMQMIct40XmUiv87kFOwmWZPMv2uYibiIxXA1ySmNPuzonH30KtkKvz7crCVDYVzecUA4GOj7qPoocC3cXMNf9nsGeftdZI7mI+8jAPV3FAzZlBeZO1u/o4rCLNOJ/FtvMfmfxYynFegwzb3vYh7iijstiHTQ4ri2O1vQMUaSJtApoWYKsDBR7h0TMyyH0kf5iLQ2uWY+lukLfzilQ+zJVVM+68UJ5wmViPEtHMuMTsWM3K/XKOMRdMXQ+cmnijoPXeQ+HmxLoV8JCmKR0yXPTIW8vjafcd6GISpLE9Z2XK/Hgy8hu/e0OX+L2T5u6lnQM4CPwhzzQe8ssZVCTFCK0lx/Gzf6hQSU4vMpfScOvQpwOcthVou+oepjJwRFkRzyYwUTXyUeAwqD1CKx6Ls1+cEosk1Z2GZ6Kh0ukSPSZ+G/DPijqHn3IF6tZa9AszcNwLwb7btjRKdUh15roS+2esFgKp2Jd74H0TMOjxLE21vC0g9IFSVuWGO96B7A06kdWzNmmuZEhDbn3aeluf0A7JhKWzGNqAVqCLwfa0kTkeQlmukjWQIWRbGteB/kLtHoiHEZlpZFj4RmdMKVvGvyH5gy43n3EVLG6a1YNBiIngpsX4Jmfv1yLP9oaa1MK71hBJaYWqinGK9f9M/Ran80e+TJrJYOiRXCv2glImPLLjuH7zZS4Gc2UbyY+ECg6GSkxN9uu2/Uq7j/E7fJ3Vp+9COIN6xowqn5Z5guElnH4pNBz7YdMSYYPmQFXMCOtOH7LvvqZ6RQcxtojEccGj4DZHmH7dybI+FNxaKIAEXJstNE6haMAkCySpRUcr82kdmNBvdGmLzz1wHZfMeKgspbpMa4gttsCvbGWW07YD+TMUscKQnhB6rqxrxnfTWNpGZrB82acv4wfziRW+mkROOOEtJv4V7AyvpcvMH4t5i1hJhtKBv4k+41USexJfPQEWzCRx3cxBmNRWxe6Zan49NSzy4aHssEOOn7xaFCT59GsMj0oxMUn7nibemjnNnafVwDMd/O71AttlGwfthFcVagIKrJ37zJje9szNwlyj/ZB2uf5Sgrij0tC1mFTSZoMiKzjmOoe8CkN0JNNSsfHC6fphgukkPrN4LYUUPBBwtx8hB1zzk/stCEqkkzBh3U2k8Gv4EsvJFf8uxmfLk4V8i9kfiUfrAoO6Y+ydSFwhVY9veFygjx4R5c2U8cN3PACb/YyaHMHbqZzzqQUupGkul7NBFyLB+bOMbmD1OqVZPMNbom7BCN3AkRpKiX84bZDuHgqL7+VI8P9D2S8bF1B3/AkYssR4nRwETX0vTqUiB4KHx3qKhS2ESGYC/0N2pscHp9ePjnfGWilaJ2lQYUmEUHEVpLH8Uk4zUsLGsLHKh/M7LzRm75ckcbYa7kbtHb549lHjfTAL1cSO9FpVgO/QCX8q4uyWxGfSnBWnFK1/MNAqX3GrsCn0z2BudTuFYacQ9W7lLEyQNBBpeVIpBUsD8F2sbbOdefld0ErnK4F/k2e06t8e7CUyjemgxT2f6cxDdpL3px9y6npwShG3TCmFH1F2ivO/7Sc2qsrZ2r0oqdoykLF/MOJDnTpNwoGnbElZlegZo3m4J0CoMcUW6LOBcsli0GFTYOCUS9XmObBVQ5Ew2op5A9ZoejTCj339bgslX7rjMvTMd8TkzaFmp4zbeU482MFl4Z4/GUzF3itm5fgKDf5D7E6SuSvy1vzTjb4GVc6+aUtomUgQ4CVpP09ehTjctNKlxXry138EpllZA2Pq/EqPNV676VK7xAW0F2SdazoSWNZoK5Frmqeq+dY+9GyURz0mHTzVnOb/Kc2VktBgGDlr7ShlMcHk1YkAk8XFQnMMkbnpmz295njlczunqdyG9fEbU+1laM1lhJOIZ8u434Qy8U4ASd+LpjYEOQSXzrhxjiAaBcr9MiOIBrPLetQ/V14XxkxPmzido67eagMxc39UXtTBKM8E4b98u7Iz0fBSUddFa/IJZLSdVPKMMwELJdmKnTUsv1lQ7afEJ+p/S4b3rj3pf3tjvplB7nGYBuyDg19sVqvEf36ktnEDPbUIfhEDbk+XKG0XIt0YK+Iq6C2B+S+XILv+oeYbGY6Ub8Rmkbt8hg62cTzXU28IaRLJoG6rRdkTGN6vU44wp9q4ci9OqSXF349oykDODEj8/dRSv/mvw3/wP7cvjDf+YP+gW0s0b+1EvRBCfYI0ByQ/pADGW9wO3IBwkOFHzrpTeSC1YxE7NFS33KNxLZYT2pNHtsLDPgBC94DC8nfYeEO1745vw4BfsY8jfM9pi4xm8LatQtuUNSPC4KqXGhkoFN+uISNI0qexEJCemd+dN97XIyYCXm+zaEyeaHqMprzQCkGsaCUcTmcCLEcICFVcizkZ53WDK38qS41dYPrFFejoOL2eGIrrP9R2/Wpic+g5X+lyu1cgtdMxv8jhq2u815rQ/SYuY28SmFwU/0m1yNn0ysXlmKW2PMS5tnp29rW1+fEgPkK+BI80LeScC+aZssbOqvIOMl0wEv7XPoAFHTReA2hyNynbLROLAZdXZdbWT0MApAbK0jD55IfMzCPRItZNjYsxmVmV6P5uzFS1v+wIZbUhgqWqhULTbuSwwFszZUJQJuYt+8Wugdx3yPcxc5xEG+rJhGDWvwZl9BEqfOK5ydaOzVWnGkYGBUgWXYt9Qyq6jVHWxEdbrM3I/2pTJVaQ1UkYShYDMl6dOl/4KiD3J/2KLkgASVZR64VwUgKstP3yJcFwtDBPL3lGqj/VfymqsfkC8snAQQFjbK/7PU6vZn0HLuGkvmm4lxalI+7LlyskIzYElpJBnl5fpn79oAHTNb8WDgH/bYrcQfuQImxfqexUIGSXCicuX/n+3ZZ15+s3FSdUskioN0EyZenHtMxHNYpuOhbvUvSnd6gWSQES3Q3ntNbdOKTCtP1HGVimr4nbgBj1oAv+GhWF++8SYEheVHaSpPOBRLrwPCg4+8maXTzBgkNMgEfufBonTzxdaa8ohdVeUn2T8TeaKaD1C1J3uEgWxyOpYutiQTfQSesA73NIuqObqQxJmzTvvkD5EJVo3wEy9/Wv6EVBbKnLkCJzAM43R3dlHKiMeCwoUfcXdB7TUUMavAN+WUZlPgkSzjadvI5Hdx0cJZKqrwcgifVXG4zcQuT5ic5WCVk3ynGI9GBaw3lK2RbmbFW6/xUwMwprV+GqbvrS5Gk4MmeTUdugr2YCsyaxbCydYcNIaIJxo1G1Tbh3BeFPVG46nWac0TNjM/7mV3ocqwtPZbXHzfF1qPb83q0tWgvPMpLUXXpl1B4de1hcBJW0UNjJ/bwzZ3uk8mGPxlI8wNbT+eQfsvtebRH4sby9/n0K1gajIJJuCYKD/X3zmm14ScZVsGuF2BvitgTYzFA1BDPxvTNoMcBTKT7LUkciJyC5xkyxv7JYC8v21gvmYIdkTArykSPBudvxrg3Lc8St5OBAAW52yZiwRRVKm7OoMLLF57/2ITaowzbSZp+FtX69EzEPTBCGXZf+n8xhj1K565oY3FftQA6BthglybJspOb4olfUlR8T72AZ7BI54NQ6FevkHMhkgcbjMM429sR77CKWoETOO3D0Qr3NZ+PaBq4CwzXEZRlq+hC4shFcAKAxYT62/6rjwGj4P6/eCX/Yp1HPkC2hQfXQSeGb+CXRNt+UBPbONjiek3n+ksP3dO3288mYKOaPPabY2C2nAWTY45Z/50PXYQJhz5mbuztFsDi/2qXC16GCp/VxsF5h9LirUJoaqrn62LEfcOgGGRFZgQX13RReht8EnCPrlhTiOlAdMk1CpqAdrzM/6w4XKTPrsmwRsKHAS1/XZaFPWi/DdWxwXTF9o5eaXOkxZ49i8uqPQpbttTxiIWyuAvxYcw318LZ/cgUqy/eXfPieWeV6kXzr3IHWEgnQGUeTnW9uT7C7ohEuLZ95PKsaLS62jQi/V8SkzOktEuMfug56wM4oFbuilm5w6jklAiBnSTOrcoOIReAbsLOsjm9Qt6vfqNa2G6jN7rwFukFXpcVTYAUE3FYFx4JZwpRPYLXaLib9rwVKPySz3V3n76I2d/roS6Df1cfleUGR9GMZlrPTLgf11nbg2FVfthEn+a5ISOa57ExCoUTE/USXQeyvdLfNM99YttDbiRt+YwYtoRm+Hqc6rpUowDHITs5sgt8K7szrfDgphU2Hz6cFZSaRTrA5+8zppQAzCKVfNerhOEHcptRKGGdbxBMWTToHpcW/i82NPvucNE6g93MJ9xiw8doxo8gGs/IOSrK4cNWv/Z2BhTLvqNJkEl+nADv3ZFgQv/0s8qkBE1/jrGEWP4kZDj8TCqaO19pzPtJ+C/kTM9aPejtFk6SI/yULRGUxwFivZhdwYvPgyUi514u+d54Au4/Q/LdPB1EDAeLNxoEj3L2QpKXc/e0ajftrBKedp2G6Q359NAgdedIMiFHOujCThJYazw+k97JByKvLR1WhzQVlUw7OoWPXujB7IFvaHv4oPl3P8fFPd/UZXTQ672TCDE2tpPBPAAEW4frm5RKUyLXbdwmMhldLBj/4o8vlGfP2w0KkT/5MaMzaJDjmE73CIXY0P25jB31kieA5Q0VeW7F2r46Sc+NZ7NR1+1QKKJxRv5e5qyA2ILl8vOOrZXh/UzjOcesjNdJ+3Rddy54zUdKRsbvEZr82cy0ohTCkcOohH1tyS2ctPK81/H2VzA37ax1nXUlb1QWZhEBn4+ZEqB1NrsJytnOkD2fogX0bCndX2we81j6yKz2WS/O6+ura8Ykwlxgq9J3zHUQ9zeHu192QUHgeKtQ/MxhkguuZjKvlOg08XPPEVBGHxrQYP9DiJXjA+xbXqHnX56ZGhyvP4JJeFsSRMskOBqdJaOPmnc3v0Kw9oN8oUa0NRSNUu6vlJVh9llHgasHBFye6fgoNpUQNsZK6cPW97uo9njHTPj5FoNAkNgHAv/YtZcAKe2QC2uOORsqAdnpt4Fj7mYTIaTFzHLUBPn9exS08V5d5qbSSSYRxFUpbedB2FXRY0d8LrzpU/PO7/49dlJTrCTSpXjzZGIAcThD1FYME8oln5MfMV+hGWqPMDj9mczfR/wMoC6Oub2DfXgll6/n7JQdEtqpCdSVWW+20397x0g81vB4ixdSD4bY6RYxbwbY0AOS5UcULQL+DusSoIXnOptxi26eKDPr705X4J8iWcyjPaaEvD75EqJZITDsFaRP3yfEiING9rdKy7U94X43S0drmtWE834ETfUTLSIypyL8pHUQC+s/4PTn7wDfE787vBGQGXPUW7yXq134F9+4E3ygxZ8OdBC8QRsRxDLRhWg/u64xJxdQ+hvogR/mewXm2lLWCZnL/O3lE54eLjRhFsMw9fI5LXIG6gvRFppZMeIba26mSPLl8CqUg95s1pODsXgewNIe/uF0VKoU4+nvUGJvEBWYDzOyWLYQhjlJUrd2gb88DSmOWvSyGlwULljq39HfuC0GVU2Mnbl+EYRbztVuiIsAs6Agcuz31sDGw2oSlljbMTlTF14VjCvCsX3kTwgCsgNRSa2+uYrK8Z65w09KV7JPX9V5TYohDRJD+HDhwDMz7xFPWxvlBydMX42hLVbC4ZD6+yt2KGyN1jJV9th++CLzq336DRXvu/p13IxLiSLxcu71VW91KvOCDzLXoJ+3ScVxP/eZ6pqzepHiLLcsY1npkuB2w5DR9W1IOmmN9euYAMfl+UUp0qbyD2DB8dLbJMJd1rtFc2a2RMm0gwS262Nupe4J2uvmj7rKdYKdDDKqC1XSydsSLv2XbK3kihuUr1dFH4frmVdx586ffkmE2PHyjYlt9CY44tOhkLxpf6sflPMPUIzBTOtuznyE37CMH0DqEfxD7bSnRC0znid3PoJqMO7EQxNnvhUaHdYcdkZiQqyaWx+6wT0gcowIUlAv0AkgnE89xfbW2jGxQJcsKTjrVw6J+5Z0YVZBoo2ExHVtcqJGtc/bjnmiQzMstvwila5tSBCHb5ggZLzFU62QtV3XHu9wiZA5IE1EyTqosYhU77RcCPGdrCfp4Kp77PVFoJq/WMjXVnhW3lpEUgCaMbTh07pJDTug4IJpwCyweocibeABFTkW+cf8R0XU1F7vl+EpUJzfa4d1SOPGbviM9MfA9tmBgE0227qiIkJ1KA/z17jCu56Cc/BqUGb02QLUSj+AKYTnSXHZzWi+BTzz0Yh/rSselg2htl3JQ/eOchwNUTkfjW0VgPod2f5yiwdf49PQA/dmRikD5JKd3COhvS3x2gsvc8fMMrhgP8x96B2zW8yaYXLL0f8eONlT2A/ku1aoa7Krux6Cnrg7WFRp3rNgz1FOOiv23ZGN7DB8WwCv712RG9jlE4KrySv1N53NQpZRcF5dyovtSV6e5LGxVw1feTAUMRtRrl0w3/OVdFz5ovJUdy8kIWkFidBiyhOSMzvHdI6o8deJ+EeuuI2LMyihSq7jq5F0cEbphrS0iny1bLb9r3T8+OloQFFquV/O/uBy9l/K4G1GqqCdBpYneMIdC2i70CQ3Dsl7+Nct+kr5bO3YORNAVPYSc4LWYzDJWxM+/z2i8VK72BoCJBeS9iw7HhMWhD5DRiyJ1vd+z9kq8iESzY8q9K5HwCoMm7DtAsGG1A6J0Hhl8RO8DgdQpXqX45aIyBosl9SNRhYPUBezpEoI6cYfuMZbbb/TxZ4mWet4gOa1iqtnYEma/4YfpGdcBacjvVi0UuSYca7rrg6rFRMqV1j59tAihyqjJx2uTjr+Mdls089fdtjb11fVUgoLJxMKiqAtOHvQcphWOMb0aX/5qbJnFmSXqDVvAOknDKmp45u+sOHkTaLeuZN5VUwWMAAF6qqjgD8esI64R8V/eSzbxY4MvzsLhJtcj0BC19D/ST9QFvavVQvF7kewu+1lNaFp/Ndpd+xCq8g+L6dHcAwY6ZAfLChGNESVgMao2sfznBygQfc5f+B3r5vZQo83A2SQ8wKN17VR1NBkkur0PKfFLWKDmgRKsI4KwoeqCdKSwUoPL8Z8EIUs3F7Qq+S39ImpPFnwNjgiDtg3Jjou5aZgosz8C08ZQVD9VBUduZJLNbeahcQPx6w2F7TILywinVJtz7BPCgq638nJYMcqSktYOBebEWCK8CzW3dfGKnHfxHv18qdt3qUYQxFdokvS0TB91Vk2TcIFgj5H/GR33p9UrSDMtV/+VumcPx7mTILmioCtmOpc63a3hMP6g8nQ2lMdet6hppUjEfgc45JEFl2+Q7IQpbnpuJZewjV1I23G3dDmkT1cqdueXFssESbVuug/avIfrxTbc3DvjES4g0Wy6kESIkvIl/dZQRlCluO4fSD+LgBUzKJlqQURdPSpgiIpN2+z8f3JbDekYTD4AbgohQaN+Fquwxli9Htg3NYM2BsKp4rWCQBRSjeunjagiOqqgQJIRMFvmkrBdCrgnIGOtK1oNY6PB8ryDtZG5UJe+xnU3B/EAsw94PWoxxJpP6UTEEIYxZdFI2PVZv8uQzEiI5y4eDlUAwZfjRXHk1/FLkJzuw0+PBbHgip9z9YV9LJ7ImmMQd5hxnW+wzMsYQ/sUEZNbHCnRdKGEvjBzdnwrEfvr+yXn0IDJbPAtebAQGHzzUUDp/5GpFMfWcfs0/dgcWtan2CP7MM3bTPGbZISfVBm4jZR7qrC4byeIGV3FRE4O3qdje7IFLPBh5F9Tu2DikhuVTFphl1yUxTmdyD8JaJJNcnSC9ErYbvVzm2sNUaRH3ZaODIhoskziSsfYRLg1Yjx+Rej6wOelS4A/Okli4pCd2zxvb5K5hwhUL8NprsOfZn7bqqm8Lgotm7OMz+ysgTVatViwXjbc2l78UvDIkRldRiPuttZDz47XT5CYVRl0HzU/8sqoCrsx9IqWC5aNEhk4amJykjcGeLyTFKSJz+8ep3HKurntAo/gVsJ+n8Fm34+hdwl8N9tXE2+GfNgrhVeN0Tc0rR6qMz+RNG01h7AHrL4aKnpkH1kVGsRzrA3wsEyc5kwlkhHRfSgJJITNiKYAZ1ewY0qcG1gXTEcIhTYTwwA/Ciorr/vU21LYhKIgdXV2oGVXfi/MS6dEkAFTFJz6qE87BwcXmBZYsO9s3Vsh3DXmkmaLiO13KwAovYUsZuSXM2SOASnzSBopvf+RfRzZKrTfO/0kT9g5EHevaNPRPP/qHnn7Cxqn3JzyKIoxtDkPeNPyu601CKWgriFiEZPL0acHnMACHwzcEPq6bHqndeu0Lihjp2sT3+Q9F0NCytBstwIcW6Ij39WAir1S4V28Su/XFEXucjFWbOcITJBO3lux1x+5hd2Jx8vwOQA2tiQ3SMUPT8ZgLS8yJUMuJZmgwJZVdhQRqK0IIiQCbTM+yRP1sMo+jC3lMvc5AvESp47RO6Arm6+WMIOQF7Pw5QACYVtQXQ1ax0rcPHjvqAtQpIrxBKKjig06juGliepyIdP7kDX6Z0L6EIR67VUk5fGj90INaEO73AAcv5MkFPDvFCxMwYB0DqklxujlhEISWyLWNFbNq7NpDdpJ4rZXjM+b7K9L1koT0PoGWZhSdRNSSvcCCil00gcyxeQe11/w7F23fGz18E51X4kJybBqqrX+Lk3C3Wt4v+WPwkPncuboqeFvSqDZVjRtI006vT+bJCFNjaCgtP5TQlxHiUntC6ixwO9W1GPwTW5Pbl77ECNt3diQfH5ZrehxRaG9o7R0zSAkvSkoLRL4wQvpzPUIyCVS9vszfc/cYx9vooKlrNT3V2r20y7EaB9UF5TVgo2n+Uuz6VAcugFUYHclG1CIilB/vjsbydXDE+yJsl0DLJsrTDWXViLgr8zXG1GvtsRSgwc5H74sk+27BmRMTtlsVULyTAvRqsZ1Bp5slAsouuHeB+vvz4UD8Hbbc4Yhe4RfTomvZwAeMbDIt5HfdK5zdGC3uEBfCDCik/cipA84UBTDhiD4qdJB3sZ/3pNj2c0LIN2lD4i7id+gGmxcHIkXkMalCfNBXlohjzTcwwMWxuLFOvowJ9P4X1JyyGrAiY2bZnZ+XaMaYw7sj0ZWMEu98fkHwKGLdbAWTWwKN+TG+39fSmJhuzOzufjdspqu6Gz3jJQL3X+4OS5vWLkt3utvnjf9aYqx7mypukaXKSeDopA3FPAUQdy7YuA3RlHoBfTTc2glrTdMBdEgXAy3oLOgvRwgXc7a5MgUIyzCdEeRWwuX7gyeoFN+aVx/1AY0pA6YHL9m7PLNL9WkDQL5DQRFhsNK6Y00YaNCtikGTB6BQnU9MBXETlf1P8K4i46FrT7QnsO655sp+72ve+xaicVsO7JAiDzbko+zhpIqPOtiv3FtZ0oPOAk4Kx9dKASS3/KkKAd2ni3zANZmHBgN6MAhH2Jt/527bNpp/+eCbWRcOCVfL7tr3WdC9KQYF1k1dqJiOeBbNiIQwCdJI8UeKyDwuSdhTmAqKUjdrJwhvmywcIN8Tc1KpoopqdnzIg47+/d5ccbwjY+SrJYnZsV/xzVwr/zBzLnMfGjIO6rfaufu/8dKIomQCeGif2Gx323JUXsgCNU0M8gJoG9LiBLkgPWGKXx18p1N9uJesqrvZIkR4wZ2nQhs+dMExFynwWmxDt6Tn+GRXNfIAt5w3OD994fEaqEmfNfvgB4WN1fzEHCZh+NJubXI5UtiNlpZyTX3HZKyEfTnavHKaZG+aIOB0WQovoLx7DrKaz0ifnquRcKmQB7KKt6S5UoWX7hX+yasGZS0M6lyw01q+dZasNow7FPeLawJtoloPsR8wjZj5FPinuG8gwnk+O1n+K5Qcnr4VJcmlCDI8VExMg5WEP52geXQB3f3DSSiDY2cZbTtM0xzxh4bVQuYdncaUMOh2x9fabb4N+w3VDYzJsLczHGdgfMLqJxedWc0vCdku3y5EW6LNiAyfzoywLKizvSnpSntoxb6gDp5HemVfH1v6KLmQG6RbvmOxB9hjaAwNVEsd+7RlB6QSyeAxoQYU5E2No4A26Z9m5/a8o0sDmqTIHMkGHYJcXjBwJriaobkJiggTNV5HFYOr6FYHpacwTJeiiDu3tS3tG68+GzS64FPXi3KAM1wDNLdBYNR/mgjh5nnTHOS/owZQ2GK0y6XxTMauf/zowHWLHq/u/0NS1whIDmopV/L+8iREKnGGTKzpREz/lob1dIW1Z186VeisHBfLlZG/IRGUme+YA6P4DCgUZMGYPDNWjf0DyYm/CiEv6dZ0WzP1gGTyS51+Djqs7wmesAVIXV1vFshq1KzbV4QBy39Z6f1zt63/oYY2XLoG2u83gSGy7G8xw3AhIkamhNtVl964e5B05qNx2EF6niAQ75sfyJeNSgVEmCRTIircCbMSr4Y8pGmQMkwC0F6Of7TPZQMzPf4nTmstVzTCAWDu4av+Ksh1F8NnFrRlsHjOSx/p1mK3LXSk0n5jfnxQ3jg+mTQg1Stiy1uVjEx6CWDud9JCW2QWkslvyaqDIwOiM/Ieyn87sZyj3rVufbiPeQkW0Iuk6WPv2KhSnkWR6PwFRghNIPURxdmqnpBcMnzYrzgPLe3906naTA3UQBbYezUy8HSrSAvD3VIlJ4quKuphWimVFisXJOlw4Ok/BjOI3aeiFYsqOKPEXy8faNJ9knggoytu/lR2P7GaGHZGbF/2TaIV6HpS8FaChI4l5+JTqCmf4q45Pt6RFa89S28xruAEcRFaXMKdVN0EP8MmPmkc3toZ5pUCzRz7BxqSGQvJaSVAcqPlhMZYIPSO51dnQRqn8iMnrMKYcFjoyxIu37vrZDTPcWJHRVjg4oAbgYqQv7/xhr2bjeOYWQu3pyd1t861mrKyIwgDagsOtJCN/O0dd05stJ514p25UVxqwu+fc5S6UNUXrsfwo1BvXi5/TQj+JrP6KetgPuQZZX8zgHcDYpNW4Ujfq2IdgvLs/TJtOd0/ab/CTT/pQicFTnLMVWwB0eY33j9o9j+7k9YY0l6N/w6XcfxdSjiLpRBTVoRri7nU2D1RaPqtN4O2OYa+sa52zlbDuRtI6ZYnynFqaofZ/CnjcIg/tsTbI7/fC1BmnfFkJwiUbnwPe9xjc97MVDeq5ulbsOHKtwbfHsxp+LnUJmkg4SUsUDDSvVVVfn7i/KwkPNLdUoQ18tSZleMJgKzcU5G34mCW4kEnPRPEKVK8IYtFlmIbFijGyI+u4hn1X4PpZCce+mrz0O8RY/kWKK0GsHmQqijk59WyjjEv6mMBKqTVveoKMNGcjdIIUJ24dM5IdQzvnc13S7aq1gVf1RrWjLy9oefp0PKaPAGE7EJSDhV2VKd3pCOZvcShNZl+f5TSJ3cyHzoziC1VvqnnTzL1zdnBGn6eU9PpBYeyymogXunBrWhGYWgjCubBV463lZhnx6mG/gRA7wZAsplFKoNEv9tMVwLXWgNJAL4iVpX6g0IcxHsyAa0glUrD1x7TxbYoCrVl4eJPDc1Dz+9SrWHt2sOyCxZcU9lgv29cnJ58344bSI+iV3KO5gTsk4X3VuM2pvynaWxaRw56jaw4oS1yWDyWJ+ptdGtygQ0m8uoyt0K1dKaO6lgGMmXnVliFrlTiIzIpuCdj/85f+TwgU5vgnZiACaQ7yYQW2prEZdb6Ma9P/tU/jyJEJhCk0pvTKDP1WDAFckG+AA9Taj5rYGOuNIF7cFCSqg8qdU6mZiVgUlZ8npOC5lvLTTu+2i2QjZz24IhXLEK4DFzB5mSTvRx99trTTIwiLow3v0XBLJAI3AMooE9pbg3DoL0JIMDJ5L8HE3w0IRd/PbwEwpL3ogkbmnKTT3gR9sLw0XzBDOcAlJ78tlFiiIr0wujd/2ttxdMPi0jmfOD/LVEKscsTXxef+DKBt1cazTaMXG8TBdz0wNXYipLWay9DNR3cp1f6UpVXnvimbAKhlCKaQU1Dl3J4xnTsr4MEISO/Fufb0efugwRDkodmp/ZG9njBngUa3NDEHE2bz/SNYs2VjTydD0g++nFid6zgHmsbAtPGUQuumQv/O3+nWsqQANF9Ec2m7FFRYhWs5aPBeA9SPh9GPKp2cAqpvQ729KjmIW/mhidNTbgq3sCAI4MDozOlzNQDuZmPcB3r13Di1aM8lUAZm2lSezDIhuTIhVzDDup/wgl7ZJT07+luvrcwr8z0aH7VkhP9thI3he2Hfn+ipEd1+jzj6BG1T3c+t3+b7sDht23/pGrCBjq3G/o4UyMXWh3qHr3QhxI3xEOIOt7devzyGKHnwvy/Wjc2dXj7Y6BRy0GIMcLjJcrAx2uZp9I1XvsOldBBZj5z7yXNIg75cEAT0luk/5gi9/AyDnL4gKFj8k9FvMqQ1vmGUNejrukfGZIOCohc0oMOKGwMBBHZ/nQEi62LrPGqMQ4EgEQcodmzU+Je4tX7kMDMsgkmFOVE11Jd7cB+VZrlj7vbp5/L4Pw2RnpX3g/A8wZPQR4yCs5SLIHajMv1FMFI0fLZz10yD+SU0flw7HTXEWy0hOBT2HHab18w6oq0IgWRsBrCepT3L37MQvq1Zs6x2Z9gUebr4cf/You6TLqdLLMD+wuYgaHWOXC5Hnmg29mZOVjwDlBIsh2i/kmHPXh0T0QmRg3+7q0y7v+eqctwTIT6z+3rkSPKuyYVswfivabGrDMFwmHgh1Swh80LT0laCnDi2Q6OyvDqjVyT9SzNp55Iu2ubgAnva4Q+XtKhV4quDbJqN5bdaCPbJz4PVTIYGIw1G92nPLfGs+msKuFKGAZhI0fqvI5IfidqEKlku4Svx10MZGPQ5Rgj385gHV1MrSYmctCZY2Y13qdQS3WNx9fVzCdXNjxWdhBcBXkqCge+dmR3/nEnRj3wilf6jT9mOfrBDQjMKdoehgMUVCLnP6zoPEVDFA+NDwfwA6IfbHFXpKYGU8F/NwwU4pDgeiHelVodTzRMNnndmVmYExAcwDoqNvNoPGDcg5NA9Gy83pBaLKpfcArLZM9ClsTWA8/Vw930c5w+uVJzoCxaltatVgquJvSmepGe9SweljUrsb4ZEQe0ZJ8GRfEswOVExq/qSXa1kxSZHgNPRBCpUM/j2a3cdNq+rAxtJVzPC8HOhvX+1gmevnkOem8acUbH9bzbZ1G67s8KAoaSZpGxRP2jTlsiXMCunv0IeecOLu5U7ph60DJLunAYPrDUGpmuuQ5mNjpcqf3TD3W1cACqNJXnFb7Xavda+N3vQvzAouB4cprNc85aB3JrCOYL4A0S3Wz7qiODeE9A9jQq5nbakUdVXzPMBPJPRrS0k8IAhR95EueHWhYCQbRAv7ekhStn37BvPnfGKqZp7sFlvJ/jPH8KCPp1qTtjs+XeyE+D8+8xu4AJxPdEQM2vJ1sCSjbbPaSzsNdd/cbboUZaW6OJndVamSnRJkx9sOK8+8mO8zfkqQDqY++zhHq+sN4cCDeeCm4Uafvr5UN1bpNjPKxUiRNpgXXGVgxKrU51qvZEUmsanaCZxuIT1BES/WfOvjlt/xAX5rEU4CfPDjt0Z67Z6A985DSpby9nuZQpzv1mvw37IGtaOdIc9j1HpzoASuBzTaBsR8R7rvqd8DY5+IL0rD8a1Hmp2TCe1WuQ3G8UO2jTbIhc4cEKLpVmmF2ttvvrUOyQhVPt175wa8oBYTSpUHdyIeJg8hrgFnv3Rm79a4bqJOJqGL2TRLm8o/oXx7qxPqUPF4jP/bg65ldo6GZ9aVjpEpX5xO2pbO7maw02WSRhxNAcI3pe8NvqM50gPgEiDPhQxnGnnTccnfQ9LUNhO6F+ZgCrhSUiyeTh3jMbSm1+YZjx+01uktJnwlpDwIQ2Q+oySX3YIwUFXEhUfk2ak4/LkHyVdAMmsjRuFVCD8/7PKrEFG6PA9/dLadyQogeefWsneOqekewflWyg2+W91bnbkClxRHeWb+YhIs64RAw0EeUwtpKjDjXwKCxhdxm8Wh9nlPhdWXsGYpO+fBNSjivFlq6pBgsp+YUPHo9bqr8ylJF8XC0INawTTSMc89drOfJyA1V70FHgNRE7f058eFboHHk9B5I6C17aZt3cihsgmMx2u0ZWO+lKjKBeVf8FzkMtR3KpK9rm5Iek2H9JKEiuvlL1Bw2FVXJgg3f9KHDkigttgJjm5dBynFbTmhL/9Xc/vkMgbbUnisaigJHDWG7WMI5ZsYRn40Gnsq0JBEmBe2AGM8SU2v2MDiV8nZWcqJiA78JXvYqVagQH4aWDV2tvH3NFprnqbKkim7IUOvGEqhVsO8wiUet+vva9Nc9papkGTLMUUMdqG13Uz9nhCWrraV+l6Ozh7Q0+cs/kpX1xLOW1DCtfRg1g8PnY22zFJZZV3k0pvMBxkHmBOAjHCMWyWwVLGOEBkWnemNjaN+nPMPRSWf/29qp8zjMvMmqi5aNG4kkP/LcqT1Jt1s62CrcxHmpfwstGjz6SC+vqcnvKaGBRcv89Fp5bYPERptOjb8v3hslBpHA3PcupRlHRou2kM3J5c0bTyp2GOzq3+KAtgccphYmWoJ3WxJ6+SDjkdyzjZlfGMZHO/muaZXcSai2Eu4oMrIFhLYTWbcdza+0wjkfse2QdgONVKnHvubo/hUYbhbLNGRU80dwj5PbI6O0+TTgKm/j/V4deVPNF6/00ALMTd5dr5HO/GayMRFeW71B5iiuSvYuWvwLIRrTZyodhxBtd5AFQb51yHvFS5ML3WW+JogrvhzktCRakubYCX/yXF/oQJdTBN19guquty1p88KRvUpfd2U7R6FtfyDaVclRRQ/vzjD2HQU8xs/sA74MyRCwNPEAK4W2MkdQ8/CCueGqJhasEUz0rMcvPvgeerFzUeKF0fFd2jp7EIBpnGgjNvzmZgQR8vytcJUwz74ElO2gG61PuNU5C4Dmk5c18j+gfi6VaAgQB5ePa1wTr61cu5yH2H7Yk2gopfZ8wLDx4EcaddHWzv/l5Vp/mM+HbqaTSmWtlawZeFYg4tXj5c0ZqSjgJECxXackn/bEs8MmyxdVfGRQor7+x16IRnORmBtWwihHwPXVmRT8jISw5Qg6hccKkAyTyphrGVKxlAhK5JJNwbltmgpGLL1D6CmcMYNSUyrQzZ1q7ls0g7ZmektaioJ61TD3LJflGvR0O3K6Jg9FbaVtzIUFEOo8YCjtiZURsyqZwI2lvy5LTlMp3e8NMK1CVt4duay/4Hz3/01sXalLt1ROFMoiyWG7cH/FEttlcxOhux7YS7+7eIZZAuXI6qNWvw4h9oMM3qsQpCplQI/qxR16NDLOivqLmFZ2BSjZzzR3lXvy+IRZ+mxx4pG3j4t5suu0SfM8s+W4EGvXK6DYhl9uN4x13zYDMvVzyi3dXuGECCNfEQ2Yoe5FsVVVSR8j/ttALkaqRfkdhoGYjOyGccnvZbNCmRoc17O1rKTse6dsn8wpfQqM4LHcOLSTNaeVOeMLhOf21GULUTTni5WQ7OmXy7QE4K+0o9X4RzG/PorzmAQdKnrCBO883hvSaqKjCFbYx1rlb5uqY3gEThGGuBI6Ym/FZ46Z2nXIqKDukmTmQ2GRQ/sqGJj1XZDVbXaao2HRvSUMx36db6ajgUKAkHN2BqYi4r3WyST+jjrUmnZb/JXh335XkFIvlARljcxfEmYDaHwR/nYD9Zp1Prbb1+S3udHz+lc9Yv5DD2fyEGhKQ8H5HSv2MZDvVzSTNMsetzo4SertWmU/9y0kUN51bk7k/QMRwKYS11xYhqa9aXTUTKdfpYMfTADb85zOz+cdNIlKVIK0dJLy5mmU2RmVGW9hfmDmKgmGrSTSAlIXIa9VfY/uBtR1RvtSYONPJ7QcYFc4iUSeW/ENqjl2V4G0tY/5BLO/dfEh7XJfvwfHE/JPuiPWmIeDlowNnxjQymUhvYuMlfhJOG14kkoYrMGmAz4EtXgoK0htUrm3e1McLlUsA66B+HqXbck3/pLuOVPKFaULOUrj7UI0PaOe40jATDKhbXBU+TXfHhguO2k/Y4MnOXVhD7NjDJWgS+2idKm2dw1VyleO+GN4mZ1TfzAoqYiXK0m2XlvhihFefa8+eCnon43M7FXfoNrXulfi+WKQJJLVJ0bH/ruKGPRvnDI3Ij+XiusNOKDQrlt2flTHtYet/xRp0jEX97x+xvhmV7ag9fa1+KV1RVWqm8ShiUv7wioN7jpeKfTU55DLAtJ8qVtuTbv/7O66lZDAGNSGzFWriRJ0p2RPtAlN8tQBRA+hdgzWyvqfbs0j8FotR7ViftGO57WhDoY5WSm1uPIDtmyxQZERiac47WXJ/tpQ4r3WpOx67Zk2jLew2Fd7g48w5Tv2zGr7W/jXlizQ38hlL/R4+bZ01EMnJhCkOl99kkkx+oPh16GA5y7m6rM1kLzIEwbrw5I3OnMHoTvj3RMaruO/TPexWGwjsxU40Pmh2tTZviDFP2QGRA/Hi0i/6blsWhfFMZD1aPUwkMa8t9yue22k79R2Fhj5JR19Mhp7S65zMdssDGuk8ydduHESti64keyiY+7AqI6fvI7rpc1J7zzmMboxxopzKdt0NsurcqSwMiar6RjbjeHfZDQN/fM5/GZ59VZkW6Pf1vrUhVFdF5aDtQN2kGFhSxl0HRMpcZAowW53AdqhHtRzfydRLTylZjiEwjdurFTl2hCRII3e6MYJ6C0TyN4suUvl7q6W4uRK4gsIlo78MHJLBPxzNv9cVcx2sZo5dI0J9WzKmmAH+7idx83S8R51gPZ0kRL9WUS5DcF2auh7B1BbCJESi2ZxPgoLHXbfmvdEi8sUyHKdWve12mp7zrWeErkPQP4Oj9+YYtcKI1oqwAg/tI+19HhhgchN47L5etsmDm8wbKpK1TUp+yvIXff2kGBZbwU7wa1Jbxn3ML7JOb+M++27UjkOx4t+rbj53vXBfWEALd0m8Ieh45fTR7bwigwAv2YXck3MGwoM32jSdLDQpW9Ug3fUKkvWmNoVQ4dsOjFq2v5/RxQw18ISjmn5rkOEjW+bJWkszs5diIjlwzLkLyNy1aO7g1g/PLxBcoYxf9DM1mlcUmjw2RQqlXcnHaxsyJfpOdZXk19Revcdp+c9XI1z/NSwq16ef1LEW8yahtMYmknA3tLxPqWMGc9qOFydXP1shSNQwHwpcMsmjfVf7aLtGoV9RTy23ePCCAvtcO/3VeyPrnhPEqiIlvXQ1NefLU1kjOOyOFvnUK6EDCqZQ+uiyLgQsOlw0FE52SfYpd2l9n3J6uYjYVIorqUp0OqgirIx+8GgVs0CSq8BhkH8rK+XZVB2tZmQ1vFU3yS1rXG3M7h1LkePlH4/sHh/OACSD9askckSf3a0A3er294EFkB7Etao/lgDPCOXJRFoT65ywX8sAVblb2N/nPAzOOBEqJC3n3+FPwXFVwmMUHT/Xn+L8cJBs1xoRA2oz1+7gbONGYvefoDJuJbJ/co43pRAtQ+Iix+6aSHYuK1dQZ/a8TPWlLQxuVyll+RUHXMHunoI1KEIAbROPo5y6LiXgpr72RXaMlBEYWV4R6EryMjJLuZW7N60BBtvg7+SPU6UPHWCMbRVZi9AcfACy/HbebBS4CiUlltJKduLIEvWrA0iGapLZy4vpa/LROTTFzFWZLoBZgB2VD/8bRtl+4FL65kX92MayDOhUfWo+3433VFe5Ajktm2XdsWrOT+T4VHeGbXQHuh97vHoNOUdZVUfhKlwc6eVHbTxMA4x04z/lfXGeGuf2k/hYzD9NbYRER66JkpBXTw1FcXMn40J7499yVIusQYRYfroWaWvw66Ac+ZBCiCDYWDpcRl3wyVxf24arCKMKA/F0XmwPb2MGrK+68DBPi/jfWfd7gmq6Nq1mJMQ6GeNqBkUbMBfrCD7Txm+SYprPcldEW3oJnlg6SVvc3UjOz5LcYD8OQEbCNGdjT99zBdg8z5SfFi8SkYs8iq06YlDUyI8IFdRE17zQulO00Rwez+WBkeWB5TFHfZt6N6A89fWM/77+dv1Gp2LAlyV8oWMtflYgrFqFqGsgYPjAcYwV6vqd0yUvwOFBgSlH54PYqaVwX341HdmFFtG3QGB7H1SP7glVoww3fJQxgncYK+SL61EP9lQCy86h5IbvhBPnxRO7tL84PFx4l4R2WLjaMjttESy2gcDvIM4mS5TrFSEW+getBSj/x7DNnm1jLPQBd7OVBSVFIyvjjfUL/eKFyLueASO0MVU4CARAODygoSG8GNraW/NMh0JLEBLA1v0AdDdRBZPRQfrc4tkv8gLO6mGhDFXStsZpgd0UylUQpenU/7Y/U9fwjmHRu5sIU4/A22WOorPeo58u+RN7uYn46ELHZCvCQEnqPG5e4hFrZORWj4DpihqA50tXOt4ZgNC48P0WIR84VTdlNUZskwiLNkJgfgFDcg9575Wb1c225Hg8IWxjF6AIGvbtO7JjpHFdm1fHarM2HxKhJX7Y8mAJki7vBaOEgkjLDTfkbrksXVwivEUCImvbs8k/JU7ht54Pm9jYM/Ik3NmMLRLX9y6yX3yDBcGtsbwLoQU+Ek/Rnk7GBqd9wkN8Sds8LCrnLMYtB39Mb+tcL8d+HbZywg0I7XMwrE7Bem+FwCPGtE1JdBJga8COPUbRtbSWvLiRsXo2jyV0MbXb1a4Up1YyUgBGVbU+0q+iQY8t/C7HpsICx3Bj2f123PeokKcyGJNgGOC/RRZpjzPvYcdjXXypKZxWfeXqz6qDCoI6+PNr8FlyTmdeZSxhXczSfQNeD3Dx/FzBC9ea58WzNZhSkO3cArjsPFnxB7JMihhr1yvnCkgAzqRfNT6ulV504H9yijGVaOYmfkShDjYdJByBVLkIeSEUOWelc+PcIPC2C7uoTh4oBDH484tCf1WyhvI+xiBZYrYqLxrAtrCGv45cUxby7j2AEVUVCK4Im6LMOmjZYg2GDHtGEYDc4zpCyuD0CRdF7bhhb7YX2789+KlWzWTV2uU2Fk9mNKI7D+IYyYrvzor1bp7JYZM7t4+KxSVDGoNxOLZVrr/yEDLzL16EAUoT9veY28oYh5fygP2BbGZ8tvBPlzf8Y7e2MBltTX+hktteuS46yiJXhKCJU4OLxdr48zE7JYamk5CtHIYZFoGDg1SZfJgHakRgqF/OrQ3EnDXS+Y1DFMGtwBVEcDoEpV0+T13EzJo3jqdNzUEViYXd9z6/o2EV8rBsuOHFu/cvCU0akfFoSgSa4Cv/KzPkDpctzrOc/PZ10I8UtQMmUCBj59ckqCLbXAsWuZQqjE7uRVMqbseYxjFBdg+eNv70YuFGEj2j7jhSiD2cm7RlwXYztPLU3J2IUGn+R6aoNm9iV2KN0cYDRnEa5sJV45MZ/EI1iUoO7cJIvnSTv9fIhWAcZzHmns/voHPZ0bFI0cnqCdEHK91wzJLwRhFKHQGED9/wL2TfLTp3uqLnwtkoR4qp7K+LfeDT1Koz7DSVqkSuxR/Fbq5BIySI6DNxdL0TxA/BVWD2E0c8yljeSt6TN9wMe+aQln02q0gn5EtNjW9cGjdwj7EqV1YyisJ4Ez1Nk31aYYeVGb0V40J7v/omvjX79X8QlmHOebufs+h95sPy2uVUKPbdtexIlplfwpnAi0dil0jYw8l4Fa9bDRpe8dJCjP/MqYfA/flOkoHeZCAy0LGoT5j5Llt5R0nZaG/Mggr9JoId1l2uxVhrD4xdpRyRGi5l+zjS657Wa2+SdYj7xXXH7pgxOF1OulDNiCIaTLJnUNqAOrONm0RrjOxNV6A+HJbmEFgeQlTUNmGZLvb0vlw/lRCwtoYmePcyawHQFQgbxXQdbWaCLAwBFoMRmke/znQdZeIajSHlNd2BGa9zmTwETVYk8arkcl4rLbRi9d65dU6LZWpMQG6U+pELcCYU1/Tz1uCzfQVvmgiGcXHArNSyPLC5tNfkB5kRRt5qQ53WjctfRuOYiLdnqxrJiGAAEaQlnoqSR5eKbOZOqAF4TeFpGUXldQh3XYdKE1JIZ1gTIFiecjJZA+NLK6iOH+gjmUacp/7N1vaXyfAcnoqYX20fAu+wnakESwn0spoQJfWXbGO7wjIzBE4Le/zJR3mI8h6BbPggjtB5hlFZUaAGVHHvZzh57xXNqv+kkHt+SaIFDjt7QURv1zoNMekr4NGIWtr770GbejtFyQjWx+lxqd4A54U++ZH7o85Z96e0bzQKZwayCbzMQ5cim36DI5y0wH8uppzAYcLnfyFOCx4V3vBCcOPGSJmZDuiKKPegm/QIVJA5UNxZdZtLQpcCOFsYQ7RRm0z4/y/VI5Nh8XInAW1oTGgHqPUkeliFnvrdzfQOdK/WJ0p9PpXCzuT1xfYOyapKBjiCn71n5X/bbuf0y16dP78GGa/9gxeLojoEA0jaOEfVWhyVfd+a/MxtsaCvo9OP2KKzMNnhHFFVGgt413yKbAELefrZwk7t4Dn9wpTWqsYf6WTpb2nRQsXM78CPoNuwtu40IRr6ikkTcg7oe6acN/XUzjMZtYH2+pG9CRCm78UWDzjCSpI2FK7ukTjLrHsK5Vg8Yw5OIUNRTbPL8zEo4w7UiDmz67BjiCoY98yHhM+e7Sa6sw9rovb+afvUzQjIgYz54R58+MCdKmDB3gDWsWcQlMFcqUJ7n6FCi4WOPanZoXzJu57ql7psQzjQFimhN1aYGBpHeKt7dCbld6RiZdvd/ysZ1t+k8jMksDu5AfGeuFn6aeKqoKNFLhJC6Q7F0QZ+YTHsnVmWzLOfqIhcoPsXoMXDHFF/kGZVeD2TrkS3wjBp1yVJkO7F/RbtCDiTc1O4mbV706DSsASBLwXFd4mKIpCpYjm+v/I6Rl8rEeMZoWQpB6idcpBGfxCi+RV9AtIhr4KPmZH5qeG5xsQuhTeIP3K3aM667yO/Mbv4naQ7VwuUgaN0rrDQ/eAOmfFAlNfAJvL/SdcqvmlM33H+dQe/dzHIMZh6pQ4+gYHT7LXpCEzJpY2t5u2X0KSnGO0WjzAjSerLx3MAaKkL8r2JbzhzkSzqL9iINHBzQkhuDrEHqlO4apUT2WOR4h2DViPyY8bxKfq7OXHTwkdBFRcDjuRRW1yQKCJLLWZNKJQJpDPGnNQhxvWXbrZ+zyAsR3Is34VOxxj/9bgDGyNOsXZGzpywJaEJJAq1erHxubUxqOLyAWzr/Ic9vHQhT6EXNyZinwQngWuTtUvBdGAOzoX0yoJY+Ku065srm/I0MNtWSwgGNI9Z9vs/reCCcGo8J3q65eTjWuZSm643/Ihpz6y0e0yRmmB0Vrn7Ke4FC0JUoAhvNLZ1CxLHINrjj/ANfnJ4NUnMnIpCnzt+/++RjgL5mXI9C/xSBzqckLgtRKgC1Tfke/Rxqrd/lM05bMjha/6bYqayNH318EQJOLLHcJj54jJTg50dgeZiK3rgsIZU4iyQnphtFsIaR/sCeHOOlP8hYClQmOLCQ101HlPjfsbgKXg7DJcDLEX6YUp5AlSemGF3DjdHnRbt5SWIxSC7TTrQJhGXJHBmvkUc9t2TnPg1AEvQ6G4Bd2yA7vhbT1TOajxxG7ocmZlpeH9DXuPa0kpGQIdzFr31YWRACgr8c5qje7cY3ry3UJc88wdJxU0oyuYPm8/013/DM5jP4y2AzDw2xU4OjngltnzaDwFU61ClFOZz5DbmpxgAcL38qVoNX+TnJUFKyXjLqr9r2P1/Zk+0X1uKpf12hOpNrEqT6azQzBaPDMvnJFWdwMxocFQi+ni6zHDKPHnUeqx6mK/mY7lAcVz3ax3AtUav7ssgEewIaF6raEK4hih2IO2mSP9Uao+fM3ThgPKNmKOTpWrzIPEbP0w7ky5PrGpY7yAUJmoNKqjME82SE5m+Eah+igVzCxeP8jG1oYyKaFsLBgOJPX+hwDCPUEzgwwOGvjo6PYCBpBZ/6iKj2gvTQ3YA0Vi9ESqmk8AAAULFLYL1iWH0UIuodr5Cgj1jkvGn9bUSURPHzjol5WqdweedjqeXbCsr/GjQ8oxpQK1iC3uiEH7j9koPK4ebMM4lZboxDar0NCgqVYTmlP/NP6G+YlO2WISkDA86RpqjYJ9E7CWR7+En3QrG3+FP7fcaoi9m/2F9NK1yI2HSyOAYues6sEXpyvXxs8tBJAm2xfw8hrk6XL4bJXvnt/vxGKlAzWog5gUxoiKSX2xckCq4DZ8uN6trFCq2HULCizqqAHaYrN70Ftq5eSiXYyvFxgyVJdEZ8V2azUGV+1m/kRYB761q46g6WgySyVq+PGHacIioZC0wSdd4E1NT1eyKvmjkGQWw1Uf1hlar5ng0cP2ed5a+9HuMce126HLgRhDOP7iqHUlpU2CcLD1OKgjBm4mcbGCjm4DW7g9HipMh5gxplS+pRlS9yiyRLJm+6jJdSp4XULlBB3ooUMOMCTPi851jy4WPAt1q0KGGKvzBq3v5cBn8bcBeMp290w7faDrYvZbv01+3t3lXWENXwkdCkfp8jS+nMBEUL8cYjdGzGuPUcxLvuhgwCkPW7yz9xWCTAeEJPpNzRJIiTPWOVuG3smDNThczXWlnEDWm2ym9OMeQrcLjSTLytHGPZfUGkVRhmWBhDoVlbMcKJPU5pxEp5L62QoofTktPOAbaRpkFrAxnD2T6W2vwVPd6xOk2mZ+SrKjvfqO1PAMwf//PQFo8HHzdY4YEQRP5aBBSoRAT+R23S1KmyjGiIG/iz1l31uipHmTdXwTNcl4hB6xPfgyLzlwS8QMxSnKhUz56Ts/Ly75rESld2BhbnROerVGbv53dec0LojLK4SZ1SwmFmS4RPGwDOeB4XFG/DpOXYCYjYMFeBhKfhHKDwYxUB1b4GGYREY1a5DM/I7a1azx3G0H+KbkuSrc3LzUZ8m2If1TcAvPFeiRtDVoJXaWRa1VyZJjFKFToPVSkTK9n7+l8jE1zPDpJCfIdblzJRqDLwwVqDj8HanWPcwIMms8nOKlBiySSHRPV+W1xOxCiFRM1fSbaR7BL3CosnBNHh+4ZTFyjJGHsJJYrL3vYLGBoswAhUu4WQtcnSjloylyJ9RM6LWknXad8VLrGMG8HC9rsaY8hq/30MMDC5mmzysmJrW2D+qT+AKRpolkEUn6sl8TbKRB70jXa4K9UHrnSYE5R4zf9uiv7QidOq9NjahIHJpv/vdbPbGGfP20jS4HNxdjHhfzS1ESyPl7ChaIOD4eQku3KnxgmR0m8k5y4Q9VOjrZPQyRX/lN6tWG4Rr7B39Ng7rYnOneWxgG6oBrNd6ynkV9G0vv4j7yVzqq6jVGGq2USRGY94lUU4BSBnFyA4MxlfIxR3zCjumjxRoj1yXq/3kDGS2QQaqs5nzAhAdRQ9hmVQV7j/IeWo42lqTp+XdSy8T04S+2DKCcdaHxVlXhvQzzovMpvUdBlEu05HIn/BGKBsUwbXAvhhqr7dDg4NCg9YK0OC4pNLOicwjJmMAZ1EMAA8ISJgv81sm0I9u8h//tjTFLMOZQtAlflMlcZm3TkSMHU7kN7yqi7Ydg7kUxQ4ZmDKzOtP4zxel0Ja2AhXKUx3xv8bza1HNCnIebS4yhrXBH/q9nI+wO5XEkVctvod6esCD/YdL/zktSiPws4NR6XM7H42ayZN7aWXE1adhFpa/V8e0bAmUYuebhBHMRHVdpO9tgPCPz/YrC9absCkGeqMa7/wd5nus7XeP5EWI8eyd8Ihqwxcz7nxN271xcRRL0vy7dh8d+wyMwdx3mCr1qbP4gXTjPHn3/9kXD7YkYoRmNT/TRCt8Cp2eydRORYOej4n2KzRXHg812XTYbFyJ+ghJ6bPqi1QvZippX0YnuuEfpr8knkomGgEpdyJsrw1a+qtHGSdydynLozbuBGZUc27jjKQ9SE3ITi1wPxBXh+9+nqHavTeO3aR80Mcy9THq7yemwIYqdx1pwr6TeyjGhXdIwpgaX6gQDjDanZ+Wdph1ZVBq7RGYMFx4MAolcTW4CSMKxnKoQbK23BxMzdp3HxKP7s57jee6xJvqIaf/6s9McRMzdfWzPEuVv5BDK5Wh+Z5/Uv1WfKgQ3ybmm0L7YP5qrqgcRRJm0kisKL70S9ALjM4ojCQDipaKMgMFq2dHQsXLjSfJx/qKCLWC1qkd016y/T5g+ks4KMq/CZSWtDGVhEd7fATmMBJtogAb6Pd2yXC4EAjARzd7FlAg+g5vlEvOLJ5INVgllS0mTqcHKch8VbfPnkZE9nSeV64pzQedFRynBK+hvHawDN1axtfPBgXgO+yCtpdh8Jq8TAVhdUM0eex9u9QcSCSv3mcuI3L2Uc5blcq8xtie1mX1A50CmzEXbfYHiXOfGF/BP4zLrY/olfpoFQBR+iv6aXRTBzKPmMANcq2qIJo+QLze0wY4MOS3w/Tx5gE4ubDPH+RWDPrpvzB6vRLiMv0vGjFiGm5rfT8050yzDVZ7K4SWzZ1281OyY4TD0T57SqP+y1fsjT+CsIG4TyyhnHts8a4o+zM2pl+o4PpEBam60UByjIN13Lva1SsFWI3Ca7kROtq4b71WlVo+u+gE0h9M5XevsiasA7EXrRds2Y4Y1CpZkseCFO1Ntbk5nkihopp7vqMHofaS85+GkLoU3t7cVLoL1ZuJQaHADf0L+zuszKHzhbrBEuITxfWd5CyblICZ25u6zF0FZIs5ndjNBSAXZDKBn33AEeCDTzZGhJ5sypk8DZ+IPhxVRSNp7KPxjlo/t8ijPM2n71yY4eUHa9B6g3MQqTDnbJRq83FbxqMNqjJl9HuY8LXrZ4M9BVlXj3At1WpeVoh5yj2w7icCG1YLLO43udonhdJxU+YXTv7zwaQasKrhSNLtvb4StAfiFXRnpMBBAeQ26EKH8ckwInqbAAAhsDisqzGFgqyq4g3RJCmcReQIGjPbZ2+ayDFd5fwgCdzGCKPLGVu617Wp2iXSZCgnNkLp/KQBmTjXnilOKwyEpZipnir6Dv7EanvCCvjl3llS0OE/+m9kw7Ktc3ZNP1JNjzGHeKrpwyAMiuQZ9Ex71N7Vuq/qLbe1V5TMsDytqVTf7QPHQabAYVAyQAXjX4tu1oCxhdYAHefMbjhftmpXT5KkvErh3LL2C1XPLIQKWKs1yGgKWV3z3isSS5Jh+EGcjdASRWI73dz5/E23T5buwe7Kxb6EwvtS5lEGE9hMtio44HjLdO3gT/pkiBEtBIbHD7Qv9uMccMThabasY8gUaizQhW12tawfvGMbtO3aShPEoO6iSRpMOGuH4tH54Ejm6Co1o9mbQAISZnEuwk+1kUbT/IkMxD3SsK/WGPELCe9EyTSne6Ocfr5uoxvGBoQ7oJDmU36vI0uSJ5rY+8WgI9Q9cTV9tgeteBMcEPksg+1cdK53P1RxGVyghy9QA5Q5rp8ptXdzO/CRLkMOMo9iv8amutfaEhECWmzII0aj/q6jFzwyx3Cyn1GWaepEoRnBY0+UPZlX4OLsP2xh/mJ3O3naw4x2IDsGEn+OAoA3n6baN0eBZW4+nGNgzjKd3bupHYejPd5CTacYejvk5OenlbDLQVvgm8peJepfpW5Zjp/IE2sI2nNLXr2h3ITmOmWCKv7IfpFTcfhR+VS3Vmo2x5gW7GV+T1vJ2svwotZLvwKU907RJMUsikC8Nad6J3hxvgkZNekTrv2pVzc/9ufHGv1CTZfWKcFRXVJf4FRqfN2eESpiZIIl6w/jWEKQJjOLgp37OtY5sABsIda23DvnhJlYN3DJVRlzV1kWvKvZi28QaVgXTa3HdihvvAi1210A8WoaCpK3w49WTvQ461emPXulJdrDBFAcnqk/WjrRs+mqQ0cHyC2FhT52OGU2n/bLAt2ee9AWYP2kxPaDiorNqlvWQxvMZuAeZ4HJTQW3thrCTN/P3IWPUdvXWNSM6g1v4O8ckp0h14PTmnXNBuQPJNGUkMk3r5nPB8TPhqpUNB8NMrhsMevtyXN3vcXkKFXSbP/l8d1uyufc+jo05yAdcn/rJVk38nooztEvDF6qAPI7piZgGkJVCEIYIpOkAMswCW41u0v1XKEzUX/Upa+OEo+ueun3PObF+w4GurhvGkc6ZC9dWai39vBnNErCr0HaY2vrF87fOFz/xSYxOyQggcclhjPBC4/3PNo7QchDqBsrkfaAibovz/6WeJokq2RcaDGjzw27lxk+PaTOeRmLSqLvxkt1Lh7s0Ds6+MBC2pch9tTGoE8CaRHtyqz+Cj7M1qp0PzLDz4F36PkXW6CX6+6MJ1UohhJrDtN0wiswoki72/NIUl2kS2VpAqg6uIRuGldvSxHymH7Zn5nQPZv49sFz1SXSQOMuPkNUZJTOZQpxKxsocpX1Ng8uCOgZQBJRyIYVMlo0giqZ49CfcdeKBreiF/EPo4WBGNcEI1aWQUnvMIUUUcebZz6M5ewof0iKmJpQakredhu64Lf943qPqXkOQFqBjIe2Wm+ydoRbcVRaXLUnW4P34ZMxd1TaYFHBZ5+EREKIovY99Rzkq04jsVNnNw4yZmnRWEbbqc14RBo2mIabh7KAR242rtfLOr3Y6JpQl0sdTx9ryb+bxhTQUdrCtkRy2cAzBKsjFStPbcWe39QYLvvnlcUm3sxN/qKTjyIZtQuUBt7HO2G8HDUAq+GdaLTgorRoZMhoeTEPZk55us6r5EvUkLkF2/1b5G6IeR3CQYzyX79Z70rtknNPbLeidmaTJrUOIX/J0Zv5e55+kGvlQ43ktBbW/UnPI6Dof23QSMam+MOuRfH1AX6wNh0Hb2oV8EjRW5ub9YoFigcZ1qh11axqg0eQ7xnSLHO0/A3oY4/G+LtwUb2ED1BZraxj4mEAicFFQtJkjc1kWTAj7ZwdsixWrG1IRBWxlsNAiyZbYGZxNqcahnPMnd6v6XbpBx+RSVgkN0j5wUkB0cKi7iyfscafcZbV0xQYPh0cE+vz4Jpe8WpeYdMM/m3c48vfQ3md8IWzQjiyGfZKTs83WX2gnJLnKbjgN2l6VAs/wIPfUKv1qQXUSdz3qdVXHWZ2gOfe8d3EPuHHyjnwksLoyqmIQGK9eKxLr2GX5wtFTKEKNAuNirgFcRnOZLT+axMRsNEsSw/U3zkClcxpy4d4RnfMRjMzkz09cTgG3hBnXMtz0z0B2+YxtuSwG7PxLuncuEV1/TswhReEgRwQlURp9cBfAImGtjokwAt8qWRmx8C74sAj7qZJ+LZH82Fa+K5COqKiTVyrPH8PYwFEd7vpesymxtvNSfwb+3GCfxeT6fzKADC42B0kFTajqvJj6ovn+xa0W1bLpxyqg/AXAsjneckd4NU9LztnDKW6uu1OFNDyasgqFZkDB3QYGZi+g5XMoF7yBXVreStspH3MwZtIqTE8EfIdpiT7pjoISFB6WOhVqxyhCiFKZi809hJ7r02JVqSNWRqvTy0R1PMAq/rGHEs3obAVJNbsRvvPZlN3ATIbls3tUsAddHdZ2vO+fiMcL71dNZ1P/8+Tn5jApoxv+NrB+k8DIDN0TQG21yjanmUVC8Z+ivqaqgbWvJLcvJnUr6fT4Wd1nnZ8BkrOwxbz+sbiFtNXIpHXXf1s8lcFQ4B8Lnn/nnBvVy3IfVMrH9gEzFqOEWbL2+6NbLJTsIduRjnHZ/4cSjVRB9t13mTPXWnTQBpn0Aep1wQ+ggw/LpmuhZGPiqCq/wlutb9zT6TZkzAVQYoNYxPLLjAkMOSezafwwSP/BuQ2FZHFPRibuOnZuOFhPiQ7TsWXNSCGVj68GRSdz1mFVAmYfuGW2UnRsstdfCQ18pO90rohgmaJ2ne0q2vUdNEnPQ2UVJ2STO81Rs/3d5ZKdGF72oed9CZ1WD6Bo+hl3rOww2LvjQN3lOZ5a3yxRLeWVpVf6UQX8ABf8hlW+AwbHnlQDdyYn6ClCXjJnVSKAhMgM90UNBwYKXkXxORwig/Td+muej270Q9LHCbJkSiLDC8PnWtnTCX339l7xNCyI6sbGfKMx0le1p19b8CRELvyqwLm12c4Gb1wibuMVBtVrPG8S2QtywdEWVftZfSMH5Yt3NKeWhp6PeiBlDeIuO4UFmB/uRwPIoZ7YuBKkB5P2Vgfh3HitJOi1WHCw4nFpbjUIpVH4zq0R/HqcVnfFeJNn5otACz2q3qM4GC77ED2fM27gy8EpoKrjRg6QUkv90uX/g9rutaMo/ryb6XxXiaqaV1DM8IBITjAO8lq/N8spFWKlktyWmFBZsd+OU3j1QE09exqx3ivjrMMTg2uvYODfjjkF2KW/tIr6OiDae1PmdxmO0rGCnWOtu0QHwaTIWWJM4EiORzD0aMfcN68r/Co2DDYjzTygd8hAXreBHbg0mG80KZ9GAGweOAzLh0JAJfpoScIv1e1oDm0jLl4DMLVkKBy098GihTbf4qX+Tl3HD9mK5lVa6uHbe+LhH4lpOgwlP4q4uSrDC8UlpREgKrIPxBmNR16BdqFHTTBrPCBz9vrF0OtJiLBDpaj99Ba3ku37QtFuWQAI/aJQro45DAGhUvcIelzMcYdAw4dH1rfqp5lRwaGTevWf/Ol5E6VZx3Csf6TLBOiVPfZP9f6ylDI9MQUi8+hAPj0aY3UzQ+j9MeYEkHK7AvJQ6QTEPUrKlAJHGpkBau66+3QMVAOq7zrnkm+9Hkjy9xpYCUXiSHUggTuHnAz7pVVQXPcR2/cC84/o8kCw7kNX0rPTy7o8t3Ui5BG5nTfKQGAQyyCSbd2gdXt6w/s2/lW90bt0iOWAb00EDNijBSK/EqNrgbi0ENOTyHYjho9y1uf4juWBX2GgFUXxoBtHjbvlBKn0nbUebBI/Rf4BwVo77+eZ7Ic3QBbOOYvdGQWL8QZoJ3+ny6xpipSQL/02YrE11B8XRp6AlHjT0lOEm3Jf1WFowBaEOJU9KL+r/rMWCe3jiLejvDAa403yejltTV0+4FPOwbo6o7FDOy2c6m3KRvPN+QlcqAtNgSsaicb7KTtZwZU+wu0zRm6BbxDREkpRfW3SCxhkUDOAMDoqLNxQJ5P8Usv880S0ILnXcL7sPt60LiizKeJbERUXBcHuoXy31wmVfC6NBqwFNEKrH0sJg90fkan+lZ4hS2ftz0kEgFo3G/Z52liUAnxgWJZBM79+Vu269JfG//f/iIVulUd6+sWGr9vHDv0APMCfrlH19w+b8qwWxSj4MkvGGTAKNisnm+Te/FWpaz2GMfNaOyAQcENWXZLz7FWmYGkrLaf5nYxOYyAnYhpL/grLFZb49uBoGXspKJHqbH2oxTgM5T6GXTOlZIu1i8JHJXHzO1gCfDCrOgyVGN0CDgvaHaQHWZreoEZZJ3skDDZKDvNgKoTfiDR6VnBQ8cON66Q2oy25cNOW1i9OHOii61cjf760LiShpnhUYd6hy0c3YY2T+0pKASA4pqEqDZ6LeCN8pkbCxOQDAyX5eD8WbdoT1oxtezDz4TcKC6sa+87XtilTnuz7LoPxq656RtoD/3UlMLlOQMdbw617EPZQpXd38AmJQuaDf4NulokgtqTx4obz+uE3/aob9Yi9prBSzlTaNv+qTQgzCSlaZdhCVGn6fym70UxJhH1zJgqDWxYAWgtterLzAKq2lOq7k3Q8A05DCn199dVHcFi0bRHt8kIvhk8d3RL9Qnzh1D7DZ3G+YAXQCx9z/P2VsIeYbFvHPGMefN//aKeeSHhpO+oi3g9bws1v4Az1gS32Ioq0Y9+HtnI32dJ8b2s5svJb0dGjuReXGJKxEj7cisRt2DihEjK+udXXAPRDgQdKA6j2P9Zt/ANadIj+JGw5vd+F4hLC6i4Zo67E9D1RcMGwdk8lKyyaQZpnkUFTObl87ptTYiD4rcvUU4CXru7gRjmphnr2mxgh1M0trIodUDp5+eDqDM4r+zdj2a3UpOnk1Iuk/MPQa+q5voKnOZWMAO1gnHd/ePxSPQ/M6vUKMlevY+Ce8+i3TPEWQb//OIIJ45tMTSOugS4UenH03hamCPrTlTR9+PG7bZQ0+2ANOOghg9DIgE+T+AT5HI+W4tkml0TyRU/ZxWULMtjIg0o3+R0wzmjdWAV6CLhOCunoJQ2b1gbruiEmPNkftP2d/JUNm6u4fUoQxB/D/f52LBMo7LhUkTjjwqly+daN187xHxwYiOkJfjvjoWixuHNtGRWfhTZ/uvI6giJMoibulxc1y0hjBB/Wcb/ER+yd8Ln/t8xDyHi8RcyMwrGIkzQyLRUXXomuKJzqWO+cP3c7gC6k6krAIAP78KNBP3malOBlHy2ZqaQo9x0xTFtbCvRXwma13jyBgPNn/5t8F0Kj4ktHkyxCSOofUtY4T0RgSXG9XYnDlINOLaT1xnBlgaN3anoZ33gsWi9nR449Mb4FB177CO+FqTlLbI58aCSpEmOu3hz3E86FutGQFkfX0W6iFvoSI+5BdJqzfD+A05rpaSR9cbaoR8zWVY2OKNZbi3OqJdP0prmJji8s+Aii2iVI4Nac/TWPMSPlip4U8x/JhDNQWViQ0PNtzZCq00K60g9IpeszXkH08+Pkq1llqK9GQtrKjO2GGMQDd7t6snyN0DSMOD8kMNIKNkgbU4KxFgSgTioP3xyjGG4fxfn9BBXBPV80nBc7PnRfVjKackQSFfxXS1ou8k9ru08gmxoBmBTHn58HwH90GkYnRF8W9JHST77MKUpk3dkfrhndufFareT5tfuHOFWEGA3gHI3amgFHDykw/fUAXUJ11PMrKysucOvG5DodaETi6RaQAw62mDjklED1bcBSN4Y2KmXhcafHlA43r2UmIxckkK3bwB5Iv7axBD42XVQPfmb5z7EI3B4jZYXKeySUSgWGmIvcQXkdymRm98vLgPydNzVrs3k3NQf5jc8IbYn8mur7rcXwoT17wNbQNM9Ina590w1dZxnssdBMYXSexMYCrb2AL066/zE0q/mHFITm2pVTXSJDASO8jJoNMqY8NGsUA6yGNC5LPjSVxLnMmY2/tUDPZlGgDAuIZOso7Dtfz9mAvfRYznHCUu6ZbjaR8l1SM16GVSiGhPBNbbM33iknNbS0Dz2vTdcL+uTe4tg+BZ42lAKU0WOunR3tUXKnXUTPXGUFhPbsbMmME/uMy+zrtlGz2ozQ2tqA0deQRQ1WamACB4aQqPVe4sTrdYumlp2RaKHLknZ1H1T1TS6swc2hMisoS/7eiahAwIAvHn2out+WHQ9eWEAjH5oIturOdAIUF/pSzrtadx6yHo0DzRWzh10cyhLY47EkUlDQg/K11O/Yv4XgYhCvlQHW6LBtijqqtI9NkgCZEeyMxn6N7N/8D3IpZatiJj76sfnUEpSqCVNukBA6Q3ClJhMSA/3Z9Y3HmdYmwH1G9ASl04ZqL/DMZm1+EMeRppVwWxhEs+nZFNy4nh2hurqIvczVUC6btfjmzelKOR/+ujyEgqpvLMQYayoLNbX/h24YA3CTxxDTxy4ysJGaH4UDuFVytGdA0mFYIN0RWA8IqsMWdTKtKtwsILoS0alpXikjF3bAdNVq6QJc4CqRgGuxolloL6QrFaDfdKi9D/uF95VF7HrhoAStNvtOp4HMTKdWlpHNaevRDAFJCBGtdIy83JRjOEhsDtreIc/ZnK+q32HWLN7WM5CkOCWZa5AQP1N/dmRMr5jLL/02Rc/1sQnMzFpiFCxw6qNAFUW8yC1xrj6iCk6B7feRIqldV6QwQVNabTclZ0tQKAwYf0SPHtvMIv22lZ43CB6vvEWtPOt7tJfAi62gbkifBdQvxuJneciiEn54XJ77blyqDDvGnkQpGoRH33wW+bzyQfeCfQO/J1nPOr0k6M/MaFCA9x3r5UBQGTHaA8FhWkEiWhZd4765sEolsCAiG5Bq3o3C8c05NvhrYCi2/DUJAju1fU+FLD/gg6MFezn3q+c3hHkVi5/7hHMvwPaJyzpsoyyesiE2rXR8onKaEeiwH/dt7LGdk5A5G3qMvYut+qaVLE5QB8UG9dik3bjY04mOAm/zgAUpJfbj+TQleUhDM+759kWpYZJQGfSwg9m4+IeZMac5a2F7U0ondCAeQG7VEh1UcvCq82TBWy9F5mpT30FquUJvsfLK9hJ2WzJPUNAGcwITec/T24KXNHeYqyJm0WLKwi//bqSXatEzZS8F4LOj3XfcDykAEbRPyMVpxWj0zuAUaylrJlDOTWELH+1TaNs6spNLoJKGEBvayTYB1iIo7K7dlkEtX1LzifB8LhS4HqQt35Rk1KGqPfTQcEYjqX1C5Qij3OVqK2B1iXTcLJvfYhUITAqA30nRvdUQ0LP71UQI1FV3BRW1jE+qMAqu+NrkaKJoEYn8RUhE/SG4nMUd5k7AxyNjTt3Jgl+sThjlXRZPhfrhkioVBgcNBRuZ3zKMJl/vIzdk1IaXg98aD9IgVzNg2dkp5QIfzBVJBxhBbiZoZ+a7IJe8bknp2Nh8RMFfdgUMVqkNlLjQ3Mu3O93mYKsd31VqcrPIyc8l8n0h4eEFiPx+gsgK6zSJ29+pd2R4YEDNapDM59tTeuxLsbYwM1x6cj13qSqjDAIY9hRMG+gq8boKW1mFZf8tNQpBwbZMwWuXnzK5yuuEebylh+OONUNOcE7pJLK7gIUn4RNZIWmLnBLJx4XOq3b8GShEFHjiRyPAbmaSnrh9ARWLkbyMvDnZZ0tQcFd+o0cIW2vXsYZUGWi7IrNfKpKeJ2+QShgwPE7Lc9aVnnu+ryawr2srP3zrm7B2yCAoS29puWYMnwZc5X4Sf3/ccAEKDq+Meic7Dj5Lw5khUYcRual5x5cqLcrdtC20lDeNkYIteN8WvZ161sI5X24gp+Cp4cQSkb56P+gMky3udQlBBrN5YW6S8S0ghee/HA/MSZpES/ps25aMiuYWspmLJOZS1E1ZKBdOz8fZi8s4yR6BUYe5AYAkHPo/q3v9MlCEkmgNqMQRmsP+Qn1xoaJRPfePUl6j/EkHUw4vjGLiAMH1JQa/pjntd6BDSaekf+08yCTa3VQLbIw6zeSL98+QdG1OqxiU2afAhEXFpwGGCsv5b51mhsf0hNPxoEx9aofqtfI5Jg0oDdU2PNvrpcUxLDatGIgAbw/9iVoGsmlNjrj67GtCGM7lItlF8ercitzFhxqO7xml4V28QCv7O5CwPoaH73G7hRDF6jxSX1teaoOUPOF+2kbIFf/ANmubCOae2LS4+uzL8iCS/pjBsVWp5XYDWXpzkzTy4ZZK+jKd2837G03qfWk8Ea5c3Q0Drw/PhATB/YP9Ym320K5vjb+5zJwl+lczxdEjiUYJezHMbiXb6C7u1sQ3DgXLnxeTcL1muNJ5GbmwzOYUiAjdV7xvAVraoJNXqSDmwpXS2C1WGz34TyMzUAfxZIWkDzpPK+vTIRNeaGpSv1AaegugKpP9oxWWoFQ01w3W5Wy88kDA/MRs62jSIptt1/zusDSxUfmaLAfPF0VQtDPWY8Y2ULg4Oj89CeZK0Yta777MQO3rN87hwRs4Rr60kLVdXpxVIiEjp95jmZAuq441l4J+V43JNMwYcOn10/Py4++0xSMZ0D/2L3X5ZAQW8ao8UJKWT8zwwWGlO+x88AsgDa7H2k5RTIVMFXj4DpK4a61K7UYnU7Ha4S7oK7tAvS6Nj0cJAQjxBoGAwj1jHyIxEesoMbwrRQEQyex3TKuUgrWiPoSQ43JDz21VsVr568ECyE9KKnDaUPjfRrmTUaSKKegCZB2c4YCm6hIAYlVIpR7sNT7vFRy4lLfTV7TBWiCrGlX+u35HQurepEMGAZ6JDyW/Xne+aEVhjnR1ahigEl2fRLzdhVuYZX3ysrDfTxjzV3ksDIRKOQMgeU2Py4b6V8chrZGnbau6nMjFcB55h+4hbUlnJYRlIHBzgMFR8HHlYYBJued7w710ZVrMbZOyeIHiRG/k1PVRr4Ktf5zcDTaUb4SZ4zG9Z38Of9VtVQZVgi0djp0SjCElJAaDsOnzT8OJWn4VBkPbBbW3Xo+dGwuR4mg7kOifKih/s/zAOApY4TesIg38QiskznBQc/UyckaKg8d+CbXfgnO2QA+/lARqgCibFUxkcQ9H85GHrAyJdJ3rIuJ5XdMXKoXivpUC2vwivXf68Jz/DVx5tI0AqaeQ3OcC4iU+ZrIFhFcAV5JjQOt/oadqYZLPjqTf8+vNKgZUeJPNJ0MPZ2Ox0fQV+qHTIHqU9pNrIB31eG6GeWM9IU9RbA4ZCUqqWFySPMJY/2JX34r9jh84t4BdyXbNUw2ckDy4iS0D5zpSxVJ47v7rkWk6jHDC97lDzbJWXa4CgeKtzuWE8wR/3XwERKNbnwGNmfdKs/0oDVdhulOLbvwR3PaU+Wu9zMhMmtBI3NYNR6OAJDrBJUb1CIdfJ2M91FR1MMbxFN+8XSqIF13SLXMZOZ9OjUwzjMR5ZecdatXnjDXV0tx+L9vuH1IgXbF6AsgRn/QdcyYrZTSHxZJIuwJ3E23j01JgdqhvfsNpb1poA5Qm9Z7qFYo1RrNNraaGvSfa0xL+XhfsWagmwPsCXLTmZ2MZroknqjYM48MO1kvWpj+lPEph6DWQpQ1K1Tcb2H2h74AZ9r+ZB2ZR/CeYdbh53aEt5WgSG6V4PsHv9lazQnY6skGy/mNqBvnrCI3wdBnoX7NzNY0fXc2DVtjoOz9JpjP5lfv62PIfXGTeKO4yg5/HesTWFRF9kGyH37lQ//DFQJ/WdRYBcgGLFcZRlIfbLhKWAIayf5XZOntCed94JT5w8Yzbyr1BqZganZRdq55PD1T1oV4eZsJWSYVMxw99djFpMGzB3dymVtkqGa2XcoTAfZcML+I3sUMPkuIWlhQvYlCvo3qnZoD2Wu0NCW6PiIHVYAReohaGLqmp8xdyyTlMYSa8AKjqn8u4+iSwGqqYUhQaQopDv6vR/yBV/V5Y7Lt66lerhU6PTCwZpOs2ESazCZrHbW3BDfWQ4Nx9+w78pIBpydX9PC0/XFY9g9jsMZKgcHi6VTvV47D+/6PFkMVGUA69EbVD2O9RN9RV+g6MRFvnRsc5Tvbi2w53Kb0YDmpWbyFoR/YHBH86notDs8+vdpGP8neZdDXf6RW9oV5qshKCZG+Q3MQnL2AAM7hTdxhQWs8n9W5hwrMulgnT5cHIGPWPHHB3V59ocZLHUQ5OZM5Dwdyoux/A7wmztNkGZy4fa2TR4q5EssTJfMU/jfeS1LVOlS1tzxew6vP7M20rCwFv0rN5rPZIUUPY91khGVMB/+IXD4GdcOI1lG424QKcJ/4f+ZCLnRjaQH4GH8D3/0Rk8G/pTWvrQHkzq0NwxKkrzP3O3Mjn5r26iR6P5w1wo32zAMyBdXcYK8D5gk5vcZD3jJ0Dh6sErMdfK1Smp2jl8pQCoiYnPu+Dp+km61MpBweM2CRCY3+E7zEQyTxapPBzYP4c+KCiHW1/+KoxngShHty1rSQqkUabc7ZU72dLHZ0pW909NRTPzyE3lJMdZQMH5pPuOOmvjNIZ0z5bdbWgzx75RdW4ViIQYjiKb6ap9mN+gJqRVv9ciL+wb/2MaQSFeHklYgGIMmw7fbKiq0kl4p3KucMynrftLGb9BEoDGAaFk+ml8ZYw2GILChLxjGlqtw+799aY5qP5EdJMj1cIX1dtOki20bMV5VRn/rZ1l1Jg3cCw+Ttys/pOtyIu5pbZKxhR6765Z8/MrweeAK4BC6ffmLS64I8fjk3iV9Ghke9tQmnghTSjs3bq6PWFWnKJOCyIr9C5m5pWyzIycfD0E/bNv4MN8wSpseHf79ZgVuLZyz3Zi0OllxKCnYOmNHgJKG3ueRRHeDGo1bV+wW+nf07+eVWHbQlbZGo0cFT1bxG5a04rtG7WOQis2rmyNe/T5wdJuNPOS2p19+XcAiHLU0cLW2i9h9tg6vRr4flK9AytgwauqosmshlPD8deBlxmCg3pNUVBv1slQ2xhgJ0hVxi6DUwJl9uDpwA3UnXUACOlt2k6ekWsU7zxaHKA2tDcoMZkoiDiH3JPkjKWkwYI8Z+pr4h+1vy9fgl02C46k1ZFX4zarANghVol2UyNAl78LkGec9t2oYL9s0ItUEPxXzdxVjEXOKpzoWJJkp4XGzDsy+4OJ08Odjp/rF088gBVDX0WCtRHPWMjBTd1je8GNX7h1SEgOxgcSsD+AHP7FjpyRoW5lXYvf7KFAmqcMLvF5YoyaAO4SJ4pv8nL3IaEXhcjWYY64sTLSaqByIPHkITuZkqdH1+EUTs/4BWog112GTJwXliHwQXg4YYzaYUsQ47iCGr5iliS2+05/U8MR1mheaKYvSF3ynXIotCgd5c8p/UPffnhzV8uxobhvilH4EGt0js0hdq6ajGIXmtpHMJFbgQsMgFzDnTnPQlE/cDnYTQZ0+byVrPLYVNapxfBCCktWxZ30WjXshfJrSIqQ1jIRlspI4oZ5a/2I+IidxcnfIiCbCKXE0Yg5FZlOCg7Mqe3NqMRx4B37hDTt0eai7oeg3SAS7O17qxrA+5jDJHDJ7Kxw2w1V8Ih0xZwRKt7IsImPhOrCWuq7zBPuvpQ46l+D0mE0jmZknXR3FEVxsRVQKQVScnLm5eSvKFEHm2HFs1nSWqz6oYGE13FtfTcCmWRrgZztWaqwhLCE5Gsye8MEB970G3kxs1s9CX959x2Zq5IIXu/JY8ZDgKeIC2477an8cStrwN/5HZRf5ImXecTEZXB05/UMORCzlr486FwzhRdDiKEX/d+HeSJ4m4s4zPPZNsh+a4fp6nLRGxiuopH3525SmVvYMXpPvSfgbU57Oh+8caAvVf03zQTO9uA9onUnXKI+zj6YfrmPDRz709tjQSL4ZaSK2bfcDlHYYt9yxWs/o2alSuxFJZVeZFZw1rR0yeTeFE9Tk1nnqa7BYvy6eE9b8lTKtDMLj6b9CqFjErKxz4SimlZQSczTbDmSvcBbwjP77UkR6tyB6Xdt/E/ZbxuKTz49lxMmrTOrX9EAyWI62qmz64LjkfdKJJRSlZuseGQSZEOgdQw/tkxI9ga0KvCIWsxG7qqLrqWYnafrrnPVlbF2/bTLwVawF90vKgjtQxCjKeY8p3xEEykKRQhmfuJ6Ql5QhQpKj5ZjBwFSum6eAX+frV5DRXFFvZ5SfNpQ8vtiNTwQyZeHqdA0vZu3eyheKoEINWq/XbJ1nhbcQXnLzOF6cS8L+4GBf885zNopRmRqEGF2Gm26ByxIKUHxIwc+nCrfI7JJUyAHYyoAuyBF0H/ilK8Ni6/SH1LHvbT2g0aFs0prbkz0besKEdsFyTAKJ67snNueBB9QEz7ykRC3E5F79IEc3M89uqRukPW+NL+Qw9eJmAMp0WpEkt9ZgUyxEjQOZrXPARrjYMzKcpEBrDZRdkpsG4NIDD2DPqeQMgzv0QrflY5PmH0PZdeq5Yu8nrMbLDfIW04s0hRcyY0Sei/e8iKvBPfCdOq6J/Si9Obc+SFCzVWUXugGp/7GXy4VSJohvBtnsiHTsoMe5XNEHUNgfjqA/Phub7HtfchwIxKFBke77/YYU9xXUV0YWXu53aSWgRZ0Y+GXH6/APY0byHTKaH5mv7zNazj3JPwKf6gWOzS8lrWEJyEIHnNagfp8UloxzFAa17XzepYmW/jiNTcARSErn2lEhtjHMrufta/u8d5U2vGlMX1pYdfr071WZgHkz12Appouf788hEwTKZacS7rNI1c/huz1nxfen1F5LDIUPDUBN76AAAAA=="); }
.novamobili-madia .nv-foto--2 { aspect-ratio: 2047 / 1447; background-image: 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"); }
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"); }
.novamobili-madia .nv-foto--4 { aspect-ratio: 2048 / 1448; background-image: 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"); }
.novamobili-madia .nv-foto--5 { aspect-ratio: 2048 / 1448; background-image: 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"); }
.novamobili-madia .nv-foto--6 { aspect-ratio: 2048 / 1448; background-image: 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GSgE1/gPY+LYzvLiHNz1QIMKaoDV4LpANGHXKPYou2hoFEpKdvqkK9qI4JhHqCp4U3RMX1EfecrP15ykZXvZx6pBKcQJnCXnvMrkGvJ7TZf/z+CNtrt27QEZ0U+wBkCfXKAFmUU/GmeP9qoUBWhtyK2fvwvlNuAkYorTEl/7BJhP/q4I7HJJ7GgXEvjV4LvhXpZ+ZxNqTLvq2l3bAIvob9ULPW6oa7Kmvp/Jtk9Hb1rmWeWe5aZJDQWbi7+FzJVRWihDCkHtvtWi7oaH8BYWxLJIRWEuaF28Sy5P71B99iW7Fmq19cyVQdXjSnLCGXUzcwxLCYhmYLbKZJNDdwX4lu+QzWpRSDs093ytmLvY90e31Z1Zy1EtHuRswyR5HvSHmhzEXAaBjJKJRHj7ii+h4pHazepzl6Ve/jWbPJ4v2dwpuhIAZUpegmQMVr7d8tH5e6Rj0W3EUYm1P77ACTTfa4bhpI1qC7CgywOaEY4xf3Tes9JZHkgD2tFPJMtfPRdwohpEYjIqq3zML6oU7fzohmBk+AfoR32bsGBFmdCsi8fOLs8myDdBQ1NH3mMUPXfajmdKdIqwDWr+AVzuPuO0aVSQiPXknjdQqXfI7H4u8PEuHYlUjofx9oSpMwelc831e1if3vt6TYsUAN1ycnwv60u85eREUtVuQuDWhX5oxHQGUGLATScAsxTeFTXJ3teT1y5nkXm9QxRzBg+/9H9MYVB9HOToS70bKMkpA5SGir+l8okXpCWTbJN/1MJr8eeHXfowqk8UXf3Zrm/YeXPEcbZZ0PZ1NL0TOYavzIw3z1m73zDhbxZoZyAoljC9zTuBYtmKbclXRgyz272sLK0uVnCBB3RjwOyAUI1zR8B4o+tgUBcqEiUDucTrqC1PoiaQnC00DS3oSRbQ6ISfPcpWaNeeKXrKQgpHwauW9Cvb+v8fo7eS1Za8DnVLYxAWQjZYe1tbtb3x3S9VxaQNQn5D0tWXGzGFGsQlzBkMF9Qmaxuy8pXnVEolotA3D46NObeipOdD2PSqW4kFrhcl6DDL1KvlffZWDfE2S+LEDTgcT7ZvMi/UW3G8mp+0Zhgp7TTJUn5nAfSTB8HhNXKaWoI3lUlVFz4nWgJdSetF2bi9hyra/7tA/YdwRqlqDWwY1ogx8Cf20H5aupVof8uF4+Q2VWtXwtNHvT70kEn+7tXTJmZwCkEZv9Wcac9S0Vv6/EUeOxq/gQy9z9n0c+wWslt1j4H2UXFLl1RucpnE2wvy+TfgVCFGBuGivBz36b7JDFd3c3DFJdYE2+Hxk9/at3MfG0PJBf7M5ZysD/64AhaJbxM0je8Sd7VHVwPgF/hfJ2vBhc9nFAbyXR+nwaHgXWTrzVosTUItTB/+Cdv+2w0Uq+6mnov0PGf0zi8+XCkCcOGIqtAdIZmq5+uXkqUeGB+2vfZA4Da7BiYJidFl538OCOLwBjAyZ9iczxhzfB1fpATlDrhoKPdSPvmJNI0iKoKCU8W6OsRn41n9IHGVs1wZIQiKE9M6eSLzbhs9sFzADt5ka5XB31pZS+coO/xs9gbxR5h3t7VVFPZxOsMMlkasdv/vOLOYUHbVoYWllhAmFJ16tg8WF9l53qgRimT9s++gZLs3q+S8U3v0IheFRwMChX7Xq7qPyDTwyRQdXPsRf7CYF082hLlol+T+EwU1Rxfq+VEW1lZktKSVGjkh2YAakTV8GZSQmr4zXS2GCXvfX+H124C0hlRKSk1YeilhWJz+Fjwp32NAiYLyOp8heBXJPn5UI/lIbxNd1s8A2PLJdfQL9DV4w+DEdqLxuWSZrahiVjgi7TQfmq1tpHg8HmR5u+M5DZWCzjX0COeFAgrGed8QQQ6jPfdFSa6jDtklYWrBVY2UTQjjAFZA3lkiLTAElDkKSdMkwgDQRjmn0zDf5eKdCLeAWMBo+CILbpGAZO0Dy76dxbG5PH79NKLXX0yQA0hSgqLyC+ecvEVJnq6Hdi6JLp7AwXj4stBUeZ9gBDTYPoQijX6/VVa5KDESnu0rJTD6nn073BvH8RVFRcBvqWhXzvfDCuMmIkSxEHjGAl4+YtRjVkUKJ13EhuydAQmaNtgCx70iARgfQI9Yn4y3qBR8CJ0bcEMUeyZnQKX1BEoEFpVGTh4KdYHClisqbpPa9aGvGei8dfos7j71e7EgehKfA2mwQIrX3RwvcHELohy9i01z/snH3s9DjQIX6Lc2MgQ9JtGhRjVsu3GHqAi/KjN3Wrknr4lNqxtNXjHxNil8+MrcDdwjFui0uWvO44mU/c8zHH6Yo6LauMkMeP9kwRwaUjn4ttVg/wPaWxigYUZH2mhhjXM69SYbwGuvWZPYigKrj5/z9Knnq9sL5Tsg+4yflRxh7mkb4IVXRO85IS/goTazXyiCkMltLJDu2xWFzAcI36tT5doAQvM4+Q+To92lYZfxeGWLwHwwSJA8r7QqggMv/s57fG61+XB6YUvU0hQ/2Azo8bPODobn+4ON1FVTQNrdTJbaVo9VnyoaxUYI9Bio85m+/aEdCB13XhPWMwSH7svnO2Zjfy872q9Ny7qp6FAjuDzX/h1qW0OY3cLH4Z+LQY+CZxM1h/qJMdXNkqZ0hk1rowQKWo6BaaoUnlVOHJ2uvm9pxm08ZL4P6wdXUMKkxElEptY9EG/f+6amMWjJItcfoeoDia4a08t3E9WFcSyYQ8hs6OC/njlMTiQSHNVDIwjSlznB2mF8qG6c2etCWkbmCncwPFSxs7pU5vKJ83hqXbom7oYo/nTQjFrEDS40pOD/cbjZ128dBAVHOIa8gEhWMqsjOFKNtrrNREsVkvsz3cIDqEXc/OIzegzwsmJbI/uNi855t1umdVMiv8FziomiKojQCH1REW6jSku32NUr2SElS3ay0UJEY01WrpKsTS7zPPbv4WFTCGcRcP8Wye0vO/MGc5jdNWoR97Hzzt4GqKmxVe1wDNI22mDarlNmFpu8JZGJuk6xI2gaOJDwccukB0riIHqfRnT60jLGC5JDzo8SUkTxXJ8LnbI/KM+5RgVq67S+IhqRR/iHi1/2/6fSiT41DTwIayxial98Le7rmes5G3M7WtVGOwWpKnUjXiT/4H4BDyi8ftsaRO3zFl94Ur0ZLdmnzklPewZhUu2qzw2Z7GuxD1uwn2jSq3zxOWUk8TiarynNEOGlrMCNLj2If4QHY5xReDuJlgJuzvPIYZ6BDtAQ6+ocKJ5r3WTJ+6hezzAIBkUN+Is8bantUf2t2vYnJRzQYS4jvRiEzK0nCD4aN05fp45e1L0LIQa9Z+zH0FcTLqVN0juaUE/d9j3iX2UpECYpGcRgVASDBfehthtKL4550FhbuqmPZfzjXSXKLA4h8D225NKa+4Pb9BIFVF1b7S7XURI+RjbkiNahb6TiQq4vkNyyw200/sfiOBv60rKgyAZsTSxiKQcT382cZdqFk/8v3SfC0nPZVnCaToqvexOo8ytapthSQax3tIL1mFqb5eX38MF1ZEg8KXFa8WPziZUTxd19WscovFVDyDt5ewZ3jp5WjyTvjveRvbQfO8+i1dNOKB2QIsYg42EmqOe24nyOgbCzP237XvJ1BcKbDiZY4tEyIrAE7YLWITsETBfB22t+Wcq5GHeAaN8gK5BIaQ4mPyW+6XvJwEaASgAFxUhnxsRTMPMGWdpARDIE/CHqDoOlm22j7gROTvh7vvYbrkPjfeUDdygCV0UDg4jAfMlwqmoxcNFY7yDhWBB1gTew0HXecrB2e3IEQPDfsWs0znN7py7xoKyaCwfCR0natUrjOlzkkOCGdrUuwXDNFkAA+SW9/SbnvdyAhyTa6X9c1MEYaYsdrNGUTbHRUfAKXjueOoMjYEhLfOHD+gw3HjmWxi9PtzitznntuzDi/YaoXFfAV9O6uKjYE03FFUuPnZ0d54XDWw4jcWXtIZOBHGc3d34ZBSmYJkHGQEZ1GvewN0rZzZt34tEYa+xwOypR1IFSjCiVEKiGyXr8sBbt6TsRnkpT4bHSzTuBqD2oYqdHGlrkBQzzOyDHx+kOUI/LbpJiyJ/7ftLO28b5W4rroEoY9rezyw0LNl8RD3lPgpIBZIs5nXKnYF9YOdc0AeSLjW0v0eN9AvcKzs0fjAUYECm+pXMx3etIvBx5nQEpZNGfJhmEZIxiGbpvNm+RqCDd9imbHM5539GVrcVsaJGguRq9QYcu0RaMa+PDe0+uQZMY49aeCbsFl2Hu4bB+t+fQGa8SMq/hGUPOD1/GtSqQXc/hbQlOCITf16DYRnlCoAzCfPB7TYwFA9845wkjMWJ7DaZWOHipmffHv9r9X1dvxUdFJlTphFWWFGFAjyGQnqsTqTBTMTghaWWsQsb/Jni/4fC6xElgjpCoFUlTODwInYSJVUsT9VqLGk77LznR2Cm26ixdG/86BTznB5bT8doN7eMqvJuJgqtipUN/202cf0csS+UkprUB8la4qUTj5JZU2uSFXN8/Q3oZRJbvQ9SCuLsJ37XEw1PWCFMJdnZ2Zm0F8vfGohh+KjDeNHW6q6PlR+rFgpb8vcpTAzN6BO3uQoNZqqFTI6lR5E44wQ6MUqjnRkRZHWdiOxsGLyWUvJ6oSSFMmaCpMkQB6yfilyxOxcx9K29wJgnOJFScINty4XbWyUvek2eA9fBJ5H9nntFmr0KXZhiHpGozZF3Pdsn4PfUpLEFzNWMrZDilu+/kqKYDbxe2JccJQ8X1wHXNOwOO2HDgk06pff1pSwcN5kvztf82mGYgyW9QoRVauKyRtUY+uhDM7OwiFqA5AwcikOJHv9GsPxDtHVgGoSg+5eHeO6q1FkCxTJlnHMBXiFj1bos/PmsyyCvq18pV/EGAOaDABA/NIwRxQsjycAPLjgTp97bpqImrt4N0ooSsK3dKBiFv/0NU6DVmwy8myHWDXAhSup01ciQUWeUWoBkXd14eQiAWwb6G5Rz4eA584vtg0upXqukrxIui+c5cbDYgUMkI4VU7RKFYG0IyqRbSWjHroeqbC3thwt8LrVuQGN+fe4u4vehkgmrZGlH+y0kY0fveUGv5rSx07xp8/vOWmR1GHeoQjh3UVqQfwwV5mywJCTdm4A1kyUdEDXtY7LikmMUK+K1UUMJWTJFwwrHPhmZ2qGELyjuFCX2NdogwVduVdVWssWE+BtxIBkBB7V1qKuH24ORQjHnMqUWxV70qj1MmY7Bw1w6cSs3vji+Iez2k5NWgW4r6v8hcFGhqxYkykyHqi5gsPOmJ1WIF0Bl3T5C5Mr6LKV9Lb4DWSIcBTR1mERITjVRuPdwNk3eHgYB336v/srmlKQ65DHCRilGwltNjTwIsDHCNYVPQ5G+mnhInf9PYjpE0ObqN2Ylr1ceRAOhY3XvskhxIQUv8klzwLdyaD4X74XlKoRdR8MSHY/Xx2+E56abh2xMMLs0+pBaovzEktMAt21PPiv/HNASZPwor4BA7h1RK1E93eJR934JUMv5BGaJ0T967csoFeqyMGM+qWKxjuL3HRxm7FaT4ViocSQ+1IfGathLkOVShJiHGcPeGQPMcrLjR1Pbm1nD9nnSPbrQvQoQEZrm23Gs8bQxfDwtDsDMAVQUjHct96vr3r0JCdl20Z9pLjjwg+Lgjx7256d7tfIhUcSCUBqGn3jmHFau6ZzfbtX4Be9jrRcAGR7/chsxtpCCA+erjXpLwbOAN9wU/ttsTz6R6sIIc8wWYURfRFqp2pZeLMBKvGQ8BUm0Tz8r+7rlBSvx1IMsJPjuoPSulL6/imRC0PNUDsFk20/VoIZSZIzwAMP+w/nxKW4y9NPvJ+8FchbkVMBacK4GZ6/tQ/pX8Mq6GUNkYZVhlDgfbFYI8dOW8pVRnuReWCwRGcl8601PWn23ZIK07C7wvAAoqqIlzf2v8CpFNgJVzLsw/cam1fdnyvv2FVbNHQjWv8LmfuihA8rZMn+XJGqbm3O/9PL2elNWc7dhkDURWPf2QjjUvDFN5dB8VG/clpQGAtr6IZO/o5/OxEJZWvwoqg4o1T66d6mfo/EJ6szOgk99gfO9m27kMEwcECis7H2ZuApbprxTHiyeVtK4RKA0L5j2ylcAoP+iENPhktzYottwZaSDBRlNscnixa3xNnrjTEC60bQjoSwWoWhqbsM3QRbqHdgF3r2sJ9Om0KnREtD6vYckY9/hn1qQ08jwGACSwML8J+F0SjHYqB5YXBs9VTuwzKvLUp7So1RbiXNFK65Ej7whBnYKt5xzzyJwJ64Wyam128TDkkDtHL/JM52YGPy68AdN1LnRTKjLUy81z9eYNj9SFJO6kw4h8kR8sxfyT2gcs9WFmeX5b1+u1s4Y3+1tT4tvF0b5Ln+ESXdB5cA8kqWuo5yn8CO+BvANgRBIN4VavWh3hMjeW5/8RCfULLRFP70j/ek8xR/eWF7n3tz+w/0odpRLPLCoMmLliTyZuQ98u4H3KvDaPjX0GZ34yFhTw3HOa93xHYYjSnV4KmgRBwVvqGMOBINMSxPrGhUGZhSolcdqmkG/3+T5T4n9sGe8s6OXukDSFZ/Gp7ujALe+9ccvIDXiGyucnJpCsVhYC6LRxuw3hMHOkXPbDwCn5Y24oIePOwy8rC5vSdZcjhq13IVhtrsm9R1GFfbY+JTO2Mhwz/boaAzPxteL5cLh/lUmZCxMkVM7IZ1wnGDeTVbtfF2FhN8Qf+9dtdlWq67RCJU+RfXL8e//Gx4Jts2BFYHgNY+XZmeffe6/MlA1U9ktxXiDgsAGZGCsUXdvqyV/uNLRYOsw3Yfw3Ox+rLPAoE0uE9D9gXMFY43FvuI3+E0gd97fYgwcJkqFGl7oeEH8GX8qSH61vwZLNyn79SlkZrvJIMpzDXYVzi5Wykf/jlqU5+0wHOl/SF3ryYkyDwLiOxeUW+qUWMi32E3OjaGzQwYiSY4gvunMZ450fQP+/jfJ7MhQY9EamaYN0W9bcKjZeQv3Y18arGHmTQcOapxHZNHvBhAMSRCfA8FJEza9zDo2GFnuca+KWDOEDqz8jxlj6yTl2QXpNsCfvDZemkTta+CQfi/QPCEDfS4DXJqIdRfDGc0Ogvmtj/y1dY9lSp4pTeM8dunsKbNh1sB6qKxrktsZbl+kLuT4bq6PW+aLScQ54KKHAYz/tDNU3UaU2W2dL5JVW0xjbkZnhurxtyAI1nnGtYGwZlAXJDh22I0Xzit/FitBYjwael7nnj2a+TR9o5bXx67aaTh98YOFRWTQ2t8Q5bRPwEcmrnFRj4ugT6+SEX4zcfZuzxRtQLDcfVgQoK458oVIe8bkaa2bhkRpO6Rt35WFtwPKEkXM6nCRwQUCLYfaUM7dAXVJ/vV/kauYIY1HKtT0VQaJ5F/eh7HN8jSbe5gUgW8sSLyHbYxT1WRW/CZCXjpY5QqjX/HYCB1kQqd2ny10T+E919s7pmXgw//z3Umy4vfubzzHfsyZRFh+lVHfSHt0b9qJBzOoSJkuX7OSHgucYFGwmHdiwlrUgEviC4b+NVYEj3W5UcL0UVYxTyUz7QPZ8GRjajQc97Z4iYEte4sM0JaP/99WUEneGaH6IyqEQJ6UlVXUb2FD83Q9hnpyfiEufnF11Va/jmAqOPNXR2jkp1V227JWvh2YVW/oDlpa+bPqeuRY2Hq+SXh+WfeQV5gr7ZIEIv/bSHZSKEauEqrFSC4tWdhcAd9RpGJnvBNaGi62MEnu3m36H2EGF1vEi4+mlMYxnjW8aRz0whdsuJxaUP//rZ1H4jmmS1RGemdGpGHiEwn8aLwZy2jMe7MOFJHyMA1kimkTjgbSgJY7ICmnC9LxzApZ2DSvZOKv1xNJVV4YGmYBpSRyUwyxsWhFhmL6hkq25kCwoHB8TPqv2GsS1vs4aB1TXehKSCMTlrfb9VHCmIheRbPKkapSDoH2TeI96jBr7nYcE+94vF5PUqPWxxAPnyZ/VeE/86CYjHWgKWg7XcRz5XH350lVjeRtJ0BPtNW0mVnH0+/qc49gHZGqUgoYxfG7Ne0dh+a9SZq7aLvfwxK8RtUB8yAoUtx9cA0Y0eww0LC6d5zxOV1i1kYh00YbJ81lZ1Oq/UYozZ+M8hDdr01Hjg5ndISCwjqqANdsBhpmV0sWYvbpxoK3ktgirvB1/MwEMJB536w0gxSNDowynlW87VMcEdv5uzqJOM6X3upBKzWQZJf1g2s+djcKczBc4a1cu+g/Hnf6foze3kiymjysBJbCD1gh1G3qWbdF6UJTCCvxH/4q8IgJxx5XgHNhhzYsicR83T8HJ4I9MutNSm9OjrZOmMn8NEjVPCWZ3FJRnYSNlPGvkqxSKYpz8l4gpS/Lf7p8VpxpOJdYC89+GJgcS4hkyc5jDZmD6INUMleIEXW8qusaxIp9uBYHjCHuBSkNswAT88pjD82leYZvWXs4s43B5WMJUZoN7u29NWzD+xaEQXOBg9mWy2LM/qmXIeD+aFJBk0xiV85NBN2hzV4GQly4kQpC3bMDU9G0yiRZ+4rz1DfSfWdvihD3j4Y4gBbcInyR1HHF5ZP8l99cxYcBZknN06xTrKzOXbZMt1I5vZwQ590lx25UwpQGs+9l8gALa+TT/TaJTfN6ZjOnqtGKorqAZ9ksZOU83F527zT7r7H5JS2eq7vYbl0ljuCmLjxYj7JTLRc6fys3ClY3OBpPhj36iSRAQ37MHL8zOkE7yBL181Pih/8EiFZBtxpdoFvhs4clnd8+i9+oN5BVKQJX4VMXnT881I+ZeOUAEhDqLpcnCAziCdi/1BLChFShdopJRE8tkFJDJqwdTmCO74Gl8Op2uIwfVWYLvkMOhc9TsAEVMRMWXhyDxqYbHRbZuzH+jPWQEuoamTlBxG7diBblIr9fuYUn2AvbknXt9jML6D/UFk7XzUfumEB+SvzpHCfrr/O6Pmn4NA9paAtIYSxlMg7NvzPnYrufFLirviwdQkVX0SkJwIiHR/DsCXGuG664+MC0kzPTSV03fx4bXKLb2b8YGaGqSdSViycH0GSIxjDu5HRBxkdFVGhSFSYD2hZrEs0E9KViheigTwEDgmBe1dgJ3J8hOUnP9PlEDlyarkythjJ33whB0HIHeAjrttBOsRveCJjRNdBWspd3C8KPGT2YrWsmK+nsqXA2gFbN5UzpjFA7eWUnydoacT2aqwpfdLfdSxbOefYxMRcQBk5ETfz6xKjpyz3LGumDCvI5wUDxE/BaK/DQx03HkBECCeeWj7BxTV/r776V5aPOzIfkBOBE0Fma2FM/vnz9SEzMio9QQ/OuQzdmtlXaA7U5RQUmmaVq+UL6Bv6dMUTU5uNoN0VqwFcsOJHHyq1e6BPgUbt7EMQ5ESVQQ8rZ7bF1qrtF5IT+HNTzb/d2VirkjxPKRfseY5725jvm7sz9R5YtE9ZQ1J3zFOMDLgH7AdkCoI/ZVyJZx9Uk+vtdTKRCPYdnDSzb4SvFD8dnQE7CGAJmvQWwwW5q0XNwdBGw3dW5zgQ34QrGirnFdW4aPes2ch+QEm+u2XvAvNjCAahccbYMG17qqj4oXxOb4xCU/BMKmkjD/eTLLm6YKXZrXTkECyYu98hW/zxLL6PMp8mv0Pkjfq8pCVyxbghp2cw2c7D5P91VKlgEDfz2vG6S6xXI6NXDAX83Xd9QPVtwQPyvZjB0NreqiRb5AMoHo6NSrOtedH/gWuDU6DhcyVn3+WN4o0Vfhs7yCZirijQB8hx+P0qbq81CUZ3DLA+LTSrrU5vbfasLF0b31N8TdK3f9fav8GVH+G04npRc6Fv480bLexgKDeuDDwUQA+CCpIkHX67h5VrjwuGw28gZPozQA4xvAqALY2l39cV5FG4+fxoCQcI5XhzfuzfGOQT4/mFrTYffkQO8bzysXmiBDVhALYDsN3PGec9juoWZEK+XiwgLD48Pm+MEbiNd1CXbuk+eysIBvpWyshQOpOxR9TEy9gT7pn2yNQT7QDJeggvJSLCSqNQzPSBHgClkxVeDyGiyerx5fxG+mxFHUnl0bPugywivGuow2IULZIWFcU7gyzNKs2CcIBjPFLYbfgWxFfziGbp9REFunSwTdvkg8aFdhWjTU3JjG7JLnT/zPFblY7a5UEydZ9JNw89ZAVhygRk3zFEsmJV9uQJW8TggpCFDm0uqtLQ/OBp0hKRd163+KREIgTJiu717h5qrfDJqixwuNmSlMQ1x7GJqYcPXzxEI7qmcaU1SrCXEAjYTNxq852xTqNlzom/YnMt46wZC0InqZvOerhxBsxuyYAhBn0qQlMky9RZLG+m+zeOlAY+jcbp70XZyBAxkQC98q18TEjJ1IL4eee3gx7KwfFckS1gZcVm19NMjSP5uBKpSoojr6mKRAjR1oH+cT35ubiZJvTKwmlbooL9LSH/MMjGFED13gNEi82SwyxwsDwALCKsILLSwDRjnw4vievzOnY+u8KwAVGWFfJ8Nv0upIyh8pSw/o2JNAtp9wroBXMlAqeAj98KCDVmNs9S7TqB+/BfsxdyOeTqmRSWgtqRvJepqMLqiQGHrQEzUa5KF84rvD/eszMXKcZyn8xBT8+4MiOFE18eqabZ4/XwjGF79Qm0dGFNxw8H1kh4Vs8f/t7HS8VCpdpCBbF1hJ9I1u+bqI6IAc0n5zbYi+4SN4nFzWQRVQc31tM+XkgsR7OM+W3xJPu2ISw847Fcw3fz2Ey4WegGy69zCrJ38p/WL+N9WfpQu30zDLuxCRuC2mPZPG9fwLqv42ul+Hxtyog6HQ2qHIeQAnlbtv3P7QD8vCm0GnlwJo5JsBddG3laAtIoOV9SHmousAUoVr1/MX+wogN82ZpGQzyLcooTK3mVFNV9YMWD+F4FSwVl/wB03WbSpdph3gXe9TkOOu7G4VMTzR+OvJR1ZEVEtzHKo3FgZ4iyEW5mhXFOvug0T+fzwYurrF+DmZ4oWZ+Tnf13iD8wHZ/JSfr5uGeYh5GVJRVVvFfA0uKX5qsfEyG1daLrIzS6z+kRbEsWegOmS8+9sMKTzRbAND8LYVCm8A+luL/v1yx+6Ndx4KTRb0QU/3h8OOBi9zrpkRN/xthsdUG/8odc5GKb4Dz1tUcf6uLMuvR7SZ2/jIOQkrMuhYamsIeQSPUHmzZVClPPxZc8CdamO1FD8oil5M/v86wixTfKNMv8IK5Ydcs7lHyYvhEEbh626lkvNN2+KyLBM+N5QAGdOxGIP7ljVADKLpUCtYKntZV5Grw+YPrPKtTqYi039wG8Q0R1I8zwkjOmICDJqZAUwXHlOuIixUc4HtO8sBCymV07pOlu90PJArG7qADWjEyBQ35Ohd/Yj9lfKv7y+c9qPm3P+klfje/VbvI/uxyX/7kZtVrEtLRCemJmtYP4GNzRrdJjmhPAgohjlOAD3wLTNR10kGrkbu7vdUgLpn2GtDthFtNopGLcXso0jz9At+dvZDrratBMxuCuV8I+pNo5M0JFiey8EdNO75m1e1yqUQ/l78ENC+/lYwgwPDM/K7YL0ms/0+kYqb+mdTMjcSpLhH5jeYl07L/a6LwA5jzMJPT6EogKbFkXBHwVR8qLB6AspQs4ZZ0+fl27meW8cx4kTnFkzl++tFwsxlxCW/ssKAsd3a6p2jCO0S7dL43rNor1wP7MO89n7X43lZYU88d7epLiARlSopwdBi3rCv5xLtULRYTh1+YKHcvxIgS/88mx0Lu9nIMVUXZvV6OhPRzF09OsnlQOK1qHvQm+W/MPsQaabvQhB7HTrbbfA2aRbJ2t55cYH+tfVAwd4GfWD1n6b8bkybUt1Hetj9O9YV1wS6ObBT/YNqQ8Y+63NCK2DIj3VEYIJDgXOiT4XySA5O+tBK3prdJ5vrwvKFPINwv8hl1EZayAyCSYIx9GpLJdmB9vcBTC/bncjx6p2wxZA32V1sVcFc7SszZGs9Lc22BRqOlj0GrTdfNM6znrv/oeX8GzH0u3mFZu4Q7+Terojmzc28urlIGG96QoRS3Wzaue6VqmsoUa1H4KnXwkQDRLwtf/PNs0LMfkHb9rZlHyyEeOBsD+wKQuNafSQYJgDitX4V+BKklyJD7nPjIITEoIGLZfseMGXwR/5mydXzUut5C1jT7HSewEgkna5v5tTYYuz6O9LD1XujXGxP/JlRp7Sz7ApvEPO8zc88Ps5M1qZ6/bB4qCpZtWkZCmyboOCPgbiS1yNRZ9RyJT2sa8PjiRm3/iUosUHFEWcj7KlN8qt4DpLOK94+H1TLzS9vgGjcQRzo9Sv+Tx+AfzYGA5ONGP3YNGWyFLwrxWFyVj4Icj9lldt3BQW+gYsu5M7DG06QmIQGjTZJOFxbjde8C95sG31ZyJMm6HF+ZiPDLwkDcPSN917JWoWD1iOFxQk3kalfpsyf3upF7tI0YFnEuTnBGEt3ab/QkkHfdhUpm76g0Ql34NJcwJE7MRlc0hPCIMbIufMUaXsDGaNJny6fdA0ua5KaUnJPfSnM3MQF9k2AiQdVB+oCV6QbFIBtwDHwLiwDi9cjJ1YwN1if6/B4sY8da78LLmkEgKRZCa4zRUo17q36LjPPvxcprkDC/mhkKtofDuZSfauKurssuOO9UTj/iaUEe129j3moYSzWwL9WyFVYbz0bGhXWe1crxQ4UQxmqKOHuI9T8Nd82jz08lqkjSbHNxKc4L86H4uM9EfPoqdUO9W22y6ZAsyxxTlUDK3x8xjqVq7wS7NfDFisbs57ArMBYT3cTpRPxjZucLDe4yRuJv0n1VxL4i9Sferdlf9ZPBHtCF8crC0/gPYUjI2m482Q4VpaajrAgMU7pkRQb6Vn993CemqMy020laqrBduZin42UR2FVe/Cof/SwZhigkJN2sN9Y76mCCgPuImk+6O8bqopODlLUMB5xWDYA5n0wZvaUWZnflsc1zhZ9strgw80C0nHzNh8wFqNIUZ688r0iON0QjtOWvlUP0fk/1XOVGKE1d9t/DAsi1IhOCiXsnFtSrHJmve9d7JmRvnFRtokdDr8D/Qud3Lbg845ZORb8JYM8fZ7Fn5gjJM8Og6J12U7ARWPJnml8QSy355Fh3ec1fGiQVoWmk11aVww7GTQjXOYsGSEVMrOmarEf6HpKwm/hngjhPyFIAm6ktCHT4n//zU4c8V8M5aZgje85sCvibNJRk+Z7bNJTQ+Z0It/xEvztjmphQyfxReneJxztdVp7l3ejpL35XUuN9tnGpB9CvVoCcYdfyluwUxRqKjACRMNKz3QoM04y7PUVuzA46B+ep2g0fcTlnoSsrshFUoHP+LaEkA/yIu8XxkScPeFptPWXutwb12Mkx8VyJLOJ2WD9xRoJTneLPTMBaULSH/xpnK/fgzsGP4MOjJMECX2Lok18hfp4nuvxqHlXhZJsBrTNhYiVL/3oiLmOeLZeae5Pb1TjAKum3WqFyK/Rym8rV9Arx2aB7vhm6E+LKlV3qgY5w9lH9yeJ7m5jVI0i1Lci9Zanalcrd7ryoPk/m/tjiX75ccmLOhBhZaBxp4grTW3hTdDHxkwrTDmjQM6JGxjulCE01hWg6NSkP1EbUOwJdMZ4VvnUGCAp8fbj5qeZcOBquZp1CWIRGJxlFvmg8RjbGVLlq1O4SHFXlpNaiaE2te/gMWZUnUFZzQUXebdZILUcxGkjZqEr256LBIsYmGNrIuTPDRGdLPBgUce6NA3hrPRu37Zr5CpFrgVlRYzVKLaxfwO1OpvG4RruzlFfm5vGczK5O6gaarDx4ruXsfHSCcIEDtvSRjGNwiSTpNgCIjNsCCYmy7MrwYNVzf2xTJR78mlUWKp1tMXN6+/ftKs+tN6Xgq/9URUxLj5Mntn6SiV6IR/jyZz7DLyMJFygFfgDFud0X31DCNcrc0tCnFs/BvLh+F4Ye+aSKQR3PphbiZZNQBjEvkH6FpoKcfG1J29MBMRPqUOg3dpvWJb/iTWzFxSpOaJNdFK0Zzkhnj8ex3e0d1pnZwY143ciLM4rKLsnk1JuRwLiermRloqvniz96YJ3LNv/QTxgMBz0jW7V2Ps1qAEbglP+t/7qi6qzdR3Lt2CFQrO8+Edcd87j2BJxFVl9pOAndzq4B8b9ZfIGMp9r1RP34BgPIph6MnkM1Uw5Nc5mHTgjjefZ2XNJWk/xV4kdnkpuZUeXmLLTEXAXA4AbgrEdBzw5catvpo8VGHqYvgO1nX7Q5wAwFOIeoq416+maeJHTPAZR43o/WqzMedCCBUVBHh2QpJU+bSfO7PCL5a0wpQZIqLZaU3pYNwh7yyQqrRFUqOhpeMClUaLEPOn4sC4Rl4tvyjMRatfFJdc7eof3OKz0KBM7a0erS4X/iwlODTr0SeOfvAkN0Ud3fefz+J1MIy/TAZKWwlNExOnsFD/83SymKKqvnUtT5Evpe7ktby09uPgEQIRxBYNZKEaT6DGIg3pGZx/on63K4U/Hc1nTf51O2lPmFySiGFE+3dkagI7h5QNiJl4KUWNrzkOv7O6GAC9VG6L3WzDBWmAPBSmBiw2PSZ00nIrzMgndzu4Q+M5HlOaMSGBDWyE3jtTvIcdknAzEcNY/yq7+hABCAm6uZxh1ZRPhddEB+68QT/U5/X4mFlZo+9IQgh0kOC5k9yY9G/JiIv3/vC9WB8uCsjiJMLzW3viMtZZMdKzARkh0POyA0O263DlutksA7Lzo6NlPBjd7ESdlUYUHpJyDrSWx0g1udWIjvbLasrUx+EKIAd+Pvhp42V0/GZiojA854+ywD8viKXIAOcb/J4ouj25kjhtg8obZN+vaQs+0fSqX5n81/04KEfawLb9+U1Cx6eEHMzLKJAsAnCcFm1slkczhEM2CsyFEN/pcjGJDh24XNKiBsb7fKpFh78WlLtrYH4P+1QqRH645W02fivP9xkLbtb1iU9kssXXXnt6EqY7czNEjjvVDJOsRLemX3FfiM6uKvCsNjcKmcsFWVbvGZrxqDu/20Ohl/s26qOZaGL/CXDo1I+o0r3pnToYqDWUzByXEX4lADqEk/9JOk9j/5H3e5349W5YJXdaLwu5VMT6AWUtapbAtr0viCCXiuh5NWDY5pK4m56kR6gGYbFX/MiaTNQhhXr2ogq6148zU3Og+g+BXuVf0wA9v9kgxMTRQ9et068MLZwCEJXkcp8Rvsx0L1V7lm6HAbi2e07ZbEi6E60V2e3rYLsnsn4hLaYf67Znx3nlQSsmsecISjaaLfRp8GKga0lX0wDStDzhW1R7f4quQWE1rvzgXUHQ6TQ2opc4xHOeBx4njvgpaiOu80yudd4VXjNagN4zA6oMlZSn/TGI/HlEcYeO7sOdvcAz0v+FO/+AdsdczMJSWv+HdLS5PEzz9Ym+tQpLXgr9kUXZvst/XsBlG3yD0gdhFqjiLCuAan+wFVX7E3L4xYCfgaq/slditPYjSV4d3V1oI4I7vQymn7baUSjuGa92fA4ogN9+Qdun+ymo7yBoU/KUgPsq+k7y+czwSdQnQdZMiND0ALu2tHWSBpCRPtLklDj4vrUhhdSkJ1Rrl86pRrdl0lnPJOGa0UezMdNFQpScrhp4YCccjjNCKUE6W4NkWHOJYVFH+wm58dAvMsfM75mNh+iOCze9Q1AOa9v4fayaIHv1/Vz1tkRzbgB2wHklNTopjVE4HompFrSBzDNOsnLZm/dYpBxRSDw2jNqK8VnZ5qLCYMBaze7Jc0FBnFekwRGrg9prKX2a+cLJxqyKbxs9zpIm/9ankWV2GKwjJhUP2cdrM/7uS7KYoFO38we7lKjw175JsiJjrBHQrNS7e9VJ1RqNS55Byb0KXJDcjNIyZ7Uo22CsgUQ4gEY7zzxlH25r+0c7xdR81h4xHcofhz50JEbc+FdvFvii5V6/EzsuwvBpd5WafEN5RR81mJZ6dmjapmz7zSrCJkdf8UynEihM7KjVa32qqPcBg7XSBpP9JbLeRYUujcCByq81B5q5y4jY36aaO88C+Y3zRflanAaYLBIU5z+oIlY+6wkMqprkYIvWhtmgthyEtUubUOjooYBmt92u1kkyIWDpqBf5M4p19IBwHERXmI7QdTlrHO79TazJJpCUcu39xiyO4Alta6DIWZfhTkNXcPdsT+lUuU2PClL5wvpWB82N5MFWs5Eyc04Cdq+Flj5bjV8B50mkJWlo5sr3b/OIfhcf2iNt8HEimsUsfnj6p20Op5qao3OG+6seFefl+uFExSTKDs/yliaQIaosN4n3IktjdNWE90oXCBwK/Q0VAI9fAleWt916Sx/Cl0FFxRmiDZLScDqUTU2VV/nvwWbKWtigT08fOsrdzQqb44Lyhb6Gn8lgZkXhkPQJMDO/qVxUsJwPEqC1VzVHgRHsayIGKve2xhVCu23pdL+m4R/yLUwO7GcD4k76NlGgynd7AX+XOpJhyfXbWuSR7U0BMYp8OnXpGRSgNDMQoJ/9b7Fff7hebCVWvN0uOvSicEjeAA1/0UteUruICR+bkaL6KPpq2vY1lOjXJ8JkG0wWqOoct1oa+/nljIIJ27Qx2j3GXcrdkrJ+2YdIrKyDWXjW71zWeUaVhRJA7Swp0ut5ZtmXq03c6L91nNAqUZasrmmRG7dN7Uws0DYxZ5U8pQ4OGpEQ3zZehNZwkk96qvSytxZ/oSdHiAum7w/X3HNysnD9OuCunTyIVWMruKuIZK9dpdedV+3r0/uHnbMtSZZIx7pdV6miJn39AQWzs8ERgrG37LYwwDT1NQzNcn/nEzUN4zC3TTx8TeZpaaBGjpNTwZ0W6EytE3JvbHNot4oLyYboz1YotsmBsB8jziTzGxsASYmLCk+43B1nfj34rOWZt+z/X/cm/u2uU96Yi9jaZg/+B+ihxOrZoZtOj0NmFuI+I1k2bobpo7ydBfX5QRLbKOvuBZArjmsUcWp9AoCa4se6caFt6YdhCAjB8DgDOwMITXxtK46jQbI2PQUmZtvI4HO9+8JNNook3ka6J+jxMG8ZDQdpk7Ryn6qz0okH6I+nA2KXO6wiUiQddhW/UN5KOaJIfMA5XuS4qRDfECmxV6UpsddsJpl7xX2Wape/N+mvJy6dq3ANBjwydlfeljrgwCdZykhBQFj5I9/xGzP0UzP2YRflAvm5iT9mHowo4n+54Fx4WGqH14BscxdHpErZGgHMYkx7jYNxy+ipjrXzcds/sn4uO1siMzaTUrt/D7GEWLPsGi3dkyGGd5+TJk21jjEn+Mi2Ap7z0P+W5QIPiB1dbiHhV4NHIS9PhOsTHWS9KxJpkOcSu60BF5mQvcog3thns1W92ZFo7HqBNFcGxkW8mtHpdtSgLViPf+hQM++gxVSoXQ21s1XMYO2f0uW7MlfzP/0pRWBHAmUXBqJseWK0vA5KV26Ps1BFFTT9K84MHzQM7M2SWGGcMEBAtmFdLKGvsoYkT4xg4KjQ6yFmkZhQomofLTsW9bmd7mnixnKjjTGD3OJfc5diS+Nw0uGJ5Up5t425KOND/GYKxjpQi5iBhOOA5+Cn4Q3a9i6rVjKNk/QRIqe//6+3mV/OW9rtwJbWx1jGLO+ve+R74CBkOl/zn8yzgb3SsJXGAQdnqqgT10jwVPAO9boKnGoVP4yUGo+b6EqfneiMJEm5xjKC9wkIW6XdRzZTxtClhxhRuQ8pUdA38hbsjdhbSdHAfIt32FK1s6BvQ5dmurLbjPA5AetZYjvPvMeIct4AXKeott+DReHwZCkaDVc807bh356bmgw+zywl9Ps1YIFuDwxyYrWMUOIofEcvmEv8ZVpVC22InW6cX/cBCc7A8CJw6cBDGJtaWGdyUJLrDv/ENfTfGQwhlcApMD9YeWo0Sqp8Z5WWSMd/l493OX+VqlZgnSypRJk33M20BKqc66wEzgcoLFmP2TBhG/ta8bTNvRMimA8ktzIaCLhCvi9Pd9hWxxrnZYAVSMsBPPyuBmRANcESnh+VQcKCbaEqqFlix1KGdQ/d1LIv2jWzFJkf1i1Cx/ejP/oqgd9TvOJTDNiOfxAThXZt+m190JqB6TUx8JaDBqdM21XvsI88uzT2OAiSjvlFXy1R+SIRcrYZTJmVH/zTjo/MRzlo0MInuhs7+ZVcEzTwoR7kLVy9hXIIvtCEYcIxnwrZIdMwo7t4NLrn7LRojKQGhXToeU2aT2dExz/PzWsLxd7bzp4nQjeoC079TK0//2Jf24x8/4K6AnBLJJQuDHgX47suJ5ys5NMu5HherMJ2l312yTvqaOduYbEEyXy+ItiQG81QOD9ovda9VEDGWUXCYQjeLnTWyQi2pWsWqqf2m0gXRRFPfchwOAL+oHE/F43HX73/eDCfJoqGaq5a/MjOgxgtZ1NErtTSY4649THmLzQNXeV+2zbK3XsbSkjYbe75etUndrrIC+JMs+06UkINiA2OKcsGhOz5kIig+PfmGs/Pf32Ytkj+F/5+wbKB8Sw1FIJ/9IMVKtrrr123xGEU3HCT2SGLUCMvn6RU/rLOSdhdoovb3Yo7LZrJrpDgUZgyITRlk3P5M7G1SWnaJCnoa/18jVN0HZ7O52wQQAFrM24g/rE5CtTkLdfIQnIFDSVqm0Nn0MkInZrkgSoBeHwgJaalgnojP9cvRKqwYaXPvyNOKQ3J5lAtr0ewfAxQSF2O3TDr5lstdWKjFJMJz91v0AfVxATmGur+GvnrdzOLZZ3j39xwYv4F+8SwY7Io5nkjk1jFS0jNxSnEz0giD82ONfuH7e/hgKe7mJQopgfpA3fEXGNj7cnYf2Ovl4Dn22/SRpFYzb2pB1A/Mq8tdvhD4d5Uvewfl086ffh+dpL0UiQy9u1R0Xc1AKVNyFANH7qNE055atPy/+YYCFek1O7xd6IWD+o1/Y0yOMevj1A8ZH9ArI7x+9NW6FL6LtCjL3rHw65yKrQNKgcyZwJTrSrWUh9LX74N6q3TZQ9DlAR6LQJR5qkA7n7NL5aAGAy6sAKsVeX+Ii5LNpF62XnePFAVHulpbS8S89T73HGmf4DoxyN3+Fdy6X8tJU8I5N3J2FohtabbRRqKU845n3xa6g/wwTC2eAXM40BGh3lItnFuT70wHgFV+kzsBhjHK/nh4P55B8goJozRQzoQudVCbUPzeTgH2sKBMTDMV9Lvcupf1V2V6QuvQbLmUzPDumqvhNnj00XP98E98kumPn0JSUSJR6InXeHbtBjV23F5G6LI6hMZzUyYYIyBe1UevZLnnLXntcScvKaMzS+uoxnsSp9qionn6fhJkIL//bzv3i42pFXQuo1PfIYnF8VgEDR6mSkzPzpLEc2CugyTjC2M3c0mGk40MSROUmm/fj0/4KvhYW2OoQDEMRJXMQTtVmIW9evVPOJUO2C+U4z0IrUYW7MI62NWKWgRYvm2tK2peEOlxQgPRPyqJMfnwIZDfJsCszbVA/COC9ZcNj7lppdj46/2VMTLq3WkyKfUYYwyBeiCHIrwuy2kp4v225y6X7wdC4J73UE+rpWMWXo3lTdAQulTM5RfEJHtibguOroGVRxVV16Mwsat0eRRE4XgR2ccQaR9No/ttbfX474SVMDHv/jqXqXhYeMq5jmNNeC5H4y1K5fNS46BlZHn4tbQ8EYntp/Qq5ZpcJbGApSi8m/W9Azc1GrEC0TV9uzgJL0Xi37rK+4xP0MRwC1JNj+RYTc6tXSuxgC0D1zJXZKsqxdevXmjrTK4iBXNgWtM3uegG7BaqeBcruuZQugTts4nJ9uXYHz1PW8kgbi6guq0U63TK2ERDg6J6s+OMl8uQDyUWmoRu/016jRose3ezJQXLiGa1+4U/G0kd3TPK5HL0SxBX3KIp7A6nUqLvJohmb56iUeN5hIADMyzdDEWKnG2RdrTDQ/12OgBe1cHTavvvKL+tTbv5TQ6sLTHj3lvqwZsNIg49f4SVtolX5DzE/JsswrmOtfBFgoQfGbns4V8nlWu3Zrx8lgANylckWh90pB+3xW+AW25FM75Qx4t6CT3JWrCbB71MLhToxcYOy8RQcFCXiqhxHIKDTD046xrsirI6WhRiqBxqkJorMErQn4WLn1WRXG6NRaQlo5z7/4ZAS+1/VWBdVGYXEseAUzMwxwuUDqkdmYpjPnUsGKe1C7UbIWmK0Hc2Ov+rIfavbaIhaNGoV7Tp2x7q6MCk+BxDjnNA/vecPPm0+RKwBOXVw+1Om54zA9ZRfc+OuGq4dIbLnZ9FNUiiuSZfGIaNND6z3H+xSAtlIADhDRTZQq2n1LT2Yge1FR2/LvZ14LKNuHV+5bSjEem/Jsm1Au2fIaBnS3z8hEHmDwzatmgeNSLCW+SB5gnFTcBqc/snhQ/VvlbknmwplO8Q0W4+EcMaAVwROLC87SR3AKKifxJ3UQNkIozp9hCIQFl6joTqOkzz9OWUBHrP34FsiGkB9iqiAzApGQvhlaoIDPioT18fRAD3tFaYKlaxZHHMxfwt6FCDdq1GklfJ61D9a5n98uTBhrHmueXvghPJff4DB1M98YXqxo1NPdaQkZm4lIqlxYRsjX83qgNmbvFxPzRSn1QhTl/OnJ+v3uTHFMqMCLvgt+x7uoufRmu4VgN43Dt8wnvu1WUKCZTg3y6eoZ+aYQpv+J6HufOvBmHJ/1PtpvRhKGEsPkm2Q+euJx8vlixnl7Uno4CoTugXabdw2D/RmXwC7GtEwUf6rxxzdSckrLUbUc3b6GYBlcCOVLnNirJRc8rwSZzPA0wFASDw7jzPXOqAE2BYXkjC2RRd9anR08QS2ZVyaRhsJN4EgolQq3ICt3wBpKUIQa5dpttsqZ+dXXLFX4aPG/Z8YC6H3AVxG1AkA8tUaOGo1ot8LJSU/00tS5Kq1UKDAQLQ/Bbrt+n15NcvOCpPoTT/xArofRTk+6SIN9v7qG5joUFFkh0MM9lSnXu/X2VOAwvOPYSMb7V/Ftx4lqRW1LOgRfUGjH4CIteZvLW8+CzD3tPcX1mjeS7f7Fvl6jDG9dO0Kl7llEAudWO5rqNTpX3c6YR4o/Jef4sBHPQII2Y6fQSO6juvZRCXD1wZd4UY/az2QbwuN4mCdl0UyoT5ChpuX5IY8rKe3osW8nJveYRzfrD4O8dlFpx2ocEEAQ+TGyPfoX0zatenWl0mwcblaPOAHUxfnmWBX3ZdsM63tpn1Y0QmxjZEZZPK0fcL0QyB7MtHsdJc2bQ/neteDFIh4U0kfSPfWfcpQguNTp19dtdijd5VC60p286H3bsYWphl8LntnDbSHzdTJkB7BjE3v2zp8WgiC4bd/6gSmxzChiSFBtIcjnn5wksPu757E7H1eMvK9MQZ5gWHO+Wub1urYqvZMPJbwzBHRNYvsC4indmz4+e3rICQ6sm8UaC689Wi7FRa7qZoYSk7cXDhsGD3vZ1i6fG7I+5Ts8CKz/5ePkNhGDgEF2THX/CymFNz+aFtDnzYPr68sc4UDVWHvPJsngTBwtfYfBUZ8HQJ0nE++XNoKhWHvHJc+Daqw955NlagVki3mQH8o7mIkKfqcKBqrD4Ki9k2dx8cilk0jDgpAsGydhTv+9mbc77rYcbgkaxruKOAVaGWxf80rkAR08dG5WZjaKw6X02J1/LBzFHJ511tjOE2QszSrWOf7u/aQ5nhujjodzmE3JUVEMzYWnipevN+b9e0lA7vc3dt4ji5Ih6RzarX3sSGiijLT/4V9moTtykssHI8IU+SYdP92uLygCGK3EXC4IrKRceKMQwoHD/qzMGSa6qxwKUhdiuic9PnBbTI2tCs2qvr5wKiSfH3qu7r7/33Ud3HZamXHryUFSq27zlSOtchmxJqpoLYlv1ocdsBbHyizYptibLGtDT3vXCaQjxmEKmzDlyDL9A6tiR/G1aoCXAx7sejCkeTnFzBBj45AghMlFWP8ACSJ30QNwVjRrRUbnehxp/ZPocWNrW3V8S/fQFstDcG243OLeNB9B6+JripDQDts6jvtOw4sa5PZo6LvJq3BfZhLa60dB335bPjU4yxYeaKeSb/q1PFaoB2kCwoQ+ttKVzAkplxX+hfDs47y5VQbX/AVExPpqpnnOs+ILwosZxXBfxlkTgVS9UomTUe1mbnnNrXAV3HSmfMGJQ37y0YkQ7jps4aEem3QlTz/V+orOaX4ITmu2LFXdeRuyVwCbQfKzDsrl6MOQ3L0ygW/42XTcCAGRAmNcWFLK6+Lacniou8/GkugDCKwpjfsTlceP2WriLz3fW2sUDxgplcv1TPxJM4agj3p6gEbONUrrkEG40qDAJHCPk5ULlzkZaRGK/mPdwXTSZl5i/c4mJdC2Xm2y7nmjPX91ypvlXMADbS+4YHaFAlUbBYof8oPxJZl10lH0Qk+3N42u6L5B6j1XbHiq4WUWvJcBHMZG/7Z63tMqzJv9l0UP8pxRpNTbcKLjBth0I0OjwVe/dPV6jcgl5AWdFZPHMvn9hhIGmIwWZVdsu1tSw+l6VMSYCQzsrUj0LdFxbbJ9VhVtVSxqn2bZVC5cQdiYaOctrE0t0/dUL/8UGr0uhbcBgsg9+fTXiOQi1YjoNSAVU+HNBvFaXRvQYfG/NfHTjGUanuYDRj9Pxr7OtCgLIVYn9ICiJitGGs4z1QzmWqrvkZr4oJr0kdciLsiCgjA0v4cgUMWHT7OL9ArysoGvLfeGqnn/zcvnlfNyvDVO137FeQ0PdA4DsoFFqIXZrvD/3metQ74hzVNuUlSdack/5ZfzrPGLIbQDDnXVIBg2sXVR6JSzolp+aw1B4CXlNn5qkhXKEnESgDxMUnjq7KsfsNtIv+nbXTJc4Vt/b0ghuGfAoHn7X36dclkDMQSJRmfr6ej9sz91TbxOiLmhxSIzJ/Us+oxY4+fgHIw7HGcfDSydlqEcv0EYWbndLdIp914q5W4+mFSpJR2Ocb5OAQFF/qS0obqz11PBozIsUjqQ6Tr9xaVgMcOp7s8B+PmRwADqNrwXbTitjhDzRFYGbwI6JZmeA15fJlXNDWBkQI+yGUX1GfiSsFxyzPBznuZVUgI+Wn8NPrvLTI2x0cFg0zAPR0S6ZsVmq7/mP/vgXFbmHxpl83b8A1F6OeiZPoNA+IOHnbDaL9iU3RWq11iCg1Dr8CqpotGmZmzef1yZRHggDM+zb3Rokj5SGqTPt/0uPtFKlGnGMo7fp0zNct8XbnK3qKZiV9HZWdA34/A01fx8VXb1SP6OK7dwRN3STyrwcETm2JnzRCQORu4juIHDH4e3JlUu59knuJteSvF76UZ5oYLzGwpGIfUHVW5L71k+RxYjTrjlSWZNmhG5azgvG5vxWoiaKzO5bvNH/B5QWkq4O+dCyhJqp9HvKxH7L1sjvM+4Y/IuSsbdAKIXmmwgD4kDW+wWtkrt/W4oMS6DWVtfmK/buai/QmE8yu/ubhATgAp5nDSfs1sYLvFsxxa2Ypcdla8DPt5/L43P1gP+HP5Q1bGX3a6QVG+3FP5B9wgC8pzgBzLxL15AMStbULhb/3bXjTcxOIGggJkK8fAmLpWUL9djPSEITnTZ/AHhDxpyueQEgowqafy9FbPyFpSNkF3CTXnatkt+JG1jE+Dhn87w5qpwurlD7FTsSqe1le4P1jjsWwMYF3vUQ4CMI57M0NuphNikQ8LKVwYqp4Luecqe8Ufd4d2b8NkFWEuOsYW8wMz2Jt62NlpYfx5C18/smpOi67jGC8KQ7SbxHukUBKlXCJUw09tT0OZ/WFV5ZtkWJIfs48e6MkNSVU8P0GjRZE4ToZLiwUjlRPYDSi3LlxfZRieVUXtCOWhJu0GPHqp9RuS+ynwA/8MDK5K+VLRxOh5ohM2PT9Xn7ko/7/0fxf4vPN4WACutPdfyIgP38mpsxqJ6fprQ876N/eCdG0gZRbQJJ2/VdVDj7vA3Ot2MyVrxweHgCLC4ZHAo8waisvcRKOw22nV66I+TLM9u23YQrmoh7SYr0lH3QeNIbWpjO+Jr6k7Lwf1E+g5VpDVR/LlyRFdzZvWeOPXvvc4bPyG6Z1fvOCcT7p8cbGbelXRgpr+nGAN42ffE6l08RV9qI/soIeLZNLP/yOOO+U2rISseOOgGKgI+wTMNOw8s49ZNJ4Tus0gzSxbl14ljbHUxhv6J0Nl7hTOznTCdtamQ5Y8eOmXNuByWV9+FLKu0Gx3r33CMBkVmreGOKxhUNGDzFRZDmSku9X+mU2yZSnSwc8e4uaQ/9tjpY9Pg3BH39ZO3Rh/kNNLorF5R8v6p3RIeUrHMDTcgjSEaoUM42rSt43Zz/OoPlTx8Cmf4nGjB+Jn/1bD9QKzxJOQYOeuwTZ9jm3HlVQptwZ4pOPAAdmSbmpNNQHpcp0ZJ/6+X9jnPH8woU5F1mXS9yxMjleCb93FIEBrhNDyKQ1B1tcWe7yQn0jzTKaiIN3QcjuZmgSXuawLzeUcLPUKjvjnx+Ty7dQLJxuGLoYbPzWH8xyX8y63o0vgxKe5MqnqIigc6kyQeQmH/xu5bkhJljfvMcbe+Iy9hA3oJJ+RD9r/Almd6Mv7yE9M4qqK3NsDdDyO/8n82U8w1lUArTK5MGC5KQL+bqJtacY66/T8guDjLERKSlr6vB8braVc0ohXoi4+wNG/EueJ1KTmqTqpFksOznFPCuhEncZmk8GWJhiMtc+1EPkaHa+A+zZ1T6ov2JBhzHEwfj0o8OWkX12igKoBE+wKOqS3Sl86npFW0iXbx/GvJD3hB7SNki0VZr6MRaHcX/iBfwSWmnXbSBmaiaYGFkfoO1oKzMf7dfKMjB2Of1LfLIMnpDf50SkY53bt19O0qDjjetREbbkj70eXWrmcdXZgfHzBWShSKQ4WdFOjjqGgnVfvUWsFR7z8WciXfKQi+XZSpm2xJlwREHx4++s3KhTGuO83IY+ckaeIIlz+xIGFnpJUKi5MOU0WKt0VubctM8fF3oxhPQtrdi8pb8cTrST0uocRtN7EJ76NAh8d2+barHX2sbmsxVSt3joFKuKydfsaLeuE7Keh+ssMiWQH+6cQISdzJnMq0+cWMEpb1t9+CPECVZt3ph0fUM89fs88mMHnsbRPr+FPCC8qYYRm9cR7jpTM842fH7VtPNFg2OpyrVtW7Hz0DaLCG65DpGISgpgMImbclsxsgQ3nAgekPN/krYUrdeyLsW63U2DC5WYeHdHiBEjYpmBvzM/oRflDuwmZxLQK1fqptr5WApz2AHCj9PVoEUOx9/cBsg2MuX1YjZSRHVYHSIr9iToRHFUZ374goNQ6qtI7lNyHhWDk3HpMoOz8unv1LcnZ+XT36luTjxzcFvm7O9y9Xt8XEHZn1P5usGTJilA//aanMaBTvaaA+9MRTlJqT+REVanCokB3+XofmSfyZ9TIpubYw4n34d2gqc9t3fa0KYQ9ZlrhhJlCf1iH4397Q1/Qc0yIYiitvirQLVGdbm+r6Ifj71J5RBITfCo+yKybFuNQ2gcfAyY2tulzOOSmuqukJ1le3lsXskgya/JN5V/dY9ODKtQaVAnpOf192hbxYpgjdOBrKElP+d9uB6U5FKW9U5wkLBsoGfhurk1W5zxW45VteNApd2WuCC875Kw6KtBHFSD/4rzkyZa0OM79/XnN72BLoUqJYaMEq9Xf36MW6Ku0lcA+Ute0t2na34WGM7iT+NQoGbJh0/qHoNXdVi2w/rTcf1UXHEObHWogGOs4Ifz6wQJWkroxMbuD3fWmjpojuY6CLVK1UBxl3GRmbaQm7UCmu3CzPERgbc67KayItYmvUWcb/K/lpkLWqE8njdc86qJt6vFUMAiOMZh2JVYmpKrx2QMVrwsxYErUKYtWIEleZVRuZI3Ry5k9PwyJ3kvn/V/DxKTucVOLJb5TP9bLGaiY80BkAoyWoRtcjfozjR1nOySilA++9I97X6UXbT+Gr6auDyJ8qtMV8LvhWW4WszbwulDdlmLJc3T06NSWwpEFjap9kTalA/QNbvTl8SJT3noSZT/CJ2eq/UFppEafxq+FAZirq0XBHz+z35TwNFW1Zd22sX2XFG+ZZj6ZuuITTKd3GQAnf/eVc2PfP8RJUIjchTLmBz9qloyFM0owyGgbztlktFaxzrCjZeMcFWOaZPqcjxVc7FJ5jBHlIiyL1YEhO7hzdQ/2vsihi4tD+1nx8iT9Q6PiHmaRtfBqIfwp8J7tJsvIyhSRh/ph6GJmBqtcVWybdMYQX56GKT6IGRLC5N44m6qTFJ4t231fyVW9xDpG/U6pAADgZq2+s8gokyGWvD6AeS2li8LntnMIUIRxnk2BafCJvH5Y4TVOS3Ic3V339twHB7J8mPlrV+iZISUf+IcBG8GGXiG8zd+Xvh7qYkX5AoiWcfiRpEqMBEuL1DWBdWc/Z2N6HEOOwMqbS9PI1mnUxbUMPVAJIF5PHo0sfCj2nkAXcIUUpyn+LuzhOwiiyVXoDkwqE3lJWa9V9tGIR3ScprIpDG+GyqvbdztsIJn75cANuMAUE+v03ct7kferLMfOFbdyWi0Dh3QflWTgK4gcKEnSlm9o8iuKb+z6nXGXP7ZgQJ8CfOkQQsU9fjOeNPQX/tzRxqot2zkH55Gn6qTwTiu++P5EFAOm4EwWrYq4GXRXVK+JvPn1QxlBIBrKgr/g9ZXE2O9RvgL45YfdeDVf45e7Lt1Ncu7RwPujqEDsu8LwMgcWyr1eHjfV0nTt+bcRW4l8IZRjRFFiuSg+NhaA6+I8DMWRT+6UUZUKO62/8lQSl8JYu7roydhbnpjWYA0AIkYHsobdq6DlHvEasg+i2W+2SvmNr0yrBxnD4YqLoMSaZrDptTkT5aVYAzM20GWKwdbYvTX23vMJ3Sd75LQe1xuqXJ7kx08ZPvKtG9ow8anjHj9MAIpk1Bpz+O5u4cT1smNzesAMxFZwqR+6A+WhSokqrnEv0Nhp9rqTfoAgm1c2V5FWkrsEOT7A4UTWPOJYx6PyLmxZUv8ycQZQ2HJNIiC4Oobkyf5I01uS/AGrtUC2WczKItdel6wFQikCl4hYjETli7vvUgofMTKV74hUUlIAULKYTV7t3shodXRPV7sTmhZyJk0zoFX11UaNXPjCiRHfiYG0SJoepSEmbg4PAyK1TJHN+2IqdD+rcKZuNGgvH6+LXZ4TVAA0PFxVkQ2i975m5wXqHr+CRs85A23vx1wiGfH7UMHAx+xitRmDeD+XAUgriz0FsO8eHKsasKaI4aQjJTfVKLlfXUDjvLsOeutfYYH6KfYzQIXPASFYFx7ImevZhsdQvyKcMF+KxlBOEg+fy+zcfJ4lEm1ej3q24Kr87Oakw7WSH718m7pSCvx7qhraMShIx60EvpM0bxhrtLv4igkldrIRmFPGsrjvYsF+EtwqdKJv4JVda+IAURr4nmQea5j2taq3+mUyuwj0oEcoKlKapceUbqiHXOeZNY1OdrjqRFXwrbghyfPlKoqz4iI7CkLq3e0m34sWlTBL7ealhrxVM++ff+ffA+5IBdjmSimKlAwqOls9kmOdBNjAkf0ukCf92e8rpOh1CWQ9FNEMMy3+07p8+2ncguwDXz8nDplNmJVkbBK9uWHfwCc4DSb8FOWtVDXeDoHkm8MbLMx3vjqiKHYLWWQnwonxcxXq4yiXy2M1ERXWYQVpLTvcCuMe/5RGbOhvbXcLCRz9dj+NvBfs9pfdROot5IFHU72S7RW1hs7ED3O8f8q111nlw/yTBudYIsxYFz5V3HozYYJvDNqcKe6qYWnzFe+WKOw68x9ZYURL3ALdea2cJysIlqy+jhIHNzffL6mh/YJYupHznsNNM09QZUYUqMnERq9IGDIjJc7CS3V3pDuT2d1qRsGQ6ktcyLhiiZlwJEvtZnNTwJASbwTp/jVehIO4Np+8ISLT3ODDHFfDte44b4CjhO77uCE+PQcxlbqfxkBH+ZjCXmLS8bdRlIjdh3Lk9LqeH4akB2Oz4D3hm89H08OJQ2NDSj8a9f9+2i4ebY1cFnsjcxtrqVd7SWenWLq+5c+838vaARrZamfndSkYJLUj3gUkhrSPE8FZGEeXJGr4S9wnY7LfQDw3qShl44Vw8JDfTEHd9lpMyjNFNjJ6K0+gW24hvKbpXusxx31BKzh9Qn4pMBoLbef9pwi4hqE1rlMY3lY1ET/r2FSL8MqrmXcbsCAkO6AM9UFvkYzN1k46kyD90PJGN6xKLFRxQQJtd5Y7KXnqVBn9wbx3c8TuiAjWwuqmEzQsayYlM0steDxZSZchDv/vlzCTHhCeTTsUBRhR7m0ighUHd7McJ8L3Yhq3zbsY50jCNXL406gGf5Xw39Mu+zZrttuJ8UOsoklt9BIeTQY3SfyMAvM+MQRdzvKNArzWCUkzzx+U6CdtVqibAQaxP7oMZDdWhrljStNV72FpchRzmcIpFTGSb0UGlzLhgVYM8u3uHKIhUmYK1Q+ScJ9CwM8QOhNtAvcJEIAd2SYnFvoFkQE0n/VHs+8bgqHXjHxno5QITlpEmhXoMc3fWa9Q1Izg/ALsQTcQMj/fmX6r3/hsFER+gUEAhsCqF01xaRFC0RsWXZfiBNPXTbz6yFkriJSWW+rGeIPms0ueoYsA9NTjX0DmQCDm+7PcZ3i91mXHefZLcZrkAqwD5n9NuqUMynymEUXKjHa+xm43LboJmJq9jG3Bz8HqBp1nZ9wk/+7FCxRHNSqCq+7ea859uZhfj8sNBl7LyFNCpB15nc9i3wHz2tu5QN9uNVHBYMD3QaozsiZy59YieN6NpAjC/2luEOfWB2HR/ZCPotscouE47WbnrXIwmAx/5LQRZWw+ZnqE1GmYQEqyI3MvQ8p7YLQcp3Uwa19fozWbHrcXRjjHEQTHDzCmGWqu1ggzDexAiU0q0Zed0D6+tH/Jo6D17wFTrDWx+hAvIEKTr90hNb7KQykwtQXiFrIceDvFIDGuXPjU9dwOXsYHReqTTvxx7AYnuxvxDdIKUiSl5loqC34YKMPCaMRWF7J/kjAabl8AHpQuG7dvkY5PQsz8VV9Xe2xHDvanGAJ58OzpIkYZmObo7e66nKYEJFipMubYHBJ4VY1s30hPx/Rivg5B276jS3wB5XEU3Bmg1dyrlNXcRCijFIrPrE7XEL8X//IpjAUEA1pZD0yAsv4ZxQlIe4DUQRVXlzqdfAmSAeFh54CSxSjyaWjCADOruArMRd5EoRHCSaKDhL3VJJcWXSUoBUiBSUVaA6MX8TzJvxHqkXZI3bHJDQXqujztAA84oWoJ7LuNM5vejVvZ+qpX3zhC+nGgmg0wlT/tXlgiWmGlZVCYrhjn6NhjyH/XnkGOlTXZWtdNK4C2OdfjPaB1zuiMbNjSaUH5Lksv+lzXfm5DGjR7FT3i/VBrFkCe2DOziSNTJSoYgL11kn6z0H9vKE+TZguHoSKNTx+4KwThxdWpLjJgITDp5LEHgp+HJsQ6lJbCga2xyEcgWbIG6K4RPNK9C4ItRC8/V4MlV/+6n+GhdCX4YEw+ekO/xcVvkfU8H7betNCiwN0i6whWq6RJiqrsc+Ozz6tw9gd+vwwCJvBk+dpkIFOo1OzP6A9qE0+BQE1VN149tXa+O/hGI9cTe6DhMrfRk6unQe06ebZ9wW/faxgAP7Xv9gflANXYPedGkEYnXM2p+fg7km/3j4AWBFloYgnqTnblXMqI1CWnkIbbM6o9TVuYr1N0jxdgZJcUphK7Rn8uJe+yzcNTZh8JR/pO4s7bnRjZupWU6O5CFiXIOCknFYUkbNeLFJU60PMGn5HkHsyRfV342aG+efTwMzLNiBet8tHqCNhsDP31O5wbam/oYmurRd/ncwzC88cubAe8wz9h1OPKG9rKQvIIHPs88ZD2Sp0zk0UqSNQanDNw8G+JPWf05U6ITCZ6s22/A+sxX4YvvQDmxJEgXLu8zGuj0i51YZeuM9ozp9FHg/WLRrOQgB0pnBU+fHPziZm7syp05baoXAYVdzDv3G8AmdX2Kbyax+c+OzgkEzyH1Y+cZLNHvkhxoM7oJB0lbGayK2r3ub6cIV2sJHK4QU2Ij9NmL23VhtTZr4DDqrhJujJ1TCFxkSBK8jxvKgGpfVYrh1xiLY9fkpZYQkLa6/gjYFKqO4gGrq7OlGUnH8d9hJH8DUGWJxPTwdB+8Rgza1sCLUHkPnzgK2pnsaSVxoSqqXoo/1+8uysweKYIYVg9H8qbYVR8l7m4rFDp3ZAemmmio26lKm3Oku2G8kN1MMxDaOSDR4UpQbjfu2Y28BaodkuW3QqLBBQs26t2uxUcmNCmdklEWHGcG/OVemad/nuAb8x6GOgk2m0cI7JP1IFlwlVSW8UAH4CfO9zbWMjK5wxYMtYOODDm6OUbyVEmVvIudBTeSK92p4vVM/XywcqQnEYI5XXOFw9kZvN96/CE1dRPNh441OuVenyOy1g9kbVaXN3jQMIBo8hSTovF/rm/mTgrej6SRtIBhGroIbC3PJ37/+NXHcHTN/0aky6INO0zMxDhdwMnm0/HkS5SHzHUHjio0IAJq59FbSF2npUGSLzf65JdnTgaWaYVx6ZI1wAwLX2GLiEFbzNsa9CotKOn57cX88RGpF4PtPQQEm+bulfPG9My760kDzwDK9CKibUs7rPH3UYwxegWT/echPeP5q8TFfPkNPW9ctAnheT+uv5PxcteR9nkb2cKchg1Hb6NhaN5cwlh1M8aDNTMEe9mJmfUGPv44TIaBTxiJoxxzpriHYFt8OmxvmtMNSTduFWRGiThmp1tWQ8QFSx2TiWVQI1O473FuFPCoM3O7CNU2lpowv5QpngYAYRMJUc+Hl/36xzdpYj+p7hwCDCUalDZHkfDiTrUc18gCakHRxVLsWmPRS5waVVeO9xhey6PU4+RgHqzHhri4gUhl4piJuYGZXA9Lix3DP+gmc2vzBJJ49oSOqT/ZkNgRTzAouKs7Pkz+nj0fUOq4eMe+BcPZzD4vjlGNYIZB/nZ//Ss4aOuNMuxtbrUpSUY6qRMy6aO5gVXzZ9RX154oVhS4ph6H5GsTi7Lass9KWoAGkFtXzxQ2XWz40JsWsto4J8I2gKnKzeckvbtCZkG+Q0FT63bx3SdzqPT/xNDELYkD7cfC9TNow4aiWszL0wn1gY+zxrdqC2SaZK5HlLBbJJJ9Z6QyxqLLxKae1dM5UOqQ7j7UHjx4hehQt+YbpyeYnGsloE2T+lL0I8NwPvHEAmbHALlvGMI/BO3V+vK+xKAQR1jJtUoWZtj6ifUjoVpb9DluGAMb16RSJSbPesPWZEdKev15tBcJw7IDKMpLMOFuPeC1H3m/opOGCEGnTwCfuySuZp9O49MkRn7wmqQWf0nXI3XlfVZVKyaCQY3vGi82RnPBES9KceuMhiRpoD6huATxysFioI12DMAItLeklygavaYKkgF7THSA4/xSrPufkMkwj20OdaCrB5ck08igoN7TSCihYpPV7DkfcXv1fg93zKaIzke5DmCtDOXg5qfU6LB7O0vSAAul76WpmDs4jU5SrvN5fRgPdLKIXQOk2jbdptL6g4uDL/HjwwkQLWe1IAsDaNQyYc+bpqJPNXhaecjwOAacP6D/iSH5hscWePDX6ZT9M4zbDP2ahRg1laampbNc/31vkwTET9ZmRj+lhhEkEpZ6Fvra9SAkkCuaxWuY+J3QjUu4YvxgdsikP4GwS6GpXJHTKF58tLVtfw0YBCkfoIW80/d15UKTHfKWDQ1wNWRxPXjdGEvfOCnk6r1dIiN3Wkkpew/VawcoTESZB/Z9r6pNZu1WFVbZFKM/dinaY73GzKZrV4RQpMrwNwRI45UDxeJO1+X5ICIkWz5U6W4mlnHNFWXC/wYYwrsdqdWbaR/wvMKVTt1b9CBqKKbDF8uud+xkwueAUdjRpLvJraG/NThDjJwXFnrLUmWuXKGbzm2EgotAEg5FdvgyX5ezvWbHWxpSHtaIgSG4gZtAvGYswCH+UGtmKgtQZV2tnZKahDhbzIRL7ItFoIDJHqFpV8R6/KOZ/Jr0JrHrqypk5Gdw2fs2LbyjC1V2xle/9Q6L3PIxsRkLg2PwN5rSvLqpFNXHLVCnCXQh1heTqaT/WtHoy703MpLFK8MBDGOmbo9Q3j9jM0+Ylg45R2EKiTV80fSvbMpTG1ZVFWTybtkDnJRiHndsvVzIgYonKjW6rbzVpAJ83uMZLnrewMhaJmaZlUYaf/e8ke14NKwz7/nb3l+gcph9h+JBR+QBMCMF6JFOJwEV0bBct/tz+c4Oho7PAV/jb7fIl8AQ8ETGV4qra9eZTcobhdZ31EDXkOOitCpz1ttGD6Jxf3Gh1piTd6OSUDDGOcU43NZzaMWQtfFx4VCg+42gqXqzIpu0H8wYySndg2UDlD0w9R0Spvhv7uvoDtI1/uSZapWYB7Sgwrcp+j0kh5hLqKobgeuIvtnJbk9/YVy+JyVC0jmYXa9jSwmDvaI1YavvouRM9w6JMOrVu5vwkMZmvZWvhgGBAIlqFXvylhWk1jrT6aH0O2OqUJJv7tbO4GKlYAuBSEWNljQOJFxnj87NUsPbAqFiB9T8B1G8h5k9S0X6/hIcNGbyKS0CUz8NQ6H2iXvMd9x6VqfNmBAAsR7TNM7NUseM6mHN/1WMM0xfaS1U9iABEt7qYDM5WCPs/YRfAlVNohLNmzM+AiFDVipDvWLOaoiW/6Bbc6/SYhOZeuOPXu6dzTEohDQcLVQUyK8bUELfuvR4lKHMMQKio0pt+gKBP7hXlBzfs8KU1RCT/ZphZ0C2kNRTzcpvqE5ubvsGDM9chHLSoBcfkfgRPqVOKLg0YzoYWhG9ielI+CPCGTYIDkyG1L130tS7zTB7LIhHaudmetsyjKl+Kux5dCRyjDLAtzPdcw1F0kteAS6A7sd09KMSyIcb9PIwJkg59jG4GP5iV9EuS5zOJrXcyFxZofIH3I8l5MokqruYbTnN3pVkCsju/YEGKZtjmx1oSluiWUsT6s+bHS0x+TIbLCpyvCwfyaFVaIvVDz9nmOT5QvOXb9BZ26YTWk0YqkAHT843+8eh2Mhd6aoEOVAb/fv7nTKjZYGx4lzGRSPGvQojhSTOlEczVkEXLQ0gi/UQ67CEKUOw9OuIYWX5SaVg/JUgxFaouUWsbxzQkBxSEZZlDKz0TlxKz8ECmX25xiO/mVfH4C4Gk23Ykzxt8IZGSgz/71vQE42SLS0vP6th3VoSueZq7Y2UDFhsVtt6oZXkMUU2ZqThbuHAOJ82YoH852zey+bR+czUXGEvRf2XkJrTpn3a5rqMzSchfv7tl9Y9uxzjB9yUYHfVp2WgvlejkGFRzHESzVcoN+YbObSjD6mqq9GeH36TfeqI5NFpPkQg05oe3H/gIl5TYs5ahIrX6uAh65HQGGFtbe3NGD0H72QEvra+ZdG3WjAEsmh2//pXSMhP0W3kBTo1snSY9fLhogoW+r+YzG6HtcE6nfL2aFSXIEYaIaj7NEjYTH+uny/VguubKyOO+IguLMUiFlLdOPZ3xezVd4ebyhZ1MRJqqrKKe3VGF35hkZPp1CK5j0/tyCi+3+JO4Ola3yDzw1NhriY59CcelCIaE4Zvw4iJz9KfW6tp5hDtA1HgScg3MlxAaNDencAghs18obzcrgf3w3QGs0WjMOS3BoLm6fp9M2XCB15SmaBA0iXlwjp0ZQbzNkw8CGv6BncxBm6Ppo5LkZdT5iTwQ3YZYKe/O+TTqf3f4waCxs41NmCbi76tOr9R1Dy/VIzUjUlu0q9LyvBHM6fl2Ly8LcGcHWJng6enY/1MunOUG+joSspEJ4cPMTmen0ni5InISBjK9i7Gbc3JishJlys4b4Clgm9qfzu+gqGykZ+bS6J1A8QtG0dk7QGcUWAKqyboIsIMXgjs4ZxMdPrvOITvjbEOlyZYYsUilK47V6urWEPJ3jDNLs8Vd35YY6Zr64Fxbt/iKT/wdFffV5L378AAPButapkY6J8KQe8iu5LIu0hZUfP1vklPRXmcr+pXnN5RTlfL5vwZqifhrqYRuVU0vDTajs+eEa9IME2RigHGED/SdFOCBWKZ69gXclK5Bw7n/Kz1JpucHw08V7fnabG0lD5x/U/XHvrxZ5E0QP3OWMnCanbj8srYnrgSkKAiQjJknhh35lL/b+0AKzr0lpKAc5lOwP6LwqsU9mVFpWd2x8cb0tn76C2zoT0X6UZRQ2oFE3mBO7YZlv2U3ALf/N+Zb/ujzW2l7uuBtmQOLHwbeJRZCOch5WO4Xs1Gi68/1E4d5VesUC2xsr9NwiJHWh/JCES+foOSftmqRhhMBhqLW4RzrILg0j4Iu1QUZDW/T1tiFgJgJI7Y4rhgdKLvbOM84CvRqhB6hNZyFEanbvbVFT76VLP0SMBnurfD/Ivsd8Uy4HgAbivPy6hacsV8G2aNqt5SVli4YT/Qb18ybZABpKdQrzcPlp/Hiz52j7Em8XJCPqQT4K0ucy9OpTAbU9zVKa3E8lkeSRWMF80ajTeBOWtpnqNfO4WDmuw5mHrlDX9n9Kwcn4avyfuHERr6YwaSOAXE33yTqfeposFWftnRBun+GKuWfFnpevcZ8nsg3YfOE2uGacLpStLQYDCG1vzL/VrZ/IupASZ562IZt3R1tCumZ0tCTG/fzc1DibifWOrFiEwUL/xjh+/7nLjivG35lJe8EiVrDF6RERuEh8wRSmH6xrimXFqfPxpMnRiW9jTFWf4Ur6oqElSZKwLUnaZkRGMJ0fxNwsxZ4pDhhL9Lsf2Voh9QlBBImGFh4ssKh17B258ygV5efrFEW/EZxluCY34Bmf9ykiX6yWxXO5Lz3lkyez0+HTtqutaiD26YItpd+ZlsnG/AiGmXU/XIfFcgLSIxXR0x5Se3QTJv2So15EX/+6lDXCcQo+4ynzSLmDRXvEZlXNNWL9ptohZoUlDggEd1zlbFGNkmkRgwRv2sduLcgxeLFeWNUzDmNyhHDDQCdIgc6Je1/vxWGZtqRoMm9YrTRyLojCuKwVEC91sAPD1ANbGe9N0CSHwHZBooGkHruett+7MryvZ0zg4nYGOKS54ZT7B+x+HerQl77HXOfaAOiDictnxt6t/WLWdmo2+58cgr7ZwuJooYGnyIqrAMuIUQ+PR95J/w5pkE1cDAeiZ/pm8kQkIoDHcIb/EDasv6PoXf/XZz6QWdecr443sPu12XS8DmE3OrOcQf2QcaRB7SmpA6myTF6rvlGkXRDMGO5+0ep9sXeEvL07rYEL1dFRXSKj8kM5kKI9Sbb4VxuRB2/0UyiGSX89FXU0ZVoQM6R3oIOj0NTGKyRtNO7JB4q0jxYHJ0BWzpDyTfDYRpLrRt5dJBUMjcLW22S9gp7IOHSPxLOG/qhpGgGCdK3v1kxBLgtYkWv1nff6H/v1na6hhnipFkRxSkuUni94tDDbenGMNh1ZYsM69PY/9o5bJlp59Xu55h5DjTt4saHxLtg08mMT6GZmTZ3VTRg/gRJ+Iddko1D8gYReX407Y/2PIyv8+WH02I1eonRM6kpeExZYjlWK1mOd7xeD3lRaqF8EJYljf7QFQ76N1wUJCFTunKTPfiMb+CSVmso7CwHx6qEjRVJdiTQ5W9yW7EGaJKWCdPuNl+1tBiN+b/lI8YFtcL8AOJ/AUMwO5N+KWR1JHoPPQqE7Ey0hAcIKxPFwnJGoVa25KucUqD98u7p5QPN4XicfHzmLFnaCAh43XgBfov9BLkfKx+2BHXmEiz2RzGV+TwnQSH0F0jAi3bc1gxcmBt+q63ADAjsb+6CfF1ZlXMBbYMMPvkeBEm9MfNQsr9Uc/Uq+sEOUpI6pPzIef9FMbTp0KemlBpEdRwCSVXxuGUWRcZ4OGwTjGLQqBKw8/n86yuhwiWwAe57QikQcjTfxZjL1eIi90bGzPKgTMxIRewGJi0qdRXR0A51e031c/YIbnKhHpUtGLbly5i4VZXAcC3HF60GuVm75voWRpItlZJlCZL5RAuO6zMkq8ki1wr37RKfpvcsg4/9rMy5+9sBDCnRp/KOJ+HVZPxgOywjbTd3sVHK254YvGph30zxDqmW94rtR0fjhsDruGzc6XR6WAqvHxT1S3rfcsU+f/ULg+o5bEB0sCrp/U1tX9xY+JmdlHBgG+EbEA6dixF7wTTx6KtuWkrj47mmrbilf2XxxC8AlEmtXR90TS7dLRYJZYm2ajHDxqUk/o4EiFiBSb+pltNuLR9ZUuRhEBlmJXMUoVPMJ4WWQ5kuhbIhGk2NbN3C3DtcU85ROmVp/CPrCCYg3XxjOTPW+JI8hjtcA6ojgNbqNM+zv0rYIQEjvF0UEcyIS3ntJPaOPUQnKqUwJJSuEimzAehOmYfwrmzRneg2EQB1SAGXmnNJz8l+A8LDH30akNI9bIhEmARhnzaCOctkd8rgPXwBwOlfLL2KDqmN/Wz5BFUE1arS7OSzWqtEighxse+3vF9TLB1xr0uK8qk6fe71eeAg+paZM7W96UAi419Cbl3fLjNibSIYFhQZ3eyQ4UoFD0KCMO2lnb3ZfvQjyueU9JBxHuyMNEAvzrOpdWhMTN5zRP/WZcr5aj9Pzy9Cs3bVv1caVgXJUqOi54GQxZK9FzOgrNvEbVMMukpu5i6tM7wvmoSqPC8At9R+4mdtcgi3rGDd6Uje/+RK8x+2RZRtccpeV/a8ElUwmlU2AyLUWR3ijxANHk+8x1fRBevIG7KcGxga9AS3kT4AUTnQmqcO1rPGkc/GPVX+5mB7ZdhKsqh/tCg4z3Fwyhw0l7TzbSNV7usXFKcSU4BOjdogRXEsq2TjhpaTFtbentXdkF9gYmioTo4sgg3YyWt74NVZf8viyMAsEoH3GKpORHE4D4kiAzQBjZh9WsJcz9aEufohvKCK9acFRAPSCMnpuaDQYniE6/7tRPy/7rtnmoRXwyrYBFLNBL9elSosAFy3the39ipAErh9RR2HdYicV2CGgJuiQG25qtBouz7kqaFd623QNaWwclsXjmr3FTyWXegTnA0q3GAoSmxkkSfnvwritCqpu1cBvmD7i8dGyCvikOHzgtYW1w5sGM/+Jlb3eCBwfZQS5AVUL18WBjycOi3fDhk4vv4vhE9AzQ2fFKcnlqrt+4lQMDsltUX1g8bVxZSC3l8JQ1gZJUUXYd77cJNEg3h0C9LLf1vCphX+kQsaxznV8K+arjlGBoF7gbSzfNDThNZEBUINwvOQCROoyrSoWHZMdPhdBN5UBDn/rO9sn5mV2uUzacdYLRRujTyE6T70kOrE6w9en8H1dEYRblozRuz2j+Xv0QhlHhFrP14jPh/Xrr09TfU50UfVzcgtls4bXLfX8bRI1+8uEnW3DmnLEsiVQ7RQHd8a6R5N9Sv1WGVhB0jzdUhTsxI7zp6/1qwgZMS4AdMOD/4JvUatIjJ21/P74PaKtijnF9pq0lUwga2ftajO1H+MG2NMzkJ3uhmzTyDA1oHUNcoHnb/daBmud2g+idEPt/G25rAjs70bnU0hBO1wBYc5dMnC5YZXTF6qSeU4zqmoetpWUR+Y08qJS1lCzojZBu9dXOjcVHimP0ZfEwEUmjE9gQUOHx62sJk57MkTeFSyr5tAFTH5o1BSrPEJS45jdE8P1Wtl9xi5pqGLnZls0UaKFJGBkest4YP9d7XwqTAYiFXAlOovwcFKVV1v528nvACb+MzAvaXAFHmjA0V7B3Oo/82PVxe3IXJf7PMQa+94rPGvKf4xeW+PL8dYhL7Gg2q7O2s8cIR8d7AgN4YpX4WYLNzJiG7qlspmygkE9tsw7rLW8eEXGqBre8oyKDzg4BchiY2g1p43sI2mXVpXokwme0EEgpg6DvzysaOsxjwddWZ88/hZSeJIN13KjKX6+SzyFkLnIKH7md0bAVZNQaUU7BmBZ9kd6pYQcKyongBiFq3fnCLO6R2wLz8mkk4fW4xvXlI5vucEMJghqqxM/22C9MPQ/9SLBJCjTGd09ZpwKRoQ6aX40cCb/gY5YT+aKtIiLeq/SDLlOS8aa/Of51ayb3rjBv0Cfkv7e9/B7Eon/geyydDYfBx9hXoZdSkvdhJX4joT1EoZRCkvQQepaxAcXzrDHIdVcQ9NYbZrOp0L1ycoSSfSxDBhEtR9UF+TomJ7xDPXMnv1R8SB+SC5h61VTXRI6cYzBCWGzAVfBn7khfoJWYJCjhSiv8xs9BMlNKirYYapj3Dic8VSUu5ip6hPZLONCmGvShtxa2oMu3vA5eBHu/PIUoYWDctvplrH+RWucbGL/iGRfULh2JOb6jdVr1BPOd4qhLTtZi1nyBEQDjNj+tUoN2XG7k4Z202OguSxFGQ7Rz8nBigTW2BAjJ3XQYcKw+hZEloFE7jdjO5+lNi7h65PpRB/wzDDhOLGxIkRkRQDiuRKElOEyecBlm6q1BLVNVE1kNDvydONHEXSuiEZ8D72LnU8sbvz7shplfdolNKmlZst2dF8vm5gZxPQe143+sFHC+dol/btujlFfKJpqAYz+f3gu/GCuSalgcnNQIXHbe2W6iVdAJS5SBZDgKDziDKUFUBbCk81Rlm2b3V7xScJRMBBK4eaF7U9UxG0n6TGANoLzWrpC/ysx8HLHU4drUTjgJZK2R21e0YwmdjhTOoXzRo3Y+m7AWsYZe8ODQ22DUoIhJiFacw1byRnr6Agr8ewWT8YmnTUjMcdZtbO3oqP5Zvm1Nnn9YkAh4MBVh0KCmG95rpvC79JWmcc4Dg2QQRP4Mmtks4To5w+XhgOFP0u1JrnMNajqX2KYcypgmHAIvEcrfrXkDMWky+2q4NxRApYSDKpRvRPlJ++NCmIwMIQRkK65kXACSA8y9opmCmrxLT4aYd60y2xkRQ5ROBHLU3jMuAA6i4JDUSVANaCOGeS1vEmArYMiKz6Jlbe9NTyqlY0jPV5f2M5qcSplQsO6HIpMj8YHMCYo6x1zAneZovKg7Pog0wDPuBQYpQVJoo+dX5967M9VvgmmQuz6bwTeDZja1vSDyPcbQ8bTw60UaU83keRtsL0oyIpa1WFjxoXXVQPp6KXZgFoanwwU+Z3DbvcWL7uQfnJe9o5MfzmCvaDlf3jwMcCSrVB1GZ16tg7DPJh2VaqlyMWe9YzLSAV0UJDhAAf4JFoNedHizB77A54ytbd7wScC25hPpKKvhLZSoBhjD8XMULsf92o/DDzI1rJDgpcXGnaA+f4mrP4omZW7seBidnduSCosmwsbP8WPdpIDqsQmjZ4m1lKXWQzcqvwRPqQrRJlinvTciR+bbeiuXdn1aLapr8XKlv3AGr6OCoccGpTjdGkUfttqSrGPyZE7WMKChvG70HNw+lCzNwk3/aNI5FUZRExZAwGiDKsK25o4MvT4XJlhaxb190QDkI8zub0vgotgcwR/lcH/zO5RL7zmu2kRHKsT7AfEdRgeZ9V4m6oByEDuLmjgUOKbLtU7qrFUYs0WvCn/Q/y9VRlmO6cd1Fgs3NR9V0P84NWdKeZAXgkgKixn5Ogn0zNFOjE4TGhd4LLMFGvxu6gUPE2wwa7X5P6U1zgsu8SaQFNUY8GwZMdeRpyn0Z4cbTltDTr2gCUddWgsONGsLcdaOYME3cyujygzCJ2YlFjjw8LfthEnZ5WoOYXHfCt6Gv3GzSoQMFECWxtLkD69o3pmtF4+Hqvo920NemRkZEmp5Y/+RfuSNBKIxRnmIbAR8PBrSXYykq5+aJvOUUmbwQLRJ5cQIRqrnE/SrZeFhcPehQBaJfJ8Y+WRqqiofYDeyIGi5IZ+3qu4CeFnVR3Z+i6VEVODJ40hdPur3uMU0fCXnAf8ZoJNlSVkNixWcZ+n0VdI3t8+bjarLzNj+D4FC3oNur4bnJKKFt6BnolOZ7hncVgzVkruq4hAvENCyMJz63HcBUPEj7PfnJY/cAGZNmsdwAA7oPcsCFfv6ESg5mvVxAKQEuxkcwlxK6ArPrR3DZiphX8IbX3g0Kfc7Z3c3MWl0siWKKQcadxXrzgfESRnugjeskHhMwZXx2oBeyPKGLaoc2lPOdazGEFwmoDG8uul1ASZv289+UcEzuiWOe86z0C0oyLddNcO2/si1x3WesQeBdogEKlaqz+W4jDAAqr2ogaUg/l6f59nSMEgr/9Ti+T4QerrilN5xVgH5RVUH6E3+i1zDmPwXa7kqtZg4D44Ggu3OWI4Y7nM1wdKkL5aU+XV+eIUiJxMdkyhbK+KVTlTT8rP3fDLceufPQRwB6viW8zNZ5yGHYoNUSKhf6LoUW/pUnWIeKXgzThDWAWN4ge7sTALrSaDrN6JnbshXSGpbrKiTfEFXDbUnFhuKUU+f0/8up+FCOzW8vaZ7d17sPpm2Kd6mCiMb8Z4g2y420l83IIJx6xQw5MzBAAzon2t4+niugaIkT+dsdFSwixMf1I4O4ZjbA4e57sugToFJlkB0N7v2vqu9F9w26ioFXEH8n5KFcVkjUJS/3tZI0X9QkIVwM1HzLGK67hvUlwICm9bP5nR5Up3U6PJOz1mMMLqCEIkcSM7ee+oweyyFR1hbULlpehjNzp2a0fARemz8+v6j2ov7EbnETSoxdAHYiUPkQwqWnUnSd8bdXYI+9euWmmz8u0xRXslkqrWcggRkUKmxYukfe+tSrEsUvx9BW9ORMgKkc/jD1s95Bj84WevkZvUCcSPTLAmW1LK2O1SA+HS3JNKK7roeD95ox0gBHPemnd7oEK4uuiMRVyQHeiRygKj884MgRFdxxurmMwUleWGvQgPW9PfTFJT6Y0UPvrN8e1qo0Nqtq2QxL9YXl0PnCEKY2COF8yOC24OKGdQjwjiMNRHTaIyRtvxjASIpRFJHEl6Gee3XgK2KaIoOC0135g1HTfi6RowmrBqJKzv3BQSe8ikdjOmjiig8vdbeXoDiFta1MHgl5kU1iKxgcN/nDwBL+Vk3vmfE+s17NpzRa6Y51X+p9UA6VkqIAR2/DtTQ1s4ZBzX2/6IsO/1I5QFUlv86zBTasr8jhZlidMdIDtsea0uk0aNTNy991x7JI6ZjJJ9nP8iZdug/vBqoYno3MWK3Xp1CHJD093xwVhI7djQ7Ocvv3Qs8Uqw1OLt9UG3lh2yzBe/V/J6NgcL6SrE31Ezp2tHjCZWfo9EQPlmiIUJCaMpMWJZ4IqHma61ZBRF9Q5w0wIawzXoQrQ3OZlJ9CkZqznuyL0hnfQnL9Dsiu4ChGXYfsXrexVqD3NNI2sR2omgE3t1LKECWzgdZWHwoB2eioVOlkY1tk1RLvaOSLpSbu3hX3NiyvGGpopMOr8eUzxZzP5iNkaHYNG5Je9VlDxT1lOOYYg61YW6OtpettRG08YxOOZ0sGs6JnRJAd1hPtBC6Ael6h9WBojuI6AogfVlOQsnk4dYN24rJBrN/rlFs9h6RrP3CzCRw6Bl4xP+L97ip2Et7Pbzy7Imip79p0yp3jL+78146J7sFVVjWcC5itA6b0eYMazen8DxPc9JGpQTECKrSnLqrOAHxheQ7x5N4grOtBLj6/aUWNmudzFLnj8Xuw9/j2FyMahZ5Qdf5djyU96kr0uO9ksyJkGtie9ZBkcXS2eKCwgS/GAYiqjQL/ws0/djcfSIsWxTtPKUZ299qiUz1JM/m8q6zVa4tDxUnwaPW4gXzkWn5cNtGzOJ6soTs/Th+wHDSOsVFVOMvLrVb+3IPXdGlSDvCBceGprI/uQV40JQzJOn9RmzfQfUl5lcG/Cnyzg21RP2lEiR5rvAOepaUfqi9Si7lj6FoinScvDT5oTDBUtsNSUJUXoFBr4D3GWAkaXA3KckIqeWjkL3oecRlgSOmPORjgIhKMYKX4mYjRPDFwBUZg6Rq3dvrR0SOdij2Yz0/tDenjLkFl82xmaDh6KlR+WJ0n51hq+6gkum5FvEDH0YHVfE9lqRd2SBefYKviJ72722M0k1az2Bjl9bFuCLuvr73SuiCCEbHkY+vMbYfY31u9/OCVsthE1qsW1zwtfkD5829hJoVPF6N1PEV4m6tTIzNsCs0kvB5OEp/eDK0AvaTzNWyMJeBLBm43nX1zcS2WwXvqB0vBM+eJsuA+lgfZGbNv9SBIEFM7ztoN/i3E3c6VdvR7xjQdtFw3NkeLiztC4rVjnutZNZ62zOSoaCcNNVUTWyp0nJ6U1KV63K9J6PPmxdIPlxoPyk/PzbpjbYMH+SuZVgkpW69B5Q0DrDz8m3cvbjlsHhXEjEIb740wjgC1VZdhmBQQUaqNrtOcy2l7d1tmXrzGbtgh2TIcuzPUVxilRQKIxa8ecc06/ToibIdLBj0vpKaJIT6gfkA9Wlt+GcKtVx9XCcroPvseEqMa9iN6dALUPPclXXoitWgolrOi6oWafb34i1X5vpE3osKJozQlP1JXrB1lHTuFW8U+52qgW73po7it/oxFnaDd9oKUTD4FUvTVCdOHGLZ7xUderrOfvi8boLFKcR3D7KtKjZHQueScdA3Dob1rHnnrT4GCkRmsB7HgApuGvhVlJ7OCaQm18Xz//T9mKRVTK6eYgiRCSSzgauXjNQlMzDFy7f6V+G2+Acp2/+AiL3yBQud0PlRSDYTJNmQcwHm9ZiCda2KUrXHlB9B2F92bp+fUbJLGY3yXl0wPzUKmKWo1Xa4gQDkhCvOtMWUGrVpLm0atSKiotr542PfhC2+ZUTG9g69ikc5UFPUUENMsxrAEBTJKwd30WnK4JnzQ8qTf40kWvpy1molUFch3gDMV80YPIuwZgkERyRhVXIDZ+a5fFK1JnhZ4rsyr3GtoG9VuQLBlnTD6Z2N5CKEsL6vSxYEVxiq8OkPvqzwuMsoraZyGT1tEsePVHVKwLmMjTO53obpCj5CO6OkuJYYpvzVtqUbOpbs03M4I/pysBToUWOlm1dDwrDIZMy7rmSXXBsZH4Q3x1QVcCf4Cu6dUb3A0OUVaxOpcQilOZKSOsd1Di+CtAvSSUr0/7p4HGEhH0rvPntVv1UAYud5QwylGtcbf5fl49s2SXlpBp/fB+k1vLki+aKP4ve+OOs1nGDEqPkM4QLL4dpWbnVLunCm48xRlthADhw0htRIVy8t8KxF0JY7/6TP6F9h8UuhJcnt6CnH8o2vCyL4OI4BhksKt9hTJKLz9pdVyQC8MLT+ns8rKJjDb0jPNhIu/MHmtqLXDdk4ILP3qSQ3OBXKh9+/IpdoWvHrvE+71pF08RCDL2PEHzWdRS0wXDcHrhFQi3bEVADtB4SzjoNNvk33gVbHbBld+7nST0eVJWaBLlk1ykDGPuvA8XYvz6ii5fkTKipOedvTQUvajWUsgHmdtSLZ+wSFEY75nRTwoDxvfTUhwSDw+RHbtFM1ImDS78JYMAFlIBWlfQAHe6cAzDpGeVNSTuI3iBdTBwC+NtvdL6yCmNEWFFMb3j+kj08/tS3zEFokPbBwfoW6KDklfxaIURSJigeuhqGACKJ1apbbtNfLaoC8sTAD9IfpY3V0t9GOI0dvL49bVB/JJMMGnb50njzSvvU00QD2eIvphFZpmUIK25pF29rre3dQptRAPQWz1FpomBSUdTt8evOww82aiybvpXDleLkIoBAG5yiy6h0+JqQRyBWUtO4XaQ885Rt4pm+Z3PRaRdfBFwNGqyghYa+zZv2ObY2uOHO9LxYRTKxhlm2c1EfyyxD/YFa/EpFXY/yD4tvLn+X0zHWWSaVOzK/LRrUfUHJI5XsXcrYyLDEKgflp6DQoFdAqfcXouR7q24q+NOxAfOo0SBDpMiK5x7YxMnI+6YR2g3cFpcSnXOyrtM7TQjT87GFQb9Tu/jbjLw5mNLw56QeO7xs6s1L7KCsAKJ0pJqFcUOijrdwPfUheJU+pVMNtiOq9zzJ1f4qr9AGaeTfKgQUd1BkQPYBfbg0qtDc9EixDFO78T6PaI4IgeIi2cI7HPiKiYdpQPEW/ol+pD1/6PnVWuxyVddtYI6gFSiVqXRUZWZpX8v7EGk1lE7mkCzYL+COzW3r24GZvsWhrgssKkXbFvWfxBS2LTwiR5661L+W4vnJj5lNSSrmySwjEt3oltoUHqRyDkHhtVJ9ZVuOlMYnzEZqslr3AqejkHs8glCoX4Zh972AqEwHw7PnFoGt/KYX9qj/Hcd3/KrB/I5oVIjzg4c5h2dv/n4s/uk5X8y2B5ci7jRIVgNgI9yXr7wMENuOtgNFM8e4IcUlqPATnDlX8vVYPc34gq5CZiY72WArxwEdMhHTP5q3sHcxkYQiIG6FJ7IH2CreszKXhfka2IaGTn/Osk+TMIe5TxxZmcYYMg23QG6RM3mMtFgLcZ98FaCyDkzGV4/GOgUkefKbc73mkeVmrBbGd7Q2VCMNFX1zUpMBpVSPe99EhkRN4BaBNkfwNiJnsKm0+Gl+Iyieu1F6QeZO9NrxszTBOIyK33rgwO+IG484FxYRyn1L+8v9KNeCqxibFANkF3wOdQbWvH7t5mmMkpAqCb/dqYOJmrwj2ZoU5/R7xuilZYlIHCnVZexEAxNWKJIuzanQ1ZOy1xjz8HJbEKiN4sO/qFetr2PdqPmH2IYd/H5doYtOFesU9lBCrt7i48PXManUA5XvbmP9XuhZEJT9JjR+S5UCWsGtKsyiRmuJlklo/5c9IMBJ9YUv+d3G6iFLyWYR4weHA9NttRjV1dYKZ7aPJWDjJiEjK94zd9fVnk/lKW9j199wjEuzfz+Nu25uFF9hOyGvfXoh9jMZyyT4s5+hi8WMAqAOSWk02KtgSVuWhg1CWupdVQeRB5zpLvrGDX5CbweI2TOedpt8Sgiett3JQdis3s3H4YqFpYCAWsoFGotU9A+6CzLjZUXSK0Z81vt591bvTGGtDKd96fV4TMhKMu3m9xiysqAcouge6RLHG356KLsNSRoJiXDZxcB7IUgKNwNAYT2SyHX1WFmHhBTOYy2y+BK509kxWjTVpbBxyRcGC24BzvIbRq67k/bImf3Q/UfCwaVl9t5pQmJE3dW+a+R1SaXlHx+63uNyO+tHruOQ6F7ckybwgh5eYUpyzZp9F9WH4hJLlDnozlPbeLv/DJNefP6gehdHjwFMwHA22JP4p3LOuiJ4nSlM6euqttAq9xZ3Dpl6gOP06+ptq8yZHMardAP7GWnK12ujo8IZAfudb2/W+ETv94RMhKeGCpcUe/L12AS2vKzctVt1aqjDhRnkHjtOJ8sBN4DsskRz4ehzjNy+eH2KAjtgBvIWK+Fdt+ZL6rgnjIwFaSMBjVs14t55cu95IznM0UNGx7IX/QNpvqM/Nj9WBfYfNxJq/3HVs6a2rM+1dcArm72fgY3onTww70jpHAKsYhps8EJBIWTAfMhAoMWMcR0Wg/EXH//b9TFjBJ7JIJRlzwt9ahbCUfZp3tSobo6fZg+Z6lwtQV6fSyE9hHmIQDQVXQltRRy2gnA+y/CV/BaKmyg7Qa9YAzUA0195VZMZ++H8VGhKQAubQuwGM2IpZ4RqrwHNdsFkhlDvicS2/amOwoGcz49kf18khxiE99r8iLQIxjtGQG9EiI37WgsF7qdmfu3nGSU1GzMwFzcqqYb7L83vrLliFMcEp2qaHicNb4ugGci+GT/FHpABzvEx0yWAHIGdRbiWig/0HzcOpFzWfDvhd1QtkObFrp7hlYc3Ws7BqEHXKpgnFgXXovRdZTv/yY1m/edh1BK0FJujEvkdcWNmX2gzgLLJNFqNsZd0ToBrIf+QCeDVz4L8gip2ILIOVOAFKWxfVfAchskhaf5xHUw+6b4/qdC3gZ81lcwjxSPh37v4Rwx+UUjpfnqtS3RnD5spm04I/9uSPQF5E8akcpLNGyunkGPpmX9vNzKOdujDbg1SBiNwLq5wpD05AnmYFZ4SA7ITa5zXU6i3XmH7X6h/O2kOdbW2jCwXa5eAoSrBFN4aA3kMPl1BRj85mP4kZkaJEEMcPksVtuGNKdPqplkIQJ8PEONGzRGpMH/GvRLWyd7JrBr7u7E8q9pKjh3er475kdVljEa1lFIY30Ir5vp7GJ6gP5q3T7HWZyejAluz77xmfslXI2uH1moLhEE71+Y6oUWO6GmyRMkyad20iJ9TFZZC0oxDDPnySnI+a9VyRGll2fUEOyPJes531kNgORqOsD3p9Pr8XZkAagqupo3wNuZYHT84uQAtZmPv4Zem+YgmwLexkriyX6x70dLhcZ3uxDojxjDkddS2F+xqDiZVBY8OOQZoQG2BNboTExoPdtIrQBNqBYFPjcrkfW38OBGfM9Ii4XnD/ei2FnQYh4B2Vsa5Twu8hSRVG3OV0oYJeXBXwok/9LM97GJiuzzBZXepqy0bfl81QcpUCeEQPlMwBazjnexQ/8abPgOwLJC8pMcZ4HEcoJ8D6BfkOzTvczHCcyAM3j87XHy7e2C95D0LJgjBo+/U1OTxVDPDMAVAcqU2dTKZmo14hMXKLyREs/wHB//97lol8afeKnBqTpoqpXfRZnYnOnoINvCSAU/rtgmiUsPMmLl4Kef5BuvSDj67qE4pLm4z+1PLvE6DkGKM6bvBMFmLxq6iVERlJ9Pi+YhPpuNG46iGrvfhl8syb9jIJf5lR30WiKZRidS2y2CI5BiCL24ZlH5Hva9U7UgVBYPMu9Ku7JtEkkk9aSaUzELxnvvTdWldI9J14F4o9fdpsi7K8fhNVufjqvbTqGsCQQW9FKnV9xDnBbkS8DJvnxuOdX7+fPS0sv1QBXTFw9mfxho8dyHAFb2YPVvtJ0EWFgAosH55Ag1lzfkhTbgOtGgRyx05m1zMrCup2tzMgtlLHsie/cIITeF2ZtDfF8/6ksqEN0ZXRB31GIHI6J8f0A5sKwIyWccjgz2oal670PhssSwVD0v9ad+5ifmyxolUZBdBMTsQo5f1t2USgEIpKmX6qijiq/BLNsA34KCa64R9oCiGyfdQ9372/FqttGh+b0ybtGp9GUamYNWrE28OsKp0FZ1kYrRuzzGINay7TSgiVwnIr3pEM+V/GWhSvXtvRxoYhQmLGZMMO96mMqS+HlRmFO09XODQWUNgWFBsCEnzeiLfrGawyCqI8qrX0r1nSVWM4R3E7Xge02ylZ7olJHlNSt7hqmu4bhe5I/oWPnRIUniHV3hTiubWRus6Z+ZaHhZq1EQb0JtaPm6OJr8v2+S8KAWr7Mx9y9J2NO42otdrPVm85oBXq0Cj3HLgoiCJDARJQfcUp0LMkc5HEsYdNq4ZDGk0TYKTOoLPGy8p+aJetRaJ64o9d3DwsXbf4rHBbSUvnSagqSkWCakbpYQs6BCpRG1wRMnDq7t5MeMqX3Zq/p8z+rmScI08fJX4jLaHz7mfJmUQWNr2A379PAHndlhjuFoy686+1RBVrM6VD/AYaQP6EpFp3llcb8xiXwoHAD9m2WaTAoUF9zD2NlUzsDXfdo+gwkeqVqw3j4ApNFwTi77yBLHUfNFnkmMGgMhaShw5cUeSAL4/mV/GZocJLp6gN7u97hTzoZF9zA7zLIrOWGRvMyxzhzQIa0M9KJTtppGdfEJbzFuyvLGyMbji98UWzc6NOsogmOMckwnPQEuzH8Df5cV+JANPiZS+BkIISlz+XbpoifHtrHFzPjluYlBtl5igAKtJtIF5XAcBkSSCU+DqSbrsT19L4EAgUQqVsGwnaR9Fa9jlFx3Vk1CgjErSUUK+uCPfOkjr0sGZLz59lWq2gdDtQpTUN6NqAqi6WNk0oCRRKx1CJBJFmL+7agcg1pU1XWxJUCHEEaaHr+2GIg6dojtjxg9yCFIy/9p6027SjdXEt1pANiFvwHwAKXkgq/9BHYbPQC2XUaHlvQjVUHXgdBQMniubQUYU5lqYyeST35OqFYr6igCOyxNgBXQW8Fm3ohBzmkl/0JzhR7m8cxUQAqu7MZYPOdnDG31x5bp38jZysfZC6Am3IxI8qM01eJLh/1/wzQ/khuHxQV+xisv7QcZwLYk86lzSsH+uP/qFfW4igRfM+dzhNwPe/J6fMu9CEAFfAfSzPMCDhO3RH4a7JqYbvFb4g2dEIFzXLSoi5dLI5nRnPBaC1umPeBDd7ceLMHJqsoyXN21eg57EV3iRZft9uC2sizyB4EnI3ClC4kSFM8NA+3QJBiCp+OjYYTGmpcq9nr+SqYUw3FcHPPu66Qy0mSaP5vdYYuZPVqIc2I3RWKea8UD37f+IpZ2nymKONCw7Wq7b7Idd7rkJaW4AiSl6uU9nGS/wy2JTLv2cxgdHNVlh6zs6FN24deyh1NkADcRf4mj65lsziFMsQ4jJ00nmyzl1E9qM8iPas21Pk6ZW3HcNwpK94jBam8kx7T7HkaRG6I6CaZ9FdjNwNRmdnk3qRGseixT9W79qEXjoQ8YGPd2KdKWU6pUx5D8uGwlzpHLem8OkYL63Yw64sIN08eRA9o+4DAO1qsXQF5xSxPJPAw4fiAW5ULucamdAryjJDHpE4c8mMvJc0ZQgyLNASr5OJXmDjhE5G6769Bb/gcHFBqtnIOHbAIyyscbPLo0raYUx9vZ1HocxT0qE0s74Tp2R+5q3Nnqj2i1aHD3RiokzEHZGuK7dekgvFBFyYPX8Zs8ycY1vUv66iJzJr6mXAKvHE0gKcnZYfOkyCtdeQmEn752Uq0mBomJf+g0ufPEn39mtiQJPluIQtMmjwU6qZg3A8ohZanS98YDO5o8czSedNquyEVo/gMfarAmJ8Yztf4CwFj0fkY02/xz2SBqr6c7tvazn6wQ0DAkHzb7WJh+6ckHaErUhmOsMd2MUwmllKSQQe/NbY8VIuTYRZO/roS5PgvZNYmOD38VnHvXqxrfbPaRvK7vNsvJUg29GfQSxY59JUMHROTTy9KxYVQAJbo/Pg5YJXhLe5YkPbyP6kkoVhq1WrEotNn2aXC8lpRLxoyBa/Dfs+0NsZxtcQfnytjYT6Z57x6rWoFkScwDR7D1Gqn+rmZUMRHUDKnIkun2IUc4uOo1p81zcH87nn/qDedlivcjw/ygcgr6BbLnpQpt0EBGFb4hNht1SAUDK8hvYA3d2oVIudEQzzdz2jjyXgzBTD//ALOdtiqHBElMhUgxxPj2oQQazESvwKGxnNDdeBHSUIYb21CEAV22n4CoNb5p8ldgVOip88GA7o30NBq0evtzwWJ2Px3P8Mr3Ug4rU5LMAAX274X4bHgMhfVlDgZSZPDrz2BoAWUBdqb/NIivPI5uMOLfUD+QrY5IXhm3f+sZXA9VvJ4Lz+NzdNuDTX10TpNz7t1jGCZiPyV/rGUzOMjPxbOd8Vf1irBoYrkus1aY1SuOm2/+hzbQQpFraoua/TmEYXyfw0kQTtaE0ywqYdg0U0fj+PIL/x9d4IulxlI1tS3fnOJX7XJZkIVUMC99t9KQzhNrDSIZoyji5U7ULY+diXeKD2FzMj5cH0KyQsoM0DsXVnIF5IuRDJX77MJLpjsYvRSOQi6XM2D19pjV+LTb+xsjmLloh2GCNUOBPVXsmmPCt/x/cYHxo89NmVtORK18I5eb6lDDeLRU1TDxKHfjn+lth6iMuptBQvuu9SNWVgn3xoo3bKNorYoyi6iLgv89G7KqA0A/rs52r7VowvW1gGaSHz6HGQ/PIRE6iG4LNOMMWnx/lFUy2AmGOXMBtvwUYKcf/jilru0m7bAYtiSzmyiC2CjIuQgOIJWhxZ5xayDDOqDMZROsPlE2JK6MsJi03qya0lHDPSKSzlnwjGRC5aMDFGIfEH+yAB5XfyVexSjqlS4nDHkO9GMqYqAumSnLXLrlwtRseZXUSAIAz8Zagn/DT4blx5o3FX8Ny7YQ7gVhpI2yPaBgeDo60OCDU4pSbwq+ixNiL6S0+qaVPol2xL/XHvJyzvCclsS4hqX14mKG4Ok3jG2GiF5eVW4/IYDha5iOjhEqOXII+1F3IOzsRZQlpiwGG9FBJUcLC8Q4svYScr0yJOzmB221ipKAVLRbx8O/7hCfQkZe0WhxbfhKDWTXvw15prNc9zqf2yU9k08jnfksphySZW0rYiTT7aTG6tZnkjX0BL7xRgBOkweKllHZQp4EDi/8QQEW9flKZmom2RutQgCbYdzjtGzUwNFFbsL1B+zN58KvvB7EBMa29IHaoOgzzUuuJELFdbbKs9uOO/Ep7KfhOdPqV32tWjcZ6dACvL1Pz5zJ7q/tONKJivkuDJfDj6T0LcYLgu+UmcHqHDtGwy09o0QLD39EkJMmKP+ciycMuwUJkd8JEE6r+z60yXQ1AMlbSo/dv4h1zbcUBUzXSJFMu0v7+1K/v6h/Pxhxh1BU1li2jC0xaW1wAYGRDDGZjZGh79KKL+czJyT5+H2TFDAuE3O7LnnF6+C+oils8O6kWcrU7Y2rkQlJeKOVYcg/F3iEk1uXH/FJAEQSRs6qSdbvH8zEATWSKlubJO/jo3oYl2E9wD2RZcjRahCk0ZOT3cbkKT8au25iQKuiK1kl2S1YPMEp4NHY5BT3XEEXo0+rbVXqFN48wxoKWZWtoZO50Q/hbTir8I+J1RatTF0XYW1aZMJBmqWpDAOpAx1JGSl3nfoD2grkok5sIYu2MBEQcmMWMDgCkWvn3WKrRC3v+7KGg/HhaaORmrQU6svCrIRoaMeqKffgQ98x8fbgvIFeZX0rmDU7qjt9+AickFup6WFMzWq643JD0UxysvxjSMsczVdUmQCsDPlmSm3G0L9oa0u8u99llhyuvDApwTpQYO2hiPDdz0l1Kaxa7ROhBaE4X/ZNQrGNuUv61H67KGrMAIz5ShVVMBhxnwEQsoVh3IbGfe6JEW+CrBYtGlE5to/TLuwlB9ccbFeJ7j2XObseF9pxb/V4dgPSF5E1ITMIU0SkIbj5p73jKAW1V1aCfClBZfImjNJPRGmo9zeAcEWNKXZZm+w4QjQ1BOXSRdhWhxO1C0pesBS9OoCbDE2p1aOiswtYJeWF4MLp+0uhVcWfkLBdsqrK9701RXAd9R+2wZlSm4Y/UTN7ov435IU2IkLEkXWnrlRoVhVnDz7nE36nd+HJi7bpPx6xm86SjKHqMyUmt5mqFgK3wQxECRpCoJrYWOI03h/rStJ8ViXg43CY5fMgMbffPQ+9Iyg/+tFXbe42aNzcupp7V2uLy+Eh5uJGzUO+FcfyOAcW11EpCAxjKqyNpyCrBohd+C370AmhnGQ620YVO590ietYh8lr2OWl9U4aqw1HuMQAZPYQSoLBH6Jl/BzV0Ln/8m93C0dtJkp60WD6SAua9EBRJYNHAMljaoYplRT99kzWu8cEH19XuNAPGVqU7aRKkfwd3XxGkYw1KvGLmrOd/ihTDh5qO0nw66jGUGQJGxbnt0JSnKmTTxovOb+sCzcPgjKGUAWomRS6L4QWok8nX4sgPFm5kCc9gQ8EE+6W0EPUNocq0Vr6X02sm/Esq2IbysYO6lhau/fgshsb4YpO11CUcXEvqvrXJe3MQNE8HwbxQb1S6ZaGvZfqdWwVBtAQfeOmW4k7GdiYan7a5W4oBspeX+90hfNf7ZrkU0QshKBBvAjaBbY7VlG+r9JNAWrmDcl9Fs3RpNCgDyPeqRgEcDaJ5gARtebHdBvQI2l8CjuNcnmM2ZowMH058osYmK/2C6rQsxD4licYpUsLNUmy8qXRz7VJ3DKohn83x62s04+qqK/UrjB7dN134J/aft6Q2VSTZeLZVLntGMWxk1Zrlfv1dUvxZJqs4C24UCQwqV3TGN7e7vM7S7vZUSAZhulRMkMfzjaYSZFjv0XeYrCCSj6y2zn+JOu3RJ7VLYinoA5loArdpASApsHpLirdRPqVte+mRGAyc/9NJE/0c0jtkkXhR2Nz5aXeCmAxvgeM56Okt0pQ+4BZvEZkP8oF0iAtY74DzRrOYe58QeV0ZiETZ7D8K1gDpolc1IPU/pCdFCwg0LjuryQ5fJI5hoSpsPNpDeBJKazLIgEIrgnLcA/6tRBPp8rIJqD3ftK5b1am7dfewWN23Wa6OMyi6kkYoLrJ0imShWTKTMacdbkNJF8nl6sjhSqZSalidPCeK1KnIfzO8vun2U/BRFDZHyEVmm0K+3rT1xboKKY+ptatXIymqr4uJpqqsiKGU3hn0DpQqCjjo3gDRsIdA9Lu7VrOXVUtIf3NiATJc7gDzpzXYt9TG/fnhJMXQDxDTkSnR9vsZnRTRenDvFV2bXlXMS8qRQ4ypjWN6a6e294vpUkKKtTwWqo8AzduoupHeyB7XPD55dYCQqYR0xbk+G/e2nIiEr2U8PRbIF76yxiO6wgLtrhKFzB3j+4a+nD7fXCGg8AMTHaTsaZQ0VRXPfzFW8hB8SKHE3bTlVkUarQiej1gg7PKCulMFOclvwKC2V1mLbFjgMpWxdgqRkp0M7yJHBdGklP9ulepzKYdyZGwXrYwuPfIJKQJhPG2ZSW3QVYRxLcsPlpJM3vSNWtgPpqfciWQmY789rldEjWCHu/dCds6rInuaQpifyObneLULa9jyYlpGIrYBtHBiMt6e3jTSmIv29oKVIDkffUE9KSlyqWoXUvqkaK1tavluE3v3QjG62sOpAI+VzSOM91bcq7A49EhIlZAc/mvgngBNUpOh0VUmHOc9Q8wL8vCZXUZLi8bZmaHqs1CKRUf9nRRRNZYR1OqfSr0CgBg4wzhTGa/NOQ5veWm4b7Ugvm3f7ExDTD0I5vuQd6zetTXIZTgx+Lb6EipkmRmjCRmwIJW8C3+3L/KBTswnd93y1Ucj2oLXeLI/5hQubDmPMMWnbyHSSiwLtsrZsGgbZH/qsDsOxN349mM/XRuD3N8Ig3iPKK/eqHb5VNj3UJwmLlko4ufhyWIwAIadSySwElNvplO3PZkkvFlF8mm1ou/GRA6pAezFxCO/OEkSs/t8gmrOyiyoZLeGhr/n92aa0h1tIqjX5uKkjyS+Kanq5+C01pvTiRgMscmEdrtaLYu55JwH5eJLNIMWGklwJ081J/YPxKAeZhsqBBUy2pjWw1Bj/QRkyCwUnhZv9kjiQQb6y1smd2xGBUXQWc4LyUIZDKhrXV7V4dqs+Ke7N+aal3MuwfLdPvGxKuRu/wfBp/59+Q41KrZVdP3EC0BFJAmAZX4+wNf164ORi4XGIi8EnptNgHZ0ZqV7O63AQ+1boNWxWl+f0IqtBoDvFnZ1IHgqt2YJE/iqvLq6fW/bpoOsXfF9PLj17lj+2zrDIuh8jk3GW4xEclG6nhWy44ZbUPcScxdP0jA+mdDutElCxbjM6Erz1I/psvcWoXvKCtZV5Tuji3HG3Y1FjsfzGrfptZWSoqdpsBoaEyDnWyqJnebeOlaE0D2ZK7yrkjFgu/RegvN985cLVCZfkwbsWgdHPGz8xK82AdOsDUqygy45HTmGHkx8cbRZ/dHXPHIv50AZ1ZlrnWiPjbGlvQM5T/hl084Xuw+XEb+BVcGvrQpQJT9kdzAY0WGT21q4CMulceOCKqqNKl8clThEt2OtERdQGtW4h2Xb8VSVK7mVOHBFTDmkkzVUhGHXcacYCN5KmYhmvpWtiAdm8gnUFY1pvlpxzjoWdmXsDiV/JfyDoSye+SqRK9JhzunItpTtYw1TRFnkTmWbfXfi0wL+5wT02bRf7E1ZqLIXlXGba0M0jNB8cM68VoPNvqJFOA4nVty1xSSxEzfJLCK69g6gzHJjsde2po8kubyM1kjpzjVccijVAKAEK+WYp75AOd94Gp547Y4nNo42Wpm5LePE5kk+61qT9MKJepQiB1G+7VCzWpPmBKN2grIgxEgd9UuuQqJm1Wp1US2+nsK3vMuXJSYul7/S02hrm9pNbob0zNX03Ip7RbiDYYxxQpm0FrzQNmg1LdTAlH8pX48dBeHQ+Ip7KY0Dz2+V4S53ddPJw4VYhEZ3UjHXM+I+RKF4KcaR1zH0U9m0vRuuw3fh2tluGeVv1v/XKx4Xrbytw7ka0hBYCM3uUtaEBHbEk6zMZeB52gbA0ZjoLlyguCl8FteWrAb1zp13BXyRrvnm3IJQt12EzNuRT8/IQ2yvBX7Qy+PsRX3Kj8DDyU+0wz8XRlEJxGKQIjNzwBkgkb+SkH0nS7KcPyjAGSdwhuJdy40gUWKu5lStzTzfTsgdua5ODcIxh0i4FXOrkbAXIhNzYTngrMgUr3ukHdAxAPMZJzZ5sicWMrSldbt56XR5GFe7isz7Z3KNxGOlJc4xXYWQ+RdrE9j4liRrit5mvoiiRtXNn3s3TH7MmRy24+N15XUPx8hhTIDlNam30jNj1DTub4+27v8X+unY4lMksjBt3P57cQE2tAGh7rRbud8Y6q4REx88F0w4GlEcmC1DMWBdTnjUWcBXumjNAJdBaPPpvEJ3Nm7ymCR5VNZCbWf6OfH5XBDApOqa9aTwD8Hy/Ag13G/7ePItmBR+tq4XAWkaVmhbb9NGvQeCw1WnZgX8Vry125irnIM7xGOjvT8JooafZvZWYvkyrX5F181LVVtp2FaXx580wfwf+yFrCPltHOxuEkK75Mhw3MvZMse/eEV906sSXJqSEPghvDyDGMV4EgePHdLf6GjCLP6o8OhmI/NAntRW9n3YTmQt52ev4DHTzQsareUiw4N4spoc4AnKZcY3bT+ArOTRlGEP3qIrBxw2+yzqcPvFlfgTsFbvwoBe19tnN8qp71wCk4Cy7u9CJ+/BTzqX9mRP3AYFwcGveP5q7cBZDtNl6c1JnmncBoojfzrDzYUCk8Nqob4u0JxCuxJtTszxatZKL7BEvMgsyd9ZOeZ84bcs5SqQeXi7/hMWQFPndhom+nVP8a9H+VhO7Fv3pqmt7Vn/pl1haVypP/hZ9I3nA/7ndvC7VLEnPPbFmSEHtHzn91f8jhFDseg7/UF0tN17SCuIBypoNrrMlyTtxeDP757AazvnQtERv8W2DVC0q6lr0yODZj7ACiPRL4aDTEXHgQqIjCVKZ3y/GVgV2woEO9BAk24kPbuipnlzkWPHJBKyHSi5PJyyuTrcTLLZPNk9omOkExL0ljJ0r3SKRkwFvHY9YrNfQXIrBH6xrvwA06cD3TQ3x6ASRq70+Y2mbeYB/5C+Lg8vhP4qdGPpuF212CpTjQI/dm6ejaToYv/iBSdP6rgspxcx7uB1F++LZXCBARKhTSJ2AnJZwb8BhyYK/FqfboZrhUqtPAWnLbhb3ZLDydclzS0zvn/1uaF+KW0WVCB0IpnbaD/CPZs+/kIEydhNb0cOn55l3xAN58CrshzLQWyd55gy6V8KxlXtCBv/WScgYTBI8FKGUGczCLWtu8eiDTOdhdHDbPdgdx+F2RfUZN+7njDmrzDgbIpmDPymRVlGh/XdRSbUJLIL6ie3oka2ZtShuKXqNvRn3df0VDfUlh02IszKqT0DJPwpY0t9NhHnqJ7/y5t3ugJlBUbuMZ6gVd8P7MHy958gYKf79vvVh9khBFp7qOWqvJP8bL5F+ziyikt6PWZ5B9lpWEJMzZQPaHakCLHYbxtAHO/N8+bGvqOxhkDdNFqlsHFPgt8/r0gUsH23YnTjLmWwz8p0uj4Z6fLdQmrRoj3E7GNK55qocnVBDjsmp6EHAK4jKiMm9FmGkdmI0dLhbP2kUOsC/sKI7gDDtpMD0PiwDwtNMkGpIOn6W670UNGVLpVEl2M2cwovgyYX4QrZT5C0qS2F9+ClLV1r0HUVVD3/skgCA8p9cjxPIRIVjymvFXmczp5t0B3sLc4D06mgoAASEaJlKf0UZF6Jkl/a2DIAS+WwAfZdYABE9Ys+YDh+IHM0FRcM04ho5JNNX9kHnmrVjRQ9ZZYWCaOX+5WUUEq8ZERKVABddBgCs8Nrrl496iAyO4y/1wQnuyOUOEhaT408rkrw6tuMLCSTzOHSIZUG+H0aHUN3cdE6vGuLJvOi7Lp67+70IdxH4py/E3H13dG0EoWjoK2D4D6V9B4mJVpE/lwssU7CpCQQisQN0mx9bRjsXqYxMNM4roKMgmKgtFIqYf0QuDU376cG6RCqX+ClKoYAunmuyYdOgFGvSo68/AxqLBMa1RcCFDs5luBDJQZVSm6/Ir+o7LxnghK/u6w7WkWLNKP4j01C8TTWVDks0oEKXdqSdTylrHjDDFD5kAbzyvw7yG5yx7sFF/pyuu7hXhvFgZmktqDHgVAHtRZ+hOXLpdnkk43T4iZ6SGvfEWl1MONRY9wqpSZEID2Vrgj3+Daytafxpb7BQHI298AN2sKwfBmaHkaA3tyIRnj5XEty10oBU4YxmYRiigRrveorGFiAgIH7rxSv9oMtGASljVnch/+EnL6FCPi9RxO41aq/iC6HJCnzkoFfn2874LAFIjj1pQU6nF43t/OhvBx68k7iSL7az8Lgwnt8koiAMORgxEBygX9KdaO7l7xZmm0D00R9wgFokQFzHanB6g5u5woiHJPeJFJqqN+ApcjxiXoXvSwyT3zq0Kcea3/KaKzEYfFV8Y0wvGs5jX8DqR8nauqjX7fD6mxGYfXrKvFb8cy+zrKQsnxJIUhz8fEtLgabg29Ul3tuJBjJlWvoGMS8VAj8Z0qnno3Q9H5rNFLt5mZ1hxA5ortBzbnsHV2D/BkWegpPePkJvFC9wD/gu/EkUPwvBcIDiq0ohiMpPN8A3ofg2X5pcipmnWlapslmPNknJmKufPOtfKP3QXA9EnzszunY6q7Uy0UiJqY0gaDzOIt6ZYegXz95xU75no4cG4ruxUlozMYa5/DHYNNPP/Tz4iBrvDE4ktK0gF0NyQO6xj6N154+JKRRdJozicjxzVaB+Y5u9Se+0xOuYsTw8O0bI0yrLiUzqDoz2u/9Trin091fkAIFSoqUhV+E9gC39SZZJWZZWzXR+OJyODqN4D1DnP13mip2w9qmkoZw1acMFCEkxnVimGBRGOOlPtBwFDDtJuD5G85MIbsQ9pWA7Fe2LT0AuycZCx9ALtzcjpWFTbGzSG9IGxa1QFCVKzf4GfFkt+pic+w/Xa37juvc2szdKN055+WWNnHlYXsf51ZimjOznfylr/YeEN3wyUfUMnUcEXhkqV9k3RcBeibXEnwYd1qg8qr7PWE47ivq5/wFLBZV2sOShEJuLsXImvRPuZ9G6s78A+FVUZQZNQq1zQ4Z4kc6m1s/jyjMRNhojhXuaKKdj2OE4nOHpFSH2+PDtyJNxK0/CvphOqOnkuMlA3mgusHXQPCVUWO+IWelZoZJMO5oa0ohaRIzZtOgfm+rDZiQDTgpUm4qnEJfFITgac4l+HRFo9a/Y+qRz+nuGNEwZ7IDwb8o3s3ankknUEqhrRMYx5W17/x/Ly3QaRtXTqcB7P4bezd8kLhyUx7H2HC3rKT/Oqn9s3+tu7GWAS1cUZGm95v6YGbz7sP81U+XpfoZNJLl7GJeArEtJrsQ0umbnNL+Dr4QPGGr9atozv2GW8qVsR4840IgJvA8gEp74XP+ut1WXm0nu/zNHyaWBtTYjwziLTVT6AjX0Ibz0D+aWHmmwNQjfsUwF2zBYYCNrSOjaRDz4P+xUqsF8t6yaNrYJRVRBTzf2LmPgheoK2gPEKHgZ89BUiywSgRvfYeWCX0J06hwnoc2FeMv8NXn7OB5ih8ATsujjWCKIca7WxFqKVAdo/aGI8G5OAdIg74fK5kLvpqSsGXFBPyAhEhSHVPqgUXloZ3mmuMXcorZdBCTQ0Ta0wj6BBzFuDtWCGx1xeVLPDtvbU3+Juoz8/7xXy+MmDEdQ3hsLi53/15pE5lq7pNoSc6xkH3Y7LgHxWYZFqxnJ6jTrUdHNv/FpH4eqvUDh9ozPV4DW7IDfcoBot7ddPFHS3+0eWZvP0BtZPol13aZ42YDhFxozBqcwK/y7A2OxH0mvZ18pFxM25wD0Al+PyA2gayTo84xCiSmETOYkobks7dUlJz6dSHqN521Lbfur+JrM1AsAUFh3xgN9rbDOpU9kGmEsPpl6QWVLTFGDWCSTdl3v6RD7PrF9OjPmg5jJi7WtP1Z5sRyoBtiPHf2vTdKHR0GCWwjZm3QzuXe3SzzqqPaRhuvQ4BugCFtUc7scwvwh2zTyQ1MeYaMkxeE7ffN1a8w7czPqDzFoaveHuZzRYxjuks8ZLephrVCSuKh72rbczXwVCPKQHJ+RzWoXEtEo139UqQZjU/vGz5MhEHnsqNaFBZ9C1OtmlFHRY2AcJlTe1K8XoKWRDGkluS7tWWb4yv5Ki+JiZsyyuf6uTY9HRhpkPpieHzjhclfswY+9Z8JL1JDzLsZk7VdXGC92mGHAOJOEAAA1lg4rkgygh47BBzeXAKRSIuoEEEtq/9DAyQjZE7RVR4K/hosxgkDgRN/s6GeP8IVuVpKwegLOdSJOC3d5ZCwZNtuFzA02yGCsJw9wP0MQ5KXnuZvTDr0wM8RTcDLBLKAlNazehi9leIxt4jGphJKzllf/c9TBuo7i+nhvBhfyHpJ7NzF2iFq21SKcgoDK9zGcD7QnzG2i4YT6C3270gWDAYDd0cJJR6VVhhnqMLcEsF+HrzkiUjINxA0wtrIVze8NonIhi72EYcetQbeGNroglHu9Adl0coEGMVf8a6KRPBdxPZe4Iz+za/1bdQbeavBKQa7hNopJzY3dMVhrYwAYUe8hTybdhWTSYKIKBrGrXYtPJ6DYRIGDcLxeECWN7AcJ0Ybj5sDZ2UAkSBPDvo5+XqfuA6k52IfHVGiOdvMrZ0fQl4n0DBn6n/a00lNVwnL0kLgk5UDk7iap4eXp77ew1063btKY0qXta0j5uunjrNxYTeu+PinCOKkhtSZ5CRo66bdIMggYpLP0kuqIuoUDgTQfcEFMw75m/dOSpzfzkrwiopgNfEUzFuO7B8btyhxC/2eFpjQgt8g9nMjDmSQmG5EElkz6l8o06Nfy2OIZWMrdIYQbJZBM293SOTJRZaUxgliPAISdIA2uTqJab3qqlQkpT2Nd3oVfYB1Wn8MZgScHqAvgPMFOjkB2sVwu0hGgO2iB1oQW+wwxlLj4mJM5pfIa8wgCvWN7MAiR2sPhN2V70ej4ersVz77AYMQY7NHl2k2JsMer09OOTrtKnqSeFraHszTu6ZLxApmrIrrcsPRPtkTgtYiURBhVmRbTFi4g4UZ/6yUORiu5JSE8wmmftxz9XfkQQGKGPDqt33MQ2qQw+F7hhTUUyHXUcoG8evxne86RFHcGTUCUUNCTC936egL9N9G9phqlBT0BFoJS0knv4TV0Y5clnJBA8AY7w8OFrx9WVLoGnfogpYZolyk6E3gBUYs96u3fnjoLCydsmnLx8eUQ3BRmQjF6/CltmgSPSeCtoyZK4wJkiZJwdvQrNsW0dWCnR/2UB0ib6ghP3hY+NtjhaQjZ7Qb/MLcA3toX6/HY/luuSlE7AkBQacgIiIs//cQSXIpw9Jk7zgqAJYLTClO6DBNNRC6n+k9aH0uiiaF/AyqyLoa8a0Z5Voa9CIZXtsBxJDFx/kh2bZypifyFLtkmdGVCoo3K3+129OO0y0l4pOPBneadIA9ZztcmAVwTAjWTUv7PeCDT016JCFpaCoqvBqH/wZArul6t8nKIwL9KYDMsSrdZx+FArFNZPLyLoi1tgcOxCL22SKDvUMFixQEaKRtwR0IvmPq5A8pexiTDJnHPcv7wcv0RLubdd5miAfhQhsuPQkLwQJ7uNL0b7wvDGhJJbC1Jy2czRi9EHri0a3O+PvQVQtzbFScj1+BHf1y4yKW0UjIS6u4zXK7nJk6Zwq8JCZvPyQYFYP0vJcl+43C7h3YFi2G/D3f26EPtJc5Gz1bYsDwoHxohd/jPO50mT8buJD7L6hpWx6n7xGLke6/KNUDAWgbr55jkJNXqH7vHLb+J6gwLvIyCfYpKgTIBSeFMlWSNBCAnZRFVKOyvFCilRwDI8tlthya/52yzo6GT4Ai7px4trQQxu/NzGHNa5Ojx8qlYqbsev0UojRmygnb6Y7b1TjjQRBEW17i2SJZxP6/PCeuykFPxlOQ5mgFN7xV1XRmhFAWJKqv9z9wzH0t14t52CWTTcubSLxyHiLyNt9plMaxOjwh3K1no5W3aytoOcsEEqg1YGC9USbXNV0utVEo+N+RVRcUf4gU9x2lDj8aIeiLN7A1fwFBUk19OMA+hBVNU78D/aBa7cB1mI+LceSdY3A0X6RU+lyvrNJpBga+sIeei7oV0wrVdyprBuVQz6oKg9SIe2pGO2ADuHtLvJ0xLmBuWuYYqLshJ0lb8+IrHNts23d2n3/9gnbBPhBDCIvvW8k8OrRyNFb9lcR5MmUza6STzbLJuYnwNAxZXnZqXnaRCGltY5PKDjppajcFEr66dgJuHqou2UuoBZ8DTfim9J55aaalXE8PJKA4IpfyRf7gU6XG3CEKgJhOmabTwanj0E4IW5IMSvTcgFcIfSMpfkQCC8g0G95xImh0a01+Dbq3obxapACebif0J2Qs8yByAx/ak6q51FAM7Adp52tB5DzyTpmcroXUDZNrPxEd/wgEfHPfNXu3YJ8gptFlcF/XISfmfTVDLJ32o635EFzIyT1OdCbbzVlUcGenIZGMIHd+xeNBdYLNB1s4CeDJdWmhPj0UbLQMNBsgcknBIxKSOAlUwAtk3aZbHL68XAEHylX5T/3lOKMxm2+Sn3n2hx/9xxw8vl5+oBJmxFlkP/UnOFK5CE/7fX1wLmHK6JZj4xD7WlmusaOpaUmw3KjnAohcGQrbLr7x4akTdLME6DY+WIWArzVL/MFZhRNhjj74q/PCObjGJf5F4rtaD+gpMeCWLYu8nhGxk7186Zer8mvcET5JhDq/Xr7f8FuH1kI2FBKMD4rmliD0KlfbprMwwm+TVCUnNCCO4mxRiLiNNgcLL0QzMkl9rIWBVIf81UPXHtspdY92wUyGE1wYiRYsviE8/ZDRoc3EBktXA/o/GE5tkYNe5EgkAEL88VT31sCI2kNwajfCuuY/fOM8b65AXCiR7FrcZUd+NddQQK1w++K1G7VK4RzDwwiaKObBQqTOLPGzDpC80ZC81u+2vWCSfTltGiWleiaTSPKBT3RYFDVFz7jLy4F2REPQDM8DWjyQ1i24cky/OHFdBJ52+H9+hNM2VqjouHj7euZinOOLtQzZrthIEFpMwz9Gne5zCp7fXs7Qj1w/hRnKyqOyfqprZzVTMNIUF5D53goTYe+AwLJ2RFoZq9hbSLNMnCzNr6IZYfaP9dtGb5xXS31yeSFm9knoVktpFzU31RH//amnJMyAaaiAA8+IT2FwbR8isH8MKr80+H7kP0cJ4oDfvgr4Ox7aN4odGPBiIRRJ7/o067MYDygJYlFprsqsXmCJGQxUZIUj/cTgfJC1f8uJdXEqtyibTiQ/B1mgBKPwjxyBG2x/tWqBrz6mxetZr49qIYt5/xQ5gi/oR9hnys3KJjIZ+DgHuO2GtMc+uIjkGhLCNqGhIeZvLQrNVHae1jYD0Vi7moy9+5yVkE3X9JW6hSGXgdH64t9uXDz/84mkUbJjLcW6t3CufAek7GJBoi3GgctLGidkVC8YMTOITiCQNROnt5Sij9ZZXS7TLtZCWpFFYg0xZA/tAknWt/vvARnyjnvGfxo/yjnhMCZkwsF8LvvmU3AGMO53KfccaUgVV0JX76CP5f2A1/YKsrSN4bYfz+0KRW5wRwHz0/0RuhAJO5CWMR4/bsP9nO8IY+k3EgUMsWIQbb0agpLSCvpq13lwyXiSKkT3GytLMW0J8JPfJ5wq3L2GrG/dGP6d8dhyaUp7WCDWxNRPYQ73VTcI3l5Swc4kBFNdjEGKr2xC36uq/+pJnyLJtoidsd6deCdXwto5p3s8Tyx1cSyRsOkTKvwfa2YyFoId82dhDd8d4NGwj2G9vmvfxjIGavcI1mQHxEWQep14jPTRHum5afAKpUyPuV2FXFimRirKkOD3iI2PXcXU+MhlSHsBm3s3fP5mukbKh0uFSYKRvurG4ks6qN5wwq1DN2fln771dOtABDgNP7koSYnbEs5fvIHzqH8fEzNjzoeTC8Tk5lNqCQf4dCOR6JJFomqgHj4MfJ8T/bbtmj9j5fS++mrmRqSX8gaiFHVoUfjJD2GKG4YindGu3Kru/SOfPcp1k5qbbS57s0/r8Pd8xX8rZCg8usMgRK17wU9+YfDzaSJ5kFn8pm1kWXg2uSOz1KuUu+2M48zyTkWLaWEK9rudCoEtzRtIbUMsWxukTyyjIEbmKSOHevRknMXg/ZdGZdOwN1u6HE9N86fuJ5QyKFRLvNK4+xaAe5pf2Hr3Qb8MaLm6c+KzRi5G5ThiMAQqL0wkUX2wjMdgqvEgyTlHX+0ZWa8f6FPG5dQW3KAruUQGDpX2K5E/VPHeezLAGIXbYwAAhgNjyYzPrqrzDqV3dz50dvXr+ncYDY7If6KTFlp9UX9QGHFsuybe5sf0KFzvQAtTGmIOA9xeUlenAgguVcQPaZwBJU8ZVbsNnLqxtQjo2uu/qGxwHScm8A616+vptcIt8CyijWe73yd8FR+K7882ctCw0mby4d5Ra2eUD7BMLpCMzCOtEL1+V+/IsE4/TvrsUt1dK1FbVGmv5aNUvcrxy+CpXEr/6nF89JhYPmiZHDKJLUOYEdhmWzk2e8Jvoi7L0t35i1JSSLSaDnUzvKvG12JCN+sWo92d+xSs35LKAXseUf0hbkgIM5V9dUqtUKshJeQgA9AgRu1aeTSnG/czyJYXTgg//XgZIB5S82Uf5/lHrmgnTZtrgkDgHSIEa8MnmNokUobKeZwQJ/A7KR2XkW5pz1cZLnhmcgBCWBW6n/mzTGy0VWVlqPlMG/ZNw72qCaNmIezsMdv5p5ogOjQgkTH7omcqt1vtA65dUE3dJWqZOkGeKI+FV9EfEVJt2M0d87LBY1lYPtJl7gOohpF0rQmmt2w9pUWMpWRzEwshR4Me2cMiys7CWrvhrjwb/7dlWTclfPnpBZJa2AlfXMp0mvm87kwluoRaGQLNfbSh2QZB+0r3nRmtO/h+kqn+rhD76yZpJ5BTYlft3ShIsyhRzXu2dzvkLtOh41Enkni0vXEiGbC9C7MQ4hG8ooexI1Scfb5jJQL5wtRJoaTJQrtzvTtklyfCfNyuOYeINDYtpWrkbKxwXyWG8vP45edlm3tNSX5tyqygKN0j6a3CLYgH59CtvVsxq+ZwCD3C04ACJThQzdGzeTIyIcKmChz3gnmcVBZ8kxdFqr/tZbLzblNTi81OiJQzgxukSD2dzP4csPNopbtpzMJNPi9kOwMbcAl8uK1oTeviFAxKveAxS++9o+WRnN4CMso4dkphode2cfHfxeKB/stGontuI4L49I2/YRqQ1+OQYmY+vEsjMEbNAmAVJ10nrg52hHNX5ufwEcCyjJuCwNV3NRBeNWSyHCRm8Tr+7f8OhDFCWnxzHvoehd+NVn43nWGsvxEHRc8a4kNiX6R78e/S+DFcaIvnP3dny8vR1WahQzjGDTpPGuwDjsYR9w5muHQUgS1Eb8KBp3VvWIf+Ikgob57Vt3MjPc3BGq7aeePEK/3eFJBMhuvvEcIyOxA9gGuAJ90WvxRFO17iOBT3H7xCixY/FNR138XPFczNEWdcvWBiz6GC31Tyj9WUcRVQfvZm6vdhbnhVhTQalyJJbN5m+FisYbDhH27qeLCRB9dFxYttbKciou28nZN9NEGtLy6LkSbnIi1qV5BM/e29qyrmpePwcYMUzUDxLWGMN2t2IEv6ejl8/cjVywIdXzFh1VVXFNXWb1OUaBvoMBL8cBFTqjfNSjKvxSOdf8/KwYwU5E5IDQ6LMhaTxk4XjqSoLJmD1RClz6YOnDMDV5xpFMibmuMnrVK1guDmu+OEz8okTI4VXSSsdP8OsZ2mloipE8enH7YJl14q4sLn73S6y3MF7IUCwOsMoxFKKn8kq7dZs6O+IdSaHdM3fhTGWf7aC6sscSRrWLKUJz2eEdAoZaG/X8u7ueCDQxBJtYAzliVamMZLygM/C7U0VSmYz3xldD02dyXCcsAo5F0sunZs/M+ogKhWmh7L0fhTfEttEbW4TddZwJjCIpkH6HhZkEC1gOwIpCePFLbjfIVssmN47YUPKz3fACqe9K2CFpiwHhntWM7IiYROnv7xHGq1eE2S7GOr3pnbmvultb9yAdLVEciEwEw2jZ+Et0Z7wVHFL11sKuykCkJ/aJ3URqYSjXJb+SfdvBDAED88Q9iQzt5p5zU9pTiCrQxXAUmU1nrdMdjcxUIAdoNiPOM2YYeijkSJSdEdEfhIIaXTXYhCdCdC0U3h9o1uM7jGOM3q6H2TDiba3CulSlTsaPVFm3YUTWio6NYQbhnYIIEjU070mgAyAdgdQAVbHcm5hC3cyVcGVRWxBaqGLDNmfHSHmZbi0rdgf0cDyoIUUB5pFXx6H8UCFCuD83spBtUqZsHG53O4mkIoj8u56TlJoUMb5HzGsRdCOay7Pp8DSdXUD5/cSEQNTFvPvz/0HwAnUEb2HpLNZD0cHL13wRNBHyytaDTApiIDROgozMQ/F13cYAdLAERCX+/6gFImE9PGcgTEoYjPsfCfRz/pPdlf01guUOBSGPVsW9Tl7ZufgI7WMoKefouloyOE3lgIluu1MWkhWcrNnNkUlSg7Xmy+b0Xa3MiDJWGhJI+2nS2TFPQehWubFl9vUubl1BnURLiro+2+asgFp4EOT53wNz8iXPYQyXmDOilHjolW6xttKwAnR3y10rs9fmTNnMdjCOjFuzcPB320WE5yuwI+An2xHSvzd05LvuRrZ6NhZQQqDUzAKvA1SE3U/Z68mdxbQDEbgyJjYwmoAf860ge1tpKAVnPA2+cfmsCbVcG6iirsVEaqSWoDEUcZW7QyP9dqwEQwEdWeGzv7vkFcnigzZQ+wOMggfB9ugBRs+sIIj/WitqllwQQEMcC3tz+ppWVbytT4atshkCyPbIfNEM4do1JZxZfe1CrnFJ0/JnO0SQCvBYFD2w6yYoqYfMq3kZ7reYx/ZVXXPEk1xy6I9cUdSt1CkJTsaEvhIs/tnsKrazk7WO/2s67wt3oO9p0Tp2F7x4cTEHRy72onqs0iMTu0bL7YKC0AcqWYWM/vlJhtURT9CyxrLV6JZM6hmpG4zskKCzEtRXZUF6chf2xnz6pC6Ds6nXTLRaun895WPJ4Vqo92ShDpwIZ22ibI/dWHZlFPyzsZXXOnFZtB0nsIwodY+2uXuBusXcME82RRTFWZGhVTQoW1lECXvmXLRQ0bFDwhaA/MUGV1wD0NkpTQwetvLnJJV1Cyu5nwSGckL9rB6bk7C1vE2r/cdyVdfUgO09x6LKWI8V3FfZF4mT3B70JsXkn56uXXl0MhgPtXL1R1dc+prvF8Y3nz2mIizXeMZ70CqXWv7ynkDpEy2vpnXVlLz0fvXFL/G5F8RiJ4pzQCToVJ+zNND98MiBd9TTE37ookNQIOMi/yx4X6ayGNn9WURaksQ+T49EsubXLaZRcADuD03a+g52iDgEBnHTYq6fLtaJ/Oy2dwPr8px1hScw9y0X4ktVPuOG5JKKEu2bLogn5JmjaJXzkKvXYsFA7CTMVbJNKFaMlbWFpuZWAEw6ypTGc+TMWPOaTdWVj5UfR0LTg8HRnyRYC7YCvb0/5kQgDCUNe1/GyQaZafGrHct3G7isWs1sjsoX+Ftd3CqlFmvaAmRvXh/blQreCcrDnK7QXmo2FTpsWP/Va6i6O6DQrEu2tLxBLOezyxk8A/yR/dbf+aD+M3Rk0guOlxV2Iqp7S7mFYOP+WLXV2ldiOJ24SyrwZPyh3K71oTSyvNTgyr0BRN+OPg4kiLl2ODEgQ2xu7SC4yiu+Dp+eQCbdn6MkW38msByIduhIdNJFS9fpRVnRjquXPjHXxdruEcUB58ENWSrHmegbPOA/YmFOV9jSqEniNpYsSxcElaIgVD2CNbKml0Rjwp7hWQFQ0cw6FhpjLcZwn43RZUwHJHH2UtR6EPZFHBTFnpt1somxZaQI8yWkCGT37m1o4eecFc7UXOeD4Bh1E3wZHMGdNAAcv+aha/FGr+3VrfhlEnw8Kgs5W2F1A26Y8q3DNstCMwNaVmjUCNMKOnzGTrsfKbv0vs83Jruk2tP+HJKNIThaoo7rtJo0G/todlrkCd8HYBTSesRJaMfaiTrSa2rsO5T0TJUEOfrrteLJJuOL2T7qpjUqD09Es9ky6O9g3NCEpERQgnDGMDCPnnh7S0ze87yB6kyZwhezB7mmnFPUmhc6bs7foPgXOFG/c0I91qfezkrUifWw+83i8pa1PvYR8zUNhTbdjO8yrkyJrTl5Veykqj57tVSySRpbtfjJWnodkwE2hilzSHrVPJ8bo2sDllukWUkNV9gvoTyh1nEZBpzILNinO/OlT1O4NqvSLxvFi70ZfFhs3fGx7wBT4iB2YKRWeSeah6CPdGcVUhtIALEqk//8UoAlsN1Oz4xlPKpSQqj5eIrWiGmyaLfVOQ9vLJwAMdmg7ZN5zxUEmFDRu23K9/hVtTeD6qk9k2/eK/bSKX8VQehZz94wmmHZprhF9bcfrTahyCbnYq1+s8hrlKZFCS2eqN2SHPxSeNoInErBSPL8eHd4lDBnT45txVxqgUKGxcGSZ5npKXg4eTsyTl4qdk0mD6S+3JMMQfQqD0523+wcfbbs/2lvbL9IVDgDbqIYxZPfs+5rdXU5uGU4Xa6a8OTaufn6QyU/yyrP9l/hP4ZrrLn1d4R7/dZ16nkl10b5aBt5Qd+qSaTNTbbiFSE0oDc/ZVZB8kB002r1DJeIx7scPzkybWPvOGa3b4lmfVC+8RI7r3EeQ0oPBbRbVVUFQ978oocr+Bc+dNf7rhAvENScyN/ZuCqr58V8+JnUrsdFZq61P0yYFDrht5hPS8UaITLrybPXOaStsCcomQVMCxMSmIbq+Cse5UmzH6vuglAOqgMwfwwjVoa4C8iDGWLhZSGwWEwBTb3f972pAzrWHa49DKc6cZ2GPRHAXON6d6cc2hYHx9Ck44EOEcGSpYJW76X35uz3M4Lp7WHarK5i16Lbdqg+LHAl7G+JGK/apIS3QAn2KhrU+zBR2EYZNKUV3kKn5397ZPtU8bT/1z2HL5n9j5DQLSNjmfdBCFy4+BPqMfONYVcFaRz/2//z0x9qpSO2ADLy6zA31UOSDVAyUw82GS510VzWEtNzLP24DBGAUlEp9tef0yEJnYuGVA/ox+y7yVqRtVG1gakTxEga/hFLRXj2m1kQS7XE2BDaleJLjmwUcg6/YdFO88Nh9lC+0vqKMuVCotwu53lq3soT4NK4DZDSI1RcG1PxPif3hO8mBvWxnSJ0bhkaQcZ6ZMeuBBCLkutXkv7oToprKqIewO89DWYSM1gV0oSjYNDrPPMqMOkg9TalTaosWRf0nfjMUoanJSbTZLpJoUPVA9ZVJXRgEyUWn9+7Z3n/4tuVhhKgc9RahmOBszQz9el/iKNPtC8r+lpklIWSwASEfnkljZ7svVrjvzHTNBD2ukoVD2uWCKFsY4ng6+fSrgSCBFbCJM1MlL0Ld3qMY7RizRSsYiC+UroBdJ0e6aJlwlJggIEbE3z5LX32O6ekTc7G/Prpml6V9hqf3p70Jl6EU/KcQc6/bwVQ5s0RRq6Hp2DhwHKqDNyYD6PkWEgizZB0/3NrtXl+95x1y+Kmm5dTiBzOzDl9GdC9BZYcOsXKt2jOuYyVPs02pBcremW6SdfcSWyfZGL2DsIQPfCHwE6rS+r8zd5kpiLvzX5oIz9S2jbLiXXBWewoxTQXkfDQVpDpipvgyztRjHAy4Au0Hofd5LoqQm22oUmKC+nhN7B4ZNW2JMO2EZxBP84dr2ealDrKXq6yG+SQLpOZQvtBUxLm0cULAmz8VZod40+YxPzRK9QzqSG9wlDtqUrShjXXsvL5tWZYq5YPNSb1eDg238A8Iug8TjTeRDasHIeHZY3cOQ2cb3DLEbRQaBPHzLEPvGaLB0+PRKLtirVbAQoxn8y4LUxBSzTsche68EZ7SKqZFGVmC8BeCBPOzcfnkbVLGwxukUciAWHzag6ZnfXP6J6/JKPx/mZ5qhH/HXr2shSmkJSHHky9Eta8eyhIvsnIjAub3jS6FHCJDhzm+BSTIgHTFxw5bbNYoarHcE8wJL0XbCvuJyIP+jz19EHNJc2N1OhovxTNLsRwzePh2fLaUAID5Xmftzp0O56CIE71CngonHJ4v/nrRZeFrP4L5SPbqiGeCyLK71EmEk1ACAWbl09lFZpTycjIDx1HgXUvKda6F4a8+yMOTG/NgWTCtss5EpBmAkAhtNcJ8dkHZqtAYqzyPeksiqxSANwocNINCInJPc9jp+8qsPhAbeTzwmnQ6l31eNXOdAnv4gfVZ+dy5ppe1hwl9uaa/wteON9H0oL/YH7HOKH4ujKZNALlswVoZLu7UeftyT5IJEV5F90893W06I91BuOXKR78XtG0yQ+B7v59H/DWmJVksD18wJE+zLf1cCulLeiTYKgCIsJeLMicBiqJZJ02T7Gn8V//tx22ESNCrUZa+lCbc4HnDFuCnquymqN0ERSTYTdTtsKU/5pWveZWO7txfEQVwfoxqNaQv0Date5dfb8h9rcPkvpfZzYgJJn0dnMeyyegbwqFm9EoL/mz6n4RHlmnoSxytNBgvdTm5lzjv7NIhidlsXFPY8GAdMMiGhB+Gu8H3VwaveCm4r4nu7973xU+AbyrJDcLdChGaiMtlreA3+33TRde6Kl8XwkC6TKfyxXS+0SxSb/9vQkczxgFuq0yhbN1in8OYG00Rjj+C0n4bGlWaj58oquyD0lOePs0h0J/N+UrE0+VKKdiUI6cG4U/Oh16k1guwOxcpcJDdoZJg5AMNyT9UqOQ4toi+4x0WlK7z6OpYGypUzEjCXWzhPaUmOlIdfNx/fH8bsX5lNBnySUfgysLdgEbcwDeQQ1+/zuDDJpNtEcQQz3zaDxAZbxHz176qEWs3GAAc/MWSbacQnc1yG5YBdfjY9sWCVWfQJpmrUKDdBBu7mK8kbHqRPMnfV4FAXjqmIsvL9GOPCfYXhJnS9mhCGajw76RQfxRzf4iV6jbswm0iqaWpJLfREdbCaTwUsZDXLhiJmPgubu5YImMtXpeacJVpwNW3u9shVkPz2Vm3BHMkAVr3XnolGt5py/NoN7Xm/XlHg1FBgxfwqU5PZu3iANC1loDczFRCiiu3wutUVyIm3itx/KAovDFZdgFH97i5OmDZ2qRviYTefCzMKuMW07SfeV0jIEIJVxf2WOoqiWfEd9FJRpwFBC+wnwfQ73c+EZ1kaMoOzkNA6MJGBDK/L+Q6EnwwSqoF9scD+q7TVPr9inT2LI9hazEyQJh0u39ZbXVvU84r3i2drtLD3A2/PnBPmRnV4ToO1687sjz1lQ7CUBA1Js8QkhcaeuuB/LiJ3nKwy4iABy9pY6kB+qfa58mNu7/WHRms9PCJUCQmxnYe8uamOtlVcikQYZmmNigex+yM4aq6zIOFmYdUH1yg+3nnZrgZOuKpZs+Sb0ulpKxqRtlaeslWBY0eTSCLRw7mcItKPADtwgvUOkQNWrJfObDnuCR/lT+DLbPbVmSGCzvDBa8vL+XUqKzaopU4DWOt6sIC4M3pSOxncMsTzBTJ6yFIb/4SzLm1rpmjFsOW/jKGozH9m0uX/sZPGBD0ob/27VQJaXBc8zDw6FPXPx3oho22dYBRpkZiAIlvD6rxzyTFM4ZZRBzmsaTdFvRqYAIbHKpv+AoqZB/97mMp6i+N6RvdxgDUeSAgFBEfvCvYf4eaz5y2khkNaWt+fNNiMcLhq1bJI3S05/AbXCy6TSf45eFKgowPFeaW+yPqsduA99PCvSp7HXr6FQGGbajcc+JeCuKSIidpH5D5cDZ3YDR+kA4HQ95ZiJaUzDl/4ps0xxFMgxY7/g9Gcw7qUZOS2i06X9Psb5gGu/W6Xjql2p7R4DBVqPylobdbxw9mEZVE8s3HqceziU5h0pyM8yq/gd80YiN/97drC3mYhR++jKCiRFRzqlaov4GfqdxwXG8jC4E2cE4R+O9R7iYgZQTJNygYZH8TnazbvCZSFVGaGOjKYl31mbLE4D4eNjIhHvjixKopPW6y5Yoit/XsiYaggOUSJRnyeXz5iKxKS/Q75oxi325UsGdXlSafG0wuhXISFYh8bd2lpaXBXFqAjnFUquMRAxaU8xVfsA8IDwAEktNwT1zc4ftpkutiiiRe23PX69ynHMMP1oBH0EnNlad31oVyM9LAy989nTf+zx/fMT/nHY55KpMBi4vlFwuTFPAjwM1EyOYgVGPuukntnoh0U4giKFwz7MQoLFNN7SuXMqjJKRnxh6sDL8WxlCLLE0CLUTao58bYc0D0rSnYTtngG2oQLFMfFZUwRFTfdIco1XB3MNGQG7d+aVfeEIxiOc0x/olMUeO0r9Tsp5eR1s74e+QZKgeHRFfURvT0Gus+5KYJC1MVIu5ZM0FBR14Y+yTy2jMKYmBxBA8iCRjPKGQlAQy8U30EM3Zkv684wGk4fEUa+/1LEiArY8pnuFNb8QDaOp6xh696paAwkLHacDo25CJDqfdLbJK0YI+9c3p40NFipO8g75yp9kUZ8iihojK2fdI6TTNrNvFYL4c2baXF8VWykED4n3nXpS14ve5yjg+cC/TGlFg0Gj7/c0Z9wFl45X/e1eTgY4+72LdGR7mkQJ84j5C8H9UM9gx2DrhrbHUG91J/QLS612gWX7fxlNVeuUBrhbxpcDyPPIWJPuZjDc+EshWOsVnxXoJMXmIGiBB4gWZpLKjHrAUjTrgOWIjzuOEbv6cPnfOOyKtEbFUqMEr4wFD4zYWgiSuf8UzaBVI2GA1kzjwk0YrvkYIfy/ied/el0GvZ2bgCpERcxOmq3PeLul8Di8GlsZZ5xeHchgIcI/4JMClHDi9sWSwrRqN83N+w5FrRmTEpwmLOh2FnFhg0RxkqYZ9RnpWRgj4af7HcKtX7U5AgJUYObukni2ZhPPyODazWfR1EjAZI2VAAxIQchQZac5OQmfZVvuAQx5Eo4I5OwLLDK0+aGbDBeOzswdj62CjowKpKpcRjP/xQtIDkHwVCo9jcnaJx+lDoA3Ov1Sa6MJ2bStYW1Rju6etpAGFzLMPLfvuQKMH7cBZta2iYH0VpXnYFnfliJJJpSEn7FUKinOzKZ6HJ44ug0Ony04/PjrIP/bmbJ7gwuasUc0r+Z5GhP1c+DBmGI4MnW2Tni+yYOMkBsLR2dRf6knQagWB1W8y57uQp7URNFOFYGCzZN3FvYPw0+wSoLZjei1Y5FlLOmSjKHqaKt+Y+SnQ3wINHvmOTL0FAeRUVLnhqpiKabLXwvp04kGLxdL23XMKaRWt2TAp91hml0fvyujgRZL11B8JcjcbxM4fCngrax7qxUs79wPa2L3DJcFbNmB03yT7zvDAkunqweKk0cIs1OAPeP+vXvBqbhYxlwUutXJarLHEONmgagU2HSuevhznEWEI6ffh/fx5aJHraaVuV3kjTC9agAjcx6UpuQg7fio5KQyh3dBpEFP4nH9R3ULbfZaKMvTHBGYiF8tPc2HEAbB+V1Q5jkl+j17pmm4F9ALLNMEPlnfKOUid1nzRdtAOcnKv3ftJzWiYGA/l/1nimKItLW9vQZtdBpem87/bGSrWzliHvGXyRtKSc/XzsTIv8C7QUg0rnQ9BN9fLNBO1GI1wW4go2zIaA1FDXNQB/rvlJxMGiGg8aYiGVlCy2KxRDPOBlRCV8jypUPVckqs6kMIkBjwdTJRJD0naLlZ6/4qbFqbi/+vm1FzolUJQ4Yay/HzoUn19/9n6MUqfsKQEMfPWqm6UN8LYLuqQiSl6NET2wsMENPhQZdTDvzM6UNRNHs6L8babcdzhDsuJphwCe+9H5MG3WoLOK1HB7TFTV2rPsJ+G5N34zhxzdbmL3TnIyy2I1XGA4SErKz2SeH6jJwMLLIAKry9qXJFlVm9+/27XW2cAzjzDmGybdHYo/kymdp004LG5kTnpL5movhtIpRlo+L5qC0jw60zwphfxfnUI6paEdJNd4AWc9CkP6in6oOholjmdd0mOX1nzOmvpq4i16akiYvUprzuEP/Qdb5pufMw4HEHdjRHjCULNIjstvgoL13TdvyW7vlhvJ23/ud9JYfVaIg4sCADuiEH+omZW2JBCdzDLKRqU4vQK1gW6oqJ+dw3XPYJh9k/e9ptSR5+RNxP4qe9FXhwMy2djdB0WFJvYmUZ01rFUNreOb3mvxlZHEi26H8GmPXLimH7w9AFAy+XMqrdLJmLBUO3w9sOHECczKgRittMTlj2AiwrShJDK3VmlTYCK3t+FZpFFOYMgLkdXlEh6B98WEMpnLLGfJbB0UJuRe1G6ER2NgBZs1/w9Nu2MTdIWf5RZZgj/cf0LYOnNs2c0rZ055DglTkE7bsYPtz4BWzA/qlzZ+8ot9BPHPUogpRuwDfH0/SpvwnapIZrGlOY6qDzuFgj/3IIo0FRA+ptXcjz2d1DX/aS5st3Hy+GwEUhbbbiY7yMcoMWyuwzEwELUZkVwnnV3yZIq06Ohc77mrp1g2ScMGILERDOEgxq4gjOf1NUf2ZU4L4Ak35REwKoyvV1ZWKAlWMETzVsW755KreZDXBbyEbxHhGdf8Z8ya14KyBAMlS8Jw4yne3eD/JXAeCfRBfCAWXvpoAyRZDwbvlPrXbEolsFKsmFMdGPD7/jKMtS/N/s83Oy+ffOMQiK+lacspCZUyEe7d9c8MShWWahsHazelcNxhvosdAHoIdZgaEnHSip9553pZ8mtNykgHmOLExcd1HnBIPbaOsDbpEsEx3GgMVGpH87glE5V+pMeMDBWAAC2ckk432d3KIYuqoLRu1C9iL2raD9BGuaW/uku1aaReDXK7DnEwX0rMxLkuCe99GMWvqjZrDimpyHxjvvbx+qQO3JLiZkMo+RmNg/ZXJDmWoXfuEctHd8SiUq4aRAjyhA7fMsJPqp1eJVmQmq2/jvJ91CHxlCAKNAbszCFqS7YKSOPElX4gir6/kH1Ac0oyTY9uF42xq9noH4tIohHXaxgtx2laBfDgG3UrD51lJVjzGIbM8Ee2KZlPgT9z2CnnxQjSaI7WoFc5o/NcYqOo7ivuLJQ+I4lgJp72sbjPBNaFk73GUHL/Lmgo67G6w1N4UMBOrKeWIC0XJg+AvlGd/U9LSwtM5wPW7Kw+77KZQh1WecHiRIT2okwXh1H32gYU9txVjhL4mAM7Spo9Q8Oxe5eGy3qOoRZG8gD+zdNaHVntefKyD70/eEsC5FotV2aDLSICVTNspjxE83CNDCGWJNY7ZJBsFs7V9z3fimb5u3RQiQxyncIsjtz752eVoOHQSbAKIIoZ1YBdH/6q/EyT1KBOqc8At/C4rmNjTEcBDUzLPHrhYlBs/xtGkSxbAYpXt+8PlwEUAOB8zSAfqKzWO5Lj/WLeYmpp15wwF3Pgu/0SZ61ThrC4wVMjAewXCVj81BvxIkl/VYn0QQCjnS4efXths7hSIB5p/f7vZFZbFGr/fLXH3k2Ss+YSfzv6yItYcXttKdAJspjhksg96Y2AfY6oNpAFcxkHZGUcCNn2jwMvGOhKGRR82rb3FZNh2nGpsFSTooAK6s585h0YcvsP7BTpDdTjcTpWKiKR51x2lqpyX+jGhQKg4UMzsahedyQuvX85QY4Lk+J+KcS1TesxMTze/XqymR49buvmSX5dEywkmIxa+9vSJtT7z1Zoiy6s3PDeXRT/1hi9Jg4kbuEuVaZTZewJAQRcRXnv9ELak35e9n0Pq0FCzKQNTPyMDG7uJ9pKz4zNc88hk09m++BzJ/gUHnIkZ1UQXjM7M1iBcRLqDGuPX3HNZ5o2pxjTM2rDB3btuVKbQjZCowdlscbslNK1LSPyi1siOXPxKgVv7lP6nwa8nazSo/yewmJEWLR1fEAxJdmlOxjH5n8CHKC0L4HzwE3IDdNI7zAWOuryAgLoXgjTgKPADrbD6Jru8fzTTavCcAT8HyEKs2oKl1qHkm8WE1ijT4alvV2SNsD8xHoEh8XfHJk59lhLx/6GT/LsscSk8MXvPGjUDc4hay+3Wl73Duplfob1BIMdgzr+Jo4rHIxQo+UzmW5esyVPr0cNjX8p31jy4YedLRr99oiDVDRbpVUfhCBVFGpDJOp1Zad3GslHWcQ5zS5aD/mcsyq9RRI7NzbYo+BxcEyv01L//C43/bfBWRjoP6QAHuuK/qzPPorY7F0TfrYmYcnEDPbndCPd4NI1HjckuCJWgTHYL1qzYa8neCfE51cRuf5vGR9flab6lGDyNgFNYyyOB7siP1ivwszWLr9jhWviGuid8vuWHxlkQIwlHF20448i2h/okggg959g5brPEcy4H3CIGzNcgM71h+UQmMhY13lSGZ4iE38+RozNLr3cFEGUQYWtGEHCx1zNrXAry8Om6/kY42EreLpW21uySRT0PHKOs4Yv4PiZg+sKeZPDticxVXRroN2BDVPJaPd6WzcApV7j+QqWvPWOU2CVl4EFsYDt00C+Md1HR4zaCpHf/c7jiajsCFF8bT6c82u7Gn+Jctm9VruTtU1/U0XZ7RFx3qC/GjlMR5PunzEKoKqiIwMVfn3NG0bRoObHZcu8FMTUoQkoJUJv+mCndiuZ9D6I+2N15eqfV9iXVJEAEbwp+mpFWYXKn7+peUY50uB14x44Bd0X4fwSaKA0G8ubMNZ4/QcpVRiV0EmEWdWPWcUWZTMpf1AMZDPA2AnMrE+RZVXEC9S2EYsKBGuqp4U9F4hGnSptlWoaNWhiyHxEPrYn/BGfemEwjiheQ+pf2/FEhhe7aQpDCNOwFQcaL01xpujQIBRwYljYcury0DKAHMfhvvligK1actJj7/RixMmf1ELTXgM6ZpOh4Z3XbwvnCx/9B82GLn50HI4h5B146qQ7xdSo52PqmBgHCvRxxA7eqOBOOSWqJD+g9Cmf5TsffY1ONpbC90yGHNoP4B2lIaKJB4S4ywo74cnzd8qm3zeHCyhXrO3w0772hKHdwkGclDBY1nuRiVYui0bdqSvI/PBM/NyBYmkOtRlOiIx1RIor49npeCqCdYbmte3OiWBKleoKyIvNZ2yb2ehr9u6SPFTmxsXSKkH86hDzQy7XWQjBGQA1RPX7C75UEyPMRrwIho3Y5GGsqw/4U3YILVSZ+4MecHUc5TZzT3G12zXCqs62u5/XrMbPXhVlrVeSHvgCQOcaJecERpJgQtxbwdcUvjeBVhtLPpiQlrGbg58GjVncsVzF5/pjxEpDb8qprNSe1i7Fqjzis0zSz+CNVEReFaMlmRU/7TPNMIkVt3qv3DZWAUj8Uc8f9+ZhYvfzFkw1Vh84tLgiUoyDU21BQ3kAqpunaOIqomBi3BCgN5GIUvsZcN1OsffOVS5jwh4sh7V10hCpcROp1+GKnu87gSq8ll2fQqfn4BUoZc5zhPcMJlETN9OOwgfTO4gVvNqYEYkYaME9PZnxxiu7v+rEGoMgQA2iGerIk/to+dZ7pnWKvMj768tOAxetYQJJ3GFWj+4mOk2KQM+oRnOzCiAs26+ORQ83x+k2QvRhUOwdT2XXQi39worGsjuWv4XBAyUy6HwqCQoEWgxzw8vFsLc3eXrNeS3+rHuURC5WruCgpqTtvmx4pm6weEj3B/vckmWA8WZfdQsOWdt63Ou9hXQV382J9fg/tqRUd0gUypPj0h+KjvynPBKgX3CtVo5I7XRdaNg24ZS0VRE+X0SkI68DX6Q+LVDP+CJVH3lxrwioALIq9sM5/RxWwunsh8350iRzAaCcpY7jk6dpyly9mQcuCdVcklYwLPuRSUcv8r4UGZVoFgfMztyFU4R6WdmdT8ZTpMhx9yxJaBlx2NP8+VQpYd9VnAnmkFW5mWlDibHNophdSFFrdx2JkKskVsIuzEYMEsSKAtdfodqS3aCM/q81iCrlt5R49Qdss5c/qJfyY3LjXqR9v5iv0bjBs7LDcCpdNCmpFHo8Hp/S9B022AdVvEX31X26T5bOIAGksL0aORGoMtacKcWqKWuWTkrx21mwUuP6TNbnBdNvA6X8s685rdyVxVQkTaIEIuLq3oJM2N4bDV90Hq04a4dPemEDbdkizrwNs7/DX9Z8IAApUJaKR/1D5jq4jQYcS2FxPoyaiRLLT56Dfk0DDVKmGH/Fz0sQ4TVEYkscgqfx1hQAaUyXgmHt7Seac48FZ29XizzipKyjJ0F/0j2wLPfHkFFB86v2+dS8z1SzidrBXBtGPKBvz+Sc0J7YHEKtP831FCgqKSvWaNHSzOAvaTGIdUr8hj76xCTF5AD9J3n7oft2eNL37coo0Yw/mjgieFixrUdSl8yz7Z3l6alyZwJhaGQfWF9OCNO9XX0wYO6c5Qw5XRpwbAMK2w4ayKwNKCUWr2sQEof1GIm67DSIdcKTFb0S0DGfRuM3J67gKZH4/ZqcjpPEtq3Fr9JoMHYbkzamSeaauZ6x8BtO3uCZEKLmRbkkzf4pJZZqVGcr/rZeh3+oMTiKz/a5/Z7iDL7p2VYbamKCxQ4aoIZ9kZ3FEO5qjIAX0EJPxePHv7jzUs0YfnrESh75eOnNOxZG9DA5xmDC8pUbitFj7mcvx0PqXObEWp5paF6J5iw9JcHlfEzhTecGeHXrIk9jBTSx8M0MEn0Y01oKjdQfPjgVY/RBiNv+L0s1FoBdKQAQpmT1YcY0aTmNiRwhEjehCebtslZjeZNvKWXipeLbzzcPcg8dthDKTjreNJrusMZ/q4KRWZSkL/ti0XQ187TfLUT6AJfuP5UPReqolt8d6T560DUY2eQZPrdGEVStpE2lGZ0GjKtWi2Hrz4jemye60iVdP+JiaE2vrYBT4cMy74fUyRUdz1XfI66785F+dvmlvup4Ncqs5PQ36kFtER10tFvtEDMu3eWCENusafdijhQHfZ9ueMrieVRoMygaA9mCdhqoNsP+Ora/R2E4uHFpbrtoRSxgvDvRCkESH1r+3K5+/adE51wAPJJF+wiIyiWi0NylasP1Ak5Zs88av4erHSsgeJxbOqP16m0cbW526dX0/aHxu66ELz3wKHGjPFjAa5QYIm/NgpSUqqcWAdKwFQUyNGNFq0WCp47kd/sGniNYKnOdGuVkgzGPIXMEGP3364gV/VPmPy2dP56xtgaXbvvRDpE1tmB/v/1/sPeirBw5D66prdl2xkqyrl/oim4fmYwllrF07ED2UPPMLyS1AzW2Bvy9FE6AFz1SMxhwXqYVbXKoFFYrTGEzVJqOxSV/lcVByA25Ds1Ib8PLu6JTr8f37tBtNuikEPxUwGuIF6z1Z/Pv0SQS1e7AU8oIexEzvDaBixMy20AOE8u6A7l56XR3zNMuJa50AWrpoi9ELz+YxcMBv7DEogfGpYy91To2OFbLDl1J/uRFAJLbzCREjWn/V9qXkkr4ZZ1hOOeCRlBSlqDSSiRvC33cs26/P3PIw5zjsqEsQu6vCvd5/FODaOj49ihoY+22bvHeEb/pIgRUq+9Ylz6EfS1m2XMYbmeMxo2UDmp37RLeW0g0rvbjwUbqX1X4InnaXpojD902Ejfe/ZrnqYlop+zY/pnja7oL7VBDlHtUXDnqVNdZVaEEVSl8WsntsT9ZJ1NW5ao4vznyzuOBscPZXIKbDTOOQyi6Y3cb0Q1fsEuiBKFpGQQFZ1SF1ULJ8K3mETluX5KsIW6xKIs2DMlJh9e0t6atxbzWhWQGsCPyb+rCi6yId+lmNXT0X8gLuXyW95GguzkXZYjsvo+FEfUtVWHDxoUeppj+Day/S4kIIy3eTseyskNUqn4Mjgb6kGK7JreFOGHR43+NqFMYPBOe265fR8XNAn6Mh/zvm6bVW8eng5kFYd7XmUns5uEZh4iDuVT7OtVOA7NfTa5nDKBQfg2v6GQ9ZkFATQHjVsgB6qyAR7AdHpvcjhdjMBxEwJ0Rx3Of4jHrZ2qsBt3wMhGpEb9TXE5SiFHrjT42MWITg8oiKlGNdSYDgZ67RzPNIRhTozlKvx1V1A768nfUty1Rkbvquav9hP/zV1ofqSh45lRjX9tgpy3QCUkt54jWMYGnQ8i4QxiLBXg67kXgxsp6TWXsrlgCo3RnKGD6ycoHvK6ub9453Se9zLWhPtbUMlEN6oLiQhLwfIIRZsT7q1Wz3THUAcl5Qr2scM6EECQVtqA9wNdHsvbZ6YgAuCQ8kC+D85opG4vzzGI63Vxv3q/T/AOMVu6AUq7fGpFHO09Lsj3NE5KghC5HGfb6CLRbbxdxFNDnX42TD5t/Il1VnQioYiVhBBsTzj68nPXMdeyCQSW21YODb0AK+QkBX8xeWMk0Lsxv9CIGG2bP2ddevaBWW/nU6QHk+X28O/IibuQcYT79OTnv7D80B2EvXvvU5lT1J+OtzlV69S5PKUe1WF+QHhMoVyJAZmC0WiDtiAYp4/Dx9j9VEPpBazZicC9uXSWn/AEqKAVEd44wxkAbJ5YANGmS5qbSl1OSn4CbHP06Ic9bd8C0SRLA5JXYkNdWXxKUr4Q4htnqpn1uHCosRYzr2kowK+ciBH6Je/RK/kGWKp3WNaX+ZPGPPnbF/1FETs0mrXsACO35x+U0zpv1HWI9CrjJHGuZ5Yi+8dEuVuJkAoSz8JMp0e/hs9e5RQQmRMfmmOxTRRqaBzbzos4nigClH2HPTcqyktdxn/07qaviV86jMRxDW0Y5oOBTD5uFg21BVEe0HXPekgstS8x2esOqqnztcre3/GhVvvXVxyoZvNcka9ohl+yd4MifKDAxJzaPlgHBV7gA7VA2Uucg/+tJm7cA7pRkQnkY1NULuY3Dwpn2nB0R3XE1cXvPj0jjxKvPNyQ/NSk6FVzglaZFwXoTnuWV8+sL4gjDnYjeUlJQkUvnQ2J15RAd8i9Ry3omNLq3UYDyabHbOB6qknIH3l9qar9yUvi6XpTnaHh9JffqokY91zsAzKijn17R2it0WnQ9G+Oo2q0FdI1jd143OywqxswJLTVb9CpUhrCX919RwL/ejB1zTAjS7gkd8fwo075PNDUhI3TYqaELEsSNwnqI7NqfyDD6XrwLDBTKrLyH5Py2NKtcHfvA5OdoT+HmCoLi4iEmWLYChP8axE2lBDNK3nBvwB7Q+PsPv9MRlFvgeCLdd4s5jCIkDzjYSE2yn+3gH+EzUflWCS2Ka6ITLcvmRWuHaysRh3QeDUyJVHI3ce/nGIBXMe5D0lkRSVMiDmZ224Gsaal4P3svsXwAuAOFzfuGn7hEkYIEXc9Qv52vSJy2qW67b2n24D4KtTBRtVnIL+uAKaUHtAWQLUJCqGExnoxic72sk2CxljCh1m9GILq/1vkPVuG5OJA4uAk9FNxTebptQn89wO+sXAa0CZwEdayrah/QapEFnrV0fBvUVXYBOIyQ4O1aPWlWVlQjFZ1Ks67H5AQJV2uNL1Ky+C26EP2io6U1IfFT66hGJUFOUqvCcUymhJySpdO3Wdre0HbZ3NyDjiC2fiVaMb4ysTG6VhSd0/gSAQVB5T0WOzfwkRDKzGX2lz2e7Udw6ZmmqKOYzPkPKMz4gKLVn3lxPB6x+/Fp4y08rlhILw1nvx5el9cT0cFjj/5gchNiUgDpf+CGxJwbWm0/iKj5jV+oH3XgEaUKm03g3tsN/vfsIcgVcUholBick7jYuqd4ofuwTRMs1RcL/sbjf3HB119REMUBJVaVjwRrbKizt147Bg26rIHbdxUn6ou3tdLtbi0geKDY4r54rN7vtiOJiJ/5sxTh9sy/Qn4Nc8ZY0IoiKeO+CW4Mi/4WFYKFfF8pBYsm995+CxmOk7VIJ+4hAjLqmzG+SWKGlldA2lLQplMGxjKeLZAV/keNM0xVr9v1BZdBbJq1xI2o6s3Q8BZBaqniKw/1k8gCMKo1l4m9lWVwmQ8g83MeqWWpd2uDXLoXM3l1dB2MlRFMS3OWE7Py/xmPPH9mLJOP9krg62qwtCvPVv2YogBPHpcKX0XWoEcn3hEBVjGnH6cIg1LD562KGaMX5M2op8rmf/EsvbUmyvtcGa5M48XjhR/kBjuxf0p6wB/vryLfaqx76XPCNYZ3VF8jzduCiqmNxJvqwX1pPMpC0Vdkut6ggUY8E/rffuog5DPJbII9AiEtrfp0uy5nTIaT40SY4p+VHgVQ4JKjm32LuDSP89rkqiCHCh0L73vWLN6iGciZgDMbSWwhWt7zVL84RpanuNjYyUtLsLNhlrTQq8ZUhntNktbs77Cdq2BDi90DlRlO8t8fkKeXG3SI8gwjjzDCvQ6kcpN5NSRPZ3zqOaa02BjGZAAFck9WDoMNaOoohmyQIODkeiwwqYE6FT1V7KJC/umrsJUGP/02EwSJ2mowHmfP5OEMn/e06S/elj+Ok1fmONQjU+X6VdgFqg9u0i2PWvByG76pGy2yfvEuMHS4j7cqmG5aGAuCaGvK9pRt86OTm4uJeGS/N6wlUlhjxC4i6bnIptNYZErruO8i9MIF5b4OcVNzcS2ygWLZR7VYoj2DS/IULyDJCA9ZnVVp1OlC1++xEGIhec4gPn4+xNHhWQ0IKvtq6vJQZlu3OBTjm3A8Qk9ixeHczwd4d30TvuOur/q3R98yIhq/NUtx9TYnqvDtgkLuxlKAAplfSuhelFCIZJ1CKhl+Er0rSVXRuV0RxyVJDLqJ2Su7OwJH6CaBdgI1bs6H1zmV34VTB+8PuMc3uiAE5gzTCIafU3P/EaUWd8WpWtGS7NAeTwC1OiwLlHb0wIfKJLst3woTVoT1IxWe3VVeHheUhR93Q73KNPgzdGfAVA6FXb13ghLSYXfNxgytPLljHdOXLdTm8z1DrPAXL5H2t0Pjf39hniWJQGDwx7dXSczY8/954bGKKYhEDK1jwkgV/zKSjEzVQy8HjMsFzbXlGeB0RMjK1qC6/l8pzyMaHHphWmiliHSOD6Q8uGKTDwwD7NDrb5mJvrCQ9D+jY8XKaceHhIiz1wt0zXZo96UByVgJ/xZKEZS2ffF6bQSALVc8qbJsvpmRPFyt0rbycC2K0v5EoAEHT/yKxJz+MFhj/r74IIhBl0cupNufScxEdBeWxMcZkn9GOiHk3IYZhwz7QupvmyuaRTX0WWQo2Gh8t1aA4U7HKlCNe2XUxqvVWcEX+9+7IIsoWSTqzn3eQzimljy8TAykkz9i38EBGEFlWGuX5to892/djWTocZveDFjFimpkQd64cHKM7oZjKOpdVP3lKTntptM2rCb37WGNWTXMxsm7gv339M7sAwrxN5m0R9ayBR6sfuSU4nW+ISA/HqjFndGnbNtAXWluXXfvPv9cT/2ov3uH2SiF8bc8pqr3MAjINcA4HFJ10nrpyIFYG5aDE7xdmMcxkQsGeTk+6JEuXZjDDrLwjprEyNqVqK3E8Sdm48mCYT1qH/OdiH0SFvIp47tcTKrG3xUZJYUloTyVry2/JBq7e69Ned+GI99Mj1yXIVhkGT3znybGCscCNb+TJKcS9d/+5XZgm3R6XORXwVH9hs43/ggZd1Y/tOz/tz7900fKGvyMjRPnGE0qbvCpuRfXHsuCCJB7Xxa5cE5kbslZZLcmMMJqsDABbR09HkL7Dzhw4+HAlum/j7h7AkL7W9ZRcOvqEpfM2UzmTJu26h1Kw1sLZTwqp3AIRQPKXBPFJ/7k9Rcy8851pXooFA4uPfS/WIhgQd6drsuawUVbdLHvjf+BiMTc76aBJsLCNFlItHvqsOeEiwuviJ470sJahat3qvNPXpsBNBONOnIga2epE95zB+bIxpt7IlVXYfYgMcOkuTKwr8HTPsYA/rVbF9IGo13AxPKM+fM8O4Q43FcL75PABT9SC62enm0141xOdi/X/XhxhCB3WNlkI0Oo+0v5lz/XhC6YPP1jOymFSDRxXK/Mr1KLykE7+tVu+r+q4u9pPncXQ++LvqtHf+j0txI7K5+RWhL8Mz/DUHxE04BuVyud0GGDDXEKX3M83E9He2xH+u3pXRoFTATDWdxofjNo7EaXailqyyDcF5eApbpLGVpH2Tgv393zZ33el4uKez+bTebDZNuLzljvwXovjZwdtaO4LE53DjWB/pS5SLxU/81abEVslVhonu9+WSjd0PKNL5ynjvvLjvHgWPcJAgeF7sGw865glASABv/4ku07A4a7Ve91o4bPNNjnClu9AXpVx4FMQh+ilsiC/0HFnLjG2BWw7Zof3xJJX5yuXiFh/eUzKIAJ+PA1Rcxgye+3kIL8crQ6OWhiUXIm0MZRoDq2wJyCPtPtO0FaxBkYoJCdupXByw52mJdDnuTxnwLRIHhWFkD5bhC0Gcp+10NYvL9ClirtGv92RHX1G03bDgcfyBqWIbuAAgSBfsb4PudhbYWYU0W5CGSQ8dhH9bQa/hrY5/0cTHC3t2Mwktw3aHg9Sic7De9SfVhx9VnsSCsqF9saH1BbTgB3g/ZiLGlSrtbNMMWHfhvkiPWAIcQnzq7pKJ6O601q4tJ1QOEsVDtOY3b38wPGnCbod+h3TIU9y3qWlaOh+k1AbMrPsCV1pC/ff1az7wnqWACWqn9lJWCXq/SD2oECSWN12uvD4mMv4SpIzTf8hMUp+68WxHn0NuRwilHNuxamKCEvq4upY/ltKY9MYd6qS5t3jGcgwb3Bf2pfHhTPciSUU07nSnhh38GWiaM+5gaDIDnOzqhFwIO/vTNHXYgUU12NwwbaNCSliCaUUWosWgbeiJAF31+6ruDKmIdrm5HjViuFhoSELLj17rCZkouDsTroykExJfv0Bapp96eCTB1tvWZkXXAKt90yHsjcxOfHI/xSgkNtmWR1AgEbvU0XeDMMwdTm9VqCk0KXIghgmADeb36zNof8tZkuCrPL6MMkuAxBCHSuaE2bDM1mJlHQ8p2XiCr2P7eeHptExW3TY7yRbTh6spQChbo0OwySVO8JfGJx971533C4nRQn0lTa8Nu0rVsljvQHAlyBKE0hlPr2wO3O5u74sZHzCPLLDnAfiwXkdP/wzay0nt+f9fCv0Ke2WtTQ2x5kplryCDexk9RZDubENPaRiyRWOCHHycdkiaXagplZT9V02GvJ5BuHVqkNdqsoXonsYUjcBVNItlaCE/RJdywtiExcAC/kEJf7+7PhO0GyKrhRtBHhv1Pb2XExTUFc/HIgo1UDLiSiigtBsIall/fmzqBqP1ZX6BAJZZ3+B4NV/BT+qISJokHy0w84nqDo6XdzH6gKSbsT3OP9QShY0i4lirdCHldSO3WwHAP6uYG8JBkDDhfCglQcMCfn18JsJVJU4SA9/JSj8jt5+UlF9Nv2UBGJY57AAFTrA8YR+4SWLttEfg7RTnysqRjBjaK0iaxHzuYq4XEONTyi1bRcha+sFbpFFbD/ri8k7CvzXW7RHpPUmrXeoa07ElLknIPSPhzmPb7dg0F0/xox3txz1Asbld5xH2KpKtlsgGhoB7YMVF67qhjpsoDA1M3tH7reiQt6wk95rNSdIH21oFXEY2GefEhTMfCZ46HKL3bmg/0Zpfc3yp/QcngPefITUAEIGnC7NHrONvexzs8FrNIOtoPsvlWXnFT6BGklP9VM9SksoetUt6BnDcXdT53A3z44ORyS4LabaTR5vRV6wMN3+ltMm+wlunVlbfUQ6gckfQs+517EXZA5QoUkTuQsRZb+8VoAFIIjIDJn0Su+GAm+bDXd9IE5t5LVV9Nmp/xobrrcS7lMCVO5cCnnP/vTQ5vVM11QVP2kdhCiKtYDjRyfO5I6CWihbkWT+wiOcgZRCvBihqHTV1/4EWU+SILtSZ28tqB14/tFIIzc9lTOD6MVqxFAgUPIUiIvQbl40hwvKUEnzZgyYsWbXkHQrTZHpDxVDYGJpopFUjMvDIGTPdsjmnLnykbdysPOEDSbo8+ehFgxQmcflZcknh76nNYIEv6bi4iWZjIaN4xUxqU5Ekw7wqtAXgeGhmB/rCuYx+PVYuX2HGnZwhG+BeVm1137jkqycXUijsIwFlNQ9vczOPJrxC2gLXyfbCN8VvDHcRnjQVwti2MebfEU7ex1X7GnuCvFtwLKWPULn0xpg926cXxqH0lLBYAaeXz4TUGq+iuPI2TwMq0k3lClFJO1nbq6kcda6Y+fNIAMxxC0l6zi7zm1DmtHna38YInx7R1PhoTcjKVruTaFJASU7YUODbeC5DRs8okPa4N06khLIvXoI54ZkL9cbY38cn69n+86omnV5AuCejihtzN8rs1ADvN7xWiP6SDlFkLa0ZT1zsY1xZmt5WLR2/vl4+Nx/ntXo93hMMaiYOYRn4vdNY2zH5T7i2x/lPhkAizWixhFUS1jEdZpft3FbupF9y5oyXOiM+nKEPKrNaTWHpOEiXsdKMoHbisbU/vgA54ovjHTgyIVfe5U0ljFnZnoqR4+118mhq6vWfsxeHuFsUXvhcGdOp5z8bspzKVM3BrmvK7X54AmGquaPb8ynEXomB7LkmVnd+hS43+o5kDTT9zKe3xrwQUy4s8XYixnHVMMQ60G98exM9nmY0YOvXX3E9nhYRfQ6DCl/J3ZOqhLSSz9famDCTz5QJUks3E+mxona65nyYOVbAQThNfW/u2vUmVBzTakON/vUtM2TEzmW+AvQXaZRVdxFGh0iGFBPiHyxJFx5ue2k8CUsnWlaLxSEUIcWJq40A1B2EVZ4JnQ6gBZ08nSuBkAcAvBWvuU8ZN8NwN3bBcPCjCnL9fEgQKa+Lz5RYze70rNqUgCVxRcsuXfXMz5+llnZHR5Zy743MlyDD2+fPa4g85vZ2d35zwrwh1C4R0wnwuBJlu9b77Lq00UsFVFU/ui6aX900uKhKf5OaNhB6n7q4LVE9oS9c/n/3RDBd9HWCHqgBNSxvomGu2urUL1EZuYaOyUA1kO1VhOZP4PBFdJA3K+67VzSRP45FcpugukscLE4YApKDLUF1zPbucs3yh9BRxQli0/TcXzegRnpRsJUoNImqSdaufUUxQ1lsCM1EA2SWEE0x+z/nLEx1kqjlnS8RPSCq556EeD85RLztqx0TU5+skIwuko3FQ6DHG4D2xxDJ2S9KIdAYC2rvZBTNfTiO4y1oL8QVwBEqrYmv4bDP9jLssXpkocOScJABnzNJNIUfEULim2eNefcR+BOVxI3/b3CK0V3/plUGAtYSE/NG+EF5VEx/jOpssqj+CTjUq50h8bzDzmxAg5MkjNNgve21zpd7ae7VEhndxef94vjx0rjwx7QpxFL1ptgSag76ONK1+VRTx3fMyua/mjV+RPqb1yuNK1kw/R8rFI8LgLinytCa6s2LdzouMEp0NXpdLBwUT5/YGN4l/mM13VXPXDGsNNt+OY9Po4Jyyjq6vQm9WcaV5VYqWOby4luzXSG5+O+fM5Mma3Y7+HCXa/MCtAHIzqvePnD27SBHO5VjTsgQO/5tnB18eauZ1d55SP78+PYfdwvyurkpFcmGLLowY5ArFnG1CV8TrPlV9T5PqKVZJL/KxqKirDQar/J+a/Z3gVJD92dDd7LEZLoZ1NDKN4HKWds9qV2jntyLY0p911dw3rD2aFKvLh3lvMwy0pPSTSWZmWsqherB1FXW5rSzwSj9Sr2aRoaGiOftH7kJ7bK8XSVHZmj1oJmzikFY4v2mi/trSR5ZjwcNDSbwDinaPZ4pIO8aRYTs2D6vqL+9OgVjO7+OgfHEKFLmV/GmohIBoY4NRpa7vlcQXRA36hpajIjOt6NfRQjoAHat5pPU6wYqLD4sjYzL+MnP43beneAAZPrG5G13BENFAGKMjPWJ1Cjr6xDz0w/MIyIrBECqUMaWW3ZHO/yFEO0raztXLenRtIqY10XQnnfDCseASiqH/qQ7I7rr+qhw+wQzR9S9FGChDNVNLYMnVQh3boerAVsLF/BTjlV8w6MqX+/7pCCCxtrdrhZZlxIvxSFwg/neJ8vBbuRiwuy8+UlophsqDWqYm2/4TnLQAzYGDstDN3GSSC2PcdGDT9pmfVMXtqUBWfGQMLVnO2VghwHAzONZ/8fl56iYvC1NsQcJt7S2QhmWXE3JHN8cm0n/bMe6U8KbtGk2TeHY6Bsfn0ENE3DTeugCVKpb+ptrN2+FDwq1Pkweh8d3dZdMP2cswjuX29xI1pYBz3BIZOILAOP7yVR0QXGwjI3VmissRC3t3XTlwRgW9qNjqJqIJuuEUnRdO/3iA6fX0iioOhxVnVqeaJo8Xgg9l4UV5RJkDy6hWkj0jlCF11w+1pg5ZhjAd10QeK1ebbIn+OFpLFgkoQEXukjZaVtDUho7+2O4hhp7FTeyAxvgUmMJw3prgczcyFBYMHJ89PqIKkayJAteepBHGONsrTk/1SQRqYz+q8qPI7xFsOeNqSgDxThIWZ9LKb+HvkdW+cDAD30KSXpwDw9pkciDdUlUCg1zJv1Y90580J8uLRgONRKaCZ5Oi34RRTvMEfBOzcYn/Ebxn6ZeGL536Akwee6Xh9H25xlM/Q1CciR2b8MyBtmJNCQ5+mZqQ5j6L1VhnSvU8kcWOX0MeHwHxXwjlBd80IspE2koVP56tMbIAOhc0xZJ5J2dZD21aQvh3Gf66laIo8yPN3mOVAyIPWRrpdiK8+PdEUwfe7I5Iyqjk1Znhq4zo7tMDBL90apnSpZItQccVRIJY6hqpIk/4mE0amLD7U739ef+mQm6MN+d/j+wHgjWnD72xAMnlAXbS8mIFXPAA7O7IvoJeWj0SX+F9aLxbmiszo2BAV2lQdQu3jNwTusU59VNZwOwEKPhblQ+vzWz0VWfLA2K40VGlnc6MzLttM305Zg6V3Ni0f4FkUBmNtJcIs4sLDuCzw59bfGcZLy8quUAhQmV4xzdlIISuE/IFUJDoYCDX0SyKJSe6+GTJhdurhHYQ8sZmuroz3N7OFLDtmdNmxOYDs1YmJIfCUHvfEQRG2sNNNmoLcTppZiJMdKA1WwjrOgpypcbtSj9LLhCKfYgy1iuAM/UvTA9SXDjKk+1q+xem2PWY7xwRtUWJcp50BEg1uw4wYAStt9Gxw3oy4A1X+/Eo/j3Or0DITK5yf3gjXIM5tlKmvMFnY6rAM91hIBGe6FkOogrHN95LeaFHYie+3dDUSU9U5V90PPwMudpiwGJfetAn6FCYwXpEyl2kFbuibFrqDeQKke5OA805RvRSMVoHFMRDENqlu3pyb5afauN3fHDVY5UwG81hW89+9xiM3XwVxTaX5LA5wDNbZ1ops5Otf3fGBEVfgP8DSQyis8Q/HRW+TPg2CsxUA6ZS+PR5IQaBM7ZYZZLpApBw4FPMOuINLXrG9ejQqvjJhpbZ8fUjMnUk2u0/2JsQ4ZgYrM57su8MvNU4f68TnaTeHmyAGP8tQcWT3R87qd59HPJgb23ILpA2bjFSMnUtDWnce7T/13AFD5SdR1n/gDazUZQ30JKY8Wfl9GPL79/jtWHXWxFxLbSziIUWP0H9ssezRmAe+KEdJdBir2mM2Y4H4Xk8ujtKxLuEKVLpcMy5OlvwBiUSwkoJO6IOJd6RzMeZeBlgS0ZFzEx2V63QIsMqeAtbwy4PxsGyt1crXD1hrLqqt+qjsXmuR6a6b5Shjfb3uJ8VzTLmlJy/Gl/cN0jhcNRhqsjEVLVV+OK1uap2uSRNFXRV6ltm0rQHy41udeGsyjjQ3oGvlrc9vOLDXd8GzCxTBqZSaPH6yqu5ZQS3Grwib0UDKgxZQLVLORttSq1WJwI6jWtZOJ5vG7r87GjfC6z8dOWK3komfX9GGx2ABnFbRtD8sRTs9XRoaKa8JpvjMWusjC58oTpJn1vPRYr0Q2ZZPSM1rTql+mH0P9Z6MIY3xqAn4gU8C/8YIyu2F3IdgsM6nZO3NGBGHeZfrhUhN0t8t33ONcd0ib8/kVk3ClcvvOppHNnGoi50qMZQbOQmh89T3T+FPW6burpcFrlnIN9GW5AcTLoSr4pulu+DA6tLTE1kbLtrKtg1SZjmEtwl3pK2ChMxdY5DvvzaNpnNAJ62MYDA7x8aMxGhQam/VMEB9jX1RMqOnBafhGL0K/ubiCerJ2bhr8TX4a7BJYEiHggMB2MZvFPzVjDV6IKGVTWmqko5HlXf6RB6N8FxWcdaKrAKj3Y2wPrUx0lvrvEJn8qYJz2uCGUFhc6SVvXqCfUfgd7FD2HiWwNkGHZ0q+HpMwTkqnL1AjQ7fqAGo3zBygZrEJf8rG5rP63pRR9rgTTmJ0PW1D7B7lsWIFcBCoAjXNVK+p7HNR9O27aBmM9jJ07xh8JoG5YbLuQedh8cnEYmm0CHiMew/QfZeIG7EYbDmUJ2US5ib6hjOcC2EVcfDFagAqFD5AZFTjCbWnIFJBov9cAEmINBt6WWb92/N/skXpkdF9xHDZwFKJ/mPiF7cYcDznmOCYYaxqevHrEXsna7IOO/uIzl9qmRM9xSlclK+/P9io3bu2YJcMO5xmL18bB0WKbB/OR1UAn8n7nH29na5N6PofO8EJIAhOpo/10VTnXydhK8XVnQTqNhc/s9rVZzPps6lcf2VvijqhlvYzv6SWxdJQMVe5BZBETWatGyv/STgLO359dqCdltjLeFnaZiL5MTp74yn8nkETU/TwCwBm355uk6LD3WbszNivJaaKxZ4oJDhU7nSx4CPpwDYmesAVxuIk7sJD6a2D6dFVtfNeJuFnb0rSWZuPKpl7JCait8lh+fnj/X4iyDc4Tu96cPx5F2ZxHvQjz2znp2UdzdNRifjxaD+EXVYO9ogPi9KQr5LFlEQS2BcRyIKbAzAwAhG+QEB3+jjjwONRwYch1XiPBRQ+vyR1TXlHBwq7Uos7/OiwhvoMK0MrZcUA0+c3TnfrpEHEt2RWmjdWDf+Gbq+OEYbo3VTAHfc13YlDmD5PeY+4bfHzNEnAD2J2APVXL+x6DQV2mzUWK3XtPg7am5hcNak4D7W2iF6IC2uaLsykY6PTe/mDtJ6D942sqhw0afIg+t+nTvjW0NMdwdwglsqLZ5nz3TU5/XA6E393xHYthj/BXXJy4NsMUi6LD+C9Lo8WhQIR60mtTpppgv8nWhDN1Jw3BH5pdaGoPj6te0mGoYUkAjTw29jwl2aPkge+CTEuy4fjXKr3GWwlZiwWQZFOP8SG9ecjLCDa8my9F/rBjdmmT+b4lKb/dyaKOi4YZ9hgUQlo3kjAS/yQt/haS03/q0sk56becc4AahUDNjzGQ43OYKh+eB9JdG7qMF5N0lJXZCHBhcjf3PSGfKpNxC4j9wxJFQWcBG2nANFE/4+lqn9pkk3Re7FUFHX4MZnNmqqOu5p7Vcv3g4t9QgjgipgAnETLSiNkZYZjpN1E/QTkw8pD5zFnUMNg/UjrdRfoPZh99/RHrAOkvYJE+0+DYT4PJvw0aVRVOoYopIMQgVZgygPr5uy06fypT2RzKXPWm6X3cG9azR9ug/dMbBJ/HFTslSoDwFl3gP/WtuebMgIsIWXqZATkMPH0otGP4ViEd7LpeNSH9qE8U0mRYyKiCqE/tZiRvIC8DoIPArpxJH3UlUfe4Ti7p5/z4O0mA+se9lr1mRYKaKBFIBzzIPf22xz35dyG3AT4VTHaiDWmm7BFRYIQ03ZHkd8n5Ei7pYtaGSUZXBW2m7UH3mDBFDBzYpWfRVtWvrJwizR22rtKVwE/sGQzV3zaS9lp2E35tgGg2neGtExPdj693WiaEu3weeTpgCvlHhoovEM7EMjHr68PeyiBU6N6M0xbhhmPm1IBh5CILDbHcDdps1nDQD1kMy7bMlEsb/KHwPRqIFVE0k+qes8mIuoO1barbmKchFexGC+o4l2MK+PLuNOfO42AaEhnFB5XQPJN6CPba1JFP+oYB3l3NQnduj5zEINLvZF0E2j3MS5DOeb7SA/QvNxnhwPvcngfkiz+HENS6YpJGvZKx4De5T7WH+Nz77x3gKPU4zpSfEBibt7+oXbKc6wSX/o76EHUyejG09gPCPA2YnIOOxO/E93tI+p1AqRZ5ihnou9VndszdYAFfTQRvK/lAyy2jsalP7IRwCKf1YsnU0aRig90UTFdtubuVudQSLuE2mSwTku5u+yNOy1KcO1FRn0U41CJu1LwX5CtdyB1bRPIs80pzeHT5e9hIIJY5uUgruyZuG/e8e07dgGO4ggDbambvqeWpZ+gncEijXZBHfLiVpatGUtN5yCj5Q/UeAJ0Yon+SpZ8JCs56ov1NyPqAARjbhGmFQWnHQ1W5LHBJxxCgl+T5+tmxRVFcGi1O48pdwnQs9cXUhlYrwvmuso60uSlrUKsPqxZvWDCo5F9g3l7Dt880m/6utz/qvlYAdviJqHqmCjKLokKYggt+fcP7PwekuVy0f/+MZiEfd1q16eneevWjZOXX8dy4+lYODtSi5OLumzz7FkHfBpL6Vec63c7LKVPVfKH60VIgSd5Bf9BGCVd9HK0zHNoP518Asd7drBQyCSYkdIzTSpU35Vg1nSm/jiLHoQyPJvUnmWrgNY2dZmqdqU3c6NKxOnMGyg5oHvM0gS98o4mZooImggOhCKAw7+rvdtxv0bF89D41vx1si0ggXepFqSKZSILxhmy0UmX3+f+axNPX46J/HAmY8kOWl1tXRzonld7Kg2f/Enc0G4DgM1BpUH+nd/GLQgIDWXOYuy7LP/3R5UpHhWgXHuew1No6ysJJqbWBGyZUgagCtcZFX6AmzqRq6MEHoDB4RnJRq446x9D/2CVxV6JOstZnXwardevPpf9NKq+lze40USKYuq2VEi8786LiJxj98rlATZsT/rgHbpDyzhYcl4PQIMI68LjmQgPIlv2W+1Bct3tBhrLWulyR/kdjLsa1E74MBgk0d1bWXSJRNwrq6YgYXSBAoSg8p2Hh7zWamqfJuxduXhxwCQbLXgrd/f0aB2nuRNvPVDXpcCqvgHBUvzMZpB3RTu7vfN37GOM02hEIQvlTqs9k+/IKjR/IXvPuoMSO4sVn+n08zMP3KxhhoV4E3w+pA6vmZvq4UsEgpC5UJnV9xFhbbFQteSk49imm9SJAw22mSVb9f7uKDRbgJvcioaPmbmegLsY4VqjiWCABK33ygFChzDeJQcpSr7Ll3US4VfzQRgj+nXdZH61pQ8YdOc6R2lx1iOaC9kp+rUG5g5a/QDtDoPiPK38fXCu2kUopraM1UBHcibPJOEGxzNzs2ZWHSEho32Pcg3Grx394VcfqiIMgPJwhUao6i1zksjiXLNNutrvyx+6OEIQvQ8ipghDdVZWDu2560d1GsMvH5gA8z5koZtHzL9vEga4RpbgC/blYzSlMRUuoBeAgas80CnXxhXcj3osHYKCl+z4MsBtUGOW3Tj0Ha6TzTBPhi9X3PTjfd8X4tdoTRuobW6Ff/Ex+ct9TFbaJCco4vk9+73wppQrr5edTp1CARi1m0VQ4GCi6QuRWhaL6bYol1opV7Qirq6DIr93iiHlKGHuy9y5g799a2FU3gPP8B7ZNdEh9lEumlJu1240Dla19mGQisClmzwJHtbZKI2J+9GvasaGzrVq3Fvtv6uFpJiYCFPv6vdnDxCOYe9h7L254xqCy9E1t/ZZrGo0mRFvv/14qxFjpKoUyyfwbqswtetoMarsifxVK0qyWpd/Ci9JGi9IwD8vpYuXJBmn1iJ66uO6zQtGQ7pLNVPFKtw1w41UpDte9KC+SeJiPslY5IGakIBs4//cuNlocsUKmE4yKwRovD1tLfWe0uvHKDWOBEcgzqa1euJ9S6itAUqfPpRlWIgwMoXReYkG3Aijiw+kGnX9L77o7UnHDInrCV0dg9UlBA/5Z46uNWbFsUs6e3w126xBn6KqgYmzp5oeOYa6uZvh9W5Esodjz3EsJEHUIs5XGim9U8y3x0CbZ/pLV1e2QnywnG92ZImTq+yPiulkFtabhoYTl9bPG0abzBL9NiTEjy/Ywy7MOIJhvfswvfBhdvSTYkVITYnhQ7jS0vhOlOvXUi5w3x/hoWdoSno3prFPzj+98YzRuGz6iNCsEhaJHLc6XpcIWtc8bpgWreQn3p8klr7hOpCWa6qEHIWa5MslMJ8GrlRUPjbLPKStrjrc+N6UHUtwmX2qkEtCgS9B8kDW+CyMyUXrfjrfJfky0UE0fYK+9XKOauC7ocQR19wkqppCtTg4Mwa5vAjBclvgt8ZMxld/CAs2iLTVWI3eR+zmxiEe6y3oeuvyra9S7QJ6c3jfE6/5pO7DfVVwis4bWwvHPFGxvHt7GHPhWXfPthpSgW6vUzp3AnZuqGdw3QIWwQNvCPnHGk/aCJ6TsPSdKJcdC7tW8Z34EH7uuyjNQFQ1f0AWZ6zkvQLpg2kdwpxl6dXqWXyHStzbxQX3mDgRpeBR0XO3jzcu6Z6R3AzHKx6W8qc2AWJw47dmFb5HzjYG/S4rGmzI1Juu25Q8LZkd/JvIDDXh3KtPNW4gEzF++cZJb8e7uC99+ImNXJqpBIit7lNYO3LHm2IB77uyLFaKGuTeqoMb1RTx11h4Rof9SfsHo8i2Nj9V2EuG/AFDaXCP7fgf4LFmrEWYj/3RClHmHCL2Y/VmUG3lHX+jRSpYzlV9T0w3lgNCnbxDD9xqqJ7tDP8TdwKJuUlgGj/+MhY58OVqnosLoAlXnee1Sxxip3gO5oms9rAv08XAWizRKPUVzOWFsiAnH5LrvhYj64ZvMnVYBCLX48A2IfYxlIExoRBpJ6pfywd5sS8h+8TE6E1wHrVP/G8SCMuZHBm9SkzvPaFGEpzaP7dQ8yAX9FfBsItgAWLdzXn5CttYJiueZTjQOASE076iRMeoDq7g21lyddhPH9wk5hc6o2g7n53ydl9T8zZJdsoUSDySxA2DLu+gPmVW4vdGBGiAJAXov74xCEKhPveJWjJHA6eWvntMyvgqslqMGV1chSGFIa/qor2egYraL/xd5gS+PHiBcvNbqipqwW0NNdPkozLIV/oEBVFAyxs9Q2P3k3C/kY+wrj84gfjZiwLjj55Fjmfh2a4BIm8MW0mLAd6INBcDKW4wMjU+xZKEMkT6uO6P5cUBVXLxHRKXLOULCXtLxoSUYlogUv54hJs3JiBN1dmppMM3y2CS6s99fzIINUx2v2TbG9eKR/Ibd5BfGrlG66zO7NHddZli+cu+j16DbUZrRiK9vboB2ZF56iQTPnY1JCVzQVkpyRpwzg2PPJpM8qMeBbrwC3QdOZh9sSmp4QGBgfMiIhoIPMJz36FytvwYXeLLacaq2ZyuHsLvWzeafWYxChNI3dHDI31S7zAsKk4dbah6ewuLsaEj2NW8b3Uzy1HCMZog92a/b5UttNnYupNBAxvQ/t15Xt4NqjAChX46Aef/hdtHjr24ndC8C1914F6uBsvX5nGezKY314TZ00stbIIhDjTOesNQBy85Y7uVbughdPYmZrUJEqhNifjTCBWCU2E5dDbLED3XIBWKGFgkhARBFsat3cJqraQ14bRXloPLxdXLEK74w41+v4jVjHiqN4eP+bzslUpY2HLyl9kyJ6fmmcmxLs18P/AyF/biyYkltgi7xQX5/3qq2kBxMDci2E5AR1417RUQGrirysu5iosjp3XbDv316MW6w8rhYY1wX7ZsgZ2WEv+5n6KtP4oFQB+wnXQzDox1iUivR51dDp8ydaHOw30nBpgNiaq1vOrkMsI7cxWpdoTCfEufygHMDkFbuPEbOzMsrPol7KKlKl+EJ5FgSc0vwC9Y/f33cZ7TyMfKM0i0jB/cyZZTV5Ir9SDm6k3Z9lP2hARoG3ccyKgTbTh409WgNMB/9gm03vNsnw6hGFnt70zHYhURtxOMwyNCKVXeA8HL2xKYtOhxpKDiRvLiLlUxNQPn2HG8/I0z02Lr+dSc85J5/ZzsDYO9rq5WDbjq46+ayr3xQDfRyKlhrRt0NSm0tN6jpbPKaWKlBLWAOmPoohz7/BkssgPU32aConubgx8fHPeWZBYBuU7EWqB8UeRI1CLlbFKfvemfSwytGTLNHhuXlcBKYl4C9uRJ5p6LVGV6ojlENy/GfUtGnJbA15K98T/6MZwIRor4Mk/Rhj1T/bH9YL+inkHsl+Vmu4OCWBRzB67ugkNPXmsKPjimCR2LYa77i0+4sJerdaXyGBOq0myaQX3rxzgovkRvDG3Iks6iSqS5SJECx7eqJ6haFF3SNsGaeGQPS5/isAMlOo5A6sVPnaUqDJNp/RTw83L7XTukDgB/06/0YvMMQMMePQiVhU3WKronO7vLwQwZJ6g1R4tt/jMbKGTkYCd+zxrLUxj9O3VKWYCNxMzsj00pj7vmIfGqVPugMmFgRhhsG6CSjBuoZpBrk5ksMrufrCwU+gBDrK9u0gDgrCc4Al/EoKoj/Fn9gMbOs8rHghIYcNtcwuQyXfPXCYxoao8YUXJaa3Q1pJG73YzEMt5LormiLOwme+gbSW67gj8JLHFkD9d1FgVofUS2Zv4ru60+BomK5yZL21S+z0QCUMJ2c6/NdeZ/gIafG82MIwSuRCBJ61rRpFZlz1sZIW1waWhunl2LKEAnJnjaR7NDjK6MbC4W93HIzDfv+QCDoaBfNuQX1wXtr9kqy16xneZJkIz6Xv32A6l4tJQB+sfGAA/NB06R0ZKlmySaqMy5OW0t356hp/+6hVphDAXNUVX8Q7K1i+xrFuzgCCFOIbbIiIGFzTLxfyRpYZHpA0LZ5tLLPXea/tP0YcfMtI5MYNW3d2jY8V5JePzwX768NXSWMqMU4JT5PbhX+MCjImtsY2lqvXLgNK6StVYIQhy3+qJeoCE0it2SfUojhFSNvKYZuCyILuzT1wK4a7GpJIQRJo0Z+rNV9PUFQFEVYd1HTifaAGFldnrNLP9rJMKMJdImi/GsRp+u9MB2Pno7b420h5kXJn3fue+rWz8WNbZYCwBFIx9PLxHeo5BiIf73FOq+SoEQ2FP+QYKsVqYdup9skDVeJTOhuZCei9zmXCelx6MTZfVlT0FIITWLl5cfeVIOkzqYsBhFs4KdAr5zgbzGhzDbTkkRFszeWe65up3+qMN3C+0KFNwVYTzzPI4w0bNxz98DSQzJ3lpbra5DPDUSaZKIAJYmiEm3A15roVpXEOn1NfSSo9TG24KzCV2pBmsYbhgr3e65sVnibXMEV3gGcp+gP9uD7rgMOh5S6VZixKoNgqlgxu/nypGwNCPl6tbhq+BtjtgPgKYqomvcPxyX5azyZ14T7kTuf6zBq8GBayyXwW9zloYSxBhlzK8EXvJRHAYO0YyQhl5gviwzWYfFWg7SEL+6BgGG2kN99KPvIBIGr2y/uZfSF6QyvAIuCtTrTv375RKW5d8XjYjWOawYJsIcxPNXsB/lcqBnx6JPmAVWZvulFR2PjqttqBqwS/tWezXsKm8pBgZAYW+aWNKEKFuKAHv8jwjk6kfGYUqaP8C7XYBJPLdz5flZGleebQQuPArDfsAsdjOOTOYvevtwhV/W3jzpMPg3r7b2HLPXDCZPeS5EUVfNt2bBRwwV1FGMiy1jQ7B1WxOAcbsuO+GT457E+4ZjQMICi8XqDf+XE0jEWwNqFW1qSUUgO2+qSavFyvCgOQOCe111tDBQyCRMQQnHL7tz3spg6HlB/zXOeJ5hP29f3MtZEyE1rM0xXtMvZzfTqASTwve3SameFqIbpxoAVIMVPh8p0Tw6qO1ZUCFvIv6gk+osYsABQM1vvfMioikGbZ+cTT4iogVmyZoWyQ5JaQiRHh0MDeN9ybJK+jbEPv9NxajKmWCRoCu1Sw0r1ZgKPicQRSdyIjHDPR7rWkoDQSwTfzIZ0mL2HwUjNSlqz6z2j2VJooTMUAdA9shvkXIkPggdDprvhcG49Uk3sv5oRCpy1tJMaH2hvH6O8BBq551MSRxp6NXmZGK4OfO2LxkDe/n9HTuITkUJOPjER2M894PkoCkFW42t9CAR2z2EuAHMn1uydsplrj29riLfeGNerlDoSY3NOgKWuck0Vamt6XKVhB7rUOnzA9uL8OCi7GrN99XQLsWEvxsAP86ykxTzILu9pX5F1ZLAdbGucpnn4E66YmewbeLtZRksVbSKuGuStB0asLlKUtO7gN+lYZHkn9t4DvViUEHUgQPyL1SG5K+Y55txSDbCU7ctA+S4Yy0zHevmWAa1ei0PF8/KVCW6oP3Pk5ybcZFNmdmpDfI8lF0Cp2RVyyTw/VKYeYUd0odJDI+7jV/JAzSd8ZNgpdT8uLgtcZ0t9WWiom4FVv3hTc1+sqdlYWykRFnMN6HGuJaAa6Dw3bmTmNpiU7qf9Mp/luIj308V/bByEaKYVsjtuUJ3BX9QdbNZqwuf6NCYqpqRxxUuXNl/9cjRPD/B1N8yEwC8X+v7KgvrW2l5f5WAOsiXxvkRfoKI8CjMZmAAsQ1PURoN1kAw92XsRTs1fmczsXHiA8SD5Y66oxRTfY1ZLYmiuPdI016j9BUsBJBIMuYe4XPKo8p+PABWssdrKBgwQ3gfO9byL9twR1Bwsrno6dhvyv9r/Xr4IL+bIgrCOvpXM4IQbK097sZ8z0OCvnI3FiEl0EsVpqxyBzoOR+tGnM3YlpA5wd7+ZOZiEG8yVr/VdryJWy9VrisFthqkE1z08dVRL9daOVrmf+0WO+GY0MMEIqoMUD8bRlYy/onmsZhL+sytHHYfKe7tcR4EgUAoozB/hZV98y1nQFq/f+DlrxmPuOhGvbsxoa/SanvB2xB8pnKtPCcbr8WXlRPscWKNV69Lu0fsCfghYwPO08eU2tDhWulNAixlAgnKouzAS+V/YVNScnMqyYLRkFuIGnUMytv5l3IcGBbMfI0kzrEJqpXuvCHLEyAANuC1mKTE702lbi68VCZqS3fhrKuJiN4ARNQyd9z9vn0HCSFNDNvWwwisyvAXkIbVL932/zmkwK33e29K9grp9eXLOX7IXNolnMsenbBWUvKVuYYbD/2M2dZdS7+tvMt8ep5SKN+KqEm1Wtk9wb1eWYinq8x2HmjHukuhWx7f5qttKGQrHAYke4sJYUEJ+BhJ6LiQqaw7zhx4huNP4ZdlGoaF1gpcH756aVCM2VTZ0VxQBumO7jjGgaRLJ+7sws7zQK7MmPwXK9tfxGgF93zS6DvgiBRODvxzTIBHfaF3xSztn+C5c+dzX6jfLULa3FmIK6mRRhl2zjBqAygg5+0f54O3/SyMWiPCys9LFXE9sPXzyHjAY/AvC9eWyz3EDKPk0f+WRX88UYF9v4BJmLfVNNwlOz2g1Jo69dt8SG0DnzX5x50/biiMjfKbhdIzXZe2xoRJMzwhsWuCd0pBBmOWS+JBZKwY5zBbUPbzzZVgUhK1hGOF1xQ/u0I4q7Y8XXxQXpX/xpX+hb5XFcLDOLsKM4/pDltBUicf5OORcdLeV9e6pI2B2iREKowOuBYHPsDpHjxPi2gos5wjwEiXBArkiygcR8dW6wN1B4ORlG46Z1nRMMhF0PJr8cOD2Jm+iD5tSXQAwIPfIdRK0I3nWioGciEwAHerbEL7CRhiinz+Y5s2Kl8vaSM0a+lk0UuZK2AvO1WlFA7HrItrwwooFWHz/lSVpLZw5IdRjfSmLvFYI+gc5Z8KNnNm2Ewc4/CdZHq1zx+pmj6ph4+2DV2z0PkIZN01Yfsqg/6TQ+mPzb+UI87soNX3lsomTxfyPVoaQ83haYMMWHECCqECHC/YTyLtstD2hO8dBzy9N8KYHs7uIl6eHx2IBl75aOZPx6xvhQf5qOvPbUoXoUbL9LkR6q1VIG6OwQHES5RPfFwVHExDrV8O6VKCp4xW0xRtHD6nj2U2if/kLGy4K9VO9tUb3RingUD88ASKA7BPHLsaEZMy4nqHr3T5ZoTc241g10VNPGHXy/GSDBq9NclBH9lHr/T4GtRsn72c0ZgCIa848cQIDrNFWACaKnI7VNo48LygQO4I1Vy+ys+lbdoGAzQ4oYOoZv/cCHpG8AlCxDnlO5x9SIxAI79BdpneGMxFxoUbqLJrHgn80lWQkGe+sCU1hO8emB7hOp8rgTe0yewPBiWYESnb0NiKZwLcN839ItrH8U8jokhrLfwXG5wGqrlR+xZtCibChnRIfj3DPGlH+l8NIJM7tGoi5POPKiguMahTUY7psxJE21kQgH7IfxbuCJ0T5CQf3vS2AwIjGwcCaZyTJ76dpNGpnwJcrclzdGvUuaXBIg5RceeY3ux/6u3Re0P7wjBc39rNo6WxTaFV2HFm03kYapF/dcyPZJwuqQECtG3w9qvOfB1praWg8n/90GFZP8UDZpaX3hHwJaC568l0YMiW52O3sS4pPXbQq1+mKVfTeRCtc0c8PGzZy611plfJYuQydk/NiDH/5DKw9UFxZMVSFU9gTSpfOcT6H1hgsSvnar9nLNU3w7Zu0mnpqMgB4PxF77vxDugqB4suqHNEIC6FlwsLiJplKgY1KYFtI1N/ISl8K8xL4gUjRdejltUAPO1R9RW/xQgynewnif2Seb9zoHM75qIDwOWIRFq3csy/zvRwOCKU1V3FvFnkTZfBwRPLyD5Lx8fJNyA7657/RemJMXag1OJHbdZpUMTJV2p0RTRcWB/6V2hwN5ZK/Gl+9/mEl6+5coMVCTJHPSt/rzDu9J/fIU/Mqn2sRJlTj1L/gPxk2l7N1Ju3ZVs8qFQrLyg++b2uadKz3KXiq5Gy0HketfvgzaZRrT5eSlztv6v8b2hSM1ZnJYKNnz+5hTZ8hDII7YEJPWsj2buUyaFfiyQEhfUuvYu0WhUueXVppwAcfa1MotXh93b7op3fAqarpN+b43qcDDvmKsxjDrvebA9KGuLBNYwxolpBq9H6YiZulzvpxdWwYAsLWwyqwB9AyOwqPKFecUORdEqfGxGVoGp4/if8b/HqIgIi7X/8AWHYVzV4qXwM8k+oIe7kDEuO6FbYcX0RB8Ns1p897bBasYJFyluEb5vKLrYXErlWXAmoHHoFm9JAYkvImz1fS4I8PuRFHD7HKR5L+ZUKfvbVnuSpmnSTP5QSw53lVcdwT2gxIdmQF8JMArhW/8rejVCLM+HwmTlVUhmp9B9VJW/0RE/+nj1GgWWEoqfIm62Z2c4gaBARkmO5suz5TFHvsMonkCw+WrbQWS02sDPvjUZLr797E+YAo72sQTApNEufhxmwyXVcW02xc1wJwkR3dPUZkRy+YL36MYjvvAYB3hr9KKr8hl3d1DCThiY7fA1f9BAml2GQho2JoqfzMK83K3rFIw97nchDxtf6215QwV8gkpGfdgcVL8/tjVGa5QbbbRIy++WvGI0+oOGP1zHkDaRO6lSyyvqb9BtYcIHcDeb/PS+gonGlCPGTXCeQ059Vy43Pq46L/OmZmlXnjz4WkGyoO4+e6YMFGnprVvn1d78zTON+3Q6SHxq/l2jhykDfzRQvqsVZvRaHuIyd5Cqg8twsvEFMJCZsDdbj6WsqvIJD0YN5vEO2SS4GWuvO1W4qAhbi32NJ+mgYgW+f+jcZZw9/ik9Elikt6oyBb9phBDE1ySXPcC0fPB6r8chO++Mtpl3m8v6qkcdGK1lhspBwOAatipGbpphSySrt3WJAv9DM624TqEs3Cmd2lZ5BYIhNU7EH0/ylHhUFJ+ipXCo8t6GZ8ox6agfVmN8OcSqsp3BuhCgP8wqsjZgPZLiQgXo/FjKLFs5GG7Wrsd1vyUJdEbaWYDSer+sBbyizRqYyYecwI2wL/2NOiurPIIL1ljb2PW8mQ2Kp8YU1ki09w+9EeO9dPy9uDFYG7kLVXjGOJdEZdSBHeA5mCzQds85yuBrBDY8UStzPdKFyTg2YXTGrJufVk8e+0R8Ddhr+0Sx8OaNNlPMSzzqMCCLec1bYCJedzJsY0xIGLYz0PA/0AgInqXftWBYns2ZWP1ezO3rumQV6KoVvTbQ2D2SD380GX/Z8r/qiVqoEX3PJmLcU+XVx2JLIv6ieNDZ2MxUwa6wj1Vb44CuFFNd7WcwujN3lNlaRqRdiiDC9c7i6tEDqikBToYMF6WELyfncJ8Dh4E4m2P7ptJQskfFWenEF6ONVE4sWezDsMRjSFFmPYFLBDSRtnglcy2SmI4jHar1VeAoFBqdak2XVQAsw/nlcIJEiXio5fRPOfMhDbwpA0dU4G+QBYyjLUarqns6yv80ihAtKD8IJUarhVGVCns2E5X5oK4Ag/tf0OpIipqe28fek6LSuB+0+/pNQInnp3n5kWc47ZRDIdiiAIf8SlzNDhWsv+N7NxSj0/kytUtjyYPtyRlbZYu2h/pJSaNa06lNOLv9cYGctJOJo3Lzgd9VqQXtjQBLXQCjaPxIkWWxTWtUDSOhTBxt2LoNRWufHDHsl4Ibyvyotzi2vaob1unTZuHbN2x2wd30F1IyhMRkBF8qK3uNWTkrq8x9dQ+hnO0m5GjWUzsvOc/OQsHQfTCCTsMXd2y2J+J/20zra9/RlP4mvxdccM04Gl2uvlamPpZfHBgmSdMpJov/vyqacBBG8LGAhmYh7ppG7UGCh+VSjj0M48ILocSsMSyeLcbFHim4qyqBqUmH8LvqTth7kmG+1QGNYNmqba0qWKgFzLG+DR5wIfq3l5f5azw0M+iXqwLA6yuHqsHZ6eAfe3Ksamh4/ZeMxcUkbza56pqgqXqS3wT6Ih5k1GD+mwnYhUjfQ50xZgHhKI2UzbH6+QrEc+JvxJyUrSq1jcf/0i9/hplk5omVQKGhBb3U8lHpUi8S4w+Vo9NfwpwFLYKSriVPx4EljZv8OHQUjH9DHaPk4GV5aI8hVOIxHV8Bc4TGh9HVMKR9ExBECdp9kyD0bkPq5AnAsw33mtAz/W9r0faKc4cFmfCaykd/dwhr+z+4dAh21Qe4bNlyImYehEC1NgDoIKpZJ7bafD0KosqS+LMTdd7Lc4mUQIA2E+MiF4jZQH1m4L50s4PfvejJ41dqy10Mh9Qh2LAA3UcZgoDx4sEOVoEY2HO2oO6B7eyu3EZmSJlS96MYtx6eKUovkyiFcUtPEVsW7ELHbXs364S8NF3tnhuRnvldMmrsvv7+PrtAV4jcFiu5v9EQmU5OpJozyjkNOq/SIlldxT2BIVM2qjZgw9rK60bAqekxDrVcULythFbvXLb+rOngo7pcMmdQwWiOUsPZRz3cM6tUr7IdMJL4Ak9D60gytTdjSGa6YNjyVBQhptq1IraVwKW2NlK1UDviHgPKhG78hENbzEb6FVaRjnd7SBGVeemWbu800EYhYTdoDXZONnRjedGiEEq6kXI125wCz2VPKkUmoNXdm81UymwnnCrr22TpGSmaUug6TFUYk0NVJ+skofr0ER+W0vr4TeyeXmDHW6RynuTFv6ww6h0Vw+QoKAOPpzPeYku0RLI0OADMzkX5+JMBtZUkvJv9aFO65AcLa8+3hYqoxo2QmG9njf/h4KNgyGhbpzIATIT2q2MTS6oO6cFSB6FQau+xrk+gUxIskIW4L7fYSFzbMrq7UmzUi4XN2uSewc7bU98V7wb7LgdpWxhGi5UaUIm8XwLJX2PQW0uS4u2ql++xRMUdKPGw9CGMEG/wWbmAsj3TlEIKPdDYRtsBNE4HfmGjek6+3Ouz0Q3hhhfV+2TUkQ7btz5GX4B8r0KGhpGaxEpA34t9cs9dway4vJW6RkxiiH0AYi2B25XSPtWu1BxuaAtpuzYEqQy//OFH5yhjqE6zIAbQLpqpMfZ83D+MzZrnoVYU/dKlY6HDr0Z0q2Li5/9tAcdv7JpvCvMrCAcjmmRljSnB65OsQbUvrlOwJy4hngtVzVOYBhsKv4qc8xsgTZwpx0JYphghcM09To8fsJEFS+GhT7Z87GSod5N9a1mRSEtuhNIjoSX0n/WICO2dPGaeSgD3m2p+hNU+d29VjgZm8dioIzClxt8cBL3uLTAtGuSvdcqwA1L/x+Nxhi6kHujf+OFPBfkCMaUtNZkZeDmNvA5Jf9N4s9pAUeyHFTJUgpelq+GgP+rHAXrywNOkmxz04DhsfEze9r6Aq1USej3yK8xuaZWsXFzuXIo4FKoEb0ybNpF7Xy2R66KlKBUabOu7ATTGVSCLrplDtf1jdAjDEi8UiiGFNdVxxPr0mXiFn2ZnMAEr/1CsULYmIxA44IqYvNtt1HxCCxeI00hc1hMRJGHYvBF0fVbjqUIJOK0m0+P9YGA9WaKI0pqRIU0NhIBks0FDMn5QPW8/3twexjAfKrhx09kwWi5yAAmYHEVzN6fw8PYUAC7l4ln6cm4uQba1vhezaArWmB2+lSTXHLjChI3WZ3I6vyJP443d6XihJ0vmVyxImfe3A+5iwgNni5wTpJCCmh0xFZ9YOg6QHY3Mgj2RUU+J8+vWUy9Wj5g7BMesRmt7MEiMn9sR+XZHmHcM9MpPkdmz9nSGl3DQasP5lxxZRjRBTWPWYfqGnw07n2djw26XUgbJnFjoQqV03iipObpAiP3q+ujeDg4ikbHDqW4Hi+mMNf+DREFoWH5qlyB3guJpsG2Vm0b4TQlghE5LwK4sJdDrNErg0famwHaGl21QkJYF6ED7MS42Tm88OTnRcw7u64vGQfHJULgiPITs7WjMnQLckAcXO7TU06Nsoh7Yms2RHaKBKFFpxe5q6LdeceIcX1ZV4DDFqxQvl/BzTeL95dA5ODtxSECyEtAM1tMHujtDMHMysi0Hy06Gd7O5hPoft8TZ5jyTkvZSwEDwztokt7sILj7BfcpplcqOgxRoHjo4ePrT40XgUccmumBr87blD20HVIXQU46LD1sHde6/66h+P1MKIPmz0jrbGfFbBiloQOhHu2jrR4zGF/7UFLrb6pJPPJUHa5p6CVY8LzeH/oZbz/FLj3Ju3xCYRIqvr6oZLeQA+hFop7aSpMNT4HtwsyGl/MeJhbajrmkeIwhr9OMpJVJWHrooPUbixpc8R+TN99cXpnwho1mSxiyaB9aJrxziFmeAzR+hU3B7o6rV8o21uhxexztk/WcW5yHnZsap3xYe+Eahe0EsiCTTORywGM3c8hPUXv63vJRQj8lsFo9fKEADIYigI0hZ2vrnGO+qAFZ2bqNMNy5N2yDl/4sQX28ggpHoyvRRdcs7ZSCrB58W1umLnkv4+z/U+cyx5hJlfYf6cYT7IT7Jue2CkULVCZiy9u126hu64hCI/1ygA+OxxLTnrPcN0R4zo69OXcEaCpTr6Fnn/ZkvGSiIX+4kU/nG+Mze0IcoIxn8C/zIfF6y1u9ZTtvjYbtXjj64XD+xfvhOK4KvqwTu12LSrwj68UyASWyTn7AjqPUvHW70Uqu8dp5E8YnOI7uxZ5IeGXZeiyBZt9HF0At764fLXxpzNh9NctLqJxNlXMck6xRuFfAuwjBXtRhA3ya+IQD+jvocNlgxfGhGujeMi6b5o9TIP66lMxhBn6r7ikdfAeRQjKbGufrF4X68MRxty08wtHtHBa4+1SGaQiVEXISs3layFSecUpoHLFKdE13e145qXQ4Gb9oWSMZtkg3JtTjpKsB4fJuSuPDSXy1H9g6qVpDfrDoZ7QQpJ0q+dFBGhtF+RDDup7qgnB6T5nPaixjger4HOGdfW4AHLHi9NluZrSTrHVzHNcs8W7O6di55T+eyGqRNOutHB2Ivn6b5IMr/sfs04qHFTmax6LHhnJv0ovim4P3GkAMTuP1aYAw061+3FYQCUiggckpBqhHJZEDUDOfvI65sSF+HcNJgm6nfXJo+7vSWICp/7S/5fI5Amm3sxgNPpUK6Ms28jenW2nT0debLJnYPORErSArzVWQK5WaV8n/NZZUKIEVySUc2GLa73HLkGz4lzvB2FqS9OtEmFW55bsyGf417Zh3iHZvG89FWaEOG8UFaC4NDLROIly7CTI0q49gGXCkMGv2frfH6sbYW3EPeIPnj1w/w5n34nY0hGuiGCxyO0bvQOIftO5owkJ5N5XAxSeT8BJ9Xy2qkPy6KWVjCpfpjxPaNr60Bdo5dCTCi8t4zDfmilcXIFXqza6yeiL0BYJfziOjQ7LLZ4xPm0iYWy9Vde7AenFCOcRBw/28k0Q4KT3GhudxT8n90EjfHEcNniGSuU9wkuBOQPtFHzJtLpK6Cw0jrAupPPHwn6V9S3oh6tB23kgp4Cw4oDXY0d4tUJSCQdwcrGlRxAyfXLD5HpS76NPnnl95sfsAwDLRv4/2AMnLhGxtNb+ReHQQGyNFix3aOgeHk8tzyXw3nM/Fmiq8JVZ9C7ESsg2Oyt8tPD1bax5EuggOJ6VWCoj68Pv1+x7EDkHDorSwhdPY0SYvoAtPK3ETQQWAgGwqfyL4fkieNLnws6NzyyrK9QcFrLZodD0ZndWWWeR6j4xAsFiAW7FM/+DK3Uulexv5PY4LxoX7XyB8Cw4Gn1iYTjxItPNUzyg193CcTEJrD57lR+cTRsmy9KIGpHbB/NZgoOSbyWhaNkjP3SgpboaQJs6RrRfhe1pG48k20nDwK9AMYNITKvW7SHSc7gWKZTMVdORuaHaq2SvojCLQJTsKqu5EgXaJzzfeuhFam5HsE0aqxwrkIBzkOIrB5zv56wanmUo7NVDEdbHFRpTtlzGt7ghNvnHrcpLVm1ArADy+gdlOT7Zx99L71+KmxYmrOdIG2OfRnC/KR0Zgxltn6VB3RbIWEIkFe5505UsNQ4ZjVW0l4e3fLNERqIRZqldQhO7xdKal3Dn0j4LIhUxmBG6Ole5Ibzgfusmi6oJMGq/gJ4So7PLv+ZNLFpYEFNZaQ5b8k0OLvpB/G9IcM8MD/R3/5byCKG78Fl5Vio2rzGjuSR1f601ad1wlihoxtIKVO/RIVSSmEq5o874quI1gdqXVglMWL2w4uSAaBJEEU3o46LqJ5KK53TLeXrXcg1rf5U9Hr7ZQMvFBxDzFnN9D+Jc+EKWUvRGp9/fSppcimmOiC3IGX1Z5QttZXEJTho+9y59BIld2Lb6Kmux/SfI/EprESMCjymt7KigE7jvZ5ZwQq/43WDqRWjXi7/WugQTrRxg85lkI4W7c0GQZ2RrAzqsmssC09HZt2pqRGrilK+MtAQ2OGZELlwO3b7tsTHjjQ7cb6pfjS0a757qTzWDUrT5aO3HaVsBMqA6YjLNj7+ul1RXE4D6a4xeOwJY/7hSRQoadmRD2YVRQsZ1/lEgD5Quz4W4VTCZosEKyQWYNUFBkM8t/GiubfzSDSOfKLT/A/gD1amNYDS0vCBeQr97MRRtaNbM3tD4lanB1KWo8Ljr8lUaLYUwe5XCrFzR+9gNrJ7TJaS5RKVDqkFg2Yzb/Ffmewvy4d5EXNtqgb+kIrvwoiWypc+VMgWX4SWibyj2QMxB49jIH/qvLAXlU17CywkfWwYEZ+mRMnjYVrD+6/DQ8G2jRWUpMOS5tPdy2p4eNNoHuknvIoImJI5IADPL38kemAsSoYlC1JMT1hvIFAj/nhfZ59ckAt4PxZZlusb7hUe3mF2B93eTQxsmWeukLIBIEuIvrsBWUp0fBDwL+ZTR+8NAkhxY6pIs3I54AQ5GeD3ilLWzkrodP17ZWVa4vAQ/odDhy6cF/PbK1N/0Ecs0tKhr19rnWsn4Q19s9SMpVfcMqGpP0Fx8K0/coTKqjTfPpPuOBgWvGIgElLawiZviqRawhPzbs7GcpYzB+C4I7cIEXy5MA13OkZkFfm7XP3e6qUs41NyDdkArudQCvHVnsXAYQYRqLqVubIW9QqS0vL8Ml3tXaPChJlmtDlOX3um/kMwWhSN5Jd9Mh7m+S0LUgDoPmocsqAliqyJZ86qOmjcX49bRd98s819wapXwNa088kiiVy3vGZeugkg/6/LQ8J6+6zG+vXdC87Z6e6hlxAYCIM+u5Mq9ffN734e9fjOqbp5pzQIDy8caRM5/7xl2+LMcyFcftsHp8Xl8o1LTjaB/rk+4FdarMZ0ICxx58Zwmm1T5c7WVvRywtKokrW7iDUqWqWT8nTDIpxBwXSihJM+9SVu5+MtCmU04H+c2PxlGgfyx3ljPuNgStnl0RX/GrkG5HHkJzy6HMzG8wDtLMoPm5ggITw1JRgq0Xu6TVirmfG1+l50vDB07Ei2bsPB3fIXdLZ0cqO2jWLiWKYqf5PP5SvK90NbjyqPWQfObcB2supfzXz43jpASkI+oYRDzc5BNlcQKqKZbtI66WFP4wdblLu5l8A4Y+KgJ6tVEPAhL1SXjFu/SIbpQHczmZzMexXb0VXoMIG2rg1uFwRVEfxxYogs+xnVXdxCjoVEZ1OVVUL6uiXzV60mcgXHFSg8tAyHR+yQ0I8DC9lsdynl32O1a+pDKTyeKTV+ivhmApX3Og40eh2cZ2qLd3mndwXOAafMhFFIRkHIkYtkdEtGIqdiRwts/kakhBBdPgkrLN43Q3Ksm69zQhXl3+tXlGoYdPc98lDZrXhxZXGO3saf1CPOcaXl+XSr9v+V4hyHBZKj/5sYEhLhUHUY4ERYzro9XudBiJGsjD76Q6UzW/erXA7EA4JWHzGNCC1FnFdeA5RAH6Y0SRDus1TfJvpI/fkbc5cIXC19aqprTav4KE+LwXU8+tZXbqfrR9GLDwChGtzwj6OeorGQtSHXgtHvIS9G9kI7C6P1K5yNNt3sH6zeUbljonMG90ZbYvOu131etUMmPjkc4/AmH6Li54kHOuaXwL3JZb3LEfJu3VJf1+dca5usWjgi7Gtj8Ye/k/tlM/+oW3xHGwUXDNdYPzK42LKjDCQxK7dKrNSj36yPsWN4opcr7rdhG1wfISBdAPVIwtLI3GzgWobG4vE+Bnz6Cg3d6Dt/gBog9Oj+O0c4lW7rUWHDdSFVSFyo3T7v+4+SX1K0yvlnbCg6/6fegZDf08K8AomvbL5pQyQL5yfSaChV4N9+MMn39vYmTaidSbVJGouAPz/pBw7EaYfWl54R8T84smBS5YUxovUQwhcz2WMdOx1YBlkzezjwfDfyakAWKLLPVnBysoddzdT87okdoP8NOpcTHIjoDEtxNAz+/ex479jYPXWo/k28rwoYZRegRevzAmXFxDtyla5GvHnAH7+k47/lvKcA3Q3+IMGCh9XQ+vDOm4LQo5DNjtzgBy3RuoYMqNJG8CkT72cFkTad/RkLy7xcXDytbdKEcebsTyn7Pp0iFc6xU2lY0UOenFNrdmzZEkWTf5RqMItxXxgX4FQl7TbpJGdqhpAGdtgSADs04nPYuap+PrLQQ85OZj4pc29HtRq2xJfwcq9sgLxxcjkCLNnHCkE1IdlLwePhlNdrEhjXf0BzpP5UapfoCn4dYiV1NDY/luA0fr9lpQR8Jn5mM/zt7JMFpzCJXRslpM1n3vEslmeoDvSepB9kGTuO3rPCPUp2Vgxm4UWo6TxaL0FazmHjK7XNav8ZZXYP0VjvyWxK5nVRbhvRzhZcM1eqNNonAKaaUPIiCrus498AqpuWIQr2vatP4GYqYzvrz4L2VtK5uoEVZedddL6Aza2mjaV1Ib8Wv9QeHZlAb+at8ZgWwR4D+20BIh8ePYOhbmmMJVehjy3DjWftVP1Qfn5s4hk8OuDvWCLApAZbvP9/Fn8tETY1pUEm9KWHLw0IxaCefZKL4gd8ZUX3DbdCt/BA84PQhesnpjHvQ0/jMdbEALQ/jaH6KNdcpaTPYS/vxDaIIZALv4SIQBWcw0hfGvWzqk+AJkY8wIg1ADI7sr+toY/vK7BvoGtb0KRQCMYn3LmIQx/5tYqpqoEOd+g6XurqRfPjYAiYkc/2ZkyadUmQVRRgPOA3dPdIkTBPrDBAcEQiMLi41BRc1GRvN1nHVtr5DIOoOfsuYnJSb5tOLasd7yFPg0sstIrXdTEgt/1BNINowVTke1dSrxr7uZaoxJrXOls+97NDq/9UBXrtcm7keyW8/tmgHGI+QgaTpo16lCvAZJgCRlaasEleeqS5qOjffD2WeSSAjNWFBHs2/6Q18l+MFvivrRNdPBASQJ57IoajfTaj/uz4sxp7FPSKEiKd58blAZ6vYKMTP0GitoRqHPj0LwNpQrMYnGhJQXh1VSOrXDNsUdWe9T13ZRDnJf6BoCIoNbTh6TV+foTfOFJZUGzPgPPRZQdu5EyFWKc03ClF9YGmg1Vg0ec+SgLlpoL+J2IMiUOI73vetj+qcJs6P27cwuEaA0K/oqkz37NZHs9+u1ODllVIEy6wLq6NUBiqjiDYaA7eSdbIdp9mmNh/Oiaz9JU7IlZ6qa9wAyFSOviXUJOTR4ak3IjgIg6HDvUPAI4tx3Rn+/BJsIqQEN5bV44ij0itd02N6RU36mT5/kPzoejiMuh0oQuIOdLYC3G6uSE3PGTIWSB6xnr0LFSThrHIg9LSLTkWezcEyuHIF/85T4rmFizKnHGj1R22baUE9RD8HVAvUdvUiJWscUHsrzrts5SXMyFDbJmL4sTO9Az4VWoJL0BbLesaKkcAshZufTM76wDyRerT2CuVffjrTsOYRxMpm1j8Dyk5zzaNo70pL4tP/FeUvt6SBbsQcJ3VD0yA1P2SYd9XoSeQn053wLZIOg2ORrp9lxrVTFBYEH/nhOu/mcKTqK5QX+BgHojz21Ld9S0gMgjmwxNbMgkhHDsyMjxbAYDMay7MilifSaye+ok3ap2AsIG1DFjU3N67coKm5eg+GPnE5T0mGaPradPHEAvDtZspM634au4JaLOIWEF1wgtWx4BeLlVUZK23+JJwK6iMcNka0MMYWRBSo+7xdyea4EZQv4qwMx452Q5CEAWpugsTZdRSK9t9wd52BgSllDV0xOHT/9MsHJwYR7qrcUe+0P7zcBRfD+W+wsPOcCd1CEsNYQXXYmElHUrdVXUUrSBvpA4p17TVGnjCxvZMG5ymT4oCaa8lBm2KmW4wxSImGYrD17XUUXCD7svzQblQxmex76SkjR3OppBThGAHWYlqxxCF4EX26PswTZePzzNcwO0/UFx8J8j/PbalKrKqbCS2w0ckWI7Az0aEZPLvtL2AqtRBZpRV2JK+i4JdiH+mUX0A+QCZCIcbaxvmh8WV/wApORVZQGfoVDquzKrqgBy0Gpz+4HWpfLYZZFET5Jxptps+cTg8srgsh64tbMMAQEmmhzAjGqUXvgbLCNyWKqIANGi42zPLlvLo/xzy/P1A+cyqVWpZtYTYo5qN0ykMtsKdpuR1OsS9p7xa6ps9ZddrIW+XgfYZHfBWmNENG4cfgZLluzDbLb9yfC1k4UlCNi+3iIjvj3Gi0t1l+upec22dWS/FBNV8qpUVAsQEPSTURBWzx+i3wqO4T7sx+l8gRWEqP2IzdifeZl+NPPXbTbql4UbIJ3l+JT6yZSeA9RmJNSg7gWB8moNdkbXtHLs2gJSadlqXUyPWOcfyQZc+5Pna5oFQzt8qkj5MeFJaa+VsfEvr+/STzkgWSJzjdn0C3sHT7B2ZDt7+cFzlDkKO35H5lG3k/7grHczk78Kk7CvBglFubdq9dNL2mW7BuHkUKT2s2H4dg/Ndg3mLHIxBH/3XRCdSWbOj82le5kOAsdYNA8HDqEc3bcWYLgfFcuAEeh5T2+bdtSx5+N9bFUEX4K6ozaGXOnRIAKv9kSi5PIuZYwevQapZZFrNlz1fBzkBn2RaR254utROHxswmjtABkDjHfpV//0YXgl1CN7tiHec/rO8Zwxq+YYopb3Arw56U2rIsl4fgRv0IUfe7YuDJ0cqlCBoByTCXJOwr7hrryvhabYN7FL8CWLPJWvQPARtjIlBBd9oPq2Vwp2HtEFjVNWrlzNeDKJnQmqWx3ccCOuQz+fQKJpbxzlmOd1LFekf+WJKYSwOQfY3iH9WvrdQReJ+IY/M1KOR/OgTYsXV6aMGgtZpLUmOFuQjAyFwBYsnCwO62tl2v1ywkleW4PO0ARCwY8rwFBrZ3gb5JqYuDidgrFvob/yGtIGB86hjdim7c44y65f0Swc8RRPBEo9QTz/Hoem6mTDh152QoleWiFkLHSHr66yISHDRbAp0C4MPNfNuBtjqJpox7zsMJ2N9GRsPS6tYjJHWmfc7a3klBoZIOck94E9CzoCiAYDGH7tjd0ZnSYMQjZNTPA2pp0lZrs7fzsL0ktaNbOZ80eLkd9qCI4aoFlT4aHpuo13tbpNbmiu5/ZX2UNLSqetvDIoyNIHwrqVYLsfP6APAj6ITi2piePLQdivsDHG23vo4R6Fyg7USSEuCEqBxBg3WkwCEjH2VuHLbtlaBt1P9q6FxqIlFXX/xgEAt3cw8SRUWbLl90w2bEaALTPtZKZNyYTT8WYH8/tR5GqRok9v9rI3NlPFlZ9qQpphARoIEKz4LjJOm9kNzVclnXsml5Aq7DniYZCF/wDDPPw7mYDOHnxLey8EnVLNWVOOCp+xidS2lp9v1PBTGfTyWHvTrfz1GFXCmYkVrUZfC6W10eF7tONm5R7pbZmcj3ClKR/z3UQmJUb1CNoNwFbvhIJpOMjxkbEgO2Q1yshwNKbLDeOK/FlHIS1AzAHVdN27rAOdNPYTSWZJNJQ50z0sGE9I0NUvQ/9AR7cQBDsk5bEoORuLZyQcWgokp3+YHTGHGvtFwUV6u241909XszfCpwoP97/rZtkUzd6uyZeD1QcCvqsIWdSBRfyJd77onkWHOiulpDy0Ptl6uPr47OLqNeAmKS8e0AJ80ha42s0AewiWaqqI9ETuV6+VEgIZWhCNb1eldsPjznOWaK1xkmcDBY6x2KsBCyyA6NxVsKiAs3ec9nHZOy9xlFMK1vbohjO90pkhMHVK6DwfEAYTeVle4AzcP8+0k2qh5CGIx6G2lorTy4RPDYAQW85mx9sCBupJHDbABkr10/Obhx6+HOUUPvw9wC3Lkx5vReohmP2OHdsoGxwAatjcdjYzJ09dtSJArttrsVKXTPj3V7q4s0AIEL+fmyLHMP7+pHDdwwej5Pa/Uxejs7ZpxuKyKwKOq2lC+YcEwkQj7N1Y1r9I2utue/f37+TyXYke9uTaAnBgQK5e1tgxoTVlFQvucXqBEd+pEUEDPaAHWBmpK5eJUmpPdmdUyrM2XzsyVkd0dpcccn3zGSgkywrXaKmFDZZFFLQdChP9CV3jfGS3eREyTP2gguqUw04RkcWtDexpupUap4jVubuV/1XdHaJpidatyw4dnoxgL2QIdBsnYTUdk2G2n2eJu2JdiRTXrvkPEDIBCzJo39XtXblSnkkKKzkLNufoMARB4bPAlz1nTJOeOfPWVzPH1znz+bapjVkc8i9YUNyZvoY57YvhN+B95Si6wbEgR5nLvFfEHjwYNaftkh4rx8/nUuvN5yc4/CjmxI1VCKowFQZeqcX0WbD03zoFKkbfn98OHXqgmhTIFmJpY6Di3Evhgc3dvekuRQ7ns+dE99N4+teKXYvnpiBO1Pdl3Og4R5vkp962l/hhRZgQvCfV1np5fLWB03nVXEpPzB2pRS+IPqMg6q/a70U5vCZ7yy5ElddKGO7TAZFqFVDKoojYlqaxlxNBJtxZJZMHrHD74WZhrNW2mygDlmc64bksUQY8W3jOA6L7aQSa2/E0XRhewYcGDCktLCDAA9Hf4Y6fjauk3bIfgMU1I00akldZ0h0caIWhadp1RgA02oZeZipy22/GCN6NsQ7AL2q6mNJlMQMZuKyRp1ajoMFRe5TqO2kgc+3DOR8h+dF5Tq91dUv99k3nidZE1wqREZ0OtUucYU4vv0Kp4iyAUicEh47FtzXR9Y5WBLSPKxO9B4vry1JeczLJ5OwzG5YTLQ2xhP30v43gIr25nMthi6CjG09plneQIJ5yVpXQxXIN6gms7G1Yjscv8tnGZsEnhM8fwnRWtTzxXJhsquwn73ey+BEO/kaUNWQ8MVy2fMMntN7iB+2Ct42hUPqdXhpjrR12cmcaa0uoBY7U1E98BWGOHAO46CvvNFofEZTJkyDG9X7AbKfVHRI6r6uSV2U2tCQZvot1nUNth+DKWGbFg3fCxdnbi2APHqJF+bLjaADsY7cXUVJLtwChZCK52k3k/KIonwYCHSFvw47ct6VY1Cga6IGBu6WfB9CJYgX/MmF3DSJo0B8lc0b3R4we3laoFXnc6KXdUza6VgqaEaSq5eNmUbtqnhIGF4BdkkcwJWru2LL/3uPpLmtugW0BmIbYqfbAP6UYDrKqToi9+vf+XYsGU/Wh1pY5wn3v4EVPtxDIXMT+bKGXl5u1OZgMw74twp6WffVGV/luYAl7Ve0QgVpjA/RMzoSFRqnz/1gYV3jw8OH6sc+E2o8hhNCr5s4pTXHOh9mVDuU7ztwAWNr3dRZ2H/vO6nliIw1OUcqLX3zzu0bOUw/7aR/uIunD6umcP40FXx8j80mylK32ai7BY8zoRmE+LMhgsRq9cqBH0Gi2x0YhQL2afCtKFZdUSDzZBB0sbcRCaVEajdS3BzB4a/Tsquu3R6J0NEmeB0/i1PhGM4e2BS2J9wFeEDjRqJmAPpe5NZqRrFRzaOdp6GlBNjJ3IRbbT5rNINVh6gA98yNdsXM3L1a0WOI1sXnwZh8HNxCZ+YUyXHnaH8DXpWGs3HxjgNEtmRHM7GpvlCZoYBblgVIa7aZkbRrQzb5Lb6KEx9TSpFb9NpvxqnJ6KFHi95xzHg4uEHw/DesCNvU7e/vIEFUPu2XmWCAPhqtvy9+clZruq8aDEYLcVgLgC3PR1G30zFoqpdofWTaIryZHYNhjwFvDPZoq8FXzDpLFMPc+lzhaGpMfNBXIqsdFuqFvvGU8VYcOXwv9kLi1SdXRqXQ/hDIxYDc8YOqR3fdrsI243EPVXaVc9dtBsPuTsNz3CWK1K3yfrv3U5WNpboCVEBWYj12F2xY0seV87p9DuGB3R3a+q25Vgg48a1W0pkcZ4NH6b9ikVlaiLFNqn96li1Bu1Zdt8czByIbkOR5/iLH4lXJSNmWsMGohdP15B5y7BNtwmFtyI81wWDb01doLQE7dkoWvQjkgw1Gh1t23DeknEt/6SFmpneWEIeiKfbaZW64en66ky2SPuaeLnf3NqQyBmLgwbNzVMIHYJNs3Sbgr7zIAxKBysFSDTl+YAB0FWHs3RrARCcx7DLixIFKqxDZIFBQ2cQuvkbcAZMm6GL+MqXUXQgHpXWWHjsPO/HOwva7DHrSb4Mn3sAmgWWeV4et3p2u+UI8aPOGMgMJcNOGyrFwbk8myUg6Egs+WskLkK37MkVRtHkL/Q+Bs8MgDTcsy8H5l2lEcrXgU/POrhaVy5fh2BHLPyzIg1CYPyPuCEDvUUowFo3iGn1pT3ucMw00awf+u268Mdhj3+US+HV4iSMZc19fUxxZr2Zw4WkpxPA41Qae/DZN62ojE2TF687L3iQA0WOh4OgLJp4cKbpTA19hTA4oqYJqFu0cynk/r6M2bBRptnW138sShSuH1nSmLl89Qurk/9nuKRO5KEFOlHRL2O0vFufjmkMI+sd/l6KKwR5G2Q5uhFQZLVuRO0N+73wfMQcANZJbxP7UDLK4PntZUP/6i3pdu740TUqixLxupvi/g7+iLE1W2oHj0/Ctj920LQAKtT/2ZW3K97YxAjx2zrJ3Stkr9MsJmAA/ae/Oj8Pj6hC7Q4D814rqv3JFi60Bs/9IeOkw/reqbSPyzB532chCh5Q0lrBN96/4xjdLgDjwDL1UPBwzaCo7JxEE7cvgMpaPGHqFkt0G1WH9kD0V4QQQ3v7+UkICwRz8PigEmtvtLhuAi+WncVL+Rtsqi+bRb2zrpvLoCR/PwsRLS7+eGMxvSXhIKJ6j7vWU5hOe3TpPlyZIOP+nfAFo7+HoRfipFK7R7AhHspnv61MBsI73cxG2Ofs/XwH9bR2dUVdECH4zoM5DX+e9NFSaXkgKen6PZFU7zl4xUeXXwAyfIU2MMfbQcozlMpILgU0SnjUaSchdvQ0ZHlllft1F1ghAUSTpr8QNIcZDbEGEpgrHLxyk8PWTBd6l6+HiumO7+UAX32ZkgFSJApA2IYojf5siDMppIo94T8Lai5vVPbIl7hVdRaElcNBfN69ZKAm4F3NnnqzLa0X5ey4QNGn6NN9WdvLJhv5ol2f8/DIALk2AWbBMjvxOa+aZCIFZX/Sw2EU8+GzbiqBGfiihNg91df26UBLm9EbYaNPoRQrjJw/JdaQqZBuInU1+AIVmc3V6mXTBPQpq34vo7sQqEnaluUJEqpDZ12ozk0hKetyGKn6+fKLUCF2HxJYpKxykM/ELVfn99qwr4hRNj0+L2gk/p0/4wW/lDNHz1gvLECirmR9FjqIJ01SXkOr1S1uxwQIxXKb/Bhmia8bdOEl8owcwUsV/dtyuSi1xthbj7xYbYtA6SPQarJwqxJzg1lX6Isfgx5KKdn2/JExVoYu5KqKKOlY0c6TfIREt7LnZFQaIWJKf99GhzHBHvfnfo7ObLlnLMd4XXk53JbsSo1FJ+ZjUwXu6JV7lCPW3Ej2BTs3yJDCNmrQW2VGNyitU5yDDMsK3gKSESBRjKYPWuiitWFpmNEQ5wywAGq4E+HlsaT4xJlnC+aiKzhfoJA+ymfFxYoIZWMk9hTRQ2DFsrIpVOD4oeb4ZQz5FK6zqcnsfCWAjuJw2knxmskQZbNnMcnSzOzQNrVmOe3k6hXrddp2CSvcrIlRW3vIHgg/b3zXspHjlBM0wS2CWXAi7s6fjMw2u2jBflPfl1725KHdFPZh8URiPe+4WTaokgEUtm4sAxrD1qD1v5FuBZq3nXCpM2Tjxdz3ECt/Kjbby2QegvfnN6OVR6zmBDLcdfSkdA59eEIyRhFOrfee5qjkQsTqH31Ia97L1cLd2/o6kYiXb3VM1LZPGL61D1V4V6VTedngWSh3v6tYiXxxf/mkcHWrrl4tl+p9JiS3GXmSq+95BAYzPwjchB4Rbu9qOQ2AlfJXbwITmy0W+2Y/hWccf2D3guNU2hFHeozrnyb72iRKB/wYEaBT9fUnwvhFs/SGJqqGEH9eCiK6cY3mPKbMLrqbO/OQjEasEDURA0W8HZe09VKCT8i9+liK0TgYjIBHJ1aQr8KQMN/gbbACjfNs9BZ2yVq0mC0Zv6hZzRhJ/t5mJ2UpD4y8u/A8rmNfvqkyx7HowKUSUM0I9eDHHHHR48vQZW3qcI4VNCkXcPnatdd3IyQcUqtam+UdZEG1lKxsYIEEHc2clR90CMtSTz2SqmQET7E3q8hgOBebHUwaE6F0w1QKFBgEbQQqYN3TjaIdXCEJMUlkccigrhKWFHCkGJVNQ9BcYKzMUZeVzqlfEX+kCl03+gSlPWROhQ4Tj/xi9T4tzqt6SFJ4tD//Dczwzq6cTrewl7ojh991+X983pHHVn3RwEu9GxE7m1ChGRZlYskzU1e7R1Lji3itjX6jztIEA0Yrw39uzjQsEJ74Z/55h4XIubTek5izqXGVclIFTUlT2UP2J/dGJ7uQqYdRfGY8Lt840Y/ZYz3IO0wFY1UnvpMw7oAQStAuG8WHm4/IrLoADRbzfg5P/cv1eTqGIBh+vQcO+pyfkh1GXNZyPXsTMb+/sbGB5/N38E3s9EJkoWw99lY5BhSr5bPlDU6QKN8fXLMcIwHmN6cz9F1EbU7cOA/duFQ5QTXAXyUdh/ZqX7tvcWEHhXDa6+rtin4I9REmFRhafuJX+w7TYye+S7CEjSzii0nnwXOmGvQ0HYNsbrl3GNNSSOSKlqnO+teeG+n8ZJa/FRAMoUbQWgeO5Vp1DUjMN8orRAVjQ7biaVwcylz16/EbYzLGEpMvd47eYFbZyQUOzou7GddQxYj2cv2SR3CHIOSu2ihjILKOiAedBkbJupQfeLCVg9EJwMJD9eLLZwm28UajYs0jaFEA4RS2gszbFMQXdFo0ah7CmBbsMVZk12ErbeIAHD1IH6fxRdOBTOWfsgQ8lppJ635LDf44icmLbOX2WfgBtI/QxEkvMH/hd3cvc5XZKbGem4BWYc6rqPBi4eKt9id6bcRsxoW3SibYhEVB7x4pBVGL2g9+BMQMu9iOVFbmnryndX0ip4//6lfxRK/2OGWa01ylIlW6Xf/vFiaeETVI9Z9npu7FV4tD/LmI1I9nSdsiwE3rwFtfN6vKFXhybGJn6/Gimi/RtQ+z+cVFt3GxW4xJ7YF8xm0Ws2h2BN+qVyqjmHSa0pYxkFmJhxh2BgERLGXMQanw+Yr+84F/H0F43KyyX/SVqtDz+jol7i31TPP0DjEHGKWKkbY+MUYB5fWAeTh0S3jfbn3F2JDy9YDakDF9cV01W1PAc1z05QLuEDnSdSg3uc1Z8dMsLuGkwVf+YBuBbMiku5NmkM9YgPGSxS0fvB2cGCgzNYrG6Wo/PSBMnJ+XdNGQ4wLY2OBdn7v8xirDZACrd3uD4hRb7tU77EA7PXOkhTrOGPD6iW42Ti+wIb4dmInRWvPUHKzLvXcrzmfcEwzkOf7+b5SIW/PnYmxfLm3lX7F9dHfs0Nlk7jdFyoOLINpfl8cDMoz+W7SM273+L/jIUqcWVBGGyVWcqYRdbCnGNyrwkEsO4+EpN4Sy6z9yf+u5vIczE9BF6nats5ukLD6J7UO3w6wmr+WWCtlOvI/vnw/bhX+EjV5Y+5rdxnGI62iIqllXlHIrwBiTRVsaZ9oPWmfWMU97PQTQq9W6yu2SEDOT4pO8c2b8/t6h0n4l5OubycrjT+w2xQbJNjQKkrlGQTDtClxxrePk4P0c6iSFN/oOcAt2Yupg3fozQCBcMBg6cLPsvfacdfJOM5CBZ3dOFxbB2Z8CYgFV5crYb0r0a9MyB+yUG81vvov/i6IX+owkyn88tzd/kY0ImhPE9JvPXSLAtwje7dVYVixUO9PBPiNal8v35gzxMKDkJyNQqdKTONRjdedJCe5qw36JzfgelfkhAorkKFGVGD0lzoJVhmSxXC4pOXqxC+5v59Q+cM68neEIaZM+x2edIFDMAoCZrmjn+Sq6LdqR9TV8sSgvmR8DVDN5VGJJfZrNsbSXgT9QB1BJLBZOCmuwCkPPnh35IOK5AuIKiotgUFbZZRdqjk8Rj7KMlvj9xD2ZvfsNRPfqfdy6OOG2Br1fCXNDOuTFpcpkayFx0nZo0xNKcKPd5aT/RxG51w7zsoUO7V/G0JS/jsXsY0sCwYAWslnXMIPm/WwEUFhLSpNnF7auWIhKPcJf+iVSVHyYaBh0KMXIco8Q6eMmAodh7qWaZTnXviSLfEVDrv4nujionkM5WGdXm8HEVuYdsudtPYIXZbwb62auToUG54D1wYxeXj7NKsdE8a94BsF/CS8GqJll8zfG3W9vzjEG3lRpJNnRpf+EX370fq/zHtV03AxVP9QXiyuAXKd2orbalQouqQi4g7XOJAth5MRFAEgVnatYm929wTvFC3FJ5Rr6dQeNV/W3Er8NrPuv4K3wpmry+KwHhXzZaOdJ71+es/BDYoJd8tUfwKENsgOPHynr6ACOjX5y23Or31FnVpPZKviKi0+PgwoY9Vky2RsfdaGmCTZBO0vxMpcsR7r8U7Ko47mP+tUG1ClxySy3HRRPQR6f1xpypXjRkwbtqpYBsdE4ocqc4uD9JNS3WKR5FXVY1dVv0ICRu7lcq1hJ+2kkv423m/fveTuJlRd6MiCCMFdoRNdNu9CaBWSh7srpmc/A3rPz+CYLDgjU3QcZ9i5A0YmYSPBVG5l+IShAe25M6+weH2rJnmHgN5ik/2sKNArfVlWTxSkvivobRvEE81PhzeZT/ly4dUMr4PDNKkzuFb9+41rdaHbf/yxAs2F95XtCHGsrYNWw8YnqmubIo41pofb+Rup2JUeOxMqG7kTB8GR99dchZkAV1ichVTqCdZmyjW52lH1y3/MYZsdOBSXcsA4BKZbHlsLgWD2d6qVKVlc+T7DOJHpVkEy9Z1PK0X/obggUKXsbxbonqiov/snaqv+uiM/0iqs+psqOCS07OXVhDtXiNgNeGLQ8oXrCL5OTVoSybuUnxLh57xOFtmODVNo7TbyR36wLPkAf6q+Rtqns+okayvYOsQyMZLSxW3WdRBg0xRdQPWGEUdo4/mI5VyBFYvf+0Lr2F0noIGcHFhOxRRwI6zUIUhfAoFBzng+H7o7SDaBa//UiLe99eqRkzoaap+bWx/NzvXe2gXd3cm9qlxLWGbIdsfhQ4VN4Jz/lEQroM15SbIdm0zWR57EyjRT4CuuTV2fm9oY758KXhJq9JFNq6AVStBTYM1jh5SyIBZ4Fuz68w/7w0qXPy+DUFvbdAPhLFaICjYvatsARW7Be9krq+F0YkWtpjVeJeDCVxzRbtA5jgcp8E5oxv1RzvmQB3bOKibW16DHQgoK0N7/4ApxqRtdGmw7Se3hRFNDt4OSzuDVycBu8UCCNux8FUgKDvMsTQ5xPjHy8FRf4CfNVcmdbdhpE7au4pIq6n+J60C9p7w2caKMneb/aGH9OANZY/+49Gcc7epv2nHKvtgC88j2CfnI1GcT1jGvNDkKjI+YFLvOpvZOdCamsd129fn+IOJWre8ToICIZVGgdGBW/XESZ5oG88Hg3q2VJnV177ZhRBJZ1zPzzjKGPmRJ72m0lMoo2aEYw/urdu0RfMMupzI7UMdriKCHZLeotoc+GXe6hApNVbb5JS4++CnieUPkCU63nRNmjk+RDQTPOmkteLM61axJIF3nbPTasnGdIwEyi5MxJkyz7A3Ulfe71/UtlU3SGrLcsJ+UoQqqRBkT+vQqxwLmyiPGi2mY97tSSpZkJu3A1HwoxXaMV1c5KXVRwR1nDDIjJMRkThYfvjdSTVrtctcO95AQtZYANXsgay2CB7H2PTz+H2P9dh70U7mrBGRiCB4paSX63F9rhm1VvXxif+5wbMiNcXEYJs53PcG8VXKpTDQMZMEJpSw7z+8mbBIs52gHo2V5Of5RTA3EFuAdlbcXkRumDWlIrpT/vubKo7wijEO3jhyX+5KYb3atLEvJx16tRPeoxnnZ4K1NIpn8bWZn6ahqxAGU/nnSbHk22faBXOicCWREZpPggQEj3A2ZYfCEjilJiFB1jvZoMyQrxvrbTqOz/ahWoB1e7E4H2LmSLt2RtrTO+4obUPqR301FhDhEtkPT1cdv3GQfxHHkBH2XLlCo7hUU5bJnRNmaIVOkiClapivWU+kMb4dZS5Aw2+iBurnUMgyPsU+W8uUcT53XnQVX9CP1Bl7x5j5ZPIHGqLv6gyaq5jHtg2kcvmrIpnCEWJOBTp8Hbp+frKi7qU2r6PDMUDKFfyQrHKq4cIda16X/FRKs1VNpH2ZjxUEj9O/dlDMAnz9jYyWricbbFOV4MVeZHsk5Wu/yKg8Hx8x6zKAsHYk5KbU9pSdYnhz/VqJ7MJLa83jieBt3PudFf1nGxItiAKhdR8O9zXfF0AgKADNeMA7E4eDNaVLECzl0R+l2vNarslsRuWAmgRGiKZObyMFrB6RJ2XzcgNew6E+R8liHK7KhgdMR7HvRIj6o6K2Sdp6e2qY+SiWekwqu8Wet+uqB1lmbDSyuYn/oHEez+K6mWtGC/qwTDv+b6VyrnRc1KarmF1uvXKuG/wMH6wPNv8H9Ks4kQ40P9a6PsolCtMryha7tzsTK/6aY33blaPVYX4geFFU5Y3Vm3ORkbra7CD8CsocFdpzF6dyJcrHt67bTO2XY9dTcbqu1TpqvPqZzvfYH9m3JPpC54nUQWzCREOh4URPATA10bz2vvouePkb81xAhj2d81sVAAn5VoQs/yAte038C6A93HNexWmRVa4PIZUc7Vn3PToxEF+oTjQMS+oYaOfMYJ7Yeek2UARIHEMiTkzY5MfvqMRl/IqXzztwF/eAhyQXxh1DtxQPjfDLyyKy/E2MdhEtVq94kUYv9btSxbzPZOaKbdhvn6pm0Yh6bqLP/qXXm199xVqZzfGYlUkGHs9CRAylgCsiZuyJS5veC9+bOLcAub8sAGbx/8lhagupVe+67426xlJm0Z2u8qH+6lbV0sBVMoprw3GUukb/rPIjyjQbNoxl9sdXvs2jF/RtH1l0B5YETXfweh/bzXmeI6Ie9WtTF7IFnf42M70RVlIbwmDC068YKCnANZQcPydxkv4RoSKZ2n1OvUZzn3e63zbPJrUdyLXif+KbMRDCggCug5PSvAWCrzWf9vyBaNWBCo80mF4D3kY1H5fcRI8Sc1sM6coE5P8t3KqrpJL8OaMqgdRpoTOlY6wW0+4txXP/51Zdq8cYlFNsiciF4ODiv/hVGDk+bJfY+Vbt6F01vG8kbDOFIiv6dYP1n/TSqHFjbmI7ZGylQLJh6GDqJeHcJO3h6JpFxRdDi9UXBkb54MmbrMAkFl45bIsJg1FMAKaJQd8kZdyxEzIrdNYbfv8P7YfmixIK13qCAk/wizDffwu9hQVxyxkFJ90Kbjd4rzYWzCZcgE9vgAxAcO4Jrz18R4zccj0O9dKMqRAVKRAj32QOpSJxDLQ7AUpb24RFNt7HNTv7014M3U5AfX+LZeKZzV6Rqo9Bp+MYOlMHfLyaunKXM1oy4m8BreS7qbHXwRiGfZDTBfgtkWm97QpHiL3pXHC6Lmk1NthFughHdfD2hXfgNoapV2ui2gF15CspqiQEzV3sJbk2/nodC89y3Z/gmixF1PxhjM/sXzwmZZ61slWCEVuKNxqoZOVQJtANzfjepX2rXROql9579BO87dPZsq6iwTPEDjHWgUui/Se9/6TflzMTe7Q5F/mq36izUu3VsKkGClIk+7MB72KBd0ORdnCkUMB7Vq0IsZm8qw9llU8P5F2ZkUlQN312jVfUB55y/Uede8GTT9R2pDG/rWnDtIww/0mkb8S6BINM+5I6CDYmvhwx0x0sXTzG2N/sx8Z5BJQpDSWRhc3DkALhO4u11eCWQ7Li/2dHE2IgM5o25XQkZ+ILXkQp5eWdDMTDlQGhpQfgnqy/rmmwq28CSSk1Hwq7RExUH/XNOVOiHuKC62qb6zvuLYnh1MKdqi+GtvIfh+cvCY6LUl5AigqAPj9rZZev1WQjDzay6EAWcRGouGJZH+4oPwn98sX/rG31qiuyL0GJ+Jq1uUA4Kut6zm4ab9WuJ/3QImGiVbGPuvInRAchQS6X4IirP0iRHJdpJPls5K2uMBZFA5FZJdUEfQeI4+Ilqb/m4JDbeZuRul+G0ZEv2/IvUzc7KguTfgRBj2iK3aB+WRDki/owlPKeh6tlbW9ApRWgVKucJFB+egdPx3FC1ENbufahIBOMswOXuGcvlcEONm71CNcaylYcMeQlEeyjUdfxrYwe5QjNkFshke/KckiF2V3OXzw4qQdJRbAawDiGss1J2C7mOvmm95q0d8kBNZrzMuq/7HOHqM/QXolORAHYZGl+SCxzUh9FlTVjwQVxAB3W4VyUlKOWJ6A2XcfZjNfv92tt8I1XK4Chr2cznHoJTO66tJnCQtV/Ic3cM3URqsezNDCS4pKvA7VK4gmo8rn3+4lLqZM9Gfx16gI6dLThj7hh5+AAeO8SHiloQFs8moVKvMeGtnQxg2Rf9RoYjP+kLUNg2EwtYFO0kMjoobNfD6yA1n51A9s8LLfiFy1wyJifKUrRZlVV9hjlRUgP3lrnSe4+aSd0v+kkcegttCHPAPgtcyeHakiyKPidDwZBZm7fTYZ0h2xFzOBP4qJh0MumJdJVLOY5/Am1O8mVHJYieRLOamgpv/hWyNtaAnoRsfmHSHndtrjt7H5CzA31y1tvCigOMU3ROWKr6ZoUX554if/MAR1VxxaC6Tz/dg0ZbJ0SVYT8o8phDEGzySHr+2pKlhsmYTpOlr5S38kqDcDqHd6TDSB35+s726oCAvh2tB9gqRwrlVhYv4wv2NkyrzjyQBeuT+j0Y6UC3FL4tPDPbenWeEKbn1i6ffL2twcZm4ZY0ZcrNukXJ1rcnrxvPLyjQJ4m9JvXUe2TxtgLMgG9tjutIC4aCUfAHsB8n+BOjzI6HZPPtAWXpyQwU7bHQikQwZCx3E4uT4pNNfrMVlVBsXNEeanUQTgSCXcEKwIQy/ceSD3ABH2jU/mF/t/4cgsGDvv1YOsAqC+K0ii6cGqtd2LBg0bvHCrPlpAF7SkYjnKwfdPXBylcNKtB9dZHJXK0Yb4hSVQCO9dlrpTp5BL718D2tS2ms4dp6I4nOEEBW7ytuHdYUaPWQSiK5NCvq0rHcZ5O9kPU+Wc4okf8N5PDRM830iF221UUpZayX/xtW9MWtqQRsdB9pel/BOKhkg0NYkRsYU+WIIwdRGe5u9TJKZ24r+3f+H0Xkmp9S/9cDyKMZHK0Iirwx4lMxJaxDjHF/SC78vUItF93tIVX5aeQ/uwlqaLt3H/MIEmVi21SqFjNKhKAm72JPvQan/v0OLjqtzgtZndRaIS4l7n+65knB8GsMfIEzRO9guWsb/nPi7IPJk9l8VTB/sUYON9267E1rDyFXV2N8Ufz/t4o82oiX0h9fRVdd/hjA6osOUJ+CndQBZ2namzeJkWUmcMzz5sHz1jrAAsvPm5hHpel3LwFfo+pFhlrvsDB4BY6MAxAnGtvyAU40MUEllQf0Btrr0pGLlef49OC8UbNZJdElQ/ss/H+loo0npQRTg+x3FIfIR2rt32RytnKDTuSp3TCwb7bYCxRNHcixdvYlyaTI/0D9UQyJBH409FtjBdlayGKpk2MHuvktxMdNglf+mSRxKD1La7T5Cl3dfCHtGwKYVqduxAAK+Lx+3mvd3edEJ4g6ogdN1o8ppVHtAxrBGR5UznlsGALqiuCSLhg/9Rs7pXjolwdQjfUhuXWoijVuIJyBfr8KdTsq6ABtlltz/HLZiyHBsU9TVqK2FesX2dlu2TUXtoByDojqJ3MrW5F+r0g4ojt6vu9OoiViPFERi63QchnMWlVwTfkm7tcBl+qqoARbqynEkl+faeUtoZ9EuWdjnuMc2lugCcX3awqH+qM0fZ9PV4z/fT99Nn5h5AbtsHRBzI8lb/A1xL3v5cRbICu/syf7MbV9JSUg5SmAOr3QmyOIwq+kfCOhpF38l6kpgcAYE5iQv2iZuEZOFS2TMlxHZDBuefCGrxmuCqL6+m+ZYi9pjDHlgufVKEf+PgAHKCjHieOzqxWt3as58neJ4DVLCDgBtQTzgIWnMs+YK9Jlm9/WU4fDfhmCnE92FnSoek3hpu3jAsJ0p+kYfZ9SEQX1wcyWeIDStt0p/tjFzVyGVq72VJNoLQHp0J6vH/CyPYDxQ1rP0ZPDAgoN5+sItawXusbWM/Bj27JyQB5YIU20yCoeLo0yCCVvWW5207mCT1w7+58zjDGrw2xkTWnSUwoZr8qpY7xizEx9q8Iy3wO2ZodUA1KtMgdE4hAUyi0SymZ0By7fMiRrICWxIrKBOkHWgEfuVMnXwFpDXLhcR+cFVGa8esvlliEVq1oMKFrPjeRghFbocEB2bm32smLK33eUEYxm1Ii68jvCjkKNU/+Y2JaG86MSUX8gyQgee4KtxJURftS9K64R+mid+RHEa5J3JWFZseYHePssDGhFGwMzXiitj9sQiwjeAvUJQiwMNgY5WeTS1E7xYG612QaNr8GQDwG/VE2o4UUs0Ql9siBaYSsHqiEnBulUp/tCuY2SrKdQqR6d7cEJUGF90WEiMU07RuCHnicAkXsOAxRbHiUV3H17vnL9XOejqOiu/JzoYbk3lIhdqT3osl0UxQHBlfowHTGKExwfdmBzOusBXy3xhv0Kb8PlGaNZHyJ1JBl5L8clnwN6eEvcnZqS444ZCzPnvY8eGyarMViemhPif5Ng3VMW4PUduNyzKUZghOcUMcV+ca1/vOqGttUQL+htLDXR01sBRUCeaa94TFzKF27CD7yamw1rsMCpN4FJBu0hVxSQ3PZk7Hyq2a2ttM1LWiJ4RKJap5vM7eU+2Wd4I/Q17mFzNLJpznCJt5zrahCsSZ2hMp8ubyOOn8ELYZhgpfKTvkPkYNcscFPX0zMR2JL2iaYzWPYf9TuRo6lc1efK77YMrubyf1tDkeluqIi2dTbVbuSgO2KfWThExBzEtjGf0bYyiOB2v/H6mSst5uqH6LHw6DCxgw95YBGXjfkkW7/LeC0lm/XPA/64O7sZveVQFxAm73mrSqXVJKtTJ6+e/4H0BLFsihInqN+5mjAVIIf/P0A1VXyH3zxaNCeGNYNARXkFwsZfQGLyB6vOIBgpjszcPJ1/DdX6I4z3tSqCw8P93ygxlIxcGZc1voJtOkQWf2Lz5c4KxN+gP58Y4Kz2kDwuOQ2mqsOdJtbxVAUaZQX45U69aSDwUPN20CksPmR+OH9KsDxIa29HYpqZt3Ol9t5n+1H0Qaikb5Q2MQvFL4BaB0DZiVPwj4TePbICVfH3rMEoYHu9EVKTxgx27GjsZZXoo673GYI0q1Tvm20CsRmXJpeJOvrG/++SFtzxxz/RQSMEHgi5fqFqwC9FUx2ibgi3QY7qUFksqfSAKxA/zJJwRcv4GQVJppsusp7GNKmDTJfZXUIjRC0M8eNRkkvniKdetmpN0Sn+7AlyBjT0AJYnp0xG2dfW4lHC6ohxHFeMEseREqUrpB+Ah0+SKKWQj5Xn46sIhSCxj+N0MEdxMpVWhuacWQTpcfEy6+uoDh+L6EOWExhcZgAUqubJRWlVzDj1NUeizfAGMAJutwjyZBQQXKTGyZ3Eyl9mjV4tecu8w248wWLJewwVeJSUIgH6DgUBTwzMEJLJ0vpAwUTLZGEhAfed7bm8M8BzmKorkLey6P5tU67Esw0RGB75PncEKdHAUkn+ZRRhkgyFXKesyKhscfPRswPxIbXevEOfrnxFSnT33GDkx3xKE6zZiXDB5UFjWrMMlv7rVP2JEpp75oxFduT4eowbcMRrCEThv9GVbBx42wnnWPOWkoUiRHt7vZdq9t14gNJ7Kawc5ZrBIAzp93gLGVNgT8pAuXw0hWxX0bZ7eAGBRQohwSoKrCc4n1JE49PuTT+xtVkbj5lEUcRZySbLLF37/ZNi9pM1PerO+Uw4c43ZxlwbdQ5YOmvQqk3UIf6hHgVsSTMi88AY1lnsSLMqHWziAQw8agb3rrUKt9MdJuIySQdDzF6zgQ4PMl4Xdlf7yo+sK312FqC335+9d5sqSmNFPMYuLymPQmHlaZ6IVM/r5UhNYbbVNbO6646zg/k7aBuQ3OGMjhV1pbjgF2fAhYo0DBSdD3yPQ2hM8usWKIzvyh5CTjrlJ4CyulQ8seULwnlbR0K96M/7zsQXEvwNBQw2oM0pRxkWWJJX9A8fBxFMV92EaMszDfqi3nlijtOifiVirHcDOBOHq91LwXDqfjydIesKOerky3FFs6klfbx/KbATJWciMpKybltLA304Zs6xz2EstRtB0DFoyVUXzsPM/qCcqdPrGmUNz1FJz8VeWn/uttRMGSlaBWJqLTSS3bNRW4/cevArndfuSgn6HhMavOv8jZrW42jyybboImuZsFAOu5UkVKysGtXQ3QVkVYHdpXUsWfypdMYJzR1oNbwab12b2t1V6cAhep406J4/oIw51yYicuY5yEhXmCpuYflfKZeTE6tBwhC9BVTxtUv5gP0TZvgJScNbsm2VFbWOL046a7w6A4x/QU4kPzUJ1azuaBjSkhZPiNlO3kZUTrkpwZIbV4ML7LUUO5CGi6xUWzULkRRUSH/CkclkZ3ZNhGK8fLIkNXidow0APnmGD+yINdN3GqhKgIQcYw5Z6wilE2tdUmItZC7zHFjNAaeXkiieI4woqD0RHiAwyDX3WnJdQonLWsarZT5D45PZ3uNMZT3HpgUMrJOwJ4TnHs0xLxNPqllu+iS2TL/EF8tzNecyTtZgaDb+sYZmdNSk6TcpVRKSOaRfJNCGHRlIp/0kp+Cb6RjcI0cJ0+UrRbkI7nML2+Ut5rvPejT9DkazjuA45zL+IWMiC54Nvy4aHvclqldc6slueb+4rGCSTsUYGFgBlGnUsJ4qHVR5BspTlxVc3KJrxPwgBGTFF9013YVDmDF/jSQRSLHtpCbRajHwieoP/JFAHb19E7PO8UlGKDLTu8MUsEPq+frYqS71NtOEuZ+0U1czwHpR0BQ16vcVGlMj0fl5z57jVnJUmv+ZzzYiN7TOjF67jFpY7sk4OAp8AcjeLrSfXTgoohvDcgeVzyw7Oz23fAXDullHLARJUYsQJWShCgmBGesJsomgXuWah32i2BKASO64yjmMoMf9afG9qAEuLG/K5r9lZ7Grr+0wERRlkg7vRBdM55jtGQ/MpBz6dg726/jcUOwbgnAFp0fgmwRz1nkZAS7TRq28II/DUU0lbOu8FsIO0367z4qac2tvdSHg5GzSmHNuuUzmOOC4uHOa7rDCPCvET2AX+GKLDesuva5QkhNvU1SaJxK/pXtB6fT1FWu1/oRZCkfgvAZHJz9qFPA1EQk6x2IVfMYB4I2is99b9zGE1dQVHkpv/fd14N/ftLLBtnCv9W6yeNFZXm8U/VGRi+VmUsPcXfuQ0Krtp9F0XXs2SZdFuJiGa8YzCadx4e+sEdTkJXefzJTSNJRtKFOY++vZYP8bo9KUry0oI65+yhS6eGCzqpJAqe8ZqDFratv/FNC1GnORSa91DAyQ1i3tME3xXnMov5D7zpNYVhdhneoTbgVtBKcxQB3EdPoQydLNDoJwNkIj9hS7OQoGRQj+UUwfHRee/ABpQ4mTyE8T2L2yWrqyJDDOA41gJns/Sz/GQO7gSUfZe7ILEcDdDmg6d5ifo/cZyclNHiAndJ1Vkfra/yGMtSBS28EYv/dP+i0ztKKFerE751y+iXpw0uDRBvL6FkSohfRv1SebEjd1o0PX+jfdj5feP/0PVXlePFVnfYdFDuRK7ojqUl0Exbu8bbpnlg821ymBu2DnWNVhiiTI8Hz4xc2iJwp8CHvdRQiQVwbMHH1+dgyD6Xum9z0KEDQCG21Wnulj15IPQ2dCkZyzX6RdiwUmbrEBAzU6WvFhVhAsQjCaveXNxmP5giTvuHOVRjnoJ6oA51Zlwx+asfjnh+oSjTjvbvHvFnY8sRS+sTzcRJDYRpHn5qjSElYZwtI4rNxg03zyfOJ6VvibQm42+FTH1GtKpQw88vPrmUbxlbaA9L7s6NT4Nad7OzW+OlbVjrtQWEf3wBgdLSXERbfF2EWj9zlWTvhOHTsfOrMGtXTrlJHVbzGJIcegOsYGvR5A5acIM9SgZU9MrYWZTlxZElcYayczA8I30TrbHeYLz8Rpy4mm4RKk8uC8Pop9yGFH22+i4PgiJqfDh7Oe4Qb/7M4WZtYvL1gIFB1ZJ5UK1BmInHLiyIkBPpqtO1Jt64xDmxjflZlhySMUhGGRPMjNxvgQuBp/Bjgb1BEeQ9ua0lLS7dHw72ocHw5n6JfrbZHKPEPcXKCmZOsB5MpV3DW2A+KQVQHkg35i8XwX364k55wGBLw62nNkhKUU2OO6siBu4xUKBBEZt8B7GqXd58sDLzhTYIUuAVpK4gZWlfiyXmdiMeBwdOtGWCoU/5OQU/r2mobZkSR93emQkQlqJO0Q/xFTQXb+8waGwBmeARkadznlu7somdnCxC3QNjPb3wSslU9HMbPdLhEPrixgFC8Jv6uqA1uPAl/9fwMj5X2ALUkwMIqAX8aWneyVD25BLpBjBeSmHhBwnrgr08eB7NyXtVGNbk8Zx20K2Ey78Eogi8XufzzQPifY7M+UR7gHDKTW0uq86PwMVHg7Np3WU7SThg1d+bemd1LVeqExY8Sa54Z+3Q4zFeIPadxM3/Ovj0/Ivhd+DksBfnzoGmgzYRsdVZotexRT7dR+unhydwWV1C3+NQXcNY9TELGkhAgDDkAuWLAlgdHt/uKppUaGUL+MfdtFIiPtTUc3/RgmdpXC1+NVFFrOpoCG0WiiOCY0teOSkdRNSMOLTEUlL83KoBpm3nCXlJq7zSxJRY57UDlEi5zLUQk/OJReyM0x8zNtJ+u+veu8+mHeVbtk6ik68F0aBLrglBBek9vc/DsxteRt3s3QWHn1AdaD0mZA0jGQSIs8+H7IHS6DQjNGld/51ulsGz4WaEX7nhKJ3po80GXS4nVAdsKcUFDcOOtyJf6w5PfHmBuXwuWM7raLK4aeDfFy7UMpuUbxVnUUyoh8wMXwMRTDjye2K+Edde9tO97MFMiIK0LlHFhoL6MNrLDDCNCt1slLfNvy3fhq2yYQNI/T+Zjph9L21ehCAhgAmWRsT3uKmylcakzjZBeTGBw+OKIrRrRoiXK2aLk9T8EWyO6xvNyDQDWy3pCnUoKKK3smo3vb8lH77hTnfkZIy33SnmkkAI/qkLQqukU5gdHJWWpY49D947x9q3Eh85GTTsPpBpkcQqOQK6gsBUp2yp2T809Me6BEy011Hnt0xNi0HKkWLyJBnG+yNS/tyhoOnxRljzmbY/ABZWtazULqvBKpouSlOLxM0g5HcRTeoHTiYWs8GoxDf5u0VuBIZCJd6ZUjxERz22OwtEkjHJqTbz0B9ekJYPgLPmtOy11OAuBsGEonVkC61Vt6QRYooLwyt8M1DNQ9+Jav8lMpQYCFgVbc90xH8sKn8+LiOioMJdqNJnNjOL4HfYs88O22TM5BXViWRi2Qu/yrGD6xaF3n3m6bGbx3lraHNsVIwYWxiD5c8yi2ShjImopaq35cHBM2X8NzLEKWh47dr1Me5HhESJ8IxMAw6Ho7wsAv74VSLOD155aiA6DXNYYfs+jcfUwVdXRspHcbB+koZmqclqBBdYm7BHIzrgsWvh3czymxRhjHFf9znDxBCasHrYEDtE5THLPcu84tNjNHOUAJd8rN5NnhK1EjO9Zu6C9xHMd7hofba8pJl34PVV3xizo1JzEhi5Ex1LDuCLfvJ+c//DfUaDCBQMl/uFCX/xNOWDyfV4/Fx79sWBmdqqyDiGC31m0sTpO3SkJ75WlfEE1tpp3IQXUCjiILDHR/pMOWZlcIizk04RMiOLAqYiLlIiMfheUcW482WORsIpcvKm+UAbRnSrqzlZQFzHOAPDTdbB0CXBfBGGmezAEY51wYad1pZ2JdrRgUcl5AX9MGrPpcDQYVxkeHZAdQUfffSKGderbzWzBFuI+QtYFA79sRDxacWHlxzH1wlYxMNnEvqVZcviyHegYyfOgh1O40EZn98KxYH4kwx2sic2NkvSywWNgrWoj84NHbzcTDjlsMEmixFF9HxP1mtEpbbLmH9KjZIQfmEUlsit2ZLV0La9r1aTtzd4ta+S5m3Wnp+4+MtGnZO+S3hyzSLTrT5gHPMoPMo8eyqhDi6gtHmopAy9t3GXjUWd+Ld/Z9cmEH528O2egeKw4s+sG6u4x2K9bcAvc0taD4M1mgbe9uONG7+qYdMtoTacyDTX8hDmOlyfbLiNE9yL0ygh3K4JxiKMgqVvJ+SGJx8Bn8Yk+GhD7BZayTGa4V3qWirpk486NknsB0NCoy/8Ki7C0M9U4ltx6EJkNJW1DwLibu7V/Vum+3sboGVgjvYZseRyGUeStlHf6MDi4+xC8pBvJv6F1fO+7q2JtDIwTpCC7S2uv5qs3h5OS+eF2UwprDwHpp4juarlE9C5q7XU1lqLoDaI/8p1LmeJX1rESJ01n2TjKfbGOnkmAco2L05CwufTycnawLvJ52ItZx0ts2tFRRWRO8h/Gm0tO2wBqQpMit2w7GEU5HcWi3Es3yqcxm3lhI/OZlBDMLdElnv2zo9X3erqYIYbcE6fDAmX03CfRMDaXEfaub8kFfEjDlpqhSkTjgkUDVTVb9tm55TE1F3/A0EXegiKp0Jx7Pc8SUJ8EF/OaIkUMDwcnnICT+p1WvSwaxffTL2EJ1wJWACL3wiRwbRotIKZy7mYSo6bTfSqf7Osxe+Bd4OM+9ExlAe9gXFGUbTOT87oCb/edfaMjdG5bejOFxbVUgM47TW9TaQihUmNoRgYkLklZfFroy6OmGDECio3PxclWF7qe/Si1Tcp8WKOli2xLyxlNH2UGFtE/35Undj7Fzq7xopgJj1cZzlT0o5i8oY8t3oNWeswT/ai5WlxeDrDRFRpVxWAW1xJchi3KlMIYxmpBw+T6zdRnQS3MKplPQbFQF96UWuQ0RwxbdDLRXhT3D6tg8azB2/nNCmY/lN7yP9Bf2nPqU6rz3ipiYw9ai6OW/6V+JMbuHaxZz5A0DiJV9N6e0YjfXF3hclfsD9ysEa4ba6QyOX9w/yDluXPhCmu62Dsjrro7MNs+9Nrf1rb7nSoysG+ya/xzTwH2lM3rOit2zAqS0uMmtSu/z8oT0jrq+nlGCzlMEUR41b6RQEea279vEXg9ZeoJPfHOiYZ/MX4PIa35QmeuVLS1ExKQ0IUYqe0eMeS3vdYwV+6yV3tlvynxwI5RwqXpFn1icaF3Vl8kpJEuQN9bMbaY2LgMUzgbmomNV6ypwSyCm5vZOZP4ms2SeEAoBFTIiyDTqVs1cF8ErY6i3G1lAxyqq8MiC6fzZr09x3JFsO3ZZKgMB/yKZYFjlgS9smos1bAlWK8scjSJcmsqH8d10pHbj+i9dIWVC93A0cj9FHWi9VPeh/iQbGoG7hEwu9ZnISOm8DigCshKUWmp+SDUbRbc/W0MCdV7TS2nMpZ6IbeWSQh/0kATjaPEcWFxR3aA41issojolRjZN+kATv5JdQccHpF86GW+ZMV2FHHhfR++iY5w8MXV3/i0v/w3sOqjHE9xUu75lwU8TuCyBrxX8L21WvcmbROOXp9J8m9eia54RXjZoc4N/Emkg0i/3EAbScy5FTUxJ80XsPFOMft6O6pgfBRdVDBXDfrNcwLG3UrBXIN8i/thtFqMuqGzwB+EkDe3iISk9v9Bfc/igl61d1MOxqYBw3WHBaUb3YchRn3CX+TRIi7/XaGJ3FV8cR+1A7Jh9oeCtcXskzMs1h3nEo5DuWD9w1N9HxjuNTTjGkbwE2hQaBaGIOc5BwGepyv+m9bt0snDt9n3Ox1t97KPAg3DHikVwZVL2NmKnJCCXi3cd/0CbBCuKGJP71o2kv5TeGSU39TAs36FnaD+YjtG91Obq52MhdBfa0nV2q+3PPnaMlIdX3gEW+qVK0ZC2fR0pocwJyTU3wrNhqdXzsIfVvFRvjTF0zH4VEHO8QtxQfDB1BWs8wrJ7dglXaX8jaTZkaRh3RLnmpAkbsSEck2AZJ8oBIwZ52XKt5id7I3UNGoBgzRx6FZ5jNNCYRjOVmVVRlxNyP+MKaM/Zhr1D3XnhNUDb2pSqfazschKitoXWo7F2j9LubEt9VtQfyeJfTInfJZ17UN3UBnT/yVtYnMA8YYnLz4FpLf7Tu46cMByP/3Dd+IhQzzuiR1azTHiRy7SUI2zVqKqL7YWiFiGXF96Gf6FHFXl65jc31uungPMx9plZ5FG0jNZClRFACXDyEPjKVVrhCTtZRF9EWstQLztyvlI+zMOlss5QvZjuQ9PTJpKzDXvuaSflzdM+NUx9EGiVj2HXb1T+D5UxDB+FUBjJphAh250jR8g+yfPpy79TAo0huHZWlkCQDN4geA4bmK/2cX30JRqH2BkhYUtMlAlPdsjp6H+fVz6Rw7v6CMiuEr35cadaYrhxPkI2rwV8FcNRBB1f/PaKW7woInngFZfA1XMsO9iWEWOPkXgYg/hHUaqcQLffCLH1YGwRNO91NsbJSRB4NX9HgIQLL4I5RBmZJ6MRtmAVUvYVQB7yuiU61xESf5bE90/SS8OvqDOh5gg6zL4sMoqsJU5MUHe3gctVmCTvEoEoyVAQ9vqxhdrCS3xy489StyW1KCUfA83qxdlJJG5xtueFOm56GEkjFYdmkfW1hpldODQyuKCMHBN1niBKjK7aEbe5NyuX/I4BRdVxZc1XZtHRqXGBMBT/I6s8HedngJr6vo4FBt1EKWussjw+1YGWdoqVQGzeZbBbtCZy7zA6enQXr8k62F0RyYrsR/x5Gx6ndc4QtVhHWj90miGtqPCPiL0wywWiRmuwC0j9S5KSYD7oJCq/wHJhW+ohjYnqHDXS/yafNxCymc3yNC/HzJDJN6Fx7fgQLXEnuhXJd4Nb5Ofo/qJMc7TI/f5G6RWVyjfXFJvcznrX/pD+NBo68/slyhDmUE6ZSmYsW+RqtaF1XJdM2+S2AoTbbwQHf7RMMkU8leQeh9Bj8PtUaGStA1zkNR8PbCPVn63DprjqzKorNB1ztph8Hrb+XufxHjbT5CtdpGJNvqFbirxRj9m/ZS1EMxHKDZYnFLT7Bh1cmovQ2WA9pJ9VwpbK/uzFFKM/uFARdoozURzxK/7714UhR+bKS9U5D/8zEY2VHzXdBi2thSGWOAsTlYFLFkaPYYZdQRZoYCx25T0cRVpEg1+orHxCk8epSJkHoqUXKRks6MUPmVSpfphxoQ5s4qsQ/tn1kkNNWam/+3epjJigScFKsHKejv0wSZPOUa+Wrt+CUzWMVBxfkN7yZifcrArGi1mJPurjFBgc+hrEWQSPJwUN1kS0V0uprbMmVq1hnf6v7Fe+tqf09iZQyoxqv646AOSD5yj9hl+n5D1Rl1wBfualnzU0DTx2hrEfADc9SIAxV+X/VUme6L/H9HVUuhyE4SoMaEamX7EJb/eiNNgFHJO2f2I6KbFLh1FQOCDVVSXYkWGPNAJ6HoUkVossxkFlSOfN3U1E9glC/2K9QNfGIIikILJG9EUWNUGSzYEIk67V6xf40VCQGWoR4jDetHQJrOWpGdV1j88g3GKgVLbGTpw9wcfgk3qIqRhxRG3FJ+72OxdwFUkchmOR5bm5sASHZoj2orPJZxQDE7+h+5DTa4jKQXT/Mf7pVI7SvNZCYq9y2tGF/Dh2KhDySiR4nRXPN496+yX/vBnfkg3xWUJfnrvPl4+0qSOvCsaRg1FSSQNd+NF7ZMJGXU4sM9sQdk6L24QEbxZ068ih5HVmdgfv6UttBz6MwawLGhOkkjrIt7EbFpsRX532Do7l24HJFR8Ej9Y3iOnKmRJZKjiwlI3t7dmOhxNh/P9FdDNLJxrAN6r6YPnWV7s1ioK8RwYnaSm6bnttRI4cKWyzS3cmOITvePHD4n7UaF5+kM8VNWvCoJq65mn3BYoDg0Im7lHX7ftkEY+oCM36uc5cZyH8QzGkLkedEjg9uos8PdFOvXKf74Fw8kSXIzUBlz3mDHBEZnZhCeKdpi60qJyv/FOn9A2N+Ms/rnceMe17q25QS3SF+2jWx+ouGz4059RU4Oq7hxyfR4VTDggO8DsGVDYrhH04VSpS/En0stZ6r723vGKWahDFdxMfUghuPTZo412uStN4ZbXPNgf9/q6VjoHWiGXLDRfdKwDHgTo2fnmROHkICYMlpR0zlEE8yWONQUNMAi9tjWHPEZZz+KOA4+mhfqVV5lKghUdUDitvrriyrChiiQkq0hC+Ldes/bP+4Powdhakf0ZKHroG7WW1InwX4hopt5wEA9klmlsGnnXpQjiMBpghHCelIU+EsKnTjLaAw6Ctfm+jL/OvSuWEmi4DEGJ5smVhiBJBDWQzWYLANK7EKMro603QQDgrB/WEck1x7y/gEaQ5EWtpoI57ZI65hG2QY+kavrKZ0QMKYltRS046JkuCtq5hagQzVQOLL0BNi2IUH0kMbwZmIz1r0WiVibLKBZ5jQT+iAqerV7bmc9NfRVkq1mtgNCw+YDGk+LT/FkXEKklM3KyV/2byID6b6DzMK3xNewEixdmrQ15rpLqVa1580UtK08ewGGTOTCmCnsnHIIQWtjq3wN3+NRyEXHkMdxoDaXsIwK+cT+PE+g0Um02vUC9QUHLHf6O6rgDjby7rLGuAEtEnm0V2vKwGybG9wXdLn3H/Be3JGvU1GOW7EZu9LKySN1eKSREuNf4JmX+6mocjuNF9syB7mjE7YzbBFGwuOCDphtsalc/Nr4Ge9GTbqB1yw+HfUSJOGLk2SV557Wi4oFz32jBzrwdIbWk30lPEQ9gTfZBeRHlbPgt83j7z+RwPHXde45UIcEgfjfgp83/Tp8Gqn8NV/1Y6B/CqlL8PO/2NEBcBHJnUqU8iCPMfEC7TOXx2LVHdP+thmr5MJkS4gpGjuW+Kb0Y/o9Rbg18bIpehxMy7dCd/4wIZg3ydGmuM7ljn1cxRrAU1V6RTPKe1sC6oS34n6/oojP3R2JeWKEBnbzt8jdPZE5GEbyd4IntIPtImQEiV3oIkhErsbcti6/xBXx0IgnOHHAd/Jwb7x6CqBro4EsemVfltvalFgVxM8jvlp4TYoHOQ4R7vMr0Ewk/hBj2oR37JqFGExmVj+WlHBa2I75nQHH8R82VgUQeXHNhSIekU7jpkrnP/UGdu+BYgChJ0XOHuTxQFNkowsp7GsalN2uvsugVHveC4H1ezlK83jRR05oQAEM+vCuf48krzwaLWF8D5gYqJomAn4fLgflgOxHme05LHK7YLxGzsYFNHPZWuhEVe+nafpqQqAUaFq+5LUTB8UVbtXN6bbRJ50CivCC3nOnTu1ik3igZgqcw6jeNPF+wgFHSCCpNXwgn1TEguwAMy4z4yZqPOi+qRZ6r6A3qOeElTn3+BxuOozdAk2wqOqqkvcwKR0w3G3wyhN2a0PLhbKmmsTrVXq36xxH9zO7CUcg0z6V9S3PRT5hVc1tdbK1/SJ+j15p26YiLx1Ian9u2FNINPbkfqrOr/BjaegiZfLIx/M4Dzigba197bvA75B8vu9TJREwSJYurfOlF5jLhV2btV5KPqbFCIcI+otjyojDdU6Ivk1MepEJA/8Un9osqZyOp5OJR2th8fRUZPakFypOMaM1s2nLTchmgs4XnH3iMkJWsOXLcjpt4RTqqCxitRQH+uxs5T61yR7mXIWjKTKtaf8/y5RsH8NrIjaXB+FQSCzcag3O6Vizo1pqCfx/L1q2eP52CMF2yp/CvUg1b3qXMbaZUgYRa6VcZ99ZF3GaAARkqciaszjUHKDwt8sz+ObKxaO1X3aogng8zkZmEs3cHw4aONwIIopWQdf7hOnXPa3B5mvTbO7IGBksMPpyxqXbY0fzdteeRk6ck0hFUgSxmKFAOmCP2G4H4GqtyWim7P/g5TSLlCqlM4A/l90R7bcPwJnNYeZk3jWpbPupXDRxsrw6JwMkDrTcmeZCnvrV5XlfxsGtcU5hX4RDUTxh2w1YTOooVv84CmJ47h1aquBmGDHAv86A+XZI3EK3n5WQnufPkx/ykJGQ87cC95o6wlqbSxstfVI0U4y7Z7gozbpCHB5+AXx3zz0A/I51ShjM1kKMuttgL38Yks+91n4iZEVS9pOFBQq1LHXVizwLFDUO2IOaT9gX0Q92JQclKTB4sRa5wbWqTYYIOyqBF/Dgd+DeUa//1+CpYZONKJEgIujBanVCRTnn0mBSe3ZK4cBlazzvWzazs0CNiZ4ca1cxQAAxrKT79KkfX3dP0UTcLGVG++FcPFB0k+MRO0MOrm0iL34x9R6D7VMTFiyCxZy/HIHBIDkpq5SxctPPFTMNUxdBQipUcVYDeVl8yQ++/sWwodlc355FFOFmkbtMlC8T60DsUAaO5uy/8N4pQVZ9IOppx6fLkQQbF1rUckGUAJK3291h4qs6/JvTpsNyEyYcTPBxdpOSTBTM6+cD601XOn/uEQpeLFvs+TEYcIr6z5T3bFunl7rcBPUfV0S3wNWTe+lw1kiyJ4PfevNfB88mt0ikTQhtfcrQYUrv17GhdXk5lDF7/ozHf6EJayfDooqhhzLT/yhvwluDBM/xr5tv7rlqPOViG06aYX1Bywe5vTLuHmwvVEYRukTMV3QC3HSBihL6ofXDj7nWquo690BSnRED0h5c/H8633DLxd7wKySbhskK5Sdc/1C+SDBX0hDjAKf2iq0gMK5+6noJW0a6p687Q9rW7LQJ5ULR5BrDPGWNdSwCnYeHEImDJQrDg7c4MzknvptSdcgCsUppDUK2CVLTMF+eNsnOs9Oge3sot4Je1Uq8f+P05L/hTD4+3Og6MHcyECmqQ4YI2OHA/tRU/cB0GeP4/GHR3ZfckQUiSBq47TS0d11IaCAUxgjBDO+me0gp7ku0C4Oma+N7Jq3d2m3/ZlKO8XkOm1MJsimvMa8AtKgI1U8EMFAkGRzzIoegOvf7RGccpyJPK0WjlAOExZe0WjAV6Rv8Id/NN0xq2Wl9bneJgK2jUbbi7dvjBgXxPtA7JZPDmOZXGXQ9v2E2peMtXr6MfvnKrW5/C0cgGHsevqhH/FmCTmdaBbVxq5EQ3240jUjAi1C500UreBo4pvcgvDG0jRMgmQNJDr2YG+kjwcLE5mpH4ym51X+izFg50EHyrqO+M1S1J8PpOiq6AXVewqhkbIsDzxVaXWRcVGWrnVkUfBqQEHk4zVwSjJ6N/WidZ6f6RpSlzIk3d0TSErhfLDb8kGjAOhUddmIGoS/72urRuhuusMJ2PFyJyjyv3V2A+l/i1+ohaI6Is7S3aebnI2yNgY2oGJrdW5KUqWK/6cfCBMAq8c/u/cw0+Sr3WW8aBdW9ETAZCfr1U5pl9mwNbAfC49dWAt3XmGGhGP3tRcVmGrgh183EgzbDdQFjk3HVbJ0OjBg0c6TECBRKWXfI77ExeIcRwRfMmiFYY0L+BMabsStsyvJHNDrE+BGmdFrhVaJ7iPgwkZB8ejtj/YtyJF6tewFVZIDtS++bRZ8z4oQmQTxE8M/htovMLi7IhfKG9Oukfal7HS6fViyGs42fr23dk41URKCndhEflqLMUaCbfdBu1WB8cfcWEow0P90WjmIJJIJ1teVQSIxQDWAb65zDivmxzDzQBVPxesbjWUh1ZT99BJdj/GH4JKggNnWJqPHRWb75J1TcyfN1+62MpHI8O5OlBtH3SU5NTM0ka6pXv1CqAhZgKysasrb6mgEVYW0ZSpVNbpeMB8LKmxNCqR/NHWPleHKxyRT/z0+ONT6FVH7N+2J651dzCTjslR1rUqe0/DojgPKEIohLk3ITogGOOy9hMANKG4+d2iR9I9xsMPqD0RFHmlEtr3jnrA0SljwXkxJXv7C2YgjLqeblmHEGZwoK9bRqlB9wdfv9FxYFmWqeZQaAxY6AB3DJnqEoZ5ZtydyMo74zalkzZh+XnVKE5jTaMHEftbRJFxq9JTbvZ7z2MLQvUTevDaOTOFo8sFbFQU3FSx9deYf+J1heghgnXfFZSPDrepam5fOvUwAfsC400WmhljPvOSgnQdtWxRaGIguem3pqsY92MkyzxE9fXSmffOzr8nz1NmMoGfNIn56sjtrZ2AhSFOnbiS7uLhY1VqVwhI1b26Ba7L8ooyFMEL3/fCXfi1HdAb2ZOKlxT7J0n9BpPug03fDOJDSVPWxmpSPWkGyPgnjimGXkcTRcKRJnYksQa2OzICVjJwY+h9lZZY5KwI0i+amSEYxHN75eZAdmR5dX7+wakgs1cWez0bgSFjk+XlD4aDuslqpJZOkwglJNwarIlFe6Ve1UubqiZAihk9bjQkYLDJRd4TSDi6cqgcBxUwdmNdqHVDFyNCh2/xy29hhztzdwemj0wVYOFeFYWPSRSFnmc0+RnAYGxpFTLafHwgIsWyauczVzALQiwNWN+rzl20jIqxqxVpY19uRrjxguDPv0fZgbbz4n1tRzwS1WjCInANSZHqJrUvDtLfLP3iJW3v47Y1H0jbZbp+cRLOogC3BI3+f8r5NuFG2A0mHcRthUrwgCjD7/Wsa2bSsYcDiElqe3JemGkaP4Pwt6Rdcs+tVPsJTMOD/nVZzOWmDVFVhIPyBq960ys3wfAbPY8ZsHDXKFWhdjsg+Z0thETCVyJXvo/gkVGNAQcMsKExKnh6jiRia3Tz96LZoqTNCzD53TrPCE2+pDvG6wJJHu4th+Pa9Izb5s0lIOIhlqicXhK8PwG9YguObwnHNAodeFe66La+9NkmK0RTUDuAGjQA8TJZn+uqgrGMhZ5wNvqYOxrNwODODzumN65SdllvQwFu0dahtKRCXKvgYbNH9NnvYPg8wrKGZVl32IgfIH7LyixsDv26i2AQmJUSlPANRHKsZirXFlXfHbDCbSTavi+XQtH5ZAcWDzqGBnk2PKEK+ShGCYCxJNkl3iLpFwzTnqivzSwoYtwXY8y0lWlZ/X6iqHe5TFn+1V5qZTHEEe6IWiGZT5P+weHyGTI0qZNLUw9ycr/gvPg+HvcqcNGt3spKlulEaQtyrPXpYFqOlRArHyfzZ50twt9nGi87JlcWnOTl4Vid7COnFPWzk9+f8MSJQ+uB2iTWqngy44BnSyYwgCpVKWpkSpsKieAD1g4oUhDOo4zpG35YMHe26Hc5qfSnI25EhgzXzV1Ifd+n0f+YpXm5U9cLQJ4ypDLyXm6nKdyxAEwf1MUuZMTfZ1puvExreen5NTh6MHAPKzMX6KMkDtKoNm0YgNhbxUSeUUw+WVwHSih5CWk/4iVBpDJyrIKsJZ8COiHaKIrAjc+FJWvtGaDb51XHa36am2TF3Hm8UytBuyQApNh1i2njB5iq9ENVkXGlNMhagSmSZ7EGbWBlO9l5kOMleir3FYRMEnvONUE0WGdJ2JWJ++nNf+nBMZzurGnjdAWNs/NZGv4KMdHY0OtPzhhXOgmCRew9KondB6wAegvp+sJXlOAk+A94+ir4mAkwI90d3ShsmUqlQcHwD6NHPsmYf1pPEz7nxdbCBuIPQmuIyvYkGsS6jb4Q1nQWpzlAZhUAblk5fP/krGQze4KXGrtGkJNei9DYv+SCoBQw6LYlBZgWh9XqMPwA/QLp1qenG4+TL32ndaxS9fM6+gZi8jgBm0gkbKcvZWFEZ2iXLGLV4sWCs6buXtP/DtccbOGgiMcLaUi7T11cnMVxiu6xRmFSPnCRIegQz9xnQNgsLaQ5Z+GrEpn9gJawxGKHY6eiQrmxFTkriuQKESbPMHNVgltlsQldL2C4Z+5sDFg7GVxExmeTtq40d3N+PJiPO6JLmcTafa3G3GRwhlub8Hj6cqqBw0ojVUfaxs8kuho0U7cl4S6nrjx0P8xBH0CpW4b+vYfj8ynUzYH/+MeptPwNQ+Uiq3fNUn8KP5ZJL9aYy7Obqke0oiItQl5dL6mOT8DxPj9oN43mmasNXxfDEUvAC4xj4hCrFyiJhaFLA0ukanDc7BpUwcigAtERh4fTOT7DOJzExPhQga2tfPg9bW9nvZ5Yuf1AJV5BzIWWaf5KPSnj8upSor9FFDAuolZ7jPEfhXnk6f1/bSBoAyTX/BfGo5qIPSuGWBfx8Cs1Zy6jERUjcGymfogHb0RHuhualhNYGL0YSlNm56tytD65jFu4OHYljqVBIATpQGpkegB7j2nquZhvSdWBoI1hu6H1scTZP9f7M9MWG6SmGOFY7RH6zEUw5cBFdK8KKODl7t5GWzbobRdNUR7qPFKHCZ3FAXlOXmaxcvnCmoYijdEBxxXdMAUVrHL2B52iHDWfcIv3QQtch8t2gTY98g8YxPCddCWkuOqA3w6Nl9G+esvSwwL4LrOJCVsaf0MAAzH4f/i/lCakXRdMf3hfdkWnb8559izFtBWzbqcXSbJ0AE/s0e+6znVOfry47hVwgB+E4KIVIfcN5iU99kExBabGGq723c8coIh/ev/gyWI8aEQfbgd1C0I0hnS0v1HF1PqqSwPfSvD+lIDDRndZTlXrZTg5BNj4N8WqvzNJ7yLMl4z4irGyEvu/jW8uwTROwAanWRVDk1znD9gtgSQ3QzDsGLMU+eZxlqJ/QlHHs5vpoJV+3v5Y/5v2SfXM5fBuMbG329T+RToLi76fmOOzFqE64lGPJq734fvxrOeoEpAat89L+w35XFIOpfI3GoQsmjlXW/u6MRRZ32chR0zQoWmTYErYWU9DBYT0wH/W4yKjw9Qvfg+ycxjOLnt1Q/bRo70djccv082C6mCZsrzsXkzy7JjAKi4yXwkPzbb0ZbYXe5cNQrPBYL7FqqKMiNxjZzGahPVj56mxQkbDOuaQCzaP9SICklRYuj45+Pa6ZygxwwXVa7WbcAoTujkBQY7kyq82hEnvqe8+7jJGo8JCnm74h0BHNVJnPV3MZnJVCrxiygEN180rb59fkpFBLOQRWkLTVjS/NxovXVC2wwtyTzJelxYXq7fOP1a5ICKxf39K4pQNLRhGgeGHfk9F1HjOMO0LF17/SgwjUIIo0Xyti2j8EK0vdma5aTwI4zPW0S8+K0BV9wiE1lfjuWgTYZVZ1VALEpz+NjDiz0LjRV8VktiADkZQUmjr4YQ9KkTEWUAFwUXK8GoHR1ehan0/Bwzh1N7Cn9+lX3dplVe1Ep+e4qeoFYySqXXD7ZXmjr/xK9uQm2RlipKoqtejfeYW+36xLrXqILjCYLtLIt9b5NaopZ8myv6cT/OkYd7b9dQcHNHxk8Q7/YSO8RWjJJpKMv7GtCk8pRvEbOXFdUYFN2jrUU3WaljgnjB71+Ftv+h1qfz1psQq6MceLblxzCJXhDiGfkDRows7B+9jkpEEh8qdsf3jdhLo5U/8WyUnjQA0yjC7ZDEyMY7AFE8cMDtCwuLpUM7SB6vS2sF0ksWVSlHyPvrmdWP7SlZnhMx+5C+DpbCsi0xeClAq+QVudxjiLD1O+xKEKLYcQQoMXMMYijwE9itcnInEof0kUWt8u866cyhi6wVMta94IN4uPQlAgxfrvAlGuly63NgNXX5yA+NuRJ0qELprn5at+VCPZqJjey+5ImhgxKawsDYmH2T9Q4bgyek9NETCvlmiSmJ3FosXlha2uIoObJNfYYhCKxeNRncUvgJ7LGNBCv4SiswqzjQPFs3TIaJzRSApsb/SyvcFkYY4R1OgApXpzF4qVVpn7WzPW3p4hTbJQv0V/IW2ZwC0GF0KCvXPl44Vr+XwT3ss/DdSQL2u1+1blYlJhwcqma6QRGWMX8bPvnk9Qvvi6uqH4Wkce2RVB11WCpZkB2fsFfPXFtQFBwpaF6ixWmAdVA0d8P0B5SE5Q3IDV5/7rI7PEXGZXtLFOHGcU4xG2CTgSC7JocTeaCZcvG8GFYnu+Fp0/bkToByGOi/xptDF21uLMnKw1s/X+CGE2H59mdAkpcsNNL5u9WFG5qBXBzR++84lKTr9T2/0up73Y17obSUFfFe62gfsq7DlSFFJLxVnOXFKDkDSgJhiVN2MJ+m/K1fDad4e3AzrWsytYECBos8cewkMDJUyl3Qn+DH/Z+G5WJ8xZuIAPaCOTK2vnYUomS+JuAuDqcX9ElLuKBbrlOPkjYJR1B///sIG75Us0+Br/9e55d4WrCUoEtmHuT9Qo4DoAA6pZMugvsuJ6U2f+YE8Lv4siNu/0175Ec5YQSLotBCezV/MLRElq6l1zTSYeIjKGBlpIIx7rSzpVQhbrrC5kIoOSqSeMHzrkAgcK1E5RMeYQ7hEBN3VIxiohDoitO1P7R2IyQBv/fKsbuZ+EFkOBqqEkwD/+RG0Ju7R70mjZzBNiTuwX50UcloIlbFzogbVSdgi6MS6LOmLQhTEebMyHCCUhWB/0eWqANXm2tJGDB67ig9VEhRRxVsj/mC+11Iui7yiIFS2LuhqtQv6xMD+eA4fzbOabEmE+bMP9HOs4hfOfp9ds2KJvDXLNbpFZnCBalRjcIxcS1F+tABxW89UC1sNh7Ttwz6gdFEHvWHYci5Jo2fS6sA6ZuY2QKQUThwCWXvuroMCTDX+MQ6gyhyvU38eMmRQ8MPsaYTvbTv78tjq4Hp4nQHnxc0JqUFrgjL3ylFiuNhddjLzyvc1qmXeh9n+HJFPwNPJIlbfJ84beapv9QMGHxtC1GAStobO8XM5LROMGfOWAj3YiBspSYgj4MnMy/SXfxiLuo0r12UC1lp22evWD4TygNvFoiD1RoZHY9bBaQi6n7Hu+qvWDhyj/gmInJWmcVYCi7FPKr8j17eN0UXPBL1ktawIGb/AaGh0Fk1+/MK/eLV1ZmtRPWEs0CyxhQV9BGoMpJAb5Rusk+mBsF32gwjQPalxBt8vyaOHlo2UY8BvjrQpqwVGnW8Q4W5dhnJu9AXpRCoiwoVTqmhGnWdtKbdugXFM7N1J0fDu3GgshDjPbVS372AfcSAkt5OQX99LZiS0ZXpMhwieyzQKu7DRSJxAlUmymxecRjkObd3jxUcQnchA+kT9vEu+URyarMCjreXkllQrV4WSQv4b6V/81UCVNajfyRBEk03U6M4TLhHDWbCTh+V7ozlFgg0mu9i2ooc16NZZkpNbhnWMjqN2UgGqL83rwrS8IkFtC0V1dzo/CGjL/jMx1ruvnfV2aAXRmKgY7HKSTq+NVcm2Tg7ppfhASGEoYPG6RvoOmp8qIypEypZUHRzVGHNj0wifjri2NAHrsoJJA4yWW34wt71B0mwwHzTObMTwVUo2O/y+aPsWQnKMh9oeWL/NTDaksnjtGQNRX6yMfn8u3JSRIjr6uxMCDIkwxchAJt0o9XIjrS+QJApc1Q8TTgQn0ZZ1AgRbgjwx535XgYEX37HFO+ssgqkds3qd7/SH7M2rXhsyCdWSw7LXl1xoHLBR2hkImIwXTFqiZnZxXWI2pvg5HvuTg1fAm5YSETK0qLpKsoedY+uxXqbMeCfQw/hQSmecE6Ut1uge7s73UBTFQ3htrLbO+HosBgESKwtYAYjgB+zpauLQ6C0FAb9/UDVUkiSAoBjb/xEJbfiDPlgjzBmhp+oO6GusLHLdSf0ccCSBwTJcWpgwr5L8zfSOU+Qi3ZCYkegBF4nqUrhppQMTpFv8Y9yJqILWQur7o0/iGuldU6crYJAPxvbIlrUNE9GGgZDqgsU8sxG2AmfHvyy8BRIW9kedqAh2NSRfNJqbpHeuHvZk2n1XlOIilVYEVwXHslnj4M3tJ3eumBc1Bg4FMSqnG0i+C3kv7svkc6jQXHvWUCDxt2qHuRIJKaQ6hH2SsVlr9Dp082x6jEg+wPAkBwgX3/ehYgfG9ykNL6kQw3N0LX3FnL6Jd7ESqhnuNaJpbrZzVNIwiat1RgpJLxOVzY6fGnnVJtkKlvw+mSio89CR/pOUrxX05pL9VwGgrmA21maxDYj6vJ0wYZgrRVtgKpj8k6VVhx0tw9zaA/kefWRB42P1qkDz+Z2Kc3NVwOnnAeZKVcxDczhlkhD17An/s0uSzhVwHAyvn7ZTb8rk8cItUugAveUJGzo/6wys51+Aqko+Ap1c5FeofKaDZG7pCySdUH6O0e4g4WODUY4SS5Rye4D7xqtjym/qiaYac/3iqIE8TKcYBluTXhBr0/o4tMHhHiQ6gpNDGLAnVF0yQFP7f5KwhpN6VRFni0EVtLx72BcV6fnlkGMAAc5En2ol2TmHmi47tj95QtIowt8HB8k3hJoPZNk/Jmo+26MPssKPNlz9hyTqcZqC3K/0BOb4DTJmcQtQjuSYMnjbp3tB8a2YD01910CR/9opDux9sAGee6B9F8tUQ3kVkJO/YrNHiVibH43ni6zGMla7K+pOrZ92jUMloun6X5I3Ba48MOguQqRlrUhnsHkHXVNEsWtbgAhFWnTj977oGU28INbOHgFWZIwxbelz6j8PKm8V7+YB1HUab/xwPmPM/ZtDlpBz14rAc2bamgzeO7Deqf1k+9Q2jboPw8eZg0QNBV2qHTJbJYThKKm2Mw+evv0FznPUyKe5cP6Hx9wDGZQqlTJqRdAEK0U0C9IWj/MFs5F269yFS68j5P49NDf0RWBgPuMMkBfBtbTxnI6fipq/S0ElJ4klq9YoYF4l8R5a18JTl9vQ1/4X3cc2tLzjyheF+d79H//yqPzS1VpbX5HPsf/YAlchIsdYfmzPPPq936Z5VhMSl3zk/aQXvGeqHqcL9HnGGE0kBA1VVPJjVAOzc48ZIU3SZYRNdcK1uK/cVdXFEIjgySKKNxqnqQRkklBvUslnLiKjPDd+eA7TXfAIRDIiRsnuPEv45E/675d8u46FizVX1gEve/bm566McN+HOW6JIo6G4rgtOvnJjHfTlHLLAQa3D7r5BhIF+yjV3zQzttggCtU7H1ExT4d/MOHTTokSzKj7A2IKzMPOiEJlo82jL4iItAWiJbGCc1O1YnGD9+qRaxM0jCvZH0Ltk9sdOAlL0cHXyYUrFZ7GFeF79y8g8P40bx3DqqN6gYq7gR6EBvNF4xLXZTJh0t/wM/InpfzKfRYIl3xboYVh7Jh6Q0bjwoYKBsflDvbd5BPNKh1xSnEzenqVM8q86+0Z3AqbaRG1I5SjG5j2y/T0Yo69KsGAiVxDwLMbuUJ5UjNPwSY19RbZsVmFS6I0xooQhdUa4DXbdOuUIuCvsYvGKxTWklLr3/Q0BzBak7XRYQwcpOl5Sa07UZlbPHFyKCHY28nJSZDIq1edZSr7v4wBidNkCp4rifS4Z7dbtQE0GqNmWM/j+Oy5XkDt5Fu+9tpvh8G8yRaWNZ2u2DbBLC0gWEe9MpN4Kg/5ILy0YKfemokacGvc2tb2SuS4I0vhcaQx/6nuuWjO0cTev11fBuuenHphl+CSkRqWtPWXnI6prIcrAHGjV2uBz9W38nR9k+yPB9pa+SMqbYSWJWm3JlDOl3Y71vaqvt20wQS6NkFWbM5wwyKtDGyFJfFHUe4gotmvN1arrNUkDP+Of0F5DqZU4Tg5xbFoxSiNJfnZYPW9HzDeDu2yRW/hEzbqMredo0BOi9P0NaALf3/wYdscM2hR93hjCX0WLvWVZBD1X6A2TUAaQLCC9EcUIzZrxFQZYFvj8bFGiffYnqP99UFbtgqSksKDG9ANAj1stya6NkCdPuFoh2E81eOoQ8T8Bog+HAUQ11pRafz2Wa6q/iiE2Yb5EhuJWXEltFJiXg0aAgReeD4FHc2nXZSXeb3wDzICzzcYiQed+lM5YmzeTFppkAQgXcd/wk7R+zmbp8ryp+W2wMdfSQOpKz1Ts7Unru/SyRwRvP7XT/nyBPd2yoQcR3jcNeG6hJIru2qRz9MfGlRjlkbYPRhxaoSwwbglPMu0kGhN6AVNbKQAPi0vCN8PyIFzkD1qG3FnINlaGFmAS6LYLfifWSm7IrmflDogGecAnZLWLtF/R/dFAwxKw1jgorL0KK47rfMnsZl1fivvmq3iGDSOnMaBQghDmf3HgXsLzWN0If3vreuRUkWwCMZWG9jd8aPuAtJv+MUA818bPessY/bBzgDbrXzY441e7zceg5aLDWCMB2ZWQP3ldYwdFQO0K2eQud0uuwSrDjOsfyj/hoAlJ5nnJvwaXDC8uUnBR4+NI8dBiLKahSwmRE7TpgQXHNTNhcBTZREoLuylbdURlUvoN+vwZJicgz/8ZHMnnS0HAAVJEXRiB2oKB4kGjBOJjBFbWLDvaBt8U8I+WmBYRdp1PLb1HuukQknDnOhJ7SiYWmh6yy5wPAphLWiHzPTfvNSRhRqgi2xgkDzwkVCM0dsGNbxLTco4UXr8bd6J+EJQql9rfBiuBPumXj/B8l3W3DktxV4mK79N2omIWqee4xtridvqrReA5DuuJZ4SnChhDOY47P5FUa94f32iH10XzypTDuoVfSohv4MuZ54TaJsNCqbVJaN9jAxb9RADXISpprw39Z3y2BLuxi0ola11bYrOZ0mp8Pu5z1CWA8kTKB3p8Wu8qRvfgeBDv2D8RiqHzaG3u16rhEC8gEbGfW9BFYCJzqbK76GY0Wu5uw4pJlX0ySl1DLdLO04RuGMHbctMsljQAheruxCSE6FVWtbBwcnobCCf0pRAPGrNmdy/u9GCbNR5cb61YJFk1fvh+rq2Oryxri2eyHfvRsaEzpIT9qdW4P6U7qFA3HPF89jnuEmPMllVNLiE86vy2YTHrX1rW1BTi/SwDsGHThDZjTSjjFwcAnJ4w6R3zEdSNJ1MHZcSh+ZA9Wg5dzP6BjbcNlo3yO1ogl4MOlVh+J2s9P75gt6luliJ2aFeLqVH+1R1VTiMIjnakpEWYI9J8M/RTDvwgzw7NzWNlq9eMzhuOcBex8Qc2rdlTqv0WcKr0ykyzA+v0Qvm4PCUjKKRYVefZCCOv9lke6IDWLH1bHOLWh/eklVN/e0WcXdDSOTgQJGpNN/rYs0j8dfiNz1H0nXdpnKJh/I3Hyv1gBs5FNeRil/IWizPZnyU+V2olp2ydtXM35JJL0E7q6VxxJYD/w+F+YvXbLh311tMWHPEpKGBKYHfzdS8K78F5HtZTB6GyTDZNRkwmhL25l1FKofwzAj5COKo0db4qTZ+VZylZNxScbcegDM1CaeW3iRSkXXadc5twGbczEXNU4VUpAzJpeq+0wtDpknslrNxL7BL5hQkBbCQxWX823AOxaJtXSXJa4eSiHguYPIZsJODV8Yp6JlFSEXYODmx1R9tvgKml6VQQgxUt0Y7ERbCsURRz4/1yIzr2Ulcm7t0Y6vBvuPfN1XlGHjXYe9bdJSU2yX9o//C65M7LCC94vLXJTEkhFWDzxA8XGG7l3DUVVEt8zukC2OZAVxDZRa7HPjCKwdL3LQyo00vwO4//mrWlmr50kInnDQ4qcNjY4Th969BOJcjF/R2C8SselYyXz/m2Vm4zbPzCIGLoRwYnT/UuEkuWOw2cLXCoi5MQIjP2SV3mBOR3wAiYwWUwBtZQOx0bO/NuRGKKpwRJEaVmFY7WVh5I7EgnVfq5+8rp9LowMk1jII06t1hKr7huIKsjOk7+8ZZBC7s6mQFKxzs6pZOSrUMPR6R9KShzDXpOJrAAKImQ/+sNdlxGDhTSs9Lt2cgBUCcEDnul1RyP8V4b+593y1p4sbQGam7KxBARR6ixV1ImwtM9KiJij35hpvYmoxoESFHDuFDXsMVA02qvkD9a/TUxFkqRCv3bJyUG6i+/n/YZ7DvHZTRMdta9Q7WIuDxlp8PvEJZIH2ZKpQwb1XVYxZf2CMBw6TXVbbyyfuX2EB719bbjafhxhyvBRSKlDfKtj1HKSsuZs2i9T7gscMuIqRMSMH1uN+5KAuaEa1PJmNg2VpO3917yUaDRGb38sESS5TCW4PURngkFmNbDBrLmvZIqnZaVxi8bxhTQuPhrZa7cy8bmnfHBI9Ez0bV6LmlkLO1v19j0jnTB/aPB32TdDqZAx4ce9xXtgXP3LOJ9OTjV01ooQEZVnbM1fZEUx+He0anTbPlMU6ADlCDvHjTsqaVC4/yEqUHZQ1NDMOWM/hVUrzuAdFII9TNhP2Hhjx0Dl2/cXTKR49wD9rV0W2hOapZzhgqa0S1nqqCcfMqLiT3vypMK1h0hvlwz90oiSGvyZQ5ULV21mxwlH4t760JqissRSG3qbCmGZ2AyPCtGyOF0G+PDSwmp/u6yT24/2OFsX+zXsG8SKQ0vKoPcVQi3JdYdIE3bV1n8vIL9fzvm8qZw8xBYtNU/E2ARoZqB5ywnLv/Q0++XIBlemdUuiHXpzgWVd98up/65u4gqa/S17ijshsdlMKXbuK03S/UG1eau+bGRcw9QAUdNMUgjdDFPrEQo4NdhX4UWIh/S+NJmel1JlEIr9Ud/T8hCFeeHCdaj+5Xk7BBdDvXy/TmiokcJneNUSf2t+aCvputVbQ5iWfzMdr9vWk9jqxKWBVh+nG7Z3czcaZ9a5COsaiv2mN3hvapNAIJJeribhehJgdEepqbRSIV6oEzqz1tSFp3itZqOOJ2eB4zLvGUtTiwJ79dWBVvfnL5r4FMcFFQNxwUKzqVIGuXfDqjCloQNfAHfo84WNhlPnaS6UCfLwwydaCRF5IC0oKu/CC4mamqZMSiCulQ/sf2SHKFi0HcTrFL7p/D4zIbCjSFnie76N0qDpOSpgqv9BXECAbFLYsClyYxNz9TPtk2CfwP7wEUZQPFRtV5wXCuwTz2Rw4Az0Hqn4w+8FwA4NJzRnc//WjBoxLDroDqTrcCua5e3EnAEIaGXTybPTmlBJGM2rHpegZ2nv3Nmg4unoebRBgZnfKlDh6p65A7++UKkEG4AkLqtWxfIpWT4fvjT45HsDvFKZ+AZleSk6agc4N6Uts2oNmXX5TNPv5gm1bnyB4C4fV2vUnJFg8HYKrXB+uosDGwEruANjtHxuUpGw0sIxkU1yfZsqgGOEa6qG64wTzn6ueRMMjKSvaMOPh1GXQMRSbvMDwImkFgGXzwssTfhrmOBi2hVnd4Pg1ELKHuJPiD+rGAO9oWr3Y8X3k4EmQcjC8uFuPcX+b1GiSjqR80MWGha61kUVEW3fVycWs/wsPocuTcENgUv6VMO/+jufI+BixBMdGLgzWNDW5Oju2Vw0ynkoY3bKVC4mon+y6fYpbT/hUHOg0oRHIaq6xd6VHAtwu06GFCGft69tjy1euN7299gEqdEsB2LE49wkl3YzRGJ7h/2XV61eOU3kiR326Ia6PUt/FyXV12lIVINUsyyJAHj6iJm2C2TKSgTrHTto12DkAHth6cb9etzbyFOw+y/bg0ADpGKw7RFaXfomxbpTZHjF03whsv6bxr5t7u/51WyTcMkWUFwqDIsafb1yBRzpzvYokE6UxiAOXlD3b0vBr1OxB2YH1bJncZZjd+FPvHf/30zJOE/vrkiaB8/EtDrLqjJBNpjaFnoj98LAMinIhM9VNZlty5NRlIwp+KNZ+OlVB4Q/Rz9Udujl9kGeonvzuV5bROqVDwxYL1A2E7vrq0TXcBQ/B6+LBz1NlmtGkC0cWdJeiL8TblGddBs/nhY3y/S47hN+Ctd9H+ImPYV5QWu+/nHtZEa2znUVm7ulvYPcbSn4S5w/72rNu7dUuIlG+aVz4GOij4UdvmfMt3ux5ZC65EHT6/UB/eDqlHi/2DJtpET6Znsxnnc2ZPYt0+5TuIAzZziCudXRyK7BfHMcKnlTPqPt9ra558tSfJwRg/hswoRLN8QE7LXOp06QMAV2aDpSn5xh0zi+QrWJpNEGVHNXKmKVG+5koBZ8hW6gAI9rGU+CZaJsYF+UaVuP4TWt/N3MCqXDNdKnCQjYkGtYHvs/3A6zOpB8wZMPl2NdQCPMiRi5mgVy41btjmZCrb2XwJHILkZmRDw6WLtD1nllUDBslgyMXv1+RFSKVEHcO/55BtuJVAYBpx0wDbwRZzsXhsJXa06JKylkti/byrl++BBw5b5Aco3cVTt8f01jQKuJDQAUySavUmyy2pqeptxcVE+JH07FYSvUoDodjgupfXlvMUcQ5ShCd9xElKaDiSXB6bSLZeLa1lApvM/BI1jvXPnUTNcuVMvaYVs/INMBVslC+xaXGGbOfzJC/re54QYJV1tMeXZIzlYG+hYxXMtx1bKTxgof10i/+9FQZUYIlB8D0ezh4jLKsCMcFpyjVPPOXLxHzhJqY1WZEG2+Fs78dx9OS1wKamSZiyPsHBHyFo5wmC/5SNe2xZNhv6epLLEeYQgZiSaCBG3FW8VsYdUN6U6Rhm2wM17g7wla9H34SkXh1PF30jdPLJ9dQe45k7stfwITyYOpNFf0toAibHmeyN9Opt5JOGasnFRj4p6ijgmJKF4P77dbKuUOuI6O3kICLMLW02djMQPxWvhwYYfVP4JooOlq2fKYZI/L2hHKm9bablygPT1jPctVJJ5aenHv7uylZvgoy8qFzzLjtPnudHpLOUiLeNdlKZmOi+LqMK4ZZWu+fKyvE5u+t79bUqpI4COx71d3tISMqIbHdNGsOGjvve3sGxFxphzFgyiRy9svfM67efjt61LC0WA718R/qmpBR5yqLaB4glSWCSsTgaTEwpynEKD7y7ej+7XucplYcSGhOlfL1un0XdWVjHl/kJi0daqYwxUfDnLQXC1ApH32Yyah4/jI73430dRJ5DCr1GseyORHDI6mqUAdeolAf7+19bB4HaL0ML8LJ3D60KeujSE3SJteoin5OJBiVjKUVEkDbHbthP41Ahy9HY0F7v0RDVDlG+V8wdbJE4YI3E0+91Tqec7iV3cnR4zfdEsji25ZnhtL4uJ4for/baJU8fylYHxhpQSoyrL5n9vvI0wQ9WdKB56O5HVga8SwDZGFbeafLS13srf3blpdzxbWes/QGIX3B3EDJgyqNhRTe486GrFxhPNcRc/wUshXude4exg9EXTKRvJSepQZBRY5CIuVCoL2JhQvxQABd+uXMRftLFO4pZiemtSLXoYLmXAuNxMiRTlwr6hd8hPRA6zp8jRHEQg+oHCFSyRTo2LUK6y2ctMx9njDXEoZbnVEiRlmUSG45GSmddja1myezj4/2kVUoAPWO/gBO+5QYsezd/p6NW/euNgW/0hQFSLvq2U79fVSU8aVnurBfmqortfQvUgZ9i9wVN6P0I0Ly+trLf9Hq+h7oVYaYFHz57BNX2aLW/6R1jlBeTNLoKfTVt3qKxR40Z4kkf/lGKLmKE0D3/uUARxsu4U+WVK1JAxff7T9ermLkc19BEiF+jhxzfzUph0TCyz+UVM7pLKIx52xdHbXCQpGBV8HAUTx4O2aZloA9KRqQn4OfNlTiH7olisVBsUwLW2sCHfjAQgUKR1a1v/2oHdqwD/KtK2aX8nOdM0RPXFCIwaARxdoCxrNTbPSh576oY2VnwHYvBVRHfeEEAHmKeBo3zBGSoVRNdm3PCbVlEF5H0FeShm31xO6VD+fgf9y+EHkydHLJ96AQ79uqpb5o+AI/msFKBcUhPEHeUxtmnsHBWfBfs5uJOmu5FgJyLumDRFh1IhrRBoumnTaA+SeJs4yy7jvIUllEEdZydtVFxfUdGmaUv7F6nfik0xCxvBVYj1GZJQHKOkFqfTuAcxZY8wXEih+CfEsqgvQ6S4bvUgO89T4KyxEYUWO1KMNkmt3E9Uy8H6W9EMGAA7PqBh3HbquG3LQdR0vwprlzo4Bl85pSVzf5bUjupYoipW2r0ociP3ic5HyYBtshTpOPDpxnM7jDv2eDv5DrtrbHuivHJvGqupJ8QJ96PWO/wAOEl2zcF8z8ljEAoiH220aarQ8NopyXBFDILficNQOMUaefyhLL/NY0//6wUTcqXr5eTqgQ0tAqqilwo6s4wthc9lTM55t5g7L+cGKJ+zZaVmngNaCFwvKdwWkOZDP9Cnf0ppFOXV2hSBe37+0vQ7DOb5EDT7mvjoA2AiszfkjZUscd8NiIQ8KPNxz1kI00lnC5O5Q6UCghupbauRIbo2+Ku4YPfkFoRem63Xh695NL0D28XK08vLVa8XdwmgLkO/3vjOEZXHD9Wn9JsXDeFwAZU7B2N6WeLA1mK4vZlMcMcb8UmxGepuDgfyhQYX7uWGz2OCFii5+w6v4eWdgderlIGPJUyK7Ei6z4o6rVP2+d+yMNBS8Jsp0m3kgbxz6zlX73zF/WRFlhVplTlLb7tZPEhxwR4mZj1rN9yI8jt3xQ1mZwQt/kQjEA3wJfDmXWieKC98Y/Z1mXotN9OCsx1xjSbk6PsZxYY0tlmYej++b88fkTo/i1sGUEjYhLsUuUKkk1fp6/JYScY73hSZnff54mI6h8Ad7inB16KmW1SZRzuh7caEKXa5RFAtktgixm5ptSCYGwvMqar9CaogN7WnmTAvEe57BzgbXEz6huPkHmu0EjB7g215z48rha5FPPQzBBEDZ+GJUTXbNXWpTEd7GCrH66mM9QUelnZt3Iuasq8Sf3IeA6q7VLb7czY+rJtFHO6wpbvKcDhukAStFYTNTWUeDN/ZL/DyS2Bla8JWLpwiwjuymKq+6eS8l11ScQDKZ1rNL/o3oODNDARihLpU/5DLZd+7xPsHIdKWPNpDnHkoxR44OhW33yOsVHnheVKNPQQzNUdh2fgk9Y11RXWiI7ynVpcZ3leJTAV1fkGCaWKohRzKD9nDLzITmRPvAq8VknLsUpjppiPXeCvcm3y9KoxaIVFUzBmfaaRyjQHjPBDnExR8A27VNDypS0LgLCLmMoffmRXM6r9MhQ+SqFsTJarN1uJ1qCA3pS2duueYsoV0+aYXnI0s8mw0Vt9sbFX8CEgeBz4YbzMCES9U6VCF11uidMZRDtslsi4VUze0BovOp8ao6LNHt/KOug5AcFNxc2/aIhApcY3EiR8/B82X1sCdt9ep46Bqd5igI+FDyAUcPucXtfkUUwvH3MBlg1ACaBJn+LuIKZScjtBU7NO2L86oUL+NJLadjd0HXLxOClPod3W5X3yqPwG85hUvLrLMMdKxLdWG+zrJaKioFyQyYN6QAbN/IDxLuLRty+r+AbG7y7DL1OMW4sgZjTFMFKA98yGryU9hjNwrZOfl2P5vLF1XEuYcuQRoXEOwEqX0AQ0cCRxRl2MACwyto4asirVSP6hf0hy/hIyNN61Y8D9iV2ajg1yD4tVX2dE0t5b6CDR7tAav6fWH9z0VG7dpkA63ne8dUv0yxTX9K3yjVjYdHr4PcLcnF5kYZzhpaGVTddtnbCx7kKPl8K4QR120yV5B444YhHMldVxrL5zRMF5hz3Ny621kK7jyEqZwyMED+wc1FyPkvVMbz3ht/flMcN6lBsIqZmRUo5qHyksyi+NMTr7RVi5e+yuoy5f3YppS3xUvxyrgeWlRjTPzbhlkzCie0QieH5yi+cZWF3doOPbbIqYk7PbFN8s6XP86EALuQzItijs3eqby5+b8TwcHp59Id6pzJio5JLyN2YZxfO9uhTS+wKgmtVYC70GYdhkfsNv6muScr5P9zRb2WI8ceyL9LN7zpiheprcFAIsewANMadYL34Y5lgiPXqyvizCC0FhT1CpLt0UObbNl9DYicxqM/AZwiPbU4leA5lnyASWg6R20LCK6Cs5xXbgesxtbkVIOnUV0AlRwZVT2Vy4SzMqDOLkMpX48iEi8vRLINYUQjvdmSIN7g3/iYx9Dl6hCwBzzjx39iJtsHYjlOiVXoZ4b4VdrnyMUjGyQ2V5QHohICqmpuFzKLia4b53ja0YgkwEDpZP0GtdF2/MvFPXGtesc+Ggm7s4NepHHuZ8GHPQR78dLpfwVzljcVgJuFzG2GZENzWYrYRx2ZYZrhp9bZnhuMN2MdKZvBgpPgJdfjR8GD9PQ6x+CYJewHX705oaLuKwCA86GyPLwI5urEGr+R4KvdIOijrkaaXpf1OaONu+u1B62A6GEbDjlrWkXgkRkOEFcGjFikbZj+PVkzhDKp7x+MgbsvOZeY0uGz/trn9qcLTFX6h8+T1w1dQOhvCWUFC01LgHwkMNPH8anc8oltimkviSj7LPufWE0zRZ3ZnD8vt45GCAtVikUZ2K/kBPpSYHjOhkQYOjo+Ns8iwqYKv4Iw4N8vgvmE3bFX10hXAh/mtQe/5HvucCe5G7xMU7kNQvD6YS+5nQzz0sWXGNr222NXrQoMEpmjw7NAk+PkCXguYBKU+9/7VYmZTocUKi/flDOPDx6Xf2+vjKBQuSVWgrL18ee4hUhHceRLf1fGEKsyBfNUxwkmmARqpoB6PzRffJsTZsb9xaXPeRGckjD7GybnOzkmjaNeTbxbtHFbcVhcQF0ENnRELtSmvfm6vAVTC3c+OnDRBeuEGbsdG61RmW3PMpQ65fIv7zuqyKj3HMnhdqkdMLN64kd9JGwV9Ofx+2lZnLhHIOctBIypkozOFwEPV+F9bJpl+19l+aPhxPvaxxeDt3XaKarXnGAFb7Tlr+Vszzt+SJ1eSpvRo5RNc7COxvKL//kuffy50EL2jieOKwtSCoAxq4oGVm5fTGEXxWIRcxGbl4iEAUPhHz8m5P8bJ1bcEMqtYxEAPfvzTtblNoZkaYoc8nAvrssK3vt8xkEq+xD/2HoDErbc/dvHcR6+Uer7VtjbU+08PUiL18UJBHZfmIULerSlKfzEVnYhvAn/Pvc3n59pIrjlF4xFp4P0t3UpMeEaMX4yIXZ6hJ8ckOWsBxR8fqyCo45A3CP24ZOqR9s7XOgvLx6NKqaXYZpf4xPTu3Ql2VBFH8CTx56UDolkGzZPkgByBBsRINCtvSOzWf5aO9VmZZPibfwiEY9haNXFbEiTFwUwWGg50qn1e5reTTNGdqZJBtgzg8wm8jrAbNbJbUNEnhq0U/cSC+pjNDDzEOG9pAejvfr/7qHIvgs12+UVH2SDZEEP+ISQ7pNNLtog36Mtr/4MOkaowFwTK8nzjjAPLyw2t0zy7Uj1H62ppb2d1Nqq4zmET04qbmc8zbXY5DzCH2IJOKr00uQe1FqMmx0VFPXV7gE/Ykgx3TvCPXPtkSpnF5BCztkQ7yFIde99b93OAlsJQF12LqsAzGqTS/HYvLnwVPbXt5Zxd9nkQdwWmHao4Uj8h2SCO1NG3wnnjYLs34e8lLbkKYnJ7kankM5SL6tjFmDmN+e8Tq5aOxZjlYB0O89qWp3sk98RSFpqC8RKj/GJqTSX/nGztTMxOxT5AtdydaSkqJ78uizXBT1tu3C6V4wwpuqufvq3RezIcbR0ITHiU5+lduwvEByDuxVsumSs2UuU+lND25v538nDv1iAkhSSS7KGbDOOCGivfz0xehdp7r2OXsStWpVTueKDxEJV+gJxVlDCRe4Iy+F3Ncen9hBKJULNJWLy+ToFcikzEMemNGfl05DUvAYqNwDNwcx99j1rS7ZvmJSTOiQnjqruXUZ+5344bxef5IImGmRCA0gduyQBBDFI2pQf7kRkMZ2te7NzyMMKjg+p8mW7J/SrXAtPhcl377ts6Crnrr8pLgwPTW2hOOexgN4dKzlyL1O24kFPA5Z+fRI7L7bUE25s564o8ODKMLhhUpQydpVIl1ky8yeZ1wOhYUBoCP8YgZL+7JKqR7wNCyIVLS+DmAnhSp6SxJs8PYknq1jFJJA6R7mXTqfGI8wlHlWihQorwXKhxXncjC+7OLs1/4B9/G7kQo1N+pky63WEQRf326r8TDD7nxjERNvVw/cbIL4p08gTTb8eoWxAKAz3R+hWxiH6oCDa/L6dwPQVrdYKlaWk9CXRUpCv21nIlA3nVymu9qhPwTcIpZ2XbQ6ozle8FY1moPkfG29ivWp1DefMu48dvMywHoId/XWkhWIejaiu00EnVPXtPe1xsssgaU/BhV6JN8iPyc2GOP+hqplpEo7AhDyZLTuiBGTBtuUClyMMnWYz5yFBe1bLf05cXrI67wDmP5h8JUTu8scnwkcBg/j95ys7Eo8O8BIQAUU2W5XPvVwu1kmAtdk5F6mGB8ZMIrFyBHDi7iQD1PdFFACuevn+6WxIyYa2NvE9MPRXzewVHSSgSI5awOqxrO3z/+sSh8RSyclgPKmaYjFrgMacmn6RQBhajNnL4YeInfMqr8JhITSmsciHla9lYyNoZbzrrd/gUBtMldGvauC1CerccffCTjBH3lzoxMHkxFMAhBR+piEouh7TygmO8HCNzbzi6CBqlJ7+mRA07UfKbGyU0s0YdzJM9N7GR+WYSkL3HZHWLWK2YTM7lUBrBW3OiKfNkxpRTmfwiAhaJYPVjPB5LBWjCsBQajk7FvA+Fto1AeSy1yToqvD9ZtppXadHMp6HfClvpNawqJBFYR3JBWSFQqVlYrriOoxRgxLB1Nwh38W3iGaR33n1FY8JdlEzHKr/lhsuJxBy3bPmDVR+qP0plq9ruBI6Sse4FulOqfLWM6e1L6U9wgVGGSS4x+fk31DEb4sFjCMLcaEjllRcvWzaghFbyebZd2bvh12BH8atdumP4AI2mVOlLEmmzCFrw/+N0QiCjArzND4ngBICZj061l6Fu//Te8r6//M3IB0M1v4nYbdSthnWKfWVVHgxmVCIbuBfI2mNTifstmxrz1XYHMMnnpS4QYE7cRyoPHpSLvVytrPymy6tSJD37Z8ZeTben6C+s3UgsTYUAiilKhNr6uzRx9Ub44kVZGwSaHWtHycznps+Mf8fDkodXwQVVMYVOCGl3jN5CYX3nhZZh0l8FOG6AwkXb8SblXDBCH71wH/RhefATSnAgStIgiWFkIG9Zpq3+9jbHB3z6Dac8hnRutZA0Bqx06D3XXVlBkc7oNd/Kmk863GgEzeAjyr0DZM/j9o8n5VMqBpTc1sVDD7EqXng13YzH087iWwgOdqj84hnuoS7T/LsRJxYJmtNn7n2hmK8IG4/6szUC4VXDbmBW6Uo0Ezx0ScrqpFNJevVT+RlLiqtL392VpyGVg9UvzDk9hamg9ArhzlJrvIWi9ez19W61jOAFMIiVeq6YbB68z1tPPyye5KB2lBGqxZow1gf9Cgc97ymtg+v4v9mw13ogmOhcwrWuEA7Rrar9R8JvzA1IM14TtcX1CNZmL+BLIwW58UpqJJHRPSwylSZpbdrHJNPoSMs9iRyyE2sPt3QPSwY5VBkVsn7UuPPYHiCse5vQ8ukAXncFa0AaoRNmb8PhDKrKBu3tovcLP7D6Y0QC4eDbYvAKRsZp6gSfHiESE6SpEHTP4XDfAXxcLYYcLkTKYmjk0wekcZGSmE6NQYUttcm7d6DIvN2KGIdNgLL6jsK8HUlytS0hFNLHTB2HQYIZgTLGisIt31CtcFJ+EvdVyN9nrhryjSFpUngSXICXTXnAt7zAE17l5BhsM/2qC59Ed5s6i9PdBM6kSs8dZTc9L9NEtASv3yI2hu9BUevzBDHpOl08umGL7NHeG0of01vTsTIMiR3KNsqt/itGGQv8r/17fzi4HaxrLy3Nt+f4y1kKdyhy9N4LTtLEtbWxQIUxFiDWVGHbS7hVwz1dIFNfwQ9bCEU5kTZvzhnAtwV0KdYKRcl9FHsVOx/87WWTbMNlZqA+aBzqR/yRKpCrB5BaY7E9EdG7vAnmKYT8k8J+5InASHqPhLAczaQNP342Djo8ycoIbrraVA1jn1y1pOdtIKd2RchmG81aG5WwZY74qDZ0XvFXv2gNQlmuLm35WL7RZFQ7TeyHE+M83dYyRKkAQkmTSjd5wOOpxIN13l2vun+Ws3uxS6QQkN9W9xPAqYXqIxG7gSBUOLQs9s/DnEPMKZoxU3cOmDoL+JMfWUDfhpso6yNmgUbLGXNLEeNft2+RpY6v6vCLOprLQp/U3nAGwQEr3zOJXek3W/9wHT05r+aE+Q/asi1mxP6KiKWV2GhsVr0MKJYSHIO9TN042YKmEt56WV0Uj3jEp/WSD3PxEzriaRh1z8tkw6WsSJU9VXaSL9y/QVXqrJZic1F68sLqYdT5p/Nun5iUdtWaOwSjKRYqY8l4G7Va+jw33i08mLzeVK6KalbkLT1aTsSGNSkCIWtzB5yXyiA88MRWOsTQs3zj0Au5R8j1HxHsLXFiDJwYno7nISvKInvyNgPAJbRehi4l4Dsrd2wDAl3K7Ds7bMOpjQcxzTtBTQg43Er8CiW84OmZaLAfku/VSPqhn5sXw9cizCDiXWId2bgNjmHbaxnFJALK9i+C5tQy/JfEPgfsYBxLic7iXWd2t5NGyyrDx295E2UBPKV/bIyjhT4Am+QbCz+betVchNFWcIIi/1sQuzrLvAyLV6L4HVAyeqa6pu+f3upXp8osevf09WYSV+I5YgJNxFXotYZBeq01HHPGSX6qLBtG5OdKorcDio3FyLjgReSegQC9cyFSCe0DWZKiEpcnav8R/4BIOcTm3tH7qAAmUSJW/ShL0rlURHunD/7+/jBlmO1YXxkp89YYjrbYvHsAKD0u+9G9Gv2YVY9/zSg8WbJLIKp0EufCqhrxzTm++vUZ2ivi5W2aSwMxxRVVVAIpXbJfxbfXFyAs0mCBzdHsNCBKrit/BCR3vEwCCzi7MamTJyO94Nfx3SuKNu0rHdSTGGP5TrSSrPK2voy5MK5hHaUOH6BIDF3j3x+FC/cHzS2QzxJXPm2KXmBJQqLZ9x6gE1syFYJqrnwjDAYsjuynrdfboaiQT7pl0M/3ohVeWN4PVib4+O4KH9eMpvCfyX9aduHDTTCxiF3lw544BLdifbZxZDVuEtv0JVBrjeUUuCwwkAQPGHKfK4ADEPohEfSnR3pOSqfnWjEU6+0W7jQ+sGYTJkGgfUgpVKdEPKEQQZqKKiSbxwkrp6qUhV+4QkKDg2lSskISUiVIlY36TtEF1gFJfIUny9mraNA45vNY8KrKz4AOhkf/BLw3XN+16ddTkr6BDnp61Fxe1MeCEx9c0r3y/Zf1PbeumSGPh9I5WDafqj3+fDwZxeuDeuWac/TWWuT0MeRMrkgmUurAgo33mteduGbTsUfijaAKYVazStJW76YbjGy25qtLxmC0WFalQdZwUfwSLHFdRlBA0KHT+UdORrXCZt+r3BwTM4FhKsAYCzCkpbPz0yleOKDfab0rauAZmiMr3Nr1G/wN8FBLjRTs0DsWJkvwJj58czSu4c46Bjw9pj5Bk4PLp5NWBbrl5QpHrvt2z7n6N5Z/gdpVx2rhfmMWO1DuLLwmAdzZNS+8x1KU64eeOpSnJ0dWV5oHWg/3NCgjbMDmKrFVeSCRYjm/USo4O0OkenZlSO4Ui8SFWPAYYhC6Cl9dXJ5+/rps9gNruERwPJ9y3rJrToEG3DzjA3WonIqTZy7zPd44fj9A4VbYNMmqeKSqVJu4JP2+K+BUVZp8lXSQKt+vkP5FMxOlJ+SirIvRHJgsplYYJ8SVq4dXxItCyY9CPlzGd0qZr5/1KBdmW4vEuvM4LkxRhlzUebMPkHncCgGHn249wKfWmJiLnq8e03BVdvSt2IOXMzPZRXzTOwgX52hDN4fL0f240XVnnHLPNmYj73vywMX6HqGtWVKBFnD0VCuoyoBkQjcWRCgM8hX47/LuQHujZ0oawgkUw9LYJ9i+Lwl1xfZnqjqIaxi5TOS10euWjbCWVBOyq2Xt+juKebFgh3MGR9IMXHpOa8hqrifSQjn2CoMRP0HM/AVyFwmE6StYqUjaBnCXD7MXzYG9kJ+ciPT/ssaB3GGE00tVoIMK/ZDeVBt7JRFrgGDzT5x5h6YfFcXDIrnF4VRHsCsYLdqgiEAbRzMb2ABjh2wS0Bs3JykKW17Ex6tXP+HWXKk2sl/31+niiYURu/0u1zQ7ypLmmYkWj3WrcwbEbw96IRZPC3mKnMj6T/WAeS2YVgZtjZdHZI+Yowgp33DxcAgZr3CXUplYNO5Rz5AA4PqLoEZHchWMippRBLDDhUk+BF6Uktxp5o61pY8w2hO8eo7/uEfeowv9i/VOnLWVM1pc/WQYVy1W3ChmXkI/JaITK6XjfY45C/Ecqz7LAfK1yeOlEoVW2HJtfyT39210/cDf9iKEekNyvtW5w8vbs+73JT5/J00Ygnjc4uuewoiYwV+/aSagbdnnJwO45xkfIf9GiV6mvcGU5QeKCe5KKJM8CClWnzo11znZQL5BRgti1UYi6002a7xWc6R5JbRs5JPv4WJf/lu34t/qCL3blNW534e+EwU5cEPxBkaA3wuh2wNeXb2OyzIVuWQBF7buCbK2TQ11ohs6/m6gjnu4Wghc+JMf/E1m1quH36cVp5+bFt1mzYuZiBzLevyXMxbFQYQrSo+tnlH4aY8h/YXrb9mDOX/BNyPH0SpxtlAndTKzc9MKhlqV5h7dqRs8cJoZi82LcUPpYMqkbxgCbwvIzUwbTBEBzAh2uOnbpM+WSXp7t7Wzb1LB/6HyXxR+/2hpRwMGl140YdCe/+4sF47Dm/VvN0XL2n9FquPUTU6EAxNZ1NZdOZlTAzKKYXxUrOR4D1hBOoOKZKBBiLHzrXwJx71VDXFJck6CyJRExVLQeoDeWYwaM9RUMr9eNYPdm5k+TyBO5s4xT1hM8VESLkqXRaX39uAvGwAe1r1O/j23XLpMWcLXOeAyaXCX4rc/m20FfekTpVLsfBJ1wy9QT/OptkFFfAfmlxtf8XNZ+B5YQrOAA657mpGlxmWHII427h00EXBImaOk2gCCYEg7U0r7Wgy8pynJqkE69UQ0KJjce4tLZA/AlLCye3kCubJMuLHGchEjeW22g8tmCIEt/73um4mvLXyF56AsJFUz4PsrFpb3YkWnqxbV1R7i3YzGCM8FU62UNZJf6+feRN32swj3Oe7JBB8wUpUH9KZnhV+f2kWAdMxmPe/T4XWQ0jAcFdwfzlomW0MXt1CXlsvpK2vrUilxN71w/IO1S/8qJ/U5KFyHvtkUw2lr0nzSvHBkl89ndUo2uRNFDcyfw2h+bbE40P5oTHx7uHSj/NVrgydkEcyZCrGJGYwxIPkoliNnjUvV4Km9RVo0xihNz3dTBzESONOrDq6kpHSMrw1xlju7DnE2aqqNZ3KwMw2EHdqVQ/h/xUrmV3DfAlPRj8+sW3MwS3MQxx8Ub1PQC8fAnvRS+P5lBetyYNm3gT3go2XYlr2MLy8ApvBl6RXMZwb4YvrDonOXPrF/0QA94UC7bd77bUFlnSv65qP/gPYFHplbcJG3EvUcmGAPKghmO1YDmmvtnN5sG8GY8FEfyKy77hg4ObQnvsRnSR9nE2Kaq0gab0j6n5Rnz3uYd9nPVTwp3cXxSljFgoIVAa0dosq7xL1hDO0TpIA/MybtZckAjsA6Ko3W4cPf1xWe/qcNdyf+TqMaS/jALD8RQIZAUOgDZZ0BTB4/kk4Xdfa7DxJGwOdSDaszA35uBgxV/oVTVASC96Sok13EnHtRcR30wPmxVDUE1DqBPPA5jWjok/clqSsVGebN8XgK+WV7KfGyfH5Sb0rSKjXjRNe+I1gpY/FV6c/GeziI+8vpf74/I9XodqVbMGM5dwUXgRudi/qrZSDzVdBd6W74vPFseQZXZMucYrgEYXrWYJzsXTZk+ZALTXk9Cx7h5xvsQFw827RXmlUZfbo2s7Ra8Zy4/xEfRSp5T1YJ9Xq/LheSxRTZb+V/O3cFTGMmQ/IKijgE4K2k3xT9X8vUfbufZLz2QAOaDP4AHWPfP6cQ+bW0/C4AVL6Jvsr0MJ6AUNA+iNptIMEHuZpAeTHqckfqy0zAewVigrPkdUu9BNL7FZVR3yOrGwD4BfVFjeRaB57+clgn08jEORjPe4eaR6S0jWz4U7UE6O6tFvezjHh37aMJCOsz7nVjhPh5YrNYnEHmJC9NFl2WaH6GYekjkdls/dZjk9zptlNQ0tCwJo42KcWXKZ1Twx0Xw/60OKQ1azLEccj1Xw5f4jyDALwUMzI1KPLdMKFZF/02YB1xk0uDJpRIIETX+smHtOHutn0R7cN7iW1YLpGoQjcCpmqqJ/oqRYflf7q8y+2KdFNpX4mJVYa0TP4IL+FORH0LrzpnKyHS5xtd+5B0pqbstlA49cZf//JKXqYF4eZjfCpPfDxQsXoRfVXm0VnzylGiPx32IDI9rKhAUBBC9DYBjpFHmqD2kNwFkl2DEqA+P+ilZYuovoFQ+Tt7SJ/jUuty8eR158qtmG6fBrwgu1x0Obgy0JTJ/9rfr1lfirbL/vfdF7I1BbVxnChKwlROT+AnjtvkBEj0jDfj1MuCvdJFwDYqwuVeJyg6eJkpMCJ/a+teBvp0ibvNtwMpH7xkLH6TMj/XtmQ5qm26VuXCi82H6+l04U8HCqmKYHiRhowrVMfnNYl3LZYEvvLiPcrGq0O+z1/XetokvDs3vI2mjRyd0Du1GUr/8xWQQKJUmp4lxfPa5ibiR8pMabcp/K9sR12dI09k49Nua1eP9ndbWWGG7BZoHnoyBPizPzJwHTwtBrvw56B3a76QdoFMUpf7Nt3OP2rO5yQzXM5w5gULkx42JaEgFnKQud5w5iOq0aw50NdJgiFoG5BaJ1seMvSHalVxeSL998uAM59Bih0xCmm+UoprFb8HyfRmOgTGNBstxkMZQStLbynh9hVrlqdXHN6sgYB/VkzPM05RKUT6EGmMJ6/5oWZI5rrPj85ZtqVqJCMdg0cnJ+0cSVMa432uJKBrqPWfpO1gHNZCd+JzAKwTCTd9S64vWjtopSPkt0xOv0jAp79fncdeNyVryl+fse6WCwlQMxMDXCKWmuSKKIGK7PnKJM5RqVAJf7TsT4/pXD8XGcL2dhI4jaupUVvg3OrqzOqgFMJp7/7xvwpaHjlAFTy65vXf5530N3cNScRFxHVouy0YTrnx/6/2v1edmPMfiizMRC53ZvaAZUa08fMnjv71Fh0gR0Kb53k22PyUIS9IzwZjwoGIT1OdZxeL3jprDQ94oDpt2j6bY7+7aw1VmNffCNJvCXhbLcgKJFkACPo+p0+lZXKyLuiX2ndHYH9TlxudH0hwXizkQn7pMkbhhzzKUS/5UC2guztW4t3D89D5YMkXhEXrDge6Jw9iua3HRpDUa3g4ahw9vR3coqgaSGivYquL/BwsVqEmGfJzmJR1pG6VPsjup8RnjAu/NUrYOSIF/bGxWlY87S6Bk+ttbcGCF7JN3AZQMh4Lf3Kq2/Lrtsq4bZ5idTnuGQ/y+YbJpqi50nVyfrdt8CJkUT1A7Xe6XYn47zWKrOCv5So0dRyzv/nvlMOAb+TDhlUjk6mOAdESLv9aJD2TN9LXgplO8WdBm6j8qamQK9Z9E9Ixez04BXzP9/igSikDSkxInCG0UcBimQ/vyed5cBKFeIZqNNg/m8E88FfOb7h2rSfX/5tabpw43YJXkLHqCSLmW4z95ndqfP7oLgZmOlANdXFanPNKEe+kEla5BhOQdw//vQU0oK634LI7AMS44sktwd744tQ4XN7UeYbAS4R1vJeWJaFwcHH+eYDOeFhYDru9yLRAJhgDMv4kP7apq+YWMAOL+KvBoaxquvOmbSYQEb/LQJ3UKmLk8FMG4opqhDV/BHzzuJee0YVQTu5TXrJAtZlJYIJKQEiNTlGVDXMhxQipF/SXnIiXVu9HRcdpXw66/MUU1vGAiyPC2pZaEBwvPP/btwQiAAon1MRH17Go7dyNUVfGsUzQWqAcpRz6gjN5ahO2vzB4PLMRCfvEdlcQZ3fG/jf6lRSneiwsiDdU57JEd6veKulR2GksBIONdhHtdi6rjVBqZqUniPz3W8x7tVdC7O8G47/g7/7XUi27u/aYQRWGqMx97VQX/Lr8q+Mi5rgiXeDmyNZcKJ7TOJoVppE21G6hNuM6dCfgmYMC8Ab45YuZmsqo6h2fmPb6uNRRrRe8qxnEKbDh34iL0jLez66HpyF4KQt2RPUUhzBbxNgyWGt2zMKgL9fx7jprwSfcFy8V+xbF2WSA9Vct8e/xTy7tGnzhm6IIpR2iiWCXkFDTnnrMLlybKUMzDKtnqenKZuen8drXhToZKMVQ5RubmRqK6k9UO7bmOiE0A6M5NgcwYWuoNHS8POOu3c8FDIqLREpqaLBCnE82+TX8ga01bzi9l4KeroorW/Xjp1z6N7yQxYvakgnlLaXbk7qtyPwlxaKCAVpMpmbvfppF27t9CjEK+wJG09VSmC/9Jg0xYMw3fekRP/o7/ovbRCB42X0HrYjCewM8/+3tIf70sdC1X070vBrTsp+77PmQ0nLGeq6aWtHnSkKFwU1Zkugd+74n8BjOa6sGW06NKi8sZvzGIA75+6J6V05Zha9AVSfpNc+BVOYdMd5lHot1J5T+8TyQO44hN7BthRVpsk65Jclgn5Czy+9ogbBSA/0+JnoFZ8/BOU8A/a2+Eihj+RCzHTcEFJe6vGkbIgkUIZNCkWS6vgKbvJRWCDtXGJxGB9izqx6g3rG79dEprAEhDcIscgApi5CD0SyfiKUB7B/G1gteeCrRqPnBA33BHV6RkY/fdjoaGtqQ3WKjJw5phBYniDALfdomOC5CD1Ycd7yjlzaUPxQ54ct7/fieTEhtB9nphixiQVFX4/ROK8tp/W4UUkhejBnQyF8wWvloeLip+Q7ntI7S5+RcBsSzl6QGF7ZAqtTIRA1RwGkRj35eect0nP2C/l6MRaoSZaDMn2L9zmn64lcBwOLCZtFMggaLzM9XmlA8G9/5i0Zz8gGIJW01/S7NMOxE6lqFB1iljDbQ2tiMqs4z1IQayQ0Ug4Keha2k7KT4aRfozk6dEImkVLZM98DGy3x9LzpGNGySp8vBSjnGuvCZIiMchY9VK4+pZPtNAUnI/5hNtWsgDwTOPM39ZhMnKQlaVJvRgfcBriRY/av4Lu8RIHS2d5PW6ET1d3Hok0mnBAetIWd5M3KeZ1nt1q7L6hWe+AJQA/rjrDiQcgOOyJi9OCIPx1G5ir2EdMx4m5+tdAzYQngh8Zk5mAfdtHalPo5IXesEWZqVv9x+fHcjmNfcsp2UyC4fHTOpfJkP5NAzSgWRHsTvKMA1ZcEBs30XWra77SfmQAurXW9d6I2NbiBLAKhyD+4sTgcbT4lMPWb8jxCupE6yZmW03CbDYDqxWd7eCR2QGz6IFnDc6khMFrVdYG5WXZhwbIyO9DrX2OKB0BcmiH9FPEyK/35L3opubHjazuH3zo1KO/wO2NEz8zEEIaQpeJ2tjOpe7BygxLsPnLwwBT3VlvhepxrtjpipAltGYKAKM7f4Z29qd7ezwhsFhOqUEyf4LFke4Ies9dsZMcddUcf0uq7nkB+zxciLMmGWqXNL1CpYmu//7/ElDEEgigO3g7kv5XaLIBDLW11xgqkL7p1yvKO3lKr8nKhxFkRhmpnP/AfiAweT3WofDPMVgyCjR4pP6HNrmrRXtWfzNGvvuRZyyM+QPzy6Hbo5BLgtaOdesD4EHyV54cJdZ93Z2UFKJY6ZyRGCSNKTMC4Po937akGmYcgLATDt7n2oua/EZdSuhJaGIud0o9ZrVXeaepUat8Yv+dzRjCMXryswlo79okP25yC4eUC161f5TQRt7IKINJsvt81wC2MGy2TI+jWWp28reeIouGf7cBMxPBUk/SNJoct4niCYeevKZ5hN2aVAtxrv/13Pe5cqtTBHD+afFFBRp+j72NatKYdCufw4/IMZ9o0TFELAhu1ba+fX66ticrIjor1o/7WP5p8Q35nLxS9wVLCB/BM2iJ/5idLDV9/1zmZ1/twLsvFX3uDhowi/hw2cZr7IhkRbjCLKctpgNMqRiicwNnliMS/j6LDPF3/db7G9YPKpymMYBEqA9BG/HRCzCnllzCz9bSANGmz8L02/WS43AvYqhuvZ0K4Gaw33R4ysTKsqXl8LhQq7KSVmsI6uo7cxom+jClDajWSAvjbLwRutkP7TUL9r4/MOlZW97HloPX21zscL43ZwGE5jsEcZMdAGPilMFJ1gPUAUVDOHWcQTnYJHIgw7Jsco1EIn5plsc2h1usfArkLIcyW3AEiKt02W6SCIRcEgwYYgm8fPTQC3lypdklWdj9WBMtXtrM16FflBjh9l/zdEv1/2dHJ1UY6Lqm/2gdXDW4JHi9I6KSJEnT4HtWWGoIsh4Km/SvaOY65itEOggmLJpVyhMCFdva9cnx2Zq/kuiAR4Iql9OISv5ZaW2ToXu05ZwmuBhQ+7uY4u7BARqNFIY2teonk+N274OMyDMeTRtsZEDVSaCbCVbpYHucFrXNhftfuHutW3RHJNffdByCgs/4u+MyKyqjcbnC48ZU5nLQgWgCsvB3fOkvhXtDq8xcIZu5Nu8R8+aRVD5MS+ck7t4kTAxxF16iakoyEj3LcIttCtbBhDinLYg8opqZV3rOfrsVsHwPPfN8XkVXlyDwTmctuc9gQflprCeFl58bNHJvAKA2+T/74+tIlmrVcQHJLS1ym1XCvM+E5TMQEESY0ufw9cf+x7zjEuIhh9sTg/x3qxj1ez71CvklF90QCJ1N8eRRsnucowLLqd/lqmEF9jFXxzM+aVdBvD63ux80D3bNaV1HDodrEfeleT/auiRF1Bc0EpLdUOyXt/ROnXlpTWmp8mZBeVeCNvQ1/Fq1r2DyePw707Q65IOSmWiDa7AQtHCwcf2JqZCs3oYcqBnhKvnIBcRWR06yFVtjT0XDuuHwrwyrTIEwM6JSA0uW04/EBmBJmcZ6JX2A44zAADYeXREfeaOXEQQvkIMAW7uC5Af7BK0u6aLOoEfNKeXJDFR1v94dTCb1bJywfvi9UDgwZ8PD67W8MTH/6pycJU1AAf68tesY1QuSao51/A0NJ0PjQ+nAVIA1uhY3OVJUFpAeAg7Qw6EVjeWo3wYZ4v/9MbUSwuwv2WqvTMno6chD2vfLK7hz3GzLex5WVqOJuwYeGyRE3FxlT05WYvBverY2KNU2R5mj4D/DUohEDjjMyDH3cmeyy0v7gv8rR4pBRqO6CTMwlpOl4M1QV3iUq58kA74R7eD6y1n1617COV/7CEu+GtQVF4ILwnW1OlV5iF55sEj+zezg728iJJ9rWiUZiTS50ClzMiG7y1iNie8CN1GOTBsXJHQO32jd+eTUpeoON1uW8QIoBB0k5HmLSWrYAQfQjHvIa30gU1ifz8qr5GYD5WEq8Rlc4YSPOc1pKT4IshAw5n0CfDZoUY97byRozkTKNejLRD6MTpdSSL+Wam1Q6+Z4pMPg56kc7l1KncbZnKIl40RJhKFLeCFsNVBgy+LOtVbceTOUDI/4HwSGktgg5m+m7ehLP+tnVOomCP2GAdGphupB2JvWzHIwfsmMT0fTWSiohn0AlvaSHQE3Ym9u+npV7nSRceUI+ahP/bgIUM/dAOjYDSiyC47dk1r62SP7DxT1JdUNzcuUM/CsVEg3byx7ByHNlLKKP2FcB+NTQKVmapk/IpfNE3g0gppyucT8Jl/G1Fm9xaaxy1RFkZThMOsG3mqAUFviT1lDJC73hNLnL06A9cCCSsoOe6Hv4JOO9WBnmZ79UcsnWVykyG0TaBXmwyS7e9tnfmk/nAwSnXUmyxQUxXrmDvj/NWHtAZLzO4r+0JJMgd0ARRQj666KrdT1svy+qpVZeLDHk5nqoq5ZaLTq+hu3ymKtMugHpvqDLkO7fOeas3AA4UY3kglXlDBETyIJp4afJjglvmZnuIGBVISuRvQfSq6jAzlyYxqdpUxfAiFu85Jt02mcQ4+2bfaewif5Sh8bxNRvxDUn+IbXiv7nUeiKYiGRQbevAzkMQta9UR6sjoBN6OLoLoGvRQEATaJ5ylNvKU6Ax/LBX3JsnH9dgTD2qA9mtdrfthwEIRE3sbnFoyX1nC89bhfvOCwF5c3G5aeJuUU4m2SjvlGJD2BvqQL9fSI7va3VIwwcqf92zkdT9mpPj5Onrq4FhTln7R9k6skOC50AqZv6yLnuBF8xvcgRXyzHA+rMz/AC1DGgmKa6zGGrbksZyTT/1Jt92BST302/aiPnNPFc869Rqg2zVuLMNzuhB/rZjXwG5Z8BWpUPwNGRg0D419hsXMUc0fxqC+dFnCjFORCAdSOkT9k/yo3aMglc2tLTlW5qZ6rXCg+n/c46kxhPDPKto9W0CFmchNOkPVoLK7yyr1PKxgzk2CrBU3QmRFOJoNnpPGHeu03Xx5u84XgAYc6WSvUlelTlYJq/gfJmDJwOxHF+vQ380dPkb1KPnW4Ex1i8/LjqBsZpMvDPFwsHSTu1sB+rXzT8jLRffyQTUEhAjSHvgDitE6b8CXSqQmG+CGT1E6N8d/Q8Ih9lMq1HjNLPVsmLP/D/EItW50U7j/2TIZnSoY5NUTdzgcp+QsBuxdJizWjQ3MvBpH/OUpBo7ctcCjzK2/Zf8Fmhaiylf+w0j7D9RWMQqrC3AVCHlP7EqwNyhDLU5zyIsmBIO+Q6ZBxDWIpUvqW09Bmond8Nz3kX+LVa3whw4Ly4+UaDJmTetj6qBObUJjqVuNtPwoRunywQkhmMPoiuDyEnANuOce6XrNt/7lnSHZyEyEtx0VlFL4E5pWvhbskTczZkfbowExXHXamgh5WMTakaoqyG+unnYhdWOASqwiOVfureUjeoM77LGUQQLx95ASYOZ8xuk+lu713fLh+ZEyf2V5DtHUj5IwYFQ4NT18IiVgzsMP8q0fA5xQo3SQ8OjB/A7Ip3Wci2nCzAzza9onCnYGf05M5rTkYVARLrVyE66Yyi1KRGvbq+nMHBLf1raQIdq98SiUmr/2VV9vaKqNlUWYRkQQuM8WPlJfP0NhftoOyJqIgVsUckuL1qHxZ7hs27/6U0JV15qjXW4TpD/3g/kd33bT+hpyWSPJGK/ZMZoo8WDh+EfEakIAa2Zz+DbW634iw49F1C0kIHRmmWSagN/XLuVXP8Sb3aDWmKknPsZIgtUYqDnKXgnErvFkJa+NLrzMsj4tJrKwHuqj8TXldDwNp3IrpVtYWWfOX+KrGvpX1qhbrza8dfUfSgOVGS7zV3lDK3uNx5dN0k3d6kxMIVZ4PHvv+8lJYK0htan6zMlshWjp9Bnbi9mE+nPWyYekRiKNqNrnI5b0OORAlxrB8WnWBmRs9aHQftWMYwWSHACRGyIswOqezAmDQT0rDzIAlXAHhAeIGMYsyao3KIakLkpAfuNmnoC5zxIyowHehF/b9kCRq4EzQOdsTL//Sfh7abfAzjui8A6QAN1xhfYPiHAM93KNOSk++Q9MgpUgzQMy3g3m+GBp4UWlaI6eZCtNPy9DkR+h8NV/95IqoH12vthFqdKkebQkN0Hdlq1lgxpAymZe7Aj2vtS0MHf8mMrWxl9MBozDJECwhrGXVIPsYYWzr/BCNs9aYXuyFOZrL1q2cVU5erVGWrzomn0tL4chTLuTz0EdKt3WRy1uPg82cH5923RHHEMInLXBXcAUQj5mLApLDhmSLgM3zqxQ8Vv6zaYCt8mVAKxMv1ONdEZvvtdLymJ0l6tD/2Y7cePJ61b2bQBSWMf54UpaReH3WQUEshZvhArMx09/x2mAzqaGSQML5iNwM1SBQ0PLBzIWleYY2aSdPwyj+XC1+jYsp31Sa0Qr8tpCf/DOk8gcMRaLfszPCpps1NeTN/8Hm8jzcXaVXBV+FfUfFPHEOU0QPvWWL3Acc/aP5P8eOBWqvXMzXJBDOEw8qTW8YEyZwKqwzCdbul0XbNjAj6fve69mwEwpIWgOOuGiWxH0uIEMuAV2B1fEE2BQ7WjZESOC0YKrPNqKfAHBQ8Bb561RYv1kkhJcjVeOF0GXEFpiBncfnbERDf6mjvcxzNcHE6/Eq1D4xSqVvzglqAxmGHFd6nYfyP8pyhpXCFhqJ6n4mI5rUMqlxWOJcuqkQyk4dAYOWquwdb+7GQiY492b1Jtd9yqUMRfCYw9A4cSJk7FDVhORIAEYXtJsXRXaIHJGOsf861wyiGU2UecGCu/iv4ubTMFtzGPZuXJcWqyLBnkkH8USKFo6JDDIsM/eryBNO1DpLvYtrVqg1EoL5pB3q1b2Sg/LaJTky6b8o4Hsv/QS44dWkClbBF93Z+WvmIkwABOW4dNZP+DRhv13KbA6Mk+8jnMMJD6TiXVS3Q4sdeTwVRXkBlfYbwGw3sPuYBZuaW9UxWaMpTzkdaMzdxvBzIo6sqOYNkxdaggYzEUWjyEdCA1koohhjR7jstHLBVagr7NdLHqgIVN/gGy5CsOYv6P1oBLlgsfZXgJF/FwOBaiWzYBGh+6ax29g6JvNCpVnowXXo42G3tVIzeAerCYMa+chmY5QrEAeRyOUf9/TEZ2G6GxZA9NevBvGQJHFAVgMun70jddPN4RAsbORFsryAM/O/DNZfhU0ucfF7F81umCRgSeiunwXs94iPrM52hZ4DGbAcygw5DDAApQdjeZ3v6mMXOOQqJCBhiRppk1bBJnB7lqz8uQCn7qwmRytifojydRRzPRsKb+Qi9VqXoqTrBgM2bMJEnYCu2jYw6hEHqeUvI+52L36Ai0p9dRUcIF+XTPofOzK0IbZDuaVXL9uYIsEK4sjkSUmS71WAtHQNgpmX0vjcXxHkbVI/AG06FwIZ/B9nlKSiGFg+9kOPl/1Tbb2okSD5gW22lsf0g6IudTYGJOyqBXV/xpcJuIEKszQK5FcQxmgPMvKZkjuJqFPFqrg1C2D8fqmb5SkGAxqV/FMpEo7Y/T7E2CjQ1JftzLZs2emhXEX0i9BYC2QRkt3mStp0/TvVhdMz6bgRySOC6lQSvQXRWXQJ/D/3Wany2p89FsisnHJBYKdVQLPHKy5DNrf9GG2PesTp8gKm+tkpmfrkcgtmWK/Rc6ahdSJBMR539rw+M56rj3/me3hplj9KK9Ey9700ZcqdU2nnXIQCwKaUlDhC+QYRsfEKqz/wYIEsjnWCiqP5GZVYCSLnpQVH8rfRCAhACeejS+UdkXPHbU4QzPoBk1/H2VZR5xQ1z9TzMT3hScH/J6rvz3qzMGHPMMhk5BvEvM9RsUAsfjQ1Pm1hcDP3F0jr4u2UeRkiIyG2YBzcxfcAEForr/2qXVrlDEI7S+F/I18S2XUdAifrPvC/hn5WksqGxtyrsEHchwVWIi0B3el7r1ODHPIhc1Nh/pz2AY/3Q19xA2euuua32TLWgo2wtCUU8SVO/EChVg4sAaXKlH2QrR0Xwk8F5OluDVRgfhrVEj+SQY2M3cZI+wif05x+frJqGrjFO/3tH5u20Mqa0LmTkphkCTuoy8NfL45injnaUm0nIZcc09EodgnvPTrbTHw6/TIrJIY/nWBpP1Xanu940mVnQowdVVAEsX9z9FA0vflX5jXZRgoAmVsAqW0SCEHlid2tbO494dyM5p62gv5xptYZiZOaIP2Cwudr22/gNXZSLQzvi8GjnIJ6TrdSpEY8Rp7zyr5H2bnE73XfMQ517ZuOIWtY2U2QvIcNhy1xzP69E0L0vauTRO2RAaFv/M7iowDOTk+UsJx3vZNslE0w7g0bB5OLoeWwcNOWozcbwVOCRgsYExdkAuPlthIEyILAzdJgSPnVByOL4z/p6uv/9+FXSW5CRFGBzS40KYnrZ07n+9PJOanQgwfU+rAd4hkn8jdoOTzr0yQY5ZlPUowi9nkvZNlsYLzrowQAjq8kFLy8DkkFiKwp9w2DvEACeRYkeoGOxMMK4kStJTgoigc2ZUjqNaI0PhJFbZ4HfofPsOAFtrHZxX9sIZuHXnJweg/lgsBKnV7/zyp3NjE0djqPE4zaIoqT6JaqHgPYvskhAD62ZnulSWYia1DS4aoDM46suiiGNV9IeHRCu9IaSc2ho+6jA45Btq5LQTtZZYbPsomO2hVE+LAGYdHdqgDa+rVy4iAMLyGkyFTddCqdQhIA4xqmnoAzfE34H3T+OVyv1PcmDetJMzOhJ5bIhj/jsm6cXqVXhsEj9UUEdn3NPkuwnD/ibPSahBqagqOs62Y/t7Xgz62Gpm0Rhw/LGOCN3u/dm8NIbad8M+dvPjDlrPPt9+TKywHDjEKqVmMmo3IkyzlIsf7Y1DY11vPQqLVJf4GMS6SN6KW9CE/d8YPVmwqCoupml4lGXVZ2vXIJrxI6LWqXDrocc6MNAgnH8JX+8FeYXCG3cMvmhiqX9yUcwH7AN+JZOTmHNM7zv1KkdA9Apu2ALR2itP3ZFpCNfvIWw4FdU3i5dKOiOz+VL6LJBGPImy+tQlhDLDv784Q8/PZ+dn0813lySeNdj6uvsi8PKeCflNoIE3qUbTD5rtgPVPOfQPlJdjEsSaDG0aFspkP3ViZ8kZpR/J/vXHX9+D5UN4Io0+DXUMt19YhLgp1XHxsp3MeLie6y9Dp28yYgpdojaLIoJ1mRh13nkDUTApjUM7UZDtCSbtDP1mdJoq8bZD1TOyS4+kSpTs73d53VVdotut8tj9P7P5qGMTWLNkeDQpAOUupQjAuCR7MaOd1tyt5gXalgKGEg38fPMWfvz8qmvyUGCmmf3yd4bgnQSDeVQTOXKhExHJ3SUWpMPYUYHGxMZlP5RqRbYuBqxqDCIvJ0EjwGnOnJHwIC5JM9jVvurcbzOShsXDDBAziADVsgwknTQpKVmvrIl9Lgk2cfkclXVQ6DCxrl3+UAhziSlr5PYbFmcvWL5TwuMIqnfrIbF1V3cQuN5NS1ieFvYqRm8901WRVQK6vGjGLoMJ1mePWXCSY4sjWiE3BJkivkQ75+k2ZAXM8MONFOWc2hKBnbo9Qs7Ps7zQaZgYg0HXZNDqPtoQfLyqOL+rm1yavWJNaMaiUb6sgj9XnQkI2exPDHJKEoTzMHheqEtspLw6AviNxvwsdbGZ66qR4P51frfXdRbnmsHdaamlTsfukWBul4q4KoiTj/Fdsg3Yqnl+4XITmI2Yt5DJezy0opqYcuKi7f3oqAAj6G48Ci6P80zleRZDXd1jcbhP0R5OSEwlIv82wluc9j4xbEKkFEjc2YEvpfKxDw04B72VlGdDcsUNB7OgWvTTprcQ7hhHVOa77tNezgJF9AZQ7C6qEMSsTk9Lu5qhB0fxnJKeI/GgDChplMZo/MaN0i2mKITlA6Kt+mYDUg0T1McjdeG5vhxvnJb+Eoa85I5+6o6PWBumq1hlaLryYUnE20ga/mvCB9UrdT2WMthbg1c2wtsxdQVXvIHt4SnD/tH5csBcE7Ui2IsOq2Sb2Z4efYpBqsoc3CMQCL/MFNcwWNXYQyZjMjuuoy+LQg771vAVO8q4fZ3gzQPaUdurdW2dqkT/dJ7nxXxM+dC/VHsFfjRNP2K0Ok7DvopfACki6WFzOOYuhC64AdeUxDFR+AicSKh8oECcbzpbV8ILUVai9i3iA1s33dHzLxhGVcFev+Qid+/UoEJb2cv7PuBStI/SCBFay2HpT9qvw5nltpsMd+KW2yBfqcTBzyF8xRbFjEt+qYinzSKXosZSb49nKvcJ+5gbnUZWMtT14FqXWkBQNFDmcH9yTLW7kisgyoU4ZJXcuQFBDCPxr7gy6pv4jZQC21NM5aUnceuQafaftvCQUsqo7SgAcdGnMXG5NeZRya2ES/pZmecvUzkd5yTmgsLHqIjOXyt0uqBRho7qYD1pW+Hq0ZinZrZZatY0I1iyPMNu0guGwkv2ZsiOaLcxSkM1BtIKzwUUNUnCrOxXm9GMgQ3CWUlYZY7as4UFVkC0TLz4ezMz4x8ZH1ZO8RSgxKekq3Y1Hmf2HgdEEj7Kv/boscuUUQIu3poZIi9WUSkduwZyp+c+sZpBeeY5rdpifHQC2ybvdz6oEhfvmbe1tGjKUG4wFILaxV0VKbJQdNkYwYTf1Er2U/T+9o6hUkFYLqg9LXipnauz2unrdR4rTDyGe5BSrT78qV++zKaYQWxAs0GXFooAYbggAxyt6OXClUbm+7WUEiCy/Tf2/ktikCrSQQYUfnUp4kEeduYYV0H52N+Nd3mNHIP4zJtLRUvyCGySFPIQY9a0vEy1TLVLR88cp3cjcmFKxBY03wn3GSLgZjM93mTWpbn614rIQDV2NxyxHABF3LJ95pECQlN2taUN53Nc15DE2A11KBReFjF6ok9U14vZNPSfUUt9m21pzzn+0C6uJOI8m0umgJCb6n39dDDlPO8wuAA13o2BQu7fn8fKGLYunqbruTudhiXYTiLONTtXJ6ESIzVaiWp2mpP4R1+W8i/Hr/RlWHE8hT6MIg6nmTv+t17moNOmnsTyqg5MkKGY4tL8fMwQNJdUwH7FQUJ1HLPfyutyWZgKitDwPF9WVhIsbg0SzaDpENu+g6/0RDNboXVKIq7OVap9yAA7/rxcTqecrp+ErgsVfzZ1wNHPzKH0wX5JKFLaJFST9EnWWBF5PPiLU0/ay6mzy4YzMAMPsW5CUjTbawXeh91jspvP2JGXFtruqpG+veNx911cdyU3KGbyYl51/upYSFqN3qVC838uEdAokiwqZ1Xk6LPZM4h/uWktPHoGMQa3H2s6T5f7tAghFbp4zGf4rLSFsD+U9rpQoLYfYFHY1SV2fTXPer5zzLH0re5zicsE8mOWFzeHUbhB46ujJiHhEBs1bkdrC0qVLDrYlX4T6nuxEJOlw41srQYNGR5unSx1leMlrgUyhIXZp9kC63+US/L8ROQag14xXzqLl8p/vSPNltO4BDhkyn9naxiwG5V3o1Yo2OSe3BbsEWtbGx6W/vUvjf5fM+ZENPyNbfS7eXxoz5t+9i5DFXD42lQeYZ4AJYE5EJdbSK3vZRVMWf4cUHewBmnrBR8POkIM0Yktf29bHthyRoZ5ro5kdKODq3Aah99tuDE8JRSwsjn4bTssZsuUM3RoovS0jJHQupyN82iz/T1T8K9uoKgBMBWBGaOSuC4TEYU//Ebe1OgSj/D/4Bj6Ka/XU5844KZPTb5kD6+HD0wDL1l1xWVqR53l7xNJxkpWbrwUC7SzCwh8L2JZ5AX6Xa+XM99R5YLKGNutIAFOr+p8DnhNzfIi1YRB29WiESQ8pODJB/Mmudlrz7zlVcd2uwxxZbfqXFsCiW4FNVX0WrvhKfN5us+kUWxVfkX2CGSz+D3Z3CrcX/D5dyV+3RA1rq086KJlaoTwS/zU8QYoy0qneWOPmTtoTSdybGCFcsaIT+zn9JBh41KsDPXktt4+jH+Ny4ke5fAySf3my0iqRjrIiTu4jNFcgE3HqF10YkJT3OlXcjDp47fCKcd4+yp0eq6wjKPCUYKF6SEuk18jUL1tpQ85B++F30NLjzXgl59O+MYNrke9l9dl/GIV8BGpltVmdwwWoTFU9hMtGHCRhT8ZWvye+ob4hu0yA7SqwqGtBzEwH8hy9Q7oL96lLzqV3jeswfDvmks66tCmCtQycmFpv+g4/jzGhaEq/UgaqKxIR89y2J/8UbrkdqbRgrN5+faguUeSLWKUm0pzBRh8H8RKWtABIEX/dcBzJ3DX03886VQuIUqMqqxZdoFUykULelSsqLJK+1XHc/0bVNveb6pamNK3IzN5G7+2aVdxicWk/p984rH04M+PxYeFHNdS4CsZCfSsidFGbDzdoBObnVHYw0b1dm8V0zFv702WMKhV0Zt+x9+KZwQylEBHzj+nhaO/B3490hxgKLCQgevmIz6UI1CSZ4X6eysaMUqiaqldliTT6P/R1Frw5cyECmmDEll+pM6CsvhbNuZyupC3dFtUNUSoV35U+ClLO4Y56WuxtNn85PUm5BPoTx20wmq1bZ1TufUsHuHcKKazQpI1BQ3Pwd/ZBz16UZL3V9EwOEu9td6SZsjk4VvwjQ8lquK3mK9EhHaefV5swOMnw4smCRttSXbZGSilWnChz5k63TgPuQP/7NZ/tn1o01+0+itPz8r1nz/yoyre9Rc+GXPd+06ieQ6sNoH4LdHsKMd1/hB+xrpabeDHbRt9a5/6UE2eVo3TXRdG+SL0nWPM96RI7UtOMoTqmOMBI2S6jAyPeTOXCTfXdVuTDsXXY1bx53+BPxbijPTPg61FvLflF0Wyuadm/nO4Gfmvv9blPyVtUb1exjyvAX8P6QTFduZ+dbGrBYQ7A2JUs7xIEawAAAOjBQm0OiOofsaw1k2G8ruWQs0Hi1taLAXFIFwcXxHy1K2LtxTirqifz4Ciudn+GqC/hEHzlvVT2M3kpKIfKf5cM5PGkgL71IjbcM8ITj432KwiwE9qQ2a0sqsA4FZxQYDKa+dC9JXkGVYyyqJ3VCnvcFX2eHbik9THmPr3jtiqsmlvYBJoeGuxCMaeFBY0ARz4mJT7hQ2rrdVOd0eB0jcQYlra+CV0SsWajxPde+umgj/sfqIT27at+jN+4tps7QymLnbsQtPPYQLK/ANn5KK9QiNLf247NZSzD/n3h8Up+kQ3/95Xw3jPIqYZCzAbR4w26fch2nsSskDHD3t7r03PtXbvF5vPSZm/Oc5syJbnKkaFlERMgEuFfytYKs4OifIxlU5zUqOzl5iJdWy1/4X/2Dc2xAGZed3w5wY6AB6wU0wxrFxtzxmKVie2VI372BZXxeUKMKxmaVB10y+4+a3a9+pEG/d46DyTWBII/zj4vsqeES8QTIAvRu+9o0jvL9kPajWQzHLSeVKhJeyd4ouIbxYydo3S8jMnlZ8Q/ZmScz8g0nGHkk56wOxzn4jHZuayaHGDPxxygfS0s7CDGFSUjQ99wvFcNRQQBpQrAHQ97znZyhP9fwlU3F8rg+sXo3pC3eQI40f2q51QNEcsUdjkal12e3q+5IIS38G61xs8xEScQxYhHr+5pUjUpEZLO7eWoW8biwrN/GX7Sh2FF8FWEFCkH9iVSXHv16htR4mjFLl3ibqagQZiclFQvN3T3uEex0+P2NfpgwYPWlsmjSUHZVZzYFHyFA3tkbSAgbGKxVz3jdcGnTn+8nxgRGmpOUxzYc/bj6xn0GQFRftOytEkvEonkASDe/rcKR6fMqPqkROtxbpJofu+zFg+f27OvWm6Xofv35JHmDwn1S6bkJV5TD3ONLia5YJtEGAeFCRZGgvRELgmokrf4GbmZ9vt0PR7Wcu0TI8PEj13eAYpRFMjWlQixyVTWAaZPzQe6jIgFE9/HgN/aVF+dTi5BncT+O675YBpfqahFBGNKatxtcxFyJo5+0t1HnnUCodXhaZjSOW/zDwFxe5MwG5B9xZslFyeuqFg/zGLAFnMR2VPkSIinWODy2SL8Ew5bEjiY0yUddvpixhFxpuRH+tzlFgvjnwblOOVlKpf1BYBqPkgIStPcJtFIZirkQNXs2dNCvn55u7+K7YawNX9p81srQler7wuiAFRU8gZ0qlhut3EAOiBxR32v7QLypZVU8+xAz8tto2waejbdqPL6XB7xcKSUqIIK8i8xaM5p6vpj2HdWqXZdjFGJ2FS0l3Cgzxjl6mx24OHCagdVjP3TvVGJd4egVIZjtarS+3rBXDyt4F1+bSlhgrR6xT17Ds6GScjkNaOgHgIL6+SqMsiUJ4etaq6EkV86zqe2KIcraphErhgkziuBu14ojQ0GDN1u1FDGOqmLB1iMLnI2CCEun4kclM6+yN4SjcsvkS19OaUkX6bHhIBd2KXsgym1+IRJP8p4KxFhkQH43I1CZ/ldRF1CtHa//5AOSIiryGQYzahSfhAC794BphjHIclmrTH3tkwC0FppnRlI4o2ax+MkSSfORI4ITZo08fKSJaqrW+mcCg+PL/svRmkpGpB0JOrZxoaMLjGlUIhecqN2RKlOjZnzZfLx8ztL78SHeDg/fqy97XQRH8Tek8+LkvP+F5uerTOFWn5IjxnKY8I99GrMm5Cdo3EpfQOkVuXjfgDSZrjGQY5f5rq7QZhs8mshM599402Vnz9JuwozKYlmQsziyba7e6JhhIaByEYYXg0OeM1Oh5RUklB7iMNNLXEEcyzAXDsktVRN+uw58W7z8zRqXCnbBXhUq1jeF5Jk4B7AouDeC0yjokkzjCuevxyY7p1oH5w+UPXUVyxr/KHpfdF5KzmvedrvL1iKY5CbLqbtFoieW52thaQNVmIcsYwxaMrNgOpO3BK1GOWp15wBVLhVLbcznkj011vGZV+HZp1GjcxgkivbI3t35vg6yA6VFg+ZKzyBZZ7AmFJsdnhMbRjPu3mdWmxVRppGLQWZ2UhnJYt7mdD3gY0OTz4EY8pynfQzfr1GTAKxZRXobFjZoc4yC4i+sI1L4kmaEpoXlVRRiM+ik9arly2Gi7oFWsG3xm+JK9IpcCy+UC/csVMSpUFLNz+HbrbiFAVmMxMA1FRXokGbRRd6OV/fvKHmz9akiiqkdoYgZKwtXtn0lR58CPlXDyfMIXzSfmjw1WlZuEMFLypiqv7Vx6zAQ57JXc9FMGOWy8fsZeCarNYgaW8fpTJoLwrKUftL99FIvJy0cPXI8jcEbiyGYT2lPM6W/NI/080qMccRiihlBsH2fz9gBkXgXcX3/S2kF5XQmoXUncdnUdqh2+d+9mISDT4FoMHm0KXQfbkPiDj2FwNhGdZfYjiHpIA0Cj6SI4IH3NXBh6cQL1SrsaR1WVUCg7Ynbou+W6qz9mh7RRZhOJuvSpfxrhp5yBxO7gqlB3waVqqZ+lixaB+9E5op2cpjJIA3gN9wzSuIUHIpXvG5OX9+AIdvbLO42QGkM6L6XwFNmTQSgXCt4oJZmst5ByYvBs9+5nX4ZwgxXFW2kwxjA8UEXp6KOaDfK52NoLtcPT014ak9oUmNja9grvYAiuoWU+LfaqNApMAcVMjvb8iOfuaJRt+7ezsDJ+GE9MKjhoEMYXpie7+Ah3x/RJFxS7/CKPaY7sQyG5wxTC4QM9sRWg39yFfgrkk+jJCXuUZ8KrZ+ru/2WqYXmPo+SuVIWyS7cIpwEYkFok2Z3NE1DsN0QcDo0wMiqoXw0cXchI2Lb+AOg8KLFtcr0DlL1+QwL++52O7A3TL6PBsFhliDR3PQs3vETloigyecRIeKNKOBXESEFs951pQUyZdYJAf8PT3X6c/mXU0XqS0gRCB6GFMfnDABv7Px/TmMyt1LoDszYP4OJKbbBupvx+CU+zzbmrcsUteT8WWgYPqcvFv0imGlwiswKCzfZxXQ69sjZEDhQ4w33+gPCsIUoeVA2/1YOXfMXjwK+kNTGotaCmrCWefeG33CJtTC2cXS6qq8ZedcA5GXZ5t5cwjSAdNOJIWb6zlXCKdki70L9CekG0hbmt7AywtDadGmBwwUvu4l1/Y99ZcgE0iV0dc+JFF6BSI84Pshoc1t6nbdbGeWpuerQrMjyLLPFp3tvdaaqwXbc3/gM2B2gaM18HzRXVu6Fw9hs+Vz02nVSRiqazzCvcGzK926JCfp2TK/Q8yK6163Z8FNb7jo1ubDi/VSZJdvPDdVGzT3d7kPk6KWApiD/Pz/CpSXv/LUW81VhikVsmgzok/edbE4G0+lm4aTSiwTkN7bVfVZ7gO6G5b4ksB5PhZeRH/HvXYfYQcSQbn4Uzq41MvFikFNOBm9HWpbCEvuSZ+dt5usgmpOA4MNlC2oVxksIaCMGRqMX4NTv5BAS3PUenIR4WlVa51Eapoe4BJvmOCH6gX1erUl48ZEfh5V+pWIX6+Iex5SuIH7E7NpnkNAb15JL7UHoZT+Y8oljWYvECC1pkbUMRG2pO2i7yNT+ffUZztzirZmIB13CMqa0rgB38B+k2cjzKatorGwYO/lrcXniAz4o9fTL7qQBp5PytYHIrtFVb9dS33GK1QDqTsNhpBV3fqVTq6scjOU5reJfy3Hr7Gtr8iuAfInIvpj82n3xOedB7yv6mU+FSw+2VmcA/ra6z0Hqfln4eUNsotsUhzZaa8Q4TOlGQtsEWgprtgtMNxBckCGEjxZIaZ6nH8zLWysnRROScL9LzS4ad4fURLcqJA6pPPHOb5pODleglH216hkV+q1GewX63z4lYDrCNGWHbIanerhWXr5PGF/1YcxSfRvGSw9ZwXBhL399Ec8oJ8G95N6O+gNHPGXECl88InhF3c5lqYNKtW7WAtX0DtHw0nkBszZhXdZc3pvsP/Hxpcqvyo6Jk19z3E3FxfEC1Zc0YKW9wuuSZQZruJA+GdCIF0HVTuVwb4PotwMLPcNKHc8c+jVgRQOoBQxbA4TUMtkoe76ayEGK6MFkjYU16jRL8gPdnehzhgu2wi1oZB8mo+iqvWCvMPGpqVGZkogUFp2d1uaRsCSGp5Du7h/gMkYWaIxdYXpGCjUPBApjXRC53OWMiJyh/AbySHQe+xq/M2YkYeAft82gHtaeN97nisCii+ujfdkbHQ0PHmeQHx4Junw8x3VbWkMXbua4AIuCPv4p5xK9baPN9srLm2U/xuHLQ0JIn9tdBefoiGja76eISMKZXdk+mtOeArwo378Dh3IrtWswRaq6Dc1h4BE9V47EGM9TFsQRxc/fr9DZJ2bpK92/J5ggZGXSO1c7sqtJcnxWiM90PY6wqtRbvMz8XL9sYzMePOcdU0H8pWsD/k5vczDu0dPT5AyYtCicgHI5VlJwZvyiAtXgJSo4a+UBqrIeDYolPerBdwntVqX2wa8PPdgj/rbqeVgP1Sb5UwIzmwQUsr3rB0xKwDYFMvSzCQeKD08Os3cf4XDB0xpJ8mq/vbmq8gvf1u+OzcgExsAa/CA91J4pKJZiM2moBCeA14XGGNimSSEZpqMT/u35L/j/yoCZxGPib4TYUekXa4VumeRdO50FcRyOJcSJij8vKZBA/RvtD7W0X/c3szzUaQz/UuVlQIFMDGTIKAm87DHgAVX8Mj/ttCv7dzaWCOfDSAPWmDYttU2x8g2e151uZQidikwRU1lRHuo3qYheMpkumsRqem7ITMkWxh0Xygbzad3MvrFArdJ5uPyeFhgteGCoX2vXnPEiH8MwSwRjenfj9shyLpgy9uMutwV/u6Lhr+hWMfol6eawiq0usNoQUYN1Sl3qhwn+PleWV/vKhFKE/2F4rOBBXWI1jKxjTgmgkzrqzCUGoP4NxUwWAxcRK2jFoett4a3Jgw7Z+vnMlB53USISEL/fmq97zXwMy3jbZh8FXvU3ructZB8zaf0wzPlJPyDlyQh3fk7kQOR7zjtmqsuKqnWNTO5rycMhmiLGpZRQ5bh7X6gbHZRt9hLmSNE4IkwDQB5MduOMBNuxNJiu66oxO9rNB2ceWqhPectit2ayVZ4aberVtO1SDxWn4z9zqZ6I0+pcgaCWLkMv5UtQOKeL+Ad6z4ZtOcykgH4Bz51Es2v/aIFuqdudD7heEDfi+0Ceia6+yFcdG0fmbUFw87BCVkt4MoERP4jZf5nQ3lzaXB0KB2Y03JF1Rz/Pyc6HtKyD+c1STFXBE/GfqRTDnM+duFvKNsCFWMUgjimplXqvgvplPwlevZekuqct7t/Lf6LHpFPN+4OfCYAjoMb+xtwIPTW1Ktd3bzvNBa8r5xzjsAn+apI/+tmBSmY6lew1jvXqqiqdveLdbZKW23fSt787Fx6SyuqI33Spf1fa5/Aaoshlo44iEHac4JdOYkwWxvg7N7rCgjrGcI7n456tgh6dff+iwVyuzEFg2zLydVW4mYY5JA/6cbfVXpob7UoKeKefQy+0mT43YhCAiz7feWTgVYdiLU0YZja1QsKaQeayroxW00ewmT2LJ6UU7LdZybW3yOIrKl7dPoKRCTCMnSAs63LYg8BvwkN07giMzKJd6oeunZlPdq7ZWldII+V/+d7nPDX0EpvP6uMwdX79m4CRELgAAHvXU199fCxRzY8E2gP9i9NkpfyThQ4hde2SIXlNIZ2XbdsJCtItfJkctkiqPSmymZgaok+nkHMd4iDj6Hy6RRQW74eZEUdgZMvBY4uIb5mDxWWskTgWM6ayVgeiwnW0yrgSpwdnTv9iLQU90slMGWVmwZpnnl8sTzx4Renw7xTU8AL2EW7p7UHvItEd/xtk2488dRKY1WPT2/8maS2/pAyygnCaSMl7QEWQaF1QIve3wb5YL8pGp7HzmC1y9ePEnoFGff+whMzTbh8gBsb99FtyhQtH33tWe+fjiO6tAb9D06YPSlfLZXb8IZKdhqn1U/l/c67d6qw8RhSN7UR0erqPefegBc0ZLg6DHMqCeBhSV5/KxnHPUQ3oWOKJORdXEjZpgOIMPlxZNfam/6LzHIvoDNyfoAAHMDv85uBdvaRpv/P46IvB0FK6ySBqcc3OSgySQ2JpP5vNvIkzdbEAPv8Fgg6hfNhycwnM34Hmfcb7H4noHmU+VBl/5KqbjOQiFr3VFrxQ8fzGPhVZgzVMQJru7rbrReEs4fJhDu72xJ+/Vrg/tegKk3eHh0+ixmp4gwD0lYLqgRohgFTKDzxHwRsCPky+FoJf2gk4sBc6fapLJzE2aZNKOUHE1OJmJ/j0cW5P1ut1uakUTqrBglI/joWZaD8Df9UOu+iZ0UkTcvsuAzmSfnimbL7/6zXVQWtS1vaYpl9kXM8W2P/dwT9tac7VA5rJPmZMPEPxCZuEw6kvlc1YoXwb+1HzG84fmUETq0lLqnsgaRp14Flam17f0a4+Wec63FiHATLIfPkq7hwA6NVlPdrUKjy7ukLxw4GptnxZFQIHm9+YIG6zWIsm5eMfP2FDHQBHxl+G/QuMwt/ZhZ02/8jybXhPxWISH6L00WWN/oWUwarC5fXir8/8lnqozpTvAsUcmKxzVtk/alVsl0BnU/MFxTqYE+BTZ0lU8w92Qv13FG9BGCy3Ui6al/OfDtfE/wg5hKcLJiYLI42x1uUej+MN6A9RFWTUpI9N7195GDJdQyEcllWJzzn+1tWpJmUn2QL73A56b7e5SI1RYZM6KDKWbQg2BhuywOMGV/vHX0kXY1eOGBlDfPQC1umJYiXDNyvp8m/1uYc0Al6ERTqQL9SCsaa0stif+/tFveIp7+BVb1tom1gYDtyrhcRvypKvAczyG8FK0r4f48QFPL63/Rz3OgLqYyiJiVBWiZTGUy+lcSTreNyCWQhJw0qdgR1PxnfDQWgtNl0XHI1QNQh/gg83XkU+sZoyHD8iSKHYMsf9v7XB8LJPU3O/alcQR8TXn6k2N7IwpTkcowSQwPvoztH7fy2VleLPLbltgwLeJdvA9VD/sZvbuHsNKK8pXjfGiOxPbloBVA2N07HWYrYfZJGDI4O73J16k8rgAeq1dB7G05j8cKsJPOicnQrpFqm5csWPedR9gxysLmCTwDBBtSj2i8vKnzBxpUtGxyh49Cq2QACXyYP41vgOwSeb0fojIl4qH1hJbzPu7KdKtaFK2BmCk/AtNWdPW9f+RDufJc35wzeBuaxtHP0Fi7P32HarvjwH09o4jD5A3k5zMnf/sf/evBOckQw0U5eQpcxwHJhEYjNQxxQpaQfZsyIsAwESYv0g4iHYZAiqENL5GwX3VK5IJcNR4nbkS0a7Ynw7OeahilrB6VSQkjh+sHTYv1JqyuHDeYEheez+QJHp5W6uDpS+Qv58qIimr118Pg5e3vKBufN4UYeb1hQl+7r/MO04+Zxiz+tykOV9vMXIY7/5peuYInsEpXMVWeAzqNxhaUu2HHuPq5XvHpUrvyMqfj4Txm0+8Bwu6QF34RXfSda3fSrnkGCfBh+g0yUx7Oz1JLTPIMc4npsBLokHua8m07KNaJLkQYGMBxTAIt3O2SZqiG+UoSlLhLwrrbp30RM8GXhYAr+p6rpAWXGluVBnCtX35ofciyfeliBVsxajj/BB0j2Afh08orW0Ks17j1Lw3OdqTUDO2LWjuHahmw9FCfIJdtQhcm6fJb2eXuubUx02vxG0wVxrjtTIdnw//Lyvf3FOMgnx8s495qKfN6i8ADwPUHM2Mt7/5aQtrTVyyvi8lb933pWSeOXjI0Syd5DW14YaSXM9SouQgSjj1dFkJmXHqOQxq2SwLw+Ob1T0WupQO0COUXHdJ8Iw52EiLu5TdrZYeI26vYNKAD1pRMfXLdRBUqmpTcgev+ZzThb7Gn9cIy/ZikcoSSGQDFJalURSSEbqjW99QmIZF2OIXhMvvVJNerHNkB+/+AZx4flwV0P+W4l+5btogcZTmmkvFa9wl2pWPFT8CeAY6NTDSW+LEnWvz3pnI2P+57cLevBULVK1PrD4f+/M/+2oMd9m8tQrNHYVvnJw5ucKLnviIxXWehFBeo4IvOYtkFKNKN+DPyA+APTruCPvqoXZQ1wPDF9pWVGriFy7ZmGux8NLtmu7F4aJAEC4SnA0CelPWwgGseMFACCyI9sCh17eSjrKtRJNVbKOqXM9WSUD/HSwGYTEerJuI97rZSaujudml22rIVJwcwQrIJaG0qOsLIbRyDF3amWG0euV46yCO6FohPVDrd/aZ6s7lTue+cKAXPDRsdpI82HYSIRAgvAkZ56xGBA1BcgOy7T+74lgi6yYVmqMKNI5FOegj7A7nWaRTJRay7Xd1bx4383rOdS1wrTBB+3YbRKyjfrdvx04eS33oeRvI8bLXzbjZCuuBdOVOh6aUKkXCWoIG8kA0LMR77Mwep1wAl/Yh5NZG5GpsjQhC5bBY2AaE0KGD+bmn7HRbsyWhH5UuUrVudlxsrhrTXsOvPWVtzs0h1YaRFR3quEHQTqMuCKxSizZXSaj8ToXt7uTIV9vivDiQHwpR5wEhQUiV4uy95Td0Go8nMbkjxo+OFfU35qUUWJ6EUapY9EoWAkQLvbuHI4AMhu5g9aSjufRDz5rvKE5Ws8bVEmjAfFKyu9jh0eCqfmNisixXmvMzEgkv0Ydmv1tZca3RgoHpJkrFXkgVjSXiscFKeYOAq5mopfLmiVDLVP4ghd+QagOEr/VgH5C2VZ+o03sRnOUIP5pqj4PkvQw0MqydqwR02JcJPX/yJWSHMR6zvfuxKdNSbuf7E+a7qWoJZC3o2x+KS5Yp7aQ6OC/mN7SdZJalDF6RbNTQL/F2NOokcSunYDnTXRcZueHdFayo0hpEEjBm5BKE4www4Q70lG292fm5OaucJdRXtrtWVT4wq3nNvkQBBLZSoTCJRgZjTOwPj9F66U1KvenuPA7vkGIPVfquAJO2hFsqjM7ubSDT7lJvaBLG6r15RmDAHZKn0N0rXUrr8wRWCo5ax1thCOBQHhrO3j+aeHgbmMrKZ9oUhnPARSc9aQSz3aq3qE2/+a1L9djkoJ8xiytDFKDrKO6vAVaFZFM4y/pOUs+IRwnd36XTuCBw1emodlurVyfdrzq/DhO0Hv3jLnhzCpxo7CevOZb/c7zJqyeJ9G1K+sjS14fXN22//4RVFI2dCtGPVdaQwFVHiaxw6JMKkB7yyE32ckwVY2vT3b7MUAXDZXdj+qXJyWV3EPPtLuUvapBVDf86GdkPtT0H/7NDNNl7LxqASwoVtK3QW1XDV8ig/7XBU9B9eP7yI7cu+j+vBkrOqH5XYgmwgyxKuLsbgfG7rc+51sUEUrvvcA2TJmv/eFuKI6yaI7QIZVqyNo0qBlVUbkSHdnsaMxwX4Nrg+Kxu/n1B5sxpTpTm5XT9+v705TpqOLCxMRpYgcAKzJ/SGGLjjRmXBmNpatZ+TSa+PkJzLiIa71h4j8p80LPBlVMuDEy+n6oHF5Gbzf2AFld7ITCbe68DvgqmCRBZFZCACRsTINzYn/Z2Q9A9Fs26A6bzt9R6V6u0iCH4Ox6FO/hldJrqbsNsKuRUSK3Fkh8OboI87YuzL3u+LCQ6pWXmPw+sk442T17GJTw51WRhygWaTQp4Rx8Lt9dspbxVDQi2UuOe5KzmPn3e5dbsHEDJL8iAX1hQQG9BNL2nDEfsTpkFKOeYglunyqDjTw9a74/xgrJQaVkH1NME2U7NVI3ILO7jcxntbN35lctfCD5scer5E8jpGTKExDkN7aLysD24SchKXp/BapHmJEF9lP1dAkHwumoDvze1f7CD9832vS/Q3l38O+0NJZJtVymc1xcoG9m6br1i8xod1UwsCwrpjHKe1Y9HOIrpzRoRIKIzlSm4vqbMcwX8LayoW4dGJ9QsOmKKI1tUOvCgliAdPgT6ihztRbYibezR/LLj+BftLd3jkww41zII4wwqicAO8wICp7TdEDOrch4BmO9/3nyAILN6P2mMA6OIAnAvgOrDVdjOH4vGCJEw5VN/1F36ttEZVLEYj67RlHLyyO/rwe40arWkjPRbzpchIyagplJ7c2mYACgxSejOiou/xDWfsBil+4L49sRBTvF0K63jk7+n9VIZsdODzc77ojYuy3+y0bRydYw3D+kLi8kH5IybiuG7XekIEHQbNlPxCn6Hb6muWDxOOPqVaGVLbkT7qapiCljOycYjD+WW+FGTSzTrLc34HkCZu6kVftfP9tkjwmXK8VeoddeyDwToWMoaPse2/1GZMzW9/vzxXsYHOJH0M7YLQr/+9juBpWYwo1yPpLNn79ebyDfuGET/lO6RuB4vslfPcLIbGpfgjj9JKCnK6oHbMNlF1ExRG2kKXhlAGxSPMd+wA9i2OBie3E/xHEzS3uFWZkQrzsZ3Olq1WddGKkOguUJEfu6mOcvAx7osc9QwsOzJm0FuyV5L0BGN5GcSXVs4TQiOUX66GzZUFFMrXzBvshctZy+/ItO0IMlqwZf4HJLqOTET3XVAv0xTxIHlsUYZOqzPgiD7AapkguZXWuzvu/xhx1X+IJMVCYscaKv22N8Z3FDJ6Hzni3vgjpVvhLn9JgQsHyWYdzgXbfL/nQMNJ+YijdkPkUjbJQFlJyIqhuBsWiZ6v5rZlOvNRqFvhohLf2SsFhma6RgCCcCXUgwV0ONywOHi9xLwcPh7pweOoD1FS/HDvK3BUtsDcXk2Rn9qSoX2kAntHHM7bLWq2yVgQIt0mnZabibOafPPICgDAsVjVZaQ7HGtyLK36c0BGbYjZ1WTwlREdXyhO6OtaemyWrZYyFYInhL8Lv5MFn/k8r57efxUFvSNpeGM+Nh69yRmHZG5zpkSuVk88lKJdGnbGngkQyhzO7yXAZX1vGUl4wS5CXybb0g/V9WZWCrAbiooN+ucSwu+FrFsreB0Twq8LGdyEHgFjGGvycIA9U176DGEFF1jy5QAMndJA/Suts6ZsSIymb+VgVyns+P6c0xfME3Vg8agYiKGDEzbpugP1KTg7H2PhxhZvWTSfkgj+VcgopYKRnEkpzeLTJzLU8Zr0MPUa9m9L4NQtB5/K6SNJFm5ScJ6ElHHdb2F5wuKwIeGjacoFwF7t0k7RPuTJ4DYNpy2uh7GGnEezCdBWuHzIxoz1mJ+ZH8/BAiNfr9cR133wVw39AEeCxbxc0XiWUMVL7S5eBt8rVKAI4XHFaLLRSicUH6Gk6Q4VBV9vyAnOgs8z3E1YhxGnRwrGCCQJDPKe0CtzdUuAeu4sohaBhGHGUxv3lVFXFpUi2Q6Ib438DSdyFtwMf7ThCWScoI3ONzml0uQ/8bHL8YNwKcgTbihLNT8EMQHdwmYj/fQjnetUuHQLswAAAL60JwPxmgjqw5UAVapyuwbn8xldfOCnehy1gJz0bmjrYwI18nzLaFHnC90DaEjBmvc7FXXVpnoxT6q9Pwoxzj9p3Qf9thL7/ASBkftd8Dn5br/5VcbwKCp+VEu0brDLZV+Osi5Z3V60Q9dNb0wPjNDSfKA2c0GBOdL3KfN2ucXhhyZjVTGF4d+WXJAqzZEIScBaoyMjpGp1wsXBgp43q3h4alqrNQ6XKt4tmHndxaLn8DyVmO3U0yNGnYzpsbPkhxpHs39gu81/Nv6zh49YvGD5Z/rS025jkndniVw5qxWwsyA7lXXJtATTJq2Pjw3sw9Yq6VlJnWg2FTFAHvfb6HWxPGNNyS2/be0/fTVaBNs6Hn0/Yotiua+N3/ylQ6gFXu7Wyok8Gj1lYnsKxTMMUJietTFpF+BYLA64ErvPExCJS529vOalHnmwqeoQCKp5nTac2jYhqdCzNmVAQ+wge26AYqsxSX4vdfQaj3cQOFqOee51rlGK5+xhdBzznZgt3DiCIieKBJKfGI2ySC8HRWGVgq/WUzbmpgtiNY9ccFbQ4G5c/Dc4HaLa1/7IXCu7jrP2CQhkFBM8AkaL95YLPt+6cgioOpWlFBOr79Y5BYgoZaqi1k4CFY2KjiVMLQbssLboJBWoN5L2FeeCg5/vNI4DJddQj+fOePwbWN46G3oIHSO5hhMo6+a2jgiDAGJEFPvzmxjVod1y52idu57AZoUnarCpxPX4gCOvMGUCdCBPIuM+4P8UVsu7q80pdIcjI3Z7eT2Pcj12HfixZZEiMlwrLGrXj3pmRXNl6VXl76xtzbEik90xyh2uAnQQBwVj71RMENw9wZ80YzN8Cpo705e0aL/FWxbPsU1unzhYQiR3DusyBBHvR455pYa/9t7d1kgYQG+7ljlm3sq9OiKRZdTM8IpB+kjHcRBFEP0qNBwKYfH3jEAXyYv0xUc9ZZ9NbhqrPw/3EPMqp4Ioc5nmEdjufu21HGIqFAUUUetNJnW2gzfOPHQ1wSs0HKy244SoctMrCURNA0o282ji51yhpPPtzW+bwvvPIYuaFZ3vKNXYL4wNBaAf3d7G5+jY0J+FpR4LNqToUX+yK4HvTdGPHSm8CmC7WfGrD2Vs9nd2hRkcJee+n3PoAQbpxf85IisNTjbkZsrVetZ+lRPtpZf26p+DYe8CGf/VAOd/T0fq1qivpyGaudq6iUBEvCqXwr4K2J8I0/Yh+jOeum1qulJuNfZu26adOMHuhttzsY62v8FrpNqzCrP4BXg+4YmlNHL76uKvSnDocvSDxWDZPZ534nsUed+ZdE/Fa6kZ4uGB1KJ8dkKcG7esX7vb7wPPPURTCawA3CKf797CXVnloqQsvsJRb86m/LoCDY+OMWy3EPu1+wopSqJdy718hqzXIABiBjFKdF+HSxmNGjC+RWjkMdgeHMUPCzPBRmTw7uv7cuVYSR7bMfb0R3aGgkQVUZZlD+xiBGPSRvStafvO0osji9/kmb0/svMYC+jUzkXHhV8HH6Oo03qzx3cdVioilxPDPfFbugbcIfl9S5DkMswrO5cWHxd5/6cXRFE4Y++2orwoXnntZ4vcZMoZtP8jFAOEEwMk0JYxbktXyRcRP93o1xq1XM8F0lqu2Kyey0G9+R6cEuiQ/8KDbqGV3JU4L0pIV+Mnaya+iL8GafLANETQ8LBj1PJ8mhmcGtlr4qEoB8pPBDwatyh0yda0U4ifC+Y14icpY+xDUXDf2LMH026EAVX2zA2QVBXaHO8ywUvpRZW25UH4Tokr6qG8K1KFu9xmKXbVwhRUcZwabG/5h/PE3QSe1SA2SgwRThnt0Snbgvn2B2mjfi5eRJ8hVUIlgLNLdN/3kvW+/aaOXlhSs81paOtN3ZeVyNPsLZL9YYaGVt7YsRvY6kT1xAzNpivezBFqCWnN21mRTLjPX43zjFAOEF3AdeG6dkeEQTQ4xERl+E9LY9TMiB1OcS6OUKYlm9Jdg01np0m8V333ydTSesfDNeouWcCx8KBgq3AVRn5hVmi7uKPvI/w4oBZ1CHKRKcecL7rmUsrvNLs4bgQbctXyvnyiQB3i+X+zzQHbU2HTVB40xM8jyStZYsScOZyLLgIaXPnCcwKXbna0xDSSAQfZItw9m7ryVURNJhCZUCxtHeYJCupRgSuJHVAlvklM9uLy7jeJooWWEQyPNpJCO/zQJnUrfBpuw3dwV1XPXA8bdT1VfGIQ36USJ+TZ802B6R+aTqAOgzGgV5mF4+lQ2/kVsVRqUjojfxke/XXcZq/ZCe8uHk+x3LZ6RNbW0cpYdW+hnq1Hi3plPuSK26fRUKOki38lE8L9wHO0AW9XNGeJlgxqtz/KA/XK8rZAly5D9shHMeP101ILdLyC+bk0RGldmaF9NaJTc+xFKNRkucqDd/vEbZP2O5QhrjkQjwiWqX7YeMlX8zJX/NFLtwA8E9Stb6weiYcTFkmCBlxcnmRtXU2JfZ/Nd3Bx0Z4OtJmPn4hrqbFV/4kG4sNaqEPpQvX5bwq8AjsE6c1IWMxT4FqaHf4yjb+TtF3NDpQ9sZ88Ln42J0CTV72ze42eIOeQ63cBbsVt1v32oU0RSSs7PiJ9tMS6hB/A2UVVpEVvXzrLumLd9CzG+4cNvw2Qnm7+8n/M7lNzYvesvGb041ceofSs5XQXyLozylXu25OTzff9Pp6VgumvswG2P/S6XYSPhTnggpHOUEVLh4vwxTiuuakmcRgTD+1wpQOAbXcHOiFQpddNttqRVtwSfa+xC9CSUVzELW2h7/M2ogHjvQfyErsUjiyhVYBGAINcUO8pTxKuFWRQdtVaPsjXPnHSRbyS1rfjTgAkYN7eiy0Oz9sC9RJxA4PVAR+Lu9WKsOSK21SdD32uoY8hTHFBobdBx/wsnhyPyntKY/3s7Mp3xhWe6/zQMcmMN69X6Uj9VcYcnxebPnQqzzEnOWFgqwkPidI8mKFUrFuwbidHkxDbkVmHgbUm7nEdsnH8hYaJhOJTuQItMQzXIcQs/eKOVS9ME03qGWGql2WXRvaBcvSnphaCY1yHII60Z01bOHEnQJNoEVRl8QU9wY4l4XPXoR6WqVI21qnTn+umyawlCt0U2BqgdnpJ3Uu/IuC97RfBkgpcPvtWXsCWJjMRn1SIufR96DUq9RR/2REayQ/rKYwCDWuK9bTVJf8GziyyC6Ca8kDuKlQ7F8jOhwpnNbLjs5FDixEQBtBC2PIDlk912AnJ5+0Ds1xObzE0BOcc0XJR4B9qgPdm2F4Nl2znonFIl4PKUmEwysRs5hnDZDE72tdBWWXOJ3sKTGTLb0fbsc64DjvtT4e6FzYBfuKi/2RxLQsU578SbkC3vwgoPXLWQHbafQzJV9SBAhTjYRbxkkCzVnL5nJzWu6jMmVcNmFiLrik1S2MXKRZEoELIrv2Y2deThtUWtJV/cCiHxC8ObHpVofftxUlkhCxKI0G0rzvOX6B4OBPEvRSzONDbk8skyqbiHlNRM19FYtQK2TVBn69mk06KXsvdDuGaPYeKYeiE3GNoPsckxx8eVgytzO2xyuz67dk7ERfS6mTHWOVy8Sn2tzPREDgKwlKqxbaPt6NGepPJ0RT7FjaTbAsgLawN778DTBZBhiX0x3aq2p5lolVQu1ab2gPfQYGQIImWAznw2HflONy13fN66I39uWnTgCJV5mEMYReLN7LxI4vDzLLsxoXSSOKDaB4Bbe6N0b8w8qj1538eyPR8oPrtQm7rR1FZ/50ceTxaEuJlCU5WhUVLo5BOMjHVJCkGLfgAVoroKzIuTO0JMQqwMFVunbjqKs2Wf7Z2DYN4bENwd4PlLF6iBQGN0h6M6rH5ITCB3lIYsb11YJstV4SNsptuXnB5WoH4auYd2wm/ACnZCTI346PBXeuOAxXvahxKxp1HX1NYDjLraB9tuShAu3vBGcFNirblq67XJ4DxlGaWqiEQ4LU4UepryniV1QUlE1TtyL47d4iMSgZOB9BZOF25T4q1GBDaxvxEw1We5n12BY2Jjckb3T+3k6TZf4Mp4J3pukbDdcaEcBOMxsC7D12SaPKRD5SnzdqgPYdvU/RaFQgDoD946cO63K7iLkiqk0YS1ZzA51y3s+V/CuUutcYhO181+et6pqvYaMBpig6rAHY7uW8WFBWoZliIPDz93qSsMU5QXnF5bTL8Lx4wF5dF2SwyJxe/X0MLVqcI1EmUu6GLHEuttiz1wyBa2C8OTebBY355IE4UuorSO7i77IhAUFoOUima41hpXi3Pe0S1lwk4NKL5kRoQmMd1ypSyViTVxJJZosKETMql5hetAHbrHR8d3l9LnDbIKRvbyi1sydxVI/cWgu92vcEi83OncsthhgHOZ1iVr+GLX6ZSLLXUN8rhl+j+T7Xc/f5jfaFY8bBlAChCGTmB47EXLKs30fkyX8ey9DYUXNkZSaWzUs7CTgIc67nwGm6wyMaZ7tQzn1y7tf6tY7OAK5w48uJxAllxFGP424J0BI3UOnMBS1M4gC9KRIIQ2k6Uw4XpkbLnPharksSLXe/ig60KsBEdC3apu3mOXmVamCdCznL6qPObC6ZkaHv6k4uIs0eupoMvEvGMvq/dLRD2OJKtPhRXAAeXHw+DzMF/bj0UlfA4//sjpMxbdVZaUqCN3Q3drMHGc77zat2z3KaCX3ll3t7bF/7sdZ8gcFciDRlYIoDCWI4W1Iww/rbvz/rdkS1Mp1E6RfFz62GMC7wiFK90Yee6692R2NXqImAHVSAmVxXNAQadeHaiCVCAYRsESfZMxsy/L3LJTPfG8YAOFO8O9KQsNGW9rabvYxowlYplkThw0Nx/8Za2RfwWVkcOgmtt4+3XFSSJgNCFYxX3LyaiYLjfR5VRE1tH4zRt6HIX1wN238ps/XpSDTXDLCOIYam+hI5faBpd0elrDh9IwdckZnDfXVgMdT55fzvt6aLJM0GGi3sLKs5WRUZeAJ+9LKLwBrBgy4Sptzt2z1rMA9iw5o9ykgIDcr0KvyhAENCRyjCm4TmjCZWRLfXrnKj+scRY7XMH2ldaG8eKzXaNAZkUDof8APhzXkuKAljX5E9I4JaJ6FuGgXF2o4D7VE9ZzbC3mnJkc5bMGKI3BK9eztWjb5XqiiePING20MQNl9NBgI8LwK4q9fXMbD0VoPrE5Q1Uvp6lMmPQ00zhBHgTXPZJYdBfP2t+Cp2uwi5G7EMfgnBt4fqCVXv3G5bi3/uypEfiteSQGU0fzLqHY5jt1vp3K/pGHmhHBkZe6ywUl6z7qbrWOertSCyMn8WkfsxWZsp95Wg4mDMvHBxYXT60+kEPbdV45KKooToN7ofPFxfRS3XugJZqRswe5ee/0SamLdm7r4NlYD8nTiF7SQFWZ0u5zrorQWVojl3XDDQKHF7IQ2rDic/siPvVN8tPJApnxfhoqTNJUovzEF+WCSfOizpAw4fuBlER0DUAcMf0hiZeNIN0ku8psdSTPeOIrP8/yVUGysWeDOYAApddyirjBGq3SsgTnVeWePc4k4obAYKk12larMbWLuszF2nYs4m9p6tds8f6LMa7MwOa3MIvtt+CeZNdZLzIPmQDvWCHCTUh88HDWGmcWC/1I52hJi6MHhTKtyEBmiBOcJmyWvjZ0Oo+l2MQInSYlEGHS/UKWiQ+ntbFwByHb5TT6uz0r8Twc58Vo7xzOOJZkbgG8nOo61L6GpY+5XMR+wYE9zJvaf41X944SNQJbTdDnt1PsSBBF8S14Eb2R++ob6fSjtpLJCXI0TAPGKA1qNFPjDoahlmT4KOSmsUP3R2yFIm3AsHWaB4kT85PqEoSxzbLZROdtX54dStIm4gbCkvHVSrDTvirPXAhEtpIBWgrSmfCy+EAwG8fyXELS5h2CB7UBq6L57WGLX3REEkmwTn+20Dhdh3Q+kgUZOfKvGG0w+UC1gJ8dLBDYvOWvkXVPEKpWM2GmISwyDoP7f8sYrqI/i04Hkf9GjgfmIL6IfKHJvUsyzd5UOaVW1zzTloCvB2lqXkSHbSepMTKdfrukblkdAaL6H8tHp90eUNezrhNqnkEWLQxAy1DnyN2gpF0+CC54YBH+91EtAxCGDhrG8NOfV/C4XpQfySGBqspC2jeYbtAoWZ0512zUsgL2hfkCajU29z1N7oxiA+/udR52cxA9x3P9c1oZr/rlMfMxN6TzoeS1jLk9MqafDDi/WKSHPCbyRKV7X7uVMYTts0uHxxSN0ZSWV/A4FA14VxQv7b4hAyMiEAy/xJd9ihLNhozqFNv1744IeSfyKZhpSa/lKkMk1ApA2oyXpGagiCXo5Ub8CzJ3jLPmUnN1cP8TePHBAdFRTBOishOADxHkokFT0+FlLw3H+u/3pfuW5cD8AcA7GL7kHmFTKAh5uRgSZWtW+nxmb/nUefA/xGKGC7A0RkwCxc+mVHr5NBwT6GTqnrdTHr/E2RLde2nXdgYgFJAhLGn7KR9khiNadL3TIZNCq2HZT4XtISJeL1koVF+1QrZlOST/TAdTmBCQ3YUfNffs9htgWqEDwPmq8eXSyGD7BCaNsQMEGlJhJSSD5bGbSPUpoye76o2M5WLzZRJglbiPzbgAQjKk1Fi+AGHB/BBgh4/MsqLsVgXyK+k7CbdLRkNrXG2zQyFDEVHUN3VX5mOr6+P02VjR8CjVdT7EHfl8cOysBmCxQ3XeL6+opuUzn/82V77wgGN7qVu6qkeSKFG3+BbjDCMGgszBxRWE0k1a/sDdiMZwx55Aamu56auoD08DnQXNPxeER1rICaXAg/cUahTZWm5+XkZ4ZyMyDygGyP0sVcaba87ApWtZ1JPyMHUBb8yavPnwil4IALgVYiwicZMRM3FQ9/HR2FMYBggXGUxheEY0SU7C8MDEe5jogGeZO2fmmZn3REz7fc0625yQwlTbhHpxPcfLJboUBefmnBSasW4FaR/5Bi8XiiqxSNlf7UjvLJbgrKK19hPbaCpQXxb8YVbB3Pu5gABjNdTKM62sMgXWoh+VlwxuorKd5AzeBYhPSJ55cPWghPq0Y6Gnksd8VMpsdyALxbhLWaCzkqGfEgEISujBqQmiuCbvrGquclxSTkxBo8VdmmhN3vw1uURglkEkTZcDk9lgSEJF+61scK+3VNhs43lRQ6J/tEc74bqu8vITzsULczNsnItmu7bTGPRGZJtPVobSyJXzsRoQS2sBXG/A+HAedhDwvD/JTgnw9jd8BimcalzYE23/PtJZ2RH01DMGXy8qsQkQEShnsvJkwodeFuvBvF44hz2z/rRDmDG9b74UNdy6zuVGYLYYdLBf17a57nF1Lz6/JTfn+PGwerHMJmGiLiG/NlDZjQJtu2QIwe112zWoSTtjNlWnm59QRG+F1NvNMkmS2i7PFbTe3TBje1UsetzHSX1T2vwPsyysGaeciNdY2sBmFLfq9JcgTUJ64YYNq03Gv5jrlxDUy1lRX9p3scErXUUa44RAU7ZadUhFicE7D3PmJZGts8MptTLwDfb0+RjUNnRWU5wgeuGjeUlIGt3cx0UY8Ajv0vIU5y++cqq/xS7tYw2m5AGZ1apfctZ3TuPGSGuncfqgc4r/uoNr7R8Fw7F/wSYeBzq0fFGRf12hopKe57jAjYIZokGXl+XgtKdJpksvJifwgVWZ2aGv41UD5518mGZfDczirQn9AAlZ8UR919Hd0N6nC68GKD5BQIT1a7ZMoAQsKIwtZ3vhQHP/fHhP8qXiPoSWsMNd3XDx1ZXvKGy737ecsD8q/L3jqibW11IWMN+XoGvSTOq00Zl2o7tulywIJ2MLSvGls8FMD11ArrMQlniorB5RT1gIyL/pOHbwF/ER0OFHJWwiNFhBig9ncFI8zBdkPge9f1JYXbIB4oXNpCk62j2BipsEwgfiqPRULR04mZhOQ7vAXi6vgHJH63RIRUH4rALkmw+jhLLyplvcgDPhi9OyF0bEKUVdLd7LEqSsCL0t5wdZzt8IHJPGcPPnGsJ5YF4imvYPumcgI+7O45MliKIfLTgxvLiqkzM4lRAoBs5pJAV0qobmqJOom+O2R7rEilbcyRfMiNCBhoqn/d5av19E28K+W2lGo15qUFRwj7YJDjz+DCOR0DjcT5LFDy61PIdgBJ+bW8Uc9d51y1wyEUi1EgpF23W4bMJrx/0rl065uJhq6OHmp9xoCMSq+8typUfSwO7HzBvAmrFzNGbXghCuFEK5tgO6Sry1m8vtTtT5yCXeNLoFUv+uEzyEYzDkGrC9Ft3xEGZzvbgf37Ww3b71WR0hybxWlUHpzzIidlBeTYTGCkKHjMVIjRfDcKtsYBYamGLP2dNzmIEb9R/hb2CBB9g8rl7NJK38Ss1vcyGO6xJw820Sj0xW4SCQ41QGeDL4tZoT8p+uTPhagr2u7pSZc7J/K76NVZf7BqyE8gSMVjnQMJw1Jia84X1SOGPUSF53TQfncOjsTEf29y4n77pf7xE6JCnPWuwDcZKls5y7WZQI/uu4fF5zDS2aYW7mglLa4zTELhEC5mJuGmpGsDQvH/s7DIQS7U+eFsyrQ0yOXHpTw8+rKfeE/NdC7/bsttHr0xjxP1sLfw8YMpXlfPO0dgXfgfuKBDHJWiyEGdK2HCI4N/2OyIO7bDwjbzoHrb0dIWzc/HU0HYM2C86nI0yXPPU6SKgOqmu9fQcIE6gHYb7FHCJVmpiCbdaSIYDoMgGcStEfANe7aQ8jsOfIv9MnTRwGJFyTCki7Qpk7RaHEcENo3WzJAUbwV6DZX6RcUhbhMCNkcNT5J3s1bC6FvopJD6bY8bDoCXU0rvNa9jcq2zXlJkV9N5OzWniXu6g8vpI2HE3KrOqcIPJP974vcAaNT9Tochy8/r70vxYZLjVXTON+sa+9SxZCL20HoCBRU3xc+WUz2gW7CdGfHV28e0FLJrzn/ReUzdD5/PCIBLwpp4qq/gUwe+lXWdTdM8NhAMKaypRSot+oZohdtsPy2c/jfV652zc1/0t5Gds57DTdWIpO5xGlhzW96lHAuxHCHE1zodw/2vLKx8mMxNsKmQeemg6Wjx13uMP1nfSddsFrOTXU8MvwgPQSI1pyQELEI0XQb4UbewflcfK3x4X61kXEyP3CZDK/RiPsFcmYJLelaqbYwaLdh9vyOqSKecJB6Pn9p5ZqUxbjnrO4PIdFtCfUNaRbG0mKoJ642J3Cgm1HEXX96AjqcYH7gcuSR9RTADoENoTBdHpz4Q5eztkBQRQuYDYx85kpK5+U4v7xvIcV1bJskLw0l6cSboTbwXVCqKRepRZNccWNIvU2cCuMYPxGYsqy6CH/a8Ra11bM1Li9AsXp17KoavCFEjB6ZSaA19bUsMQE6wAbEPpVmJBWqNzxtrpNJ886ospYCYuQKj4YOGx/78Ca66qxu1CknemlW1PJX+ui7UmC3UX8Gp6KxQaAcQYFfIzsB+J+TOOfF8TzkfdeqhvkAKE7W2pHM/Ol0nCFkKB/8IGumyjq00mMReFg7vKFKygqIDBuSOlHZSMZPtx4Bd0Ya2j+TJr2GmSVoxYMTWZQzUMXk+H1Ec3s2R6ScH2tq2khU3vvi54/Qu91Q7Cjm5WbV8RgS1gYOWqQmEsZLooIuUEOWMlknZZQ1oGOlal7a0bNm1+Gk7HP9VYaEGj2p+HdZ15htYYyrgCYUFGeuSoRbFPNbsXtH3EAZYBPlAv5vWqRv/OhXx7aHjZUxivJlnFREZA8UBGxa1BATndqCV+Ps8Lm9TcGoxlYyivUsIenKgbfrT46+PQzOgvKsxgLfHiyb+DgHlUXpWlcN/SqXm4U3dpyYEo79MBJLiefRxI4U66qgPFj9PLkKHvlGXTXUcyzNHXmLNvWpENlR37B/YkHQzR1fvejnrhPcSw1KsY8rP/3NxscX22NCWY1iiUViIhEqwdvHAqCKcCNFsK+6D2iv2RFAZcljxs/C9xDwQWywy6hY+xs8iG2rOAMz0oKhJ7B51/B9KxUTE62tuKqFClPLHUFKDIx8Hc85QyhiUxIVAxsYAlGQVesfcfDh+KdxCk6FD3PeHsCz68lESSNlNVRV/CtDmwLBM+U+bax1tvlgVXeMv06LbxuVNJ4Tct2d5GeFVK783uCl2jgCg6CSfJMEwpG/kT9Pwa+KdkuyQ85G/5JUVrwFlMaSdIzbfzFqoHXLvtlS0AFfQtNunkC3NhkOGCcueJqLcerW8L3Dee0nwppSKRXa94XTolMR0DhCRWMEdfT03iyNRNr8yg1CN53PZGHYaxhfijYDQxALrRaj1U1/Gbb9u/oPEl4A/+ThMvfp4n2puW/NikueVRt4IWOxcSwuh3DUTx9+xGxZ6lG5v22KoLasD+gP36PikNjCvmwC6hVzqqtkNRILyRoqh1I2+XGPIeslyLpSDMJMJ/hkjvNQr9+EDAjjtOBf1Tjx/FoWVhsAKkEpPyRqF/iu/Cbb0bmwVH9X9QNjVx/JtOft0CDrgQy9wzGD67N577c2Agj43O1VsKIL5rfakVg6m0NMrDtSzJNdBFis70Ekg6/fE5GcMJljx39wJVj4/hhcLT/HGBnQeLpOOpLfVlIPXecHhUw4/P4SAIoMqg6qZxadu+KZM2eWNmrerqBARdIUrvnMm8S/rtW2JzgUmjF8NHJsDUfMgQV3C+mEbsX/kIfm7bw57YqD6/KAIAc8sMQIqfk5qQIi7YpRh8PS0rfBaBInLckF6b219AzEwqaeZIB5z7zjlXpwS3eynIC+RTqopTJvMqM6Iun6kt6qgkTaOwPm9SgwrOdDmOsdGjEkdj45mCfiY0msaVAdCzYqOFj+Qik39s71jiu1pYe20UV1iEvu3dFdYEIGe4ETrfJtWLOFyq4+7WBfRpAPX7RL2qInEeACv/eRndOwYV12jYhmJQ9NqtBT6zrTfAKhZybgs14o4Ib0NqmO0DFOJY2/zD3cJStRDo6Gz/AKBwo8JxUMotKkPV5c8h8wXlwlSEMdy+B1QUhE/C4xie5xLA1KyMCCdHMc/eBgHaVSA63KPXW2l9/gWAfYz3WWx4x9djTugHVvXlsojUBNH2j5Dmaoln8TdYZOz8mkJebsd3ct7J8QG5B/ED2K9iPpVs5+C3k4TkNBlDCgxJjO9vsUvqfhRdklJrUwGbR5ALDayd2SBLLm4tra+0OF7hswckqkWKcRCICA0u0HSdFf4zFyRlB3ft8YexSHpImR01PQpkrEQ29n+Wg1gNiHvlX8PpzwH/5zJjx6CNXi7mBUpQ6eCvzMsHzh1Z4+X2w6mj6Age6Q1VN+c0yaaZGU2PAsAUE7T5pxMvZ2GY+L29TFV6xJsbXRylLqPMXzKtI1s76CGzH32Q2hW4sBZCbqR7o8PNvxFuU/Xq3SU5qcc8dYpV0H+W2FPwhapf/rr0lWy7+i96Qe3R9hw/jTb97qcgpeW3fq+iaubw1KE3cjhWB8SoBM3bTm9oZVBfNNLUkExZx5BMpg4qQ09Qf9GJrbYat088/xuESuBxtV0PNUBUD/si4PnFh6+WLCsVELMjn/IDkovZxu535pPFWOGEpGr9P191LKKJrcs7Ebek96VX+NM/YX8w5CYC1y8aWVY5ms14gbJapnqgKzbe6++PVVAkkXr3C7ss/12QZ3/nj3/l2LPJMbaSCggBX+yMDBJ5wDJkrD8HxqJowFUh9F21hiEei/b7Skcp5sMjmz2YnfgL2RNf1xbjQrBJ3KYwC6xfLWm0dxlrZYd0YNy+SKyCbJkUxqOpE/cFrm48S8EjLpGiO2b+WnhjMPD7oaII5wUYk8STFR86B3bd3eC5B2TE5c+aXBw1utegmvp8GdVFNHbvRORK0/6zbff3cwIdR8fcE2mNun8MgAjprsbiSnvvdCN9c/wXUMnl9spMpk32FVbNfbYw4evGVJuFKAxBxtENf9nvR3RBivYyDRhFUMUXmZInxxAmHGtLb4fJZ9+JKt3ItfMliFZ8K8eYWdlByYsXniQXK9tozlg/jc1PgHqwXP6Bw3RBu02MP575z9aIMgtsNwyJUET9L85TiIR9taB65w4NneazWQ0uSTi+qJY9Euc4yEB7KSl9+skmZ7aO0phFXc5Rb6aK2ytz7kB0lQL8XpYspMzgJLLUk/Hjw5L/xVykoehB/cVwn909zZWAsF2EhcQ38jWTrdOmY589FUtpXPSKek7Os2FeAAEry61+zbRCkSF0OA6tV3i0C0iyRcpYx/AoSVX5MDMxGynVxdSfUnvHhtN+Wx0u0IKg5pDwjuESVIHCNH+lTxhFOdhYJu3k8aGj6IrAOmfYXfEwdkJfhmcA5pkhcizzuxMPw33C+9JG1MEkdUBU4c8HCgHR9CY4NmgLcqLAp+RQHlIk3IPyQbHZyISzHVM/S/S5WNhiy2czTuuTxouEx4Mkl/gRgWl5ln+DIK/AZ2Jt5mnD63lvUkMFwY/IGf7xaL1a9Y9/xwk8RLo31pUyYrG8E5WVmxn6HSLTuDZ3r7uukJqeHdGeUQbEEyk66d7NzMQA9AoGeWbmekwAankbjg9a5OGR/Sd2IYk/H8myZ/BsoTTFnm63TtrQhAY6SH0e1xL8ok1EdTaNVHwK/+qCqpGvrG7oFVr4R6VYthhBJA16c/m04PPE73YZfLyUP2Wmz/lGkeMQV/VW2D+EczghYsSRj6qydikINNihvHxnqmeFwegJ9Wna9XUMsDgRSto6j6rogLBw+cAil8zv03wqSwy5qpUaqn0hVwPOrAEtxWs8Auc52KaJ0XBroarEirtM4zKrTpdzakKvAZJtFymU7LpwLQcmzJrgf6W0GoSLk92pXRGtcy8Ne90SfsnBJffz/gUtHDNHh9MJ4tM+jCCaWfgbp0K2l4cDg7LjaK8oPMEgtauMRPrxvtbhP99RR3cZqByOO0510evV5/8IP6445lr+AdOep9j0xWz2NekWzNGe8MElFaj0/LB8cjLkTYT+xQQB4UhTTrgTTJx4bJa8XxfGbbRa9LXMdHrpCD5rgeR6jrMG1KuPYJUut9FE3NK9s23Eu1o+MlvHJW9nllQUxMw8ZMrXAA1fC4b4JUW0y1zlyuCHFWV/J86BXD4mgBClbbA3RaRjcJgyU/zDKktpa3kkvxsaB0koDbXo9ZFuKVIpM8YKiyeI5Nyt7LAqrfJoJGmr5JC8+QfKY0NXcXNdwMM+2fa15n4llQYAOI88/nuJy08eqTwnn8At5q2Qv2tZUVBeWewB+zqzQQzsyrl42joedN4dl4k9rf/07DGgnCcEAbGlzpZ2izAJb2HRW3CpVzyyp6TznRDsbjT4yF1rv3hFMYaKAlM40mwqxR5J+EDO+Rq6XhDxqYODSUfXdoSec9MKxE34LSVpcId6FLHKtf261t6OIygLZBnwQOkyT/SeUzTDhOxl7qyKC+yhusbWSh6hEqajaz4Ti858WAxDA0OI+3J6ItylFDGYWIf0SBp56RWN+HpmuxAqZGLNhlKapwrw8kpclZpjPyYCigL11wssAEb7kYg4QKN7hEnFKM1x8FKZP0LRdDs3xa+zvCH9FkvIlOiYIeipY3w7ZJl2SzpilRHTyEVSTOkM9F6dDqvKV5i8/c8ohZAL1VKYd6aa5gQY0DcDc+LfOXkNefoO5NvtH75jMy/7FuRVwOQpcXX+S/FVEpFJOjkmDEzHxgNvJ35vjgO6i/aYrhQVDxAJCc9hS4npZmAaqYiDkHkcNbU2cymac+JhhsgrWFhnh3R3noqxrqpTLC6ty3t0S4ebjxZCZ7Jswjil5dFCx0ETwnjnXlFHeYUpZ7jTs5VaDMu5vfn6/6g5UkqhPRV01LlZAzI4NR4MbGx6l1si9YwTXEspuZgzwOlOwrOFXLK3sCcRhYhzRexxwp009T9uL1/VkKPfFcY9s1k0neVulHOgwkpGwAqdtqdE+848QQ7ZNChaowmsg21a+nAfbuAnqSvO5AkZZp6oXzM+zX3coQhlrdGW+Lt1bPzGZxUlntebul37kjHxbQ6G+YGKkHbuYa4C1bZVYfmvZGtUxCI3K5HPB5NXBBF6MUmYtrggx14dEZqFrN/c4gLu4HiZRritHloQoBFX+Bz/5dPHwGGSfIVKY0nW++N2U0a9f+IRh9CvjuRxGCoT7idPaCaUV4Sfim21wm+fybX5cfzkZ0kXI9i6lfIPVMWoHW6OivLqjwu63m8rvOQlv+0Bmv5SRC6pJrdGC6Ci+daaaaM+0l+mAVJf7F3GnMnfwkrCJEGPvalggJgFLepkBZk0CqYpHA57JrDHJynT4FfsyL8CoIGrhVWrJXK+c0ijecFnCukrZmjV8GXSnLNhOg8XKqAeo6oO2vvsdDkTk3z9dkjpYIlhOJVGDo97qYxJoLbNjCNASE/vC9frtSgvvwBdfqT70nakPmyjnJgt9lvzqniylhqRgy3WDtotFXEvU4Phuf4axWAhTdb9R72UcgauFbx5RxixZaNyrg3zn/PgQttBQb29OgXcTcW6sBF2gI5Ner7FjqA2wiwYwlEIcIkMaPc72u9ps1H6myT9wpD8DH+UJFQpK9ZVCk5YMMEM5pwnOz//bkV2Ql0HTVBeThFiyApr4JWelUoM3mWQLN1n47UdwDPVU2ULUWGS8iK4LbOyaZbkOBQi7p0lTdclgK8zTIBy1QCdVfqGf+5B6uKlRFUk7sz9h06o6rpDhjeuiqihz0yNrS6syoEzCEbGJngcDcbjpz+5gFQED1WqzvINE/jFyxSQcrLiKvf3K952WpiedEvzmHT/r0L0zVTsWxxQE6yUR65aJhi/2UMjCfc+n9+s9VKHaxNdsNXLdyn7T5QA/JfPZbyG+1pfgY3ibzEL8YMRPxqtAwjZ62ESfbDGC3X1e+8uiCc/c2/0Iw9i/5cquhT/7nnu4yqalaRZETbcYsQ3mmrJGfKlx2IplpV6eEUOxrKmNcBQw3PBmp8aEXbyIdAIPJZOtkgYkimQk5mddNFyhw8IoJQJbPK/Cp7XdxOwwL3H4FeORatVrN/XwpBU0ap8WZ+8NpkQaNzSkCz3HADIjwPE4GYAf4CnLC7IosbT6ClX1wQ8ZeL1k9CnzX3bWgAOzCexleSkM4f4DultpA9R7KBh0lEPXolvhEpLnvHwmXbnwfCiOMy0joZHEV1sp9UGEuYgDZFbcKTh8bmKceMcSV6tn6bIDOnTwhgT1rbwV9tDMw0op654jnNmTdNtHgDgHYfzrwQriqshUMrWDtyMuFQzmrJ/AEZfNj0Zp0Rctr/N42OTshXZggN2ZtgS1288ub5LjffS4jJIDDydUxPK+G1Glmo10Rr8aElVQBKdU0jSgO8x4+LTJDD7EzLs6s6oTADDrWzLVMzhFyLnJMay1xkmL1lBFnTSrWSAmWx1XDKUnw6huB0jrXzFgbeZ/1lNmAtQWzci+U6kCR49okcm+AqP35rv3Am7bVibNlA/QrTbv2/r/2Qt7i6pLyRHHSthOTLkV/Qh5nzqSgqquMtWf7TCgs93fIAc7GwSqXlcMqTVBsYnP5cuJO6M+guA2dTZR+AIol7X9I0Xi4F6TNnGw4kYoX6wyVp6gwMin1WF6Mr9Mio24/871fnMCcnBGMKetiXpzBEows5R9e6Kr2BPrkbAi6rY9XE0wXUSmCGAxzOVE3HFTsk+GLgKbmGzxhI7n91oE9naX+tT3VuRsvdHebsdlqWP+1dzeBFYY227rBSL/Mmm0WU1h9jGygqcrRnTyNMqDt48MW2RS006+/11RZhO/3mUUZNVjXYoDzxoET8N8ibJMREZJhZCf6EhuEh4j/jI94QcKrsWYHXgvm1ZVKQwJ6dGSsjZ1Vg43BPF0LyDPnGSF+dwHEG6lnFNrznHhL3Cswb+xkOCGgJrpSEO8vbz5aSeQtKDT6MzEr0da4CH4JFZ6IVENtAEBnuJ4k+T23Y2q9tk7AHEAeUj72j/8qbu7yI6g27zRGiYI/7X5N3gZEzY/L83l5jRhBS12/8OipCFUtaJSEGzmM+gZNvvAFshNY7wiHIo1PvwpzK/+k5A5a80zCD1/npftjfG/EY36nn+lKIWsXOlI+O8OC/fEDVbkLTAVIHFtf/PuP+gRf5Y42NdeM+S2N8N2wkJ+MrRZfu2l8Bw+XYmw2OdSXX7N4iyYJl7uVcXfJ6wxoNo2tEvLAv9u6OVGpQ0IkFYBLdj3lsZ7y4kiygPK7CYljoHiH6dLvxbcKu6EoIl/JF+vfEdHR2jHECfVxKo/Sfyca5wCc8hRqkLw/SzoNx8lT5yV5bFmFtnp/kFSeG3bEzpo4nloazi9WDjQTdHb8WdERipPxVcdNeQvivNWTiZ9kLDTMsi44Wp6vsREEqAR+zLWSdly5GHt0qxRmqPRBYeWVK2ePKtIg99AUiLdQzXJGuEQ84i9l1jHj4l6IDMsjm1UFeglxyrgW5js5mg4+9KLSiWNtTBH5yEwzQB0qlRTTa6G5r5fLZrSnnChiC/0UDNIQKHPogr8rG/AbX5zJPGritJiRJACHlX5wRo9qcO+sXuauZgh/r3q7I/YOSsbnQEyB748QGDGT5FD8opsDPNjcdvpRSj33vh7KQ4gVZ1+ErywoZsnYdHe68lco2p50KVOIgMKscM1QAQPZ9NLQj49cpUdOEZ5e5M+rRLjj4YQQz20LyA5DMYlHYP1IEv3IDkh2rgOZgzEp1GPj13jEeWfpdSzSF3j45EasIu7m7pJ5380raeAvh/Az4ZzNt6O3UY++79NLxzbmESUVOGjwRs0M8v/jxX5b3EhwcXIOgdCFWTGdlhjvFveYwEGw5rOWUZI2M4FQarG51XXw/8Ktnr38dkkHpA3JvRGDraZq17NUBZd2QUu4BEmbFGgaETuxv3KMvr8x67n0WZ6nCRXo48//ftjZoRT312FJOy6c44vDusMDUnJb3WotlCYU6hMcgNmV+fzYflBy5uKz4cQVLeEOhp2pDS+q0R+Yv9fG3xApP28xXn2PVk6ApQf6UqYs87V6guIONX0cJs0HvF5qEagqNrDekHiR1DORbfPBDFiFXDCnEvs3b5uxa50zNUiZor5dBIK5T0VB1B3OcAk/VtlpJVYsu3cBRORSZl/h88S6r5K9TfQo/rVPDjckfmQHG5Azjae6Qz3LiqPN1d3ixUIzPlzu5lELInXJyl928CiZBAxkDl52pqFtO0yVyr2cqdLJSSgv0l5J3C8uCCFxw1oslr6T9bmgzcYfOxXYtwUrNWtAFbu8N3DZft3HC0eYF1mL+WltHnc8EMqB/x+ShbaqDxW1bh/AYHnMjP2Ohsq2819Hj/8iDc23MPV95/FDTqC1W6J2Lt0GK7a2Tolctn4KhhEf0y2hTpPZxXbx0ix9Q6RVqKaepLAn2wXQ/fsGH+KE5XOAEY5ufg7I+wE+zDJVr4OFX9uEFbQVO3HjyWPLEwEHwGcKiWfZEAK5LtZ6DWycTWxFUY87SdvFhYXV5bRf3CD/EJ13gonpSl8+jkHZnmw0TCiBY3nH1DFsGyOvO1Eq//3oQk5d8THTREV6DdxYPzK3+z+yQHrBZh+YIcmWj3YLHe7uMDmyMEbb1ZCIiweNTw8b9ygUiCUv+2XTs+aIaLcmom4dnjeCemUOrCserUWw1yw/IsAe51+BVw9zTqPVe4if7LcfxSyvDNEkbUqyB+oEpwg+LWzuULTHgS4zkCWEHw+aaC5rJkqrp8sqrkt1McabmHANuphMmDGwuh8OLi8Cb7mIHF/hw9ovWNxpYLnDEbfc9O5P1JEa3tA452RQnPQ4J8Mr8syEDgLXvAChAt33RssOxQDVTlCdz81HIu3x0ZTK8pBgUbasjKqFFIVrcNRlOCdUnXWGU3FF+4VfOHUeQ7hG6sZ0AIEUX30sBXIEO/6D2KsA3BkH8voPJXniAxf8GiZLpkWMpL7ISyJhtVJFYh9hgQ10u5KwXeLdrgqJ3Vx8C7957jE0ho/8P0piiimqvnXNCB+6lPozZoyXUU1hQahcw2LI4QAoL0YD/hW/XyX2LOZ5vFOGz26AKF6m+Jh9q/kM1bygyWu/ltEYOJ0hCFnhZgHlGabj1b4KXOayhcF4yuCivj10kZTwHXjM11RFUgPUlAal+cLyf61Q1gjRninaMHGW6TcmLldocvJEp/Q1xSiWMApIOo70ThMamEVYZ4MNoMMK28pPE0IqhFDP3GIP6xFxC7OkxAE0r02acyV2SIHVN2R3sbQc7aiR8Fwtfpt6SKMFIjRA5ps/kDaHbSEaukYc+u23KrTxT5NEa0sXmefaasj/U9ev612O8jc+9Qvfaz11V7iL2d5FQP2RAQZh2NoEh2whgRAXCB+Ft9OoVMtU36l/39tXcv/7AHzWm+zmCaNn4Fxn5+cpgKzdPEHDODtIM71G+uEZhVSAxmJ0B2bgO3CSpABHrUFxZLy56loTRs3c762XNXKWsL2W6Us0Gd4qzlVwdERrggP3jnW0Z7gijsXiVVu459OgC+IxCpRMY9G1/BDP6FhCmoXMVeWEsE4Fang/ZMjJKf8CMSi1dIhlVCiWaryiFjeQteYmhrnig5F4gREKRNp95SlSrGjtq06T/16/+agjTWiAMT6eDkUr3P5JsT1k4Lnhdd1nBiGaptEGK15u9fcciNoZ8f+vux6qxtehNhMx+BBHEcjbjpxmVIsCogAJkoowOvwch7VS3yyPhmHsbyxTnGUysWw2aWruxlEZ/h3HvNYgvIQFR4K62uyhcYEnOlKTa03GYgSUVveXOSY/KWClD01YzjN5OgLmpy6PlqWTjZVouir/E7V2BFyXfAWs1P/HsK7t9/5U1M27I0Mp/XInqePCLSH8aWfayYZXfF5G4T047QoAhB4QMABCsxCluarJJlBEzugWF2o4bl/AFG/n4xEoLoY1kWKQz0bJuhlUYvFYb12f4BBxamLKYvBIlARn1+H2XEWT+ws3Fj6AdMEVrT+jEAzVtMRe/ulgcyYwZU09CPXPrdcLGoL1mIn0aR91vLonP/Y+vEgOtfEJjDS1a+Kwp9FfJbIPC/WEQyP2LN7kPJBzKOz/QooumNWU76tUKqPtUJg/uMySvITAgeP9wz1g/9UiD1ahjBiLsSEQY8lgz+xQBdjWn+KAWts8fcrtRy9l0p1LjjXJupH7AbBSqq36jDGUEVlKbJOhwHBQmuV4HBJXMrIbbzthCmNp1Lv/+FUHFVU6XyCVlXcl8WWHshsY4aM4ltXYZs6n2yCaf8etmPr63dBONn4GFZR5vTbbDwoo9d3nOyoqz9eyEvHrw5+7HBuPx8+gsWirr+2thf+cD4s9iAongula+sqk0iLoU19fcufAtSkTvWG0wJloLwWrD9XxcJYAmgKwiVjHmDq/gt7Wcm2j9X0ZrVownE7G475I5eg6x8udYDrULK2d67Ioee4LBQaY+NIsFdkY4AI+qg7EVNQ8JS4p3AEYXgzwmX1tS1Rwk2nBdLNLO5gE5hsWIKRQTUq41/y1UeiVcf9xxH+hXMI2+/HodJ62ZVCckdXRWu5criKHm5W3EgBHZtjGfrlI6Z1FqMCXtrgyf0qEUaiK7JhKcPYD25zhuxCNw7rrNUVchauTs/PS4KnekdMWKd7dDSmUGLZLyUxPt/40c4iFYHnCOIiUunhaI1LPL9I/23sV5gTnvkzV3Dz4AvErHGoVeT8+2PLM+vOBkaAFhLgG0RpDHJSRqyu6vS+E019niv9yb3pNTIPp5kZr+H9ym+pS5u5WNPCHsT/slScS5+aqQRTLXXBnXthXkYo3XE2BJoBAxxBLwocmQShEW32UOr1GBZa/16GBCs513cQ6amXqQVSYB3Tfc4IlAU3aad7eEUOWlObaiFio6rSgzRsKqISuLHmJedIqPoKvCnRs84Fry59HSv483tuz2+MQ6YUTeAq+uZI6gRq+RlffgGeEVyQ9y4yR1aCM3If88Y+K2y7fW/JXqXDnB7aA4MziHHKQhtLYte+LRsMnJFe318i8AX0ibX0F/j9H/lpYAIvWv9vE7YGEzrkJk+g58h6lUhc4QjW/EfaHBUTom4AIqzuEd7C8mkYp9w1pfFLRD6+oBhOV2LSfqAct0yO0uUnVyc6dRtTDPiKsJGwF+MZlQP6RDgrbWopNTRJ68zisahrNqTWVwCDJ6LMi0BPi1AGCYaThet7SNlfi7o4aExDOpSy4H4cpZbiprSYa1m2k40iLt0Y1P1ATcc4374qC6hzjvsheLAzrr5SpH3qpNq0+sMsFDpiU34ma333E0BcZ4Kh/6iFMb2orxV9nmDo2PgMJ5jrjVJhjoSsD7kRnLqGKoZIbHKSS4X5RxC20RO/9T81VnCVP3wZzZNJNcy26XC0OT40yCZh4Bf3Ov8UB2wgMxmKanVTkUOebJ3E9FiX/XIw2C4WdBVJWykG83lMlTFy3EJw9elRc/HSFXl2fpjRsMZNXkBShhsGKIrSHzEWdfqnSKEkEXIu29jmgBbZARcVML5R2N/MerkSJuhorLzyZ8V8MuWgM9GO9AXfiNs6f+idZx7Sc4NGiMf7m1tYrqLlKiakiCqwx6onoFz+vCdcU3soqnQXYaP8tU3Va29JCz7EKVA6RrAQYPpuYM9JVErqoxJmbPJ8AUwD5ftozZNcgOg0yBv55UjJ4ORtmJrCOF3pgay7ZqCshvEf82IhilkUPP7C2T0eFPkOGrNPN1opXJFwEqTDmRVdrOpUu4VYEf2kOlgFEHXCcMF5Iiqteo4nhN0qAnCHHqjjmhqsFm6g8y7Qt3mRuHRyRbODbGahNAbB0ERjRoH+eEQqKKAY0RNHVWu32cuoyxLweMy8ThOz/4LZ+qMpxIjACQpxutWl28yKyi8xS9VvU65LoPWo72xPyP/zU1ENSITyX0ujDOomjhgy3pN2ID9q/0NsIaJmiai7dLpfxXB0k2JnBS2obmnG9YHHbcZwHNLC3zXsh0sH4izJZ54X+g4Xx1jkyiMdvDJVlOkTQX7jPcySsCTVGulanUw+Z/LLsGDBEzZtJLqwsxGP2LTyoeT/0yM7e63cK4WJQhWX5gkeFPB04QvmqstdT1WmcYek/fcoumeCDdGpJjX7ZltWyj1tpmjrqd8sh+kqVMd1oivDJa4YGREmEC2Oqf6YRlroXknSEPN4V/HYG92Hh+ufIOjzJY2kb5YQr9JrRve4EnQfuxDs/PmpYSYS+doZRUS/WrcPF8306ZTPsqVyjw7KDaNDmxjvMXB4xrQg8PxIhYcu35WSuKgWCcRjkxYouDQiS9XvgL7MQZR95cIwamsaHCQoGKGbbsku6eDKb3fcmsGkqMqLokfyhZpbA9qmBQN/CYNsLq4QJbV+AIK2KbAOrrpp81J04XrE4NNTRaILjA7RknAgykJTlQfRrolL15W6rS7rvRDtxS+17z+swAeNHxhsFLdmC+LhRUU15DHIfjmOdUE8jm/faGeRWx5PXTmCKdmFoPyivhDH9/6KEtHmmQbiYioR1n8Y7sg1oxI1d6A9kzR0025XifJ/JwM/wR+FJEwMM7/4ED+ZET/v9d2CbTXxPEPuAiQTPYHjM7LAyv0HLpayAwZB1KDeoUdwMLk/wLBvteXsDk51vXHMG7Mln7+Zs4fQkK0oG4QcGlaObWbk56H0CTfXHYcI0KAACQCx0N99OP/bzY5woMi9rV0cgS9z3yhgBxQ9F5BW8sb5cZwUsoYWYOSlfyvWHYDjJA9aHvBNRcPTId0IRCPbHHhLjZkBrPLTZlDfEN/rVeTXTIHoUeJkQDjQgB4f6J7nvAdhmnpM0FnqI9oyNdDRmJVCs1IF15Ue9zIDxHas3BJyq6n/sL6WvPtTMOPBK8FyCDqRiY6TLU5BjtPebgxM6PqZ0CT59AP/Olxlhog8VbmOzDVMhFwlpH9b+yS0ZRSkr4Z0AJcM9myK7rJG+7tAvxXtl7ek7wjTJUSsC4uOzmoaIBIh0OCBMofi9lg4kWPhCM388MtvmcKSI74jJn+BvO6qiU9I07aWqCGA/ASJKFVSFRoIDcF8paFjh75VToCkk6izJ7Cd3TCJtrm+r8cdfFqm9bYoJrNo/hEL7wlU6YsZ7S8M1QcdITf2SRA+Hvxj5dFmax3ySsug+hREgHBSaX5REVHZxk6LqYpG3iKdOLium3Ot9bZz7S2a9/enrTxpgLQpUEYxjzSUYTvPPLGAyvA23thSZ20C9wdm4mB5qTwf4rCurHmLP5/YquD+EMr0TNHel/zfbZT7csCvS84jcfc29/mbAsIZ3qb9Ei7OPFtM1YqHWWnfQa48qcCPvpjGlG/N+gMmb3AK+0xVnU92r5RJ1JDHpJnKsDsHu8V3R8TMcZlWiXRjrPA6jT0Ppw1nhaKe4ZwlcyJe8ci7oDfkVK6A7k5+D/4kT8x0FoCQiesXCjpdcwpdFHgpepnoPdXZrb83w8YMyuoyStJfmLNrELW5u1jmFzszpzlrtY14v/6KtiMg6DQKzAr9SRKFSdl6bJLIUdASo5B3HNB5vreLaKOJpnRW+VEb+/125+lMPgvSOD86gboJbhLjQ+Gmf1vdtWB6UQxBup7TJ3ZdEFL4F8RCYk3ieyZG09vH2sfBSdkNYiAU6+auNnKqSiZ2+e5R49yCwRNdLXeIpD8ujUGWZ9iNC63tQ1VYTNWpsgt2Ks8LYsnUytMFu3SWBTmJPqRh3a6XDK2s8iGJq1A2IrL7dHIxgCeVARNW7fMq8gVzv8+vHCaFJ03/tGz2wLq9SuShAfndW6d4rmUWOWPYNj1HTGau6/nTtwtEL5sA9acNq/YylxI3gp+koYkVYmMw57DRKK/CCk8KLTcsjRF0rtylh+qoNv4O/c3hjoY0Mv0dtr+Quv0LBFEWG57RnTBK11SpZLPuDqzZCRcgpMPlGTJ2oNlXaFWCcvqNCjA5XaQhLXt16kliR/73aXgcYgStFO5IkCNJBwQkJ5aO5kYwKr0AizXbxSMLngRowudKQPMxe/QWZlEq5xfMkq/LZiJMM7qZtiDYVLIvYTK/RYFjy5sT8lzza98/SVItQlpwLXrFDwJ6CPfhSR7bGOE9rmJsJ9U0oXkql8h2VHYTeZUsaE1jfH3kZOGOi13bWRU9L/LzwIt7iYlDLRfhMuhnD37VZazo1JhaS2nnfcZFOW7Y4pppn2BzDVljiGotWdZupF2ZppySIL3tUh0gdFWgUAfAYmjb1fkr+BEWZXMKx9XiC7PzIy8/ajAJLCK6yGKFC/jsN3/j+980KDSsgZ2IirVY2q2CrVf71O1w8ebL5YmvWHBoXFlmG3vHiPXdf7ghzdkfjKZJ3PqqH2ogNG6/6JG7barJhpUhVSLIssg/PMBM6SBqwfpMj/HyoDSVyqaP6fY/3+6TwqaepvBSaYDa6RB6eADED0lZUzk7wsjyPSnlY8Kat3TEcuIWdPy6NLPHTxxo7zxqPv7jm/w5YHH3Py8Bp0jPLdKdLNTBj6dk2uDQuDp/lsW5HkCq3wbp7C6N7vCERUQTJBDjyMjeqroSMIAW33K3jkNGgA3kowerqch3uQg2UAWhCa4bFUyUtGs8WBH6jDB53M4+YHRiunrVai32h6etr1mlek/FCyTSilexhqgohgLBeYqtxrmCrFFYqwPpVOYF8ZE0iRSOzvwxOQ3NVUVJkThb7jUQBnChaj3+yP8FjvZ5Zjomz7F2afeA0JpaWaAI1WFBzmA4pIUQBSu7whyd+hHANm6CrDEKM7Tpy3DU5V+SqVELOXYtN/0s4tsyUUxkhbEXzr/K6/uOkBdUl565wD9Rgd4///SQRa1/Ni3B/5EYnyDc67RWaLhm3oxyMTjvHte6WpILuFq1qZ1cQDOEBMGuotHJRkPbRg+ivJjWrXcpeDNJ4NW1IzAmVbwDM7ypTRXP4LCqqJUyo3BszApZHKWPrNj8LjDiQe03mdu47Bzv3e2Lxsp8rr7TS3IHtkvoq74p1xk+D4N3MbGbx7ooHGmTndlQ+j7dy2cAGBjIAOxdKvPPM3HrctBQZcy/cUyQQH3pDB33XYBprMJE8CvPvy2TiEhlb9U3Qu8hOcMMdLBdzRRpVfcXTX5UYJ3eX1zq7OQ9N6owTMOfofdZ/fbdHvBk88IFCcjzTx21420eGU4vl3K0O65jwOdMATej7HlO4434uTYOTEc91WbKXWs+X2PJeQ4Oa8WoLa/zF45bYBoDATQBSX6B7p9968d9unotZ3mCCWq+SyS53YeqB2nFMinEFzEQQMJ4ruwe3t7yZ4K0ZYuttKaO2GOFD/Nfn/eGj4x53j7uGfUgikQHO5Yn1epBn9Dk+welM2/VkG7mqKpK2ddp95w4e+JaBDGfUQclrQXScOnNyYAwfSp/7qtiqJUAcevEtFbFquUEyyW3BIDcpIhYJb616A1ADJZTyNJpAPtRuAdJp5lJwjEJnqLu/LOgoqn1ArN9ETdt7V2k9X5SNn7zBphi9E07960UVW3zE5+lbB3lYXIPvzYyjsH5foParMeAUn0DCI08xiIwYJhwj6O61hlcEUUmLrnLGD4yt4TdutQAUxJFneVryi0lFZu0pf7NKFYLaHorznLPLkl0tE9EphZDJSqGb8zh/cNPioRUvW3KiKLgPQWxPFUbSgEdJGAY8C7YtfPQYHhoSnNQ3gUxfRcUilGAJq30y+XIReaR7nH4YtLk2aEuVNDEELtLLOCHts2gF+fc5h0pNOF01hops60Tkw4TKegvGiPHlYYd/qLUqiQVQ87hCVrPmqBxXZjBsIInrxCVOmG2OTQJKwRt7gLV0QwSZRIRy5d8WOa89+2P6VXVOryP+IlOPxPWmqJAn8lEqHJpOEMlqy7asYT+PqJKTtwkNLEmylzIj8aHT5QsFp7v8g2t6p0Bp+sPFjckpm6qmSc3ooeFQwS2M5ETyN4j7Z4xob9Qbx/JBSw7/VpXXyQJAYcsxdc0jDlAf1/Hx55R0UQnZTVW5SeY/m+Oc6gZ7zqLDgACN85AASsLWWPQwXCrKDVfwcLiLVxxh73HW+G2l6PavWY+WeZAOqybWSYOpYvJfgrEqQ9iIVItVL87964Ga+V5q0rbr6jf4GA10PNnkI7wXElW173vQKY5RMmsBQZxn4bbhn1EQadYL3S9Pb63jC72CSZ/N53o6I6A4wM8CZ7T437ncnQ6FYI0Io2tLprh8RD3gYZU4o48q5crRXPJY5gj/5zw/A/lA+CjwzK+QfKzen2iq2ZQspTpWidkZhBqpzU6Kj8dplWYzAQl5XodTaZQJ7A30uycPGoJ8p+Q+FyMPpWbKeo8d3uXhPDaDt43t8CDU4/z32FVtJqc+4or44I/imoE0P9DS8JMneMowl6+ZWaRDsehQRaBONC4rljx/qdXxAwqNlueIvJCTk20Oi/truatHj81tpXSMl/TYPLoCrRrWrpKsvtNdaZE87sEwYtb2DMWyNqm2cg/+szTYH/qMQ4sikwuuY1vLyd2tREenSMzSKEGwvC2oPFsw6vxVu2qyC1RXH3/pPruTNWZWohf+F2tfYzEufF1XPYtSiEesfV8+TmYRhnk5xqXidxIubOUSUgBnbRkFnpCqbPnkexu/WXcFEZZQayrzzfBluiH3F+hRTATWZEobKtfS1v6PqQXMObwsJHxVD+zFcgEPOYklbjkJEk69ckTF+69l5LxAdRtB8jCRAOOGeRpWNp53Vh2VTE9UNNFEdHxFecBJ0J+yKnr+7NxyF/9gupwi8cwud9s1XVLDqquMQP7ctUCJ158kp1iz8ft+5k+yFUQANDmgzixfOOPWwu1SJKzoiCNwUqRQu1eqNWuvbHzdY9OSoLx5Wc0AgHNnJVsjmQLR/8exsRJEGB9igqbmprZMEviZnR83etpJzibH2DUzFs5gDRGQ5KkQhHl7aq+CebDEmPM3Tznr702iTnh7Hv3JMJ/VVPqus3qAJnubu4V2UOmsJgItWMF/grAPo35VqXxrXfP3GN4ifaFCwTr3lbDLmLHz/sXg5KpQZhK9RuTy4388rhnnKwI3P6jyZThPT5rLWXV4il3ZW+p7xw84eFwhcyHx5QnFUWHA1gE2pxLiDHQPjrWjtHzkI0faIfTHISxakffelQcjys0SYgdycWtJJ/gsvvl2F/7mm4WfVKkCuSh98xJaQh2eFz2pEKB6S6Y7h5+s2MimCu0ocb9G8kf2SlExolTV7+5FpHW926ujQC4+tNagRjk2istNKDs8N155Y5hcOvjAinJFTS80H0ej0i0NLSxvFj0+jQ68hH4Rv76MESh1qTm08WUuPKqnixXXUkLX4po1mA5Wc56tFaSTE6GK6MNw1a7wriGeFh2h7Gf/RRQ9ORnbCqhKNEMvfV93dzTHpKcN/Zfbs0c7lQiLaoFZ4C4zSHsqmGlRW6mW11nLvf3kVwlH7FiDqBuzr9bpGoCzRuYLBmq3Bha06Wogw+GkhlSAyUyiKerMAQdcomkD00Be/FvpQ7Z505vKKB8hTDELauBuAwdLzdFdAxnGS7V/vnXQt8WlEEaCUgZce2lu+JjnCwZ1ubVh8zCWVTa2tTvjh+e4o63+EN1dZ3j/kPuqfj2bfsN9wIdHwyTjUxFt6SLbDF9UrC0gRgtODGls6+AtTEhtKuP6txq2YQ4RRVqQThDkhI4BJGUPNi/r/pbEjV3boFB+iWElypVHEe24sv6Y1JQv3WRCGF97d90/6Ez8OsmHouhXkx0jko5bbrPti/IC7kgRa1D7Yegn7l+8X4ApjXjqe7AEcaJ5bhZYWUosX3OaWqagbUY0e/a7qTvhcjk5LJw75SerVlbcwo5aWBwi3yGqaJaJpr6Xpo1jq7NoK0QgOGvOZFWr1QofznHXi+fpQEy4LtMSPGH/bgUTJIuXVDLbRvHy09mqHF/FDRd52+YUGO4R+GtyVNyy73Jws1gGHTXHXpYF2PFofW5tDym34PDhDBSEQsoQ05TSUS9/MEJvnVGq9KASdt1tHd6X3bymQm2GrWqnodpoY2lJBnngCuKyNvS1ZazFQA2SqA2Yxji0gbGQJmhds7vTs0qM9+eq3/D6/4FBozAuZzatMIEKkaQrGli3DYyc1ucTKabBjN0mm2pbX/8SEqyNQjIEK5sFPgs4FqJg2NXV7gCL0FnZI72nerdLCOTyh8cNwF0uooA4xNKeMy/v8QtRrf6+lNgb5YJYooTGXtSqoqzNvh24DMEJJ4HOZrOcVmacH4AuX3M1IyaxJMaBethMXjmS6ZbHMzwC1zXIf0MnNDfTowyK83vePq9JB1UpKEh+jIeyBZfPzbq2VONRWYBGfBrhf/Sd4SIBfzhBLIbm0HkWj+0OJlbKF9HF2y19trcm0O7AmietRq4yGjH5YvtdEDMcqg8GmWaOuMu1uwPlSxwjHPBF/ekmwRZC+vbvG7+P3Lnompg77xwyFOaPqnwYu3nMlPOT8deqeDYS4DPRdaEVvdbnJEGpAUJJ71EkPfmeCX2MiVsUis/S/cTtmy5ai/pM8UkXEo75tgc1ws9+JMed6ScoL9hUV4qtQKrCKNlfU9h51F6TA6IbxMZaWNaXSiRFdyGY1+Hfj56Nb//ij/c6Q7CQPEgIESb2fQ1HH8Zc+Y/NgmF2qdHaK8PUnRjuc4OpK6okriJi8UIH5dnrvJPiQpRsEDQXEqM6hfvqCBdL1JyfC3mS4cMjkurdGZxz4jGRcl8tXjI4/qQL7AOcuj9kmFeJgmfjML6ETlntWPEDJOkoSqtIMjTLLJks8oXQnB0dL4UeTotoNPqjmeVCZLIlVQxALzB5yMh1p//4A7KDu9ZhW0TwYQGkWXqJrbHD4vIB/6wrN58bJLbn09KhffmpFQB52dLtZ2NQmeX3SQ2HrBNW27NkuYl2ntugdw/bHxaPyP/7T/MJtyupjcCaSOKN2hLiDeuVduZwJX/7v+13k4sxuHHFa/Q76ZUKtG3lKXGwXh8+c7pUQvrxU9NmtJ/AQImKHXGr8NM14sYrn83XAJYJeIv/vLcRQHByHIzKDiBI4byPld4KuQxJ88ft74//sUxyRI9ujxTK2i0LdyD573EkUjmg4WI2eGENdB8ypM0ILPeSVgNkXqKcoRdlx5zcgDmU/+m3SNm1E1GnNqAQLNlJ5iJm7JTS6KRJ/A75tQvTN9Yy1eHKa1iuoY3UUQ80a9TpLarN8Y6BMuLque61VBJVIW0W8r54a946ZQ8pe/ZZt2xH/KKfpGdjvPake3ZTL3n2oSgY0mpFfdGZYr5OhktkbsNf3VelWMKECFYV/OS5hCKQ4eXswMBzoW1znckTfX2QGHsh3HdUZqdXfgc8ylGv0elTczahymIcxZqwchAX6eknifEi6gftU/yWS4qoICP+ejBKO02/EbGwV+qYTTWLStHG2pEgF7RWfhr7jYp3XvTyFYeAjeYIgzLVo5SCykGn0TmrLwIfHrubej4p+6Rj5J3V96dfxYxuO6DbCXGOq+ZuLRh2KsRTryTxdhIeAxA2todAep3Cm/dyO6UCBPiJiCFO0q3Pte7T1E3naWrujhsD1mHtXOKbrKWdSa74r46vC2rIZbO9viiToIu9EqBmudNdH29EgmeDuxOGe5Gwr1K1JV9wtOIYLGrQIllLeZEngynbtfI3QcNMTqddk5oLm0oizxTV15FSoqvFM9Jz/HWdGOcgKjUG+UCkB0YvSFZ8Mr3b85pzztDZW7abyd2kWZEg+oF0vY8VlgA91vq58RrFmDVIDQm4xpeVpHHpkzSxwqSJbcXNKZHQpHwwdoUuLetRq76EBFL14131aiOIXR2/7TV3Q4PolcgnH9jz5Td6x6JKofJMvwrPSxFYhrk4gGdDafy5+9Y7VJIhTP8tkz3HDKFnT/6FFAOZSVTw6mpL4ozD1MuWyvNEwNRzXP8uy8Van4xJa9MrvPdd2eWRavPjY+F/GTAmXPWS8WRQLOIDv77kG3HQTB5BiK6+qONNBOYdDFBxtAluf+aVMy72IsDy5ksg3ptGYzlGc3gQjFBkeG+t0t62Iw/uMB8ZgdPExToPYKQdIMlH8Bj37aMXvx5PEn+zN1pzgcnV5vLo7ZLEZrwgoY9eTIjBKxN/ORiS5ts8f5zrGWYfETTqBh6IR6Tfft4TnYvV85E6JDcbVjfqlMPNsqxHJc56mC+oo30eLc6YNVe85qU4azfRUCg7rDLhHnZP+rsKVyP/EWgd1e2yjPfMfL+U1zED0S0kNNeUlWtt+2jNlfnxLCGbOSpNmCLlVDTB4mnAb7wZ13/INBkW3rEsaEFPbNW8Yrk+sPzGk+dt4IFZJ7NIPAcA6mLGcXscVAWE4zSoBHidBArTiDQ9fyXCYaQ+36Yu2vnbQPegfK2Tbnn4fAntu8fbC6DuKDaQqGN4RJgP4T4geSYDKT/VP8n4g1b2lAQ+wCeHkPvxZiT0h07SnK9BnH/pEMV3rbGv8YoMQV3MgDtzC3rBwuD9KqmdCrwMkyvLFgfl+SwBXyY+fLAeozqkk7rvpS6xbYykFMWrxIooLoC9iAey7qDRPHaaTBDGy8a9uLGBjT4uPhBftJXJWM8jFEshsCVqFF9vT1jPLMcXh65OhGXzmmvXdsyJBRyUhlVAvrDueg3/RFc/agGHKHGEeyHY6/rhN+1uFYFp4lSFRxrwRPdXC72skt2V2TqXpgECHziycyJ0vPdV02ZOiGu+LaOye3U47lF0hL5SLrmuX09LWzcLt73xdICYuJgid/geOzVO4FYEe+IlYUs4NQpdp2Hc0osV0yfrBD+iOZloOdDHMHMsJzJOLmQrK7yfWcg3rnE8UmUQXiScYIpDpFuHzwjZMr7T2iouuDxWgvXYdmVF3nzMUrXwtKC4HViDgzielaGbqNnMB2tqRv8stipmrMYRBY1cdBA/F2xWVWovSsBATjonaJL7iUk4cP/UNirXRAAoK75QCU94iQbaYIA1XjpS/zL3DcNO2GlkFQ4hGC7HhHklbmBLxk93J1d5pMi7rfE4UA82LqtNeNAK0VFPQaV7ItWnE41ia4cUSx0v0RqguKJn9HUK5ns0s51Po4XsUdbbiTK88pAv3a7PESPNxrnHylS9a1PQ+D6Pg6P3CrqfwaL4ftxbUfm7iHM+gAUKF1eXFHfKmMcgoYBhgbiGQLgzOKi1BGQhPKVUsaFjtiWKjXOfK6jktZa3l0wrZr9VpCZUBHxrxcS182Gxr0rkJk0bOSC2R+mpL3huYzZMtxmHbZcIJWrqoxXWxZNVzhwqEoPwFTA/9QjBoMj4gnObhMCD15QpEdVg9kN4eDB7Mqj9NFF1t2EZBaRGS4F7P938Eq6qySrW+ReGv27gAtKPVcELYwYy2mzb/UgYc32zQaCkEXWPGSyY6GtrUse96DuLAXAHFvknBAsxn39XwAVul6+d2gQbJiwrMsIHn3N3MhdUCxVXkc9c7CjLHxQtzO5eFjfaYsm5LojtKkDQg0hq0HqgCmOJjibu44q8C6wBFhoeNK6WDtehzBn6LBXoeBi1sAUAMoAYFA6pIga4A20ZLpFQJIcz8GT9PRLC+iqsGiGhx8Gzh5hMdjDesR/hi3qNTd8gkapsPYxWcjFr9u36V+lYoKhuwidgS2hs/aJZAZz+Ndhiy30SPaY3mvjU1ELDv/E8WzfrQoASs04qSX2CcIOKz9X5GIko7KwFKgpzii6Hkuq/bq/UVX934YeGFm882K6OuBr76DTAzJ3UvR3iKnQLzr0DeE8FyunR14QvqxTo310fBQL6urkWiKInfMm9ZTLcdI1XcpvTbdm+JTsHjBmpnHU2/dNZ6qIeEDoUhPPFbhuTTIYwn4wRRyWrDMMk6KynX9jOKd1fhS04CepOMej6yaAlpwtZqBU/ZeX1/TUmFfkJK6g1p4oo05pjet7foPnEBA541tjBH5aKTzDNJKuJUSPgjrxXMho6DqsppBHaG+zJTFXQDWrt8zXNV6uj1+sxdFUF8mF6pWDMWe7LBal3gYZoJVsKJw+q026R47fsIJ4JTJKjiSLGjtYaMVYswxJ+S+wsl/WNsTeao2pkZYwzjPLC+YIJRF030mLXz85x/2hHHCte3HqgUpXDN9dpWys7e5az0s32Kw1JczSOqBVH8Rk2bkYSylNY21L4rE/Al02v4wecKvKmYW6fF4QLs70soyYcdDTdInet6CZrFLAlevwZz/twb1kQuyVYyZQ8UFepsMW8EgWeUe82zGQfF55a37nx0SxwvlcmLJ8TPfilg8LHI9YFKnj8crDNzDkARWSpqPhn0xKLuBAupG+ug/Nuo4Fi7kqCH/XQXugqLw7tEjGJA/0fbj+J/Eo7j6XAS55PamssfVEfFyjIMruLUMd4gIRh/dTmJBtbblmOjPuCwDxvAnVelQVBpii423tYXUnzprwPWF7TKpxcy67aOCBsy1X0coQ4HeBwEQlG8Zxg5ULPKqy6/dHnlvby++y0Ejz2/cTKytrjbVVlNIjAdHUzFsEnxLCQoOad0MEp2V2gSGy0m7Q8xNQbs62KxvYeNlsDKuNNOrYXRHJhFhFmvEnjD+fl6LUstwNlpdgtEqNXQ6Yn91+e5M75SJJK37njCgu8e2iTE3d1/4h2m6NAsKMAvkXeU3+F/tZwLHTjoeI9yKrI3KiRcTKdMoAfyJbjzlADvojEe66GFR7P/cLh5oC4McxlFIDe42n/FgrJSAmO2Ai7hEvVR51M+vgcXtQZm0w+XvgELHMJOke6udQVrjIWM11bfK49YBKdAIx2kJcPR83yfKF/dlSkF+lCGg4iSY8uQkRICg0UCjY/JD3iECXVpT+iGqD6YBwbOl+Zg3ScD9W1mlMup0XlLzYsHVcUfoNZkc1qCSlgEulHVGfrlG0h/3uxF/XsJPwwdgARgMtx/7BSwBwKHyz6eVlVEuuTk+dIgwoB2LZix13mk0Fz6HxF+ZRGy7dnvEbjmmcD6WzjG/OjE5/oRAXZCim1pH5DavJrqE1ihOw0izJ19AOXmNSAl1vdgVG8dS3TyTNmlnvNXsv1StvDMeS1Pw3txayEvug4agfDp/ej9VU5CeMuFaQip+2XswRNCersetOoHtfMcNBZpQvlHFCxdvLH1vO/OXHUV+VmGY5ntmaizbHBof6opyqFxKwzuvQ8E0WpOluJOEfODOo5TryhFpIM88FyilmkyV0R6J4IihWomkHYzTI+0JZGVJOAKhrozATJV85TD3WRp19zCkHoEmlLAeCzVBnt/9rUZn9HrNp8PCn8GMJV1H6OBbcV4S//2iWz6tonE5sSNvVljISkt4zrU9Y+MC40fN6W/RX2Ij+J4hHix8CSLttiD5KV2k4lpTnEd+Io2av48KoF2k78/7BEMHHlRC5bT3jzES53NeWMlR4bmZm0k5Bpdg0ALn+tQXLXKWjXvlNedcorryMCcyo24o8/Vxp9ZBFkseCZB/cdn2OODDnQfhkgiQBn8hUoLLoOt+/aRnJxtFsgB+lYGqQiq+fmTuI/XDpr4N2/R1VUMKjH+Hz7wpyB+GrH4cV+h20rvALvc3pQvpGqpU0jzzGGeLalKapE2bTH/DEZFSge6NMY4X69grtYmfQWwRlHNLzTpmo3ZDxNpccDJiHvIvaMz4ccnGAKVFVJLXUqL7iVAy14lsxG+IDvUukpEhOqcPiUV+tbJbTnoJ/5IHZHZxxJ9BktGpo/hBztHSuDmPeSibNoJS9Xe28yVGecacUyXIQeFR1k9MWW4xn5pgfYyHTU3AkZWkR1LXb0CcRPfFj+Rl9PfKu3Z0kdViY7Inh2fhXoNxaxxLdP33/8SHM4zyVmp+hO+kR3xIdUo/1AsaC/v3kBWSne0efJNmUOVWxIc7R32qaeFWDYt0ag4Ap2VRR/vsjISKcAuxtzBnUQJbSh1yE0eNqPSMApgiYmaBeGRdpvcvJr4ui+Cez11DNi6G7nfFFb2fDkpjJDDwmBc6DGQ1fn9UVoKQa4XkB58NaycJ6GZiNTdZIx4Xz2jhm7Qzgrt1ng6VdNSPHo8ZGymmEm3TUJjNTrr04/RbigJzYIsR977R1tN6Q8n3ZgCOz8ODP/IvxltzPx3+ftgwDJC7uM3OYOWSKfr/XzG5DntrnaJL9nPRBN1iFjvUw5m0x6/ghjhWeT8+8jo278KPXWaeIX8bgzWgZb//niEcp8R8uA3+aL3XmlU0TjdR9EPURbpIv+W/zq1YcdBBrV1veoLf5WwV6G2A0oRZpJNDiibEnjVSevWxb41oOV1IAbOvwhRiad+ctzwFbmer3q3oAW9n3UZ0qFbWYDCNUbexxBtIAt5yriWZA3SX2tZgd/Lv3hs9AZI5c8qN3vS0zjAnLUzYMTqa7VGk3EtVlHpwujTEBWv0Bc4YmIjJDyx0E9giuVaciay5f5L+biUmrfB5rrW9vRL5ZTH608ycGv3LhYykdrKAhjlEtVI49dmoEjUJ7W17yAmcswQH2fV+8mbdkn5U/hmkRLckLlRirBjPbEVVximGx/c/d8BTHtiEG6LGMB5ndAI/rZN7lr/wsNCpx2SNoL5L5qoZBpGTqiabRV2cHYQvSFXlw6M7ALcAvnM7zekem/qkY/8kAyCb3I8BMLSZENUk94h3XW4iQoV9t4tE9A/GPYunoLkRA/SfDNoRXsvPkd7NPnb3twYDwFOw/jpKSAEQYuwWNmUx1UXLjimgyiplRDeSxUEg2gI6O24FC1vbvULokS2SIbsKATzJ5kBNleVVsMmJxH9HahYUZKw0cFmC6Bje7cFsdsF0RVpkpdEg2TVWXgGdiBB1JNe5CJmslEJiNBMdEy5Fkf5zOSW7KViSsIHzS0yy6HijBY9lyqLG+CqCLr0uUvM27Ttv6Jq85UFZZTLHNrPEANkRFvATJI/osDNl32D65pwJJIdvMwSqy2n1o5LJ51vI0n4qnexRJR0OQjBf4fE7NqBnxL/hiesaNDFD0pS7Ux/530leqOiIFtE6Zb0yU6hAyc+wam0Bx3/skIt/zTZfVEQDPX8nEtX9uXmc5xP+TOvRzbYizyno+uqTL857iTFPyOITah2o9H6WEmUPFDy2mNoEe5GOvhjnsdFT6RtWUfpC29ncrck+CeQl5zpwwxIqVsNtVgFF35rCXehyKRjPwYSG/8R+zIJoBkQqwY8GtoYpjKwu9ph+LB3R10c+cHSYpeWjFHT6Y+w3UxBbCh09QepHCNPPQvpLm1VRb9g+bHNT9XnUI/l3PdBXLsNGL1IR92C0K65EOMs2fcI1EWdxt7II/msYNuOGcWrjgJyuqeKW3hJroUpeiQ+qc1U8UYiM7lv/DZwiqfEm12WTskGz6QPcWne8NlbsSKC4cV1K5z7ZOOSQ6/olHQUP6h7CmtfrT91k/NR1fR4gJD0F1yt/MKIpFK0XMg9d71MA13sG6JdtMBma8sYV/lbjDgd91xHKOna4LzQQ2lF/oDRavmKJT/ECQIsueJQcyDDTq36NqkCNrAcS3Tmgq423V1FpwUyGIzbjAyGR/yEe0pYh82emfVdh+7aiTn9DPMzRTnNbLh3ZM1BbYyA9eL61+AGdsAHhv/PV2s+IvdFm+LAezlbgiSDFYRyWdAhPP/g2tbjv0ZYpjDHP7SmuhSsYUowTGcDVJnaSuAWzVWC5/MgU1vnP3rIPgs0MEtEPIdtthg+MdSu87zuBYycmmBGEDKFi0lMSqY9PTorBFzF0w2ht12aARcXdfLl6gh36e9925ETNwbXhq8ayDPvN8vv12KG8tVhLLpxVLRKwVmoTd8ZK6dVHoXVvYedW/T82oX7+4oRpCe5BTiG7JwZn6hNXCQhT74GCzuPS3Ur6NGs9u+Pl+nUCauLWzp5YsqPmzSClctwlA9vMz4Xv6EMpL3UlwQZQniKgED48qa5y0CwXdtvpJLI1x+nSbJMag/qxeTCPq87jf8JUbLm3sViO9MBAxM3RXhbpM6VivCfirhlI0drRXKlH2ySLQSIJNBICjl8eVIA0AVxvrBbWHI0nPf2yZlufBbnB1vX4zXepRFY0tXSZZn/ZvMWcjTB9WeC3dkK0voUfwJQvMZOSXhdGj4k7cFhG86AseT7Ev8LORb523alexLtNneo98mBOPDd1O1tlQ3ODpYfDcfv2rwuDRo1nXBdzOHGmcPDiw/4nnWo8r4VyyBkMPILgWOpMHI2vtQsKyarc/ZgNDABfEHoYXuLE7IMBpzBcMs40Mce25zcHZCG2ZqTOZGtakAnxM6KRmEdPAVp/CjzMRyomkp2L8fWi4gF/zTHOhQTBXkCTW/ZKELq3YdaK65CrKeD13suvvxsQNpGGfdmiJAAYEanNeL45YQasm+nTpCsNuGga3n2gbu/akxTlrKm1MwE+gjVWJEsOgs4yFaG2HDUoSYMpiYalRZy4gToSnw1VHbMGZoUZA4l53OreheqIz4QY8MWZiXIRmvRPmPntklc+25cW5Re1Rz6jbEX3tq5VT+XMkSoNIAEL0NVmeo9ruJKQj2AHRXJ0fWsEP/A9To8v3eqEJAm6scq5VJ5PJ7d9Ffft6QX+sf/Gwzk1cH4Akjd9ebPHcHvoU0pR/P8W5aHsyB8bW/dbXuRIacH1VbJ+U+Z9WSJtI5hIxxoE3MdtWDr2VzCFhNd1CG3+o2Voz1eGoIZpBVnTregMcHnM2lwb+D9+ir8Mq26YLKOhcNiLZLi8+xhX5b58+T0eEDt2RLc1mIc1xXVRIBrxCL+cD2H5kcFIF/xHyHu/v+aYObn/e4rj9RE8WSUMtJT1v81DuqtxgQG67aBt3ZAw6+UWgOIgEDqpIxGhkhTStprqQk/pDBoIs7xi6amXMgmmSoEVc7GyerZBZDnYd10g9zsBA0acFuZOTAKmYVaDMNHTsxQjiHA3d58dAQkIAbneIHCSXEIUS+vbnwP3EyL8P5GpkfvS9wTQnVUbM9tCJ3x2fnqjIK82HUCSrxoFChukwwvYf53+O+hi6tFyZJsh5w7uLVGPYcj+gsXCBvT07vTaIGHvXTd7N8BeovjOobnjOL+82dVkL5hkGb/C/1+5U8/1yLlMLC6tbuVHGpUteH71AZ4WWa+J6G7/dWx3KXtTk2L2CUXTTw5QV36MOBlpP8UMvRxWultwMEtJxcbU/DJvII6yQj83G5UKl5joIPmZ/yBB8eQLqu1zPOFHts6wd3ll6Yk8XPZD55Sm403gNEgUyzfNQP7241gtZXNPluOgEgiFK51qqOeW9p2lg5JxUvM5drOvqvhE6qN1TIE+H9nF437AMd8JuDEZhKCCkB/9RbwkKQ48P0S5CDFVsyQrLzaRwHEtOZE44BeetouSi7gopkUW4l7F4F9APGe8h39QFJqECnEVvw5nnmDCyTp+CbgF19tLULUcjIFvXrQ1+l8WddsIP5wrxaoxrUlz/g/+XKiscsUEqyGqHhUXq9M8lUTlrG4EvwbYLm6S/VkFwWFxsWJ4vGEDPc1lk4mVCDjfwou09LQlAF0JftGFdlBoBeKsUx3vpG8pftq6ocbrM4r57gNmL6GD84QzaohfuSTl9YWM1Qk3yXarWkrEl/gGLscQTYTjl0ECDsvhV0/I0COwCpXjVKUEIMg5jzrCda7TQwxvoSuVqWJ8RU7L07x/KDitmrHjir+JrfRcyIQuXyAGg2zd7pwp7A5X9M2wO665yxQQc6mmBX1g4/vM80F6RS3m9QJGiwOppc5YKDNWMLLbixYAUYQV8tG863KHnRPcsAmLhs6/G214iYSOxwCOQN+GjmLZxnvFv4lCXdkGgYZPUexwpNYJ3PxaezPr6mGfxLhXG8pG++uTJZFsoziIOW9r6/v3XMnm4NkljOAYecLyvNvqhnmfd0U+sk63o0W/7q/gq8PS2g2+FTeiT+pQCoSiPLwWAdAqHTayMPGjp3T1cBGPv13gruMJvcpUPVQChvQRF1QLqkwT4ZniHMWGASwEg+qUvhSNcocBByYistTbqnVksfvKFCChLIB8hmd9ntRk9bq+nvPYjQwGSHikyQ2w1CMgYLNsNThCp7MvSYw+3/fshGsabDhm3jOgAdwHKHcX0o1+hXuoDZXhF7HRd3oiDuDoxi9KdDNYVojfg6fGSRhVP3YeIvhKVwNYPVf3XdCxyWKFz4hSFugM8iK3Zwarip3auASShyXC1jHfhbthfdpF3YblhhbG4oo5PJq9Z+g6IyQtBjzgKXXRzgLhzM8ZCacJH/Ke6+6kIDXIFcw2Hh4/fty8MSC0js3d664NssAX3x0jGWXbtXeO73aObeUQZ3ADp3ktfesTgxR4U3cXoFSthtLKf++kkV0O9/UKTb2DrCSiP6rAssOIZIHIfQllURnr3baMJvfE6TpBlbeD9AoKKu5+YWx4fIuUWt0hnWoV2jMskuDokYlae5NOpkQK+hP3UXByc5cjk8tg+hDVYR8fOCje1b8A8IveYhpEWHHV7kveJwMMPB5HmPKOEIRDBXxATFIzVDavht10r3m+FrCBXkh+PvVH1Sp3obnqErMDTkj8jXlQkmXJmNVc7D64Oau9/5xTEUuci6NQDMJ+/vSSW9RLcEvBRkit0yJzZ2sL5x4P21/NcAk5IZ+g91SoN2oce5oUSboU65MOV2XvH2n9s8+PGRZ18pMbejYHsST8AvNGcysKO10SYDvbAnZlGTs/ejDR8kmJJP3hvrjru+92kRN46rtODGS7fsVnQ6VkWyMhr0AzJJI9KOw5cjEvWJnziJGQI2vc1UATi6UdHV8hK7vhTVNmD1MXeUm5WGnQzmtc55fKkqjPURUmKgAAZYl9mKjqZqc7PI9I0SytDKI4/AKzt8KbJtRRRyvDDG9fXNtWqem9iHYHi+KjpKeelGU++rl2BvXlfYY3uGSSPsjK/4OC7gFm6dmsrrySGwtFbEzZsJis2lRQbwqxZF3tHnP4F4bkQlQmizYUpCjKq44jPOfW1XxnRE0byUV+gE25AyK/l7kvzPxva+uHMiVK+O9unMjh61Jnx+l4axIgSqPkGjdI0jS1HMTcOsaLzJHrlqDaNig4DClxISLA/XKuFvRxg9qRSHW8ZyTbaKrH6G25MBEx3/h1JLrCZ2YNdphJzru6LjXcnGiCRnQTdvIKosWvEEYQIBX6pneHZbVdBqN+ih8F/RUadoV9c6BrzP7NvHlTFwfCWdxQrlM8i7hB7JcJSRgyaF2wReeHz/+Wir60baeB0DZkfToGhYt5ttTnhsnjjwU53u5buU9x6XDvl1oA115bLTnIAKSebCn3+gv+KeeVjvz1sy1oTXgBc7kC1hSKk5poq1UxfJ2sfAHdIiOnRqOUIv1Yxy7qUbsCh9AXkCyOTI6Az+jAkkwmvXowPkH16Ot0PiSOehy5XYBgc9OIjOYY3MGnt1iaDn3b+jsgV+3LO4m9tPv5GpvqP+LAfBS3JF9BEJsyHivDCRnu4+Zb/6qHm4uy41iMcZKYSvzs5M2YmHCKOVYlOuokgBkkkXZ/NYDyS1WpXqKYyK4P9eqLgsdrEYtGvuNvhOlrAQJnPSlFRwrViRNLgIxf6V2fIASp1G+nli0c+aUbCZb3Id7qymUd+0EP/0G0EZOEjVarFWof1fzfZ7of2rSK8pSQ6KwVPz0UG5LAdoaJoGPYSxdr3Lmq5V5XDp4uJ3e6ocelF+mk0sQ6xUdfsDavAb7QGJAGmiUtq+971sjA5Wvq5A1+n1ODwcmJzpwp8rlRvTC6q1k6CvLpQ9AZsHQs31pIsk85MjBir9bdq91rG3k3LyMujzWnOzaWg4JD0ZoFjPJSz3NxmdDctGrMX1GPFjhcY/4CGCWACEYSLesmoZdEjjpTNC3keZaqtO9ITyvXZX4rS/yJVcl3CqBsYRNQz23Ev+B3vxep4KjDJbEyK0BIRc2Rnf3DQBDQH7uL9RBWzqMmmu/iI81qbZEvQv6BfAPlUkqXSKJXax5jELkOibE54Kl46von5h0no1i16llIY/0H0KWvMGnnJ6gnPXjPNYqefkD/PpkiYsOpVIVmbXjVAOFuP+1pbIQFikCMRGwAqD3FaPpFbC9V8NROnaRqkmFKfjoPRYcO0zXGgYIwfDZKHlhERC7Ebmr7d0lAAly7O4nk+cqcf1jOQcpXyf43rM//bEG6fYlnH6Tox3wbeUy4Qo462UUDgKJ7HfhmLGXqyo94nBxkrGIw7weA0IJzp9gjvO6r+pcW+iIace1W6YDLJLBm+sCdTlmx5WVE+zQxWaw+OmtpPZZhzLkjjyDS73nLM2HRpSxhAWVpF+ZfLEXaTmR4IKFtPRzDyzNnGQnnO9WaIl/A/kPf/d+MTvGC/jr4+f8Bf+Dny/hGpVLNs0ZTBugsjmOqbcD+iSl3sfSZ6kqWWlDRh6YXYtttcpeaxF5t5/l8IQHj3ZQ8bpIeBMNnEeb8gjfB5jaHkzJfdfA6MUZY2r10KQK67xmT4tKxEwnNC3iIg8vF4ka/N2S950QBt90IMMrLVLY80RBUpOdp4+esaLHu+NvFuobGv86XNgMiwjEG19IcH4m1+EWp6l86rQhOrceD/jjH+u8ezU+qG1dSn7TC8BdLSyKoW9OnDbxYS7HE1QUGHoTYuiQPEtHZ7HetCKK3QGhQce1VQRcgOZF+FEYwlaVoosoQ5+5NMvVKpT4GnJwtYa0+F4sd/ar2nipCVf2IRRoDiBCdteGEQdIUknGHRaFaK7WMQ+/BqLS3zRcLq0I+RDmEvJnvMeROfYp4WCQydcA38O+MwRWZ3c0WyId9kIKsBm+NbU4WMGOV0o6tJ7suqt8JmgWtClmws0SrZM7tmFQmWMCOIlXzE6jZiBZ59piZfGLxgto3CudFUlhWL5eVif1EJ+0ZVbgeli7Lf5fbEuxlJyWjNGD4kjlIizhEGGEGY394sP0mMVbyFkGku4/qEFVb/Y1KdmqlKMM1px4+fmZgineL0ZXzGQ4Kr9YF/7AD1+WiNQsba2hI3jeB18rs8x/j/cvTNaGTLAzRgxjimx96THNUyYz3T3vG1QKzR4G1zSERQ6Gt3SQuS1smSc6CTMg7sL7GDk7CDxuR7zrqbcMh3FR+HG1iUD37qztMy/NcgCIFEaTy8Twt/9gFhvWjV5LHtR0TUkD8MezkxCU6TV54iyCLdXkGx+fFFVavpaiRQ1Cb3a3KpP7+YiB91m9pYfUz+S+g84UsK1ecyIj+CUYqPIc4d6j1zAj2bC0LzHJaTvbnpD9MRmzGhi8wLEOHCY6Wo/pUbkrbpCS5YDyEXL1+Qc3l0pnzODz4vgaMtoL+I2/qLUsiirytNTn1mU0VyltjD4tb5f8OV/AE7kT7gPK/d9jGwo1F4qX1AsBBwD/LlvSrsFsFgLJW15omleSeLwPWFkGIFIc0worTWXUfmYeQ0m/dwvzvZ1ch1+NtPk8Zu/MpM2C+fCstI8d41jYVj+pR35RS0s9+r/tY2xgw1pyk1pg2YCe9pO5PCn3BSwvD+2ulmf7MssrU/ADyLp7Ywa+9Yf045RLzwY7Vm4+41Bf9lL1vWvLSmeQ61jqpFzlwpcAKfpD3d4cX1OahR5QPVnRXHekmMJjXX/biFEdmki+viFIACDW/ImMXYyj/lJ2+XuVoZEDIXVruMWz7asbxSkVy8cw0TAqgapaCE6tPNkFKGqdbriFDNJ4h89HAL978es0ZstJkpEKtIlEjEWYTIMBhrTQZpj32+zpDKwaSDE/dW1+mGc0UFmbxNQ2AURCQtAVLoyFir770GiaYQoF5+eULb3lCMYU9DlNsgNNlG6D+/l39FabRrYl9Yg0ueP8rj23BNv86C25euzzvdYhpmf8h0BrnTfDnWt6N/igG5U1o6rvaicsX500ofGoUSQ2d8bcma1IlhdLhsO1vWWMuXax2eKePGVGAHV+TXWliiXQ3boJC9R4U1BJgq27Wc6qtVR3BZFeI9stux0qE4raB08cldDqQbs7vqR3E2eff/KesA8JePhWlxzGUH7jGj8kXzzLJoqlTCbqGu0v7uSUHgMSNa60NZtk+3PpsrTMJcfVTtmAVrm+gp9oOwiE/mBfjzh3N58KMM0obYYT8I+PdiBO5KDSC2s91sqv+DpGSK+j000opcW9NqVxvzSEH+tyI6RqMtpCNQa/jndKJpjsKqDnD9yoLSnorPvF5VRDlV0GckHLZd8QFkfJBXwtSLmadWQEax1nuVX/WlXD25alV15Paef5KJYJ6GgPbZOEg7Q5nDMcZ+Q9dN4Tm2t9n+pEOfHUm/yhSyZ2LMVHis2rUjKr/u/wydDAO4lO9YiGLNdrDklFIEEg8eLY9z0H2GjAqRDrL9BGMNJunurb/WQNaaDqDCZfqh00oQRm6LpZTEW8noffV6JCEoZJDh8T6rA1gc3Qa7uRMdtC9yAbTEAJbPYiMqO+QqXjnf/J1yu9rAdVKIihcu9t22B14EZza5Ne1NLSdEPB3c2XVVEpINt6LcM7mWN9r3ne+faaLr+9jKT5Yd4NoH5esJwkx7X4X3Eu0v/ClmCzCi98+fiarSZPO81cx0xYGoz9Bs3gskDJ6OYGuzxxin4t/2FHmISqJnL+N08VNc2pK2jfEEs3xGICTuwYipofZDz3GIczsKgTDPB5iy+oG/+DTcrjZlPgvtJUDvYkoZMKpDPgtELGiIRgOjnGdkoxsslJE5XveEmucVZvAQ9+r96/mqXgFqRl1BhUml6VE0mHlm60cXedneGJMLsPZhilnIcP52lY6tPl/D0SxEwwOnxfCPbiwjYUfVJsvZ/+9M6qAPVEUrMzHf4bMaH3HLeSxc4eNWBLmOZHmXxYVDE2IL8JK4DZgBAG1q9NOMLGv4NGsV65TDwR/q9Fp63EdJZJApjdkV9KhUfJsasVhw68QGXVV82OMBxz8xCwlO0foHaYW4BhPv1uFF4luxhZs7TeE4l3K70VLXLz+DunRLjFhvtXWMjV43pWWBBpzEHe0gV4qcB9x1rQFsXMK8MRNSU91iCbyqbp4d5T9Bc+42BG75/xtyxHwWxhmKP8UjYb0TNQ0v1s0GWQu92soPrycdWHojvS/08eBOMuw+04jaC+/s9B9VudxhzoncAhKoAAhCoLlVvquRpJzWPQoMVABGT7NaaD2iaRdgyDuawVRjiFmcBC5tc0INueGPtTlon3leKdzc2eD56N+aa6la+nRffSWbETR7j2vnjHX0atciTUTGoPrR66G4ldM8E5AMQDyKnO/E1VSACBCYl6cGRMdrcPCgoNkxkbGbhRzE0o/bYHc64UQuB4zrYTIC2gLfvVA6pU1tN27FBMiN+eepU0QsYqITbGqr1Tg+QNzEv2+aJPtwKevI2f04tljt15IZQejzVWJkJLOlGe5fkxXPzNdB2adlV7RPeJrG9yAP12thCRWWXykqg+eKusa49ByeHfHkaSblCj3FrJ2z+IKmW/vizyohWIrQFwkCxQvBM+RKK8kPc806FPxfYW32mR4aZVINQmnoCt9T9h6BY7sIEaiiRaKsIteshePK9cmzm7ry5soZ8kw/2XnQ98yOFytE3fckRRnsM30PFmnZJ93dgvVo+VdGlEjeaYMT6uI3eBqfiuBTl0qQIDZel93+Z/Q8hqBnGSIlC3/LZfJLXLa78y7/mS3XmzROyiajbpzHpWSnIFc0A8xblCLHO97rWZ7hlKiWDFfai0f153rDhnpuHgyxkB3dVtn/7J2HaFG1tPI5gSEwuaPKK6qXYaOl9xJpyNI3IPhWojbNszh97J7bHGxC60j5J6gIyMwy8vLwMQZOn2hng7n+0tBd0Lk8sF61R6zcGmKXAptYlebMuWNL8jOx47oyVqMuZ/AF8wSVffML+u2rIz25eGs9SONfhNfT6hTrCLDiYbukz78laxcQkxqyU0dsxLiliyKZk23NRQdRR/g5SVcdW+T3+k1COb2c3vfQX2DkIIadFKYomzFXqvAHTLHQNw0P4HPzamQ0TRX6xWns8LMiUZo9E4PWA2DA2lyIvJfAxAOILzFwEwieL0yW2bFoG3P6RzKW92aMWIfg4SmZpiqFqN2FUj45VH/9Kx9vfknDyTj3DgvhCrUMS93noH5TnvS3n2HR6mwE6GVzPvdm5/G59lj5pg4y+GIlg9AKDfQgVV8MeC5rIAJzB9XVTRgCxEnlTv+AI2WIk7pISYbxbztmjgN26dKeY3zVCvG/evlXiLIUAdAK0aDXWBmCwfUUy8+d7sczxNMttBUlhk2yQvkeUV0A/dElLMM/SFLChvOKELygD69cMLgMKzb9Qk0pAdQn2cObHw45qe+eoiVCFL7UEyvegRc3/O1aPWbLaMxSWxNYoihOp2/QGp1zIEpSMghUOw6Rwl9pyhWf7lQYMBHXzULQ61CWZp5WiE2DHV/D0nEcRdJi23v/BgCk6R50HJIoDHupQdRpyYE9FFG5gkVXFUaeiCc9sltxtjpvAaYC32Nl9rNnPruE79cRvd8e6YrGsHKEqV8FTt1VuRVIVTIwEiOnBhLoZqV9tfnbd0KTAul5sqbspzsrPxyky8iiVQBPGGMW0unOSmQUuBsa3oCr9tcqTGeiOfFMVIDefsEQgd1IL4fXl0c0rS9CmA/PFKVWUJFUP5yNBUPJPftqN0ZpRTVf3Zxq1Hv6eMnuoflxXT2gUlSgrHrdzTNKEGxY/gWhWUV/6MJPETz57RZKvUXuFptiJBDGcCKbca4luorRpl0s4591ZPWf8x60SnO+GpqubM4A2wo+EqnjqNR4qqNyoO0893o4bp4AsGzX1HKB4UQOAm8Ks7UD8Nil46wWvBaysg2zQUhTHkeXyuCasjhJPJCGxdlop0YJQ/Dc2Nso/MbDWeIPmLZCuc054b9iUr6goVuGa775enJTDLJTxQn9YAC/UPD82eVZ2DQSTD7ejQXIM86GKQ0c2GPkKDW/xvnY4JdRhueSr3VtB5xjvUuocWeoE0e7L6+6acvGw3ACtYPCooiOgRbpNnCcaGmkVoYPdLzT2jxMV+hkdhHWhlkKfYLmIP6uxribyYBY6u2cUKhmlt9Lt4o3Gd8+URU+PusfQFWYlh24TgMY5xuG8qKQSEmcT+IdIfGwwrSeXnq3rd1bm/Oda4AtzJi1oW5nE232OauDc7m2M3PUNVwoWierA5Axxy4gQQ9VH+Mq7MWRpXrwfFVv7g9eaMNQyMQLbUNgRrO4JMEAzk6sGJ6jg3w6bvaGiQu0Y2muwgUyak27AoWU2PsfoKJKdGYH3FiVFC/UB4QdSTZzHfNXmFpORUH0skd1Wyq6oq044Ag0IODloZ90Vk9+XmxTavROAFV3luAFUBowEjJsJ0GWjK1+CkEk+OBjlBurIaA/Q+fuck+VsMAxrOX5Fk8SuS9rUAMvT9FhgJc6R2IIXejxP41ZakvBFtgBw+bbQvvUQU+7kj7EKhCuQdk3WhJzr6s6WK10hEKbEvp67h8nDzD8TiJIaGEkAQPR7WLmT2k9uKe00A9ZMnARbmNWnjok2ACfUk+GizblxJU9Dqe9m77kLeAHFPWsfL+b7mtwZoeQ8DpAQ0a/q/7wTUUloYdApNgHpxIFi3Ll0BnAJnZxsA71IrzkncPTl5ZQ4kKNJ+o0t1kY2hAdDXuMWe2W+Mhq25nvNFnZJ/Q8GRJuDHh5YIGkGLQe/7gkoCbRMiFD6fPSQFEN2nNzsSY5EGo/BgdkitNaum9RPsBzeJ9G7X+4FOa2OLPrGipdgwe/iItW/JACtG4vjw4txpW/TwkkcsgnxTf1y2QeRKR1vlzkir/MIiVmJ+KOuVWLOArv+7Iml+RYBLq2SIXJFi/9+I2e4LJJ6yWpt4L3GGW07YoTdP+I+ps2U1t7p1gtQzwkZJXWR1GID/ntdE/F5zMutjfZPj7e9rOKuUTd6w7Wcp3GzrNMto15WKbe54YeTBpuEc7Iw4alwrMY1fG+2AL2g3tpMJsjn1izAOAac2Jrixp/2+1lbvXgj49Y7EbufuGlc0RIzWOx1gM1vzHXI6d5pjFhssm9jvOaNMRcfh7p2Ye11UDMZ/jpdLVvO2eQiQnJx7QQ1Q2/SxBct5AM7XO9KReJ52Ru3b856hkfNzMZcWyZ150kvzSxj9f1/cEhuD4fdnI11njnIfTx8f4si2TXIZoUNWMGgod8iqpJobhN355ZyGYRMfLv5wS5fVKgz+JL/MELoGH3GOwyRPzSIiFgZPmmBRS9Rwmv38IyjWHsIZ2DXLxlTGtQTjgRnZJFnCbDvr7MYpBgUGIi7xY2ENsInx5MNq4G05YYrqHK+eEY+HSKUMN8xzjGUUxridUiYpFg82XWLUMm+RLm7uSsfntEY7iZ1LZFwx2N+9veOY4Ue3apaaif1ujwBFldaFVLtyWPGC4NZDWxa3Pq7bCKl/bewBF8mNAIpthHSmD6+a2YbuXj/HFyL7nyRKq1enRGZZDQQPYvMXkx3Bw4ZBMsE2naaQtbpU6OzgdjF5QaM1arCG7mofwl4ErIgz5LPbaUdM7PQHOlrg6hN90Y+WzbIOTDw9kTGmMGmoKUdhmdolx2dC87hwD3AA8vw5nnUVTlPsTp6qWtOBdGYL1jApON/ukT9WNgeFVh2M4N0+ac9I0fihGOSS0SJkk+OcRp70S3emxL3CsfkP8SD25kclYA3cu5o3eR77Pcc5EguiF6pW2CdqHAdmmGBXJKHtY2a11l2L/2IATFK95rAZoZX3CLBjRlFHR1Z9sc1XUO4AmrJCFJfnTa/issL/fx5QfpFrtUfXJ7mzWu74xgF8TV0dwzipIranAx2IOVf/4cXMhTFrzWNxO1aYSVpsMlG/t7rc0kah/7SGwmAFGb9GKi+GdZbM4WTeKQVZ7llxdLpdoYOl2GuH9GheoihPiLl8wHlpJZbH9oUpqjZdTpbnASWR8oYfmzUw/2tXh+qxGd2g3w4X4z8IeDfG4sBwo6DGGY63KtApbadBFU8ka6JCcHr1NL4lNJEgoSJ08Ctf8eP0V2ALDydNcMM9wmyMHlkxdfpW5Tdo035wwV37NY1ka69qd/mTFMlJREIOrp8nBCNFfpHbzebBs60SQsDO67kFGoQGDFwO5G34QBiQL9GnE1uTIj+LrAp2Fc/LB+UWcPbnHd7FvwELz9+Y0OznJFKOkYjAU7D5FVdgMQijVYqro/W/IyCXcYnwnAtMgV4BbVUD71EyxjGFHoMc8BBQ0VXMKv7LsETpiUCQbZfE/Y/mSoRMlDf6o9Co1Uo+gTsMvUA4WyRLkpcj8hMf5e1S93mHH/x/XC5KBjOnH/gj+HXPNooTTluRSTDohL6Xfrmhb2JeSHm7mQ9Y/50ONzE7NiALs/tmU6N+rE7JRMgXJ/tz7AD1kdl0vJoA22M+WJMQB2zYCd6w+mhfjvEW4YPH2ciX2pYw6M2BDegP6s6XmOrl5C4nrnyOu4gEVQJuEc/fZ5oXqQvkfQApS+zCdD47AANh1GUvhahMfUWyS3ar3zU06iacQY9URmX+OWiIbGPNWA1iwQoRWKfHQfSXd4HY3XxAo/uccjHU3P07/uTfeJiymPk7Ip/6QeSHYUExN9xF/SlZYeOgq30xL0aSPGigdvZ4pmYGnJdt7jQc91/qBacGgmH5lX+u1FCfKyUL4uQ0lfY9LQ4cT+iULRziRF+K4gK3Ipk4ZEw0ci9WMSWBtUj48mNJPVe5yNJACcW6UOAl2AEc5xgAOdVLXyjkUBjX7Rdr/FcYABZvR6THRCJ0HVrt6zqj7CzHBHzAnFjHlXBN8b/7BGw2/KQ6UE31T/XJYLaot13PfN9N157rbuvhxyTUU8u9a1obG+oOpY6cvahDXVh5AloG/4UZyU9AbmWQZoH8qZ0YY07a9zQS7adrGf8Kp0M8Y2p/mDFs7CJlL3O+nlyUpLSSDx1gu6ZbL82FSCYsJNUmp91rZ8bT78Oc/cMxD36eL9xsmod3QzfZoMsSVTt3if4riOdx+1T54+hnKbl93PBehJ3pdUTEvFki795xny69rNKnGvfeDUvVsn0YhL5Sy/wB7AEA1BpcXsROFoKIhMY2XOlvSEtyi/vXUg0jrqJvgBj0cuQLHxIyqUKot5aAQBvMHe8KrSReR8skQ5KsLPQ2ZUMbtfpAqBkGd1aJrcXuPGNErukhBG6RLM63FkimVbV384Se7VUpuzW+NBErgRH23PamgWBjcIwYz6eNSdBGsb46Gd+PL2/JXc7BPoCbk6Qi5YPmcFTFTYjwF2aZtnYy8lg71Ib/2LIqDCui/kOBWJnGwAU9JOL5JWcltUfJqh0JOvq0ZVJy5UiF7A+9TRKP5ZfbpsK3kKWq3ftyBb44g8bEAJ9//BY/MAwtWSFJBJWUfPxdtp/lKJX7eQ6UBzTRy01gNaBFizsnUE41WcodArylrXa/2r4HjDXr4Qi3BRa1aJook8vWR8aUyGQoh4w48je3YBrTMVfpho1PDKL5NK4Jpi8aWgtORXgGykWl8ue9W8Ye/vqtLHLvFfBsjPIGGpbUiOsqiY3J/8qAaFEg7boKqBJIj0BhYpymj5vhIYcoeqFZ5tEs/cCWPLFfaYkh+g26bD+jzqSGKXM2vkBETnIIfwMrzJxhQepaK/2J6qv6rn9gMJaUxBTvPlPftAHnfBejSxoxnRdFj40eCya75Zd5JcoPC/2SHRoTwkqqsK4wyg99yanQGzNqEJuN3yssWYMuCJtJcborC4RcQYHRUJ+9gLeLCYGlEKGHnXHgiZQlQWRJW4MJl7PP3dCE0g9oXhF02kqBqckkFn2ExEHV6tnWVO+nEunJXimpeNeu6LMv/exurg0ApwyRc+gtELO2nqeQnFJ0WA8LHnVomQgx9gR1t+Xm62p7/xMhPpvfpjK4hEUWQ3xrzKDQm+0EevzcqRrJrq4UiQgux6qo7huuXFLd9j20Co4udTGGWN65qWy4q9NGPAzKHgGBs9slSFYhU5RynUf8d9UHqc1vsbhgtvmoSaXN9jM+mK3goMvrb+8SEO7qlFDa4Ja70M2pCKyzu2iiE+L2+SK1sLH9XAdvdDDa3ac5qPixrTYB9OAbgHQpHn0PyRLxgqG4uwUuN5GTvd3U6sorgKahMpRmeZOyshkoYXZftDODK9LW+exK1v2EQxBbiMWkJaPn1Iurse83CLjXzW2FsSgyctZJ3BHHeN+wgmnp1a7iAnmdLQmQSINAt3XxDzCb1AfSva/+N0aV0jCAQw1pIret4wy2XpMFBE+4liF4oCxxtCbCAAT+OIpgIFDTE8fwkyGJGntG61agZFKo/aYVGHVAjuFnd35IEYZZrHxPuIMcZBvj/ig/AX0Ly7HYkCRuqnBvt6sgBS9+YKxHi3UuPkMnxUgY7B8nbdbdH5zq7AT51EryXs1eAPycoJoCFhcQQPRub9ZInR9ghUaE/pC+lMtapkMergJJtjxHUWCDjFCrVmJDqOESiPYBX7Yqxc1qncm+e28wmA1xhl5psPUcWu8NDsJrjxpznwfp7L9fV4Ockhn6We1xsbFdCEXJ1iMtVbcyTZpgavUUAIB52tfH11TgZtuljUkfJHK/tzFmtGuriuGIBaaHPKywrnG76HEQscFD1DuY0eGG1aUMfgn5m9FOO/kfZYhzXs24N9moaaRuNzs/fiX3vLkjk27cFCurKFWNJrqQK3jwemChAeWdxnYfpvj5kO45ad5guGpSlzgIXNXzo7B88j0J5XD2mtcUCboPGwYpgbLl4mZa9kqJ3Hlp7TG85W3lxD7Eb8QOkbBpcWqa/qw9Sob72zPYGvldKLPcYE2beWSkdzZuPqdkXG6a/DIn7ZafGTjr3QHF6ZY61+QRtdrna9e0V5wAPieaoKDn0ERj7dOwd3FPoqV2E0GF8OAPpf0ZpDw+v/PsXeIVj3+bBiPzIo/RM1mJGfvq23QEsTVdAU7ATfNS/n2rKWCJqCtvWp104QVqBczlUqPDayarSOKLbRxVzynCbW+zh3xrKtIp/pOzerHAljYRI2tyUUCUeyit+Zwau+JvkJgnGAaHgipd8frVKF+WH0wpWYMvhKNDSsT7MR2spu5PkGysQdeWUSd+RAhLJI5zzfTkjHIXi2OHw4qgf7xnOGxI/gLi7YDN/AXgLZtA7aYCy4koX08PQDxDRsLH+NiunfxeC1Q8aU2Xq6cOac+P81UjH1Msu0xWPd7AdzmHbotfisHQTGNMEBzvJ/6cypOYX6AvRPGxnwmSdA4f1YN03+ka8NJsTgd6qZqbkQAyc1ZcIUtato4jCnX2rsDIsWiXo2aFIvpGfXPPNZ2mHzUMf+OBGT2nRAx364CBEdDqVMwA7GpWeq+UsINsjoq3n6GNxaQu9pVSj0V7mVr4ZMcRGN2yuVSSsdgDz3CaC2bV72Nu9yaQRN8LBA5FxbSPrUve5dYnli9Zs9xHz5uEnZGh+Buywj8kZS2tp0SoIbMGyBKrs8oiaBxCJMUTcfWycyCffp3ppLZmAZ2yJJqKQv9TLJgRt5H1Oyn/9tlBGNaQonu4yRiwNim1O4x/mZrb3p+j+HyezBC1mOvtWMZ8ae40J3bJNuraambfWxgfDJc6Y+6KpGptntvINPEGGf2qprP3cuaTWKOj13VFbmLe8+4AEjRKavhKxp7HwRcgrFfA02AHxRYBzQKvIIO/GvHvzi64Yj8doGIO48FZAttebfuy210ugLmXgdztGfG92oBg8UZTlUPJVIKd6Dn9C8NYlEzl8YkzzBaLKLD4s6+/H4XAb5Dq/1njPTXe1kQtT8gbM77a+RJNiqLWvyh+zVLxA3EJLlszyaE5csB7z+JExKWfQr6ooQl8oLMTVzyxhqHSq8X5QqQne7EclTnE3AUOrRQgjOfS7yq64znKjHwMoZ56yKZwu9zE9uqRn53Xrdp6aLGjFHjWbSrQeybGJV9I3voMdMafTpFkhd3PVpzbNeZqheJq5fsKif6HLPdSYda9/kx6DQn5qsPWLcQC/c8PU1WTjaM9pk0QFp87ZR/trJO7/E0YFm+Ni+cP/84CAMFzbc4o8t8Ubg49czgOBg0POAGxuhKw4qMLKdjrCPepMf/cq/oW9poAmGDgcxU4C0PjWr6FyQjtnfxhqJlv8mQC3MOymRKy+jB14BRQ7AIDPpjz5pT/sTtQaR4EguHoqiHStze1aejX5+mOnBk3WoBhWTKl+oTmRc2h3tyTk94u5141lgsknLQE1xbLnqAZ8hJYVFDsob7xVOaD69CXMJgbzCQnqm8Uoq55UKNCSpj2B+N/KlG4NvmDv+1bb4/5EXkHFNN0/rVuWTQ3BYEJpDQWLQC800TPo4Z4a0DFf/J/C+aMfHEUwa2VBIl3VucUJ054n4NccWws6G6l48honc767G++ct4+GEwodgjIPYcGns/qz4UxwHggkfkYVyzrOiXbcf6J2gFr9KXOj8xVZWy2DbT+GPMu6D1jxDDL8YR1jz8vabfS0OvjV0mGg9xRLWg6bAHZt80cyWE9HzJ/ODsIc/PBWGutroZYgqyqisbylZHD/A32y79XUe/AxJDKIYajbab5s4AzovtnJCEQccDNMdZBMMkuRo/alrJddYKxeOPCfKE6rlOqPtP+rrz8jEahPh6eMKurdLSY2XHwK4nJZCYJm+ePk6uJBHO8aRCdcKJCYxbZZaAUu0YHe0M5GzcMK3B/sNGNlsCfbdXDxUyIDLx1BO7qFnObdEbXYyOOoOCYCWAEFOi00uL3JIecNsANASWjN9OiQBLhiS8uam8pgmWCDRurePXkQcI29tCQ0LolQEJxLhVQPk0jseytJEsKl0HGBFcEgtnC1CVF2LVkWCF13GOWSbCu+e0DxbSWJ2ZqWivGJxGTKQGpAEuJaN9CALfpWfMhKuC5N27M5tr7XxV4ZxjNVwu+bHB2otWtW5XUT9QIOe25uDWj0pKVTxXbfx83pnMSiAThPKZSuzC3N4dqOfobvfN6mA6op+zq+KId45+f1FEx+Y3AaaTJWqEV/cwKacMaUWXdVLTL/m5miE2MP0mlVPQDkIRd2sRFzXxp2vygpVrHMvKPpcHzc1RbYiD1Co53J4hAjErOC+naDx+omqUmgVZCCooQwlgqYxayuifJH6K3qdvtv43Rw5d7PMGZYL/fX+/wKaXHL+Y5AoyudcMQWqRgTQYJVvqudw4YFQ4RF1gD9gJZKFdNxy1C+AiHuVthBKH+tjBNDKm+HBo58c3MkflCL452NcbsLNeaxG0zfTcwbDGueLz+HMSvO+FYSIpA0iYp0bXGPWjSOik8mcTFVapqlnxIsrC6a4GLrMIoadewJz3tgoG944pcy4RR+gZx2WAvRUxhD/zcy6Cph0P3eHzlUyGIDey2jU9r5wvEW4UY3lUZXeZkCG5tAzWAGGZuuSW9Jc9xm5Hu5D2vnPJTxkW/wPct1N48/NgYxzoWCtmTc8R9EK+hBrsHVjcdmX75Tj5tPtvJqBZ7wJw4s4sWoe0yyZdD/EAXmpSyeni8VUfNchuz85y6GaYHN/97NnTjIKo9hAqeWRd6jEy310OulTBpTO7Gc+YsEqjYIANxEN296tsyzrkuacPVc/WF6GZDeOgwzMTTCMT9Bh011VqGn1X+18IbcGyQ2hMnB3bnqdT0THu5IqmDan2rR9C7t9+e46Sij8gIlmscW54Hypei6E6D6me+jzwKGdBpIZIM3kxHs1JYthuk3QRnWqiUooFWxXvs4txg7hFa1YKcupGiUWvNweCms3m1XneLwAa272JOx1+ZR4hPVRlcgu2af2wxH8ECV5u7B5dyLUNQSnz41+CzQsRByZpQSzWRwBFJRApAlLNB/p6/tICD8AhOZ4W8nkrvUBeR+6yBuZOaRw7clGx/DU+WpochqrsPZFlwimpTUOjDmImyxy9lgUt2FlfQU3q7u4+Ya/UeLduHeXvzP9c6TJmrT9Ns5Kbfp84FJOOhhIdGRGDG1t0eXgaUQEIyVk3qwAeh5oT75tzGUQxhtRBFoXeCI8HyJQeQve0KQKLoZFB3xZ6rbfzzGOdjpbKJyWkE7BsS+ZTOjHsbuRz4Zh7VTh9k8ik3Bm7YrRt7iFhqoDWvQr0M1ssy5Y0iFVyknQYmXvR3WGgBrRWzP0PW4tAXCBcrzH/KGrXqgencN7rYBaB0HUFZOSg9MtXAIG7UQ29Db34b57NYnsj/J7+DzAnefiUuZmFZ1Pl2zL3tzUxJp1Vjat/xct8sOy17+DRX1CsdDxbVGozwsMLFC4re4VSIwdcIBAvvxn9PC08OsKvtbMve8jCQN76+/HOXSSYah0bN5O6FmhsHyVrQvav6m74GggX2Rw02CliQyAnqDgr1M/HQ8JWWaEN0vPdrpnhkhAgnyfpkLA3cqoGOfJJSc93om1B+9/d/MU6Esih8PIiakJnm3775EjGvRxsbt1Nftz3Km6kcuUSxhJ6Ug+U3Qp1XC7IlIi/St9zfU+/xziSX6t1NPJMahLG4GYG79ar6lgJXmNjr13vFlMoVT+4snjhdDpH+STbdNLXg5cyvvNwA648cn0fpIL5j3l0EC1FSbeRFRxhzEmyvpXt+2CGGFMWK49Qq8WbWAcATG2S7cImviEjYad8BWwnYE+gUv0F0ywIMOjqjMal5z/SSs7A9eM2Fvn92s4NoFlsd/aJ+bFoIbyTQZ3Z+0JqdR5gDu3tsd+WLzjP1TXPzHcJRlT/PE+lnP4+MTji732NNCFa2qg0L7W+dQGY0EaYD59X000XAvKiHZVlHwV1AlyyLkA5uEDVew3063E5if+AMa0mDhX2IYQxnuWbHc3DmaQ83SvS9/lTa6+D6V/gDAH4kkMTyf4UpxE4QNk5qz62azmKoAgm0elpC3usBYPUaPihm64jDlkpyUcCFWtdvA4EI4YBbilYC+0Ze/PG2OktqRckZH+iVHR7J9zUXF94OQPJzsf/mOQm1oWadYyPSnZGv1HSu6PqERDCd+0NuTE2S7My0VjLmBn1Un37DIzRav76FeFJOdWO85pbi5cIvjrnpXIuqouicD20Ju7d1vdVCSDG2NE+Tjv811SXZ0Uo40abU/P+qDcw15YNenb+vwEMbDlWjB+9mct+mcOD1MvApYl62O8I1vQYuEyXOua2x1/BYEcp0LgCg0vqoZ7jvKYOoGcykZ2AQVZiUuZuQRx0ed7J7HjeOYliExyzknLeFGTEGeYP1ar4O3tqZ6Ryln6HL1vXTcPGjHXyP5LT74bE0IMtH/pGviwcY6EcyQg+a+N6gVQnLgFEym5Mw2fbxMwXqDz8MNpea0wg9BvU/VaCq5hD4vp4ao7bfzCzLcOhUbM2ZIhu3GzLCil8D3kijfJjUiJoREjBCHTHNZMlmvUD59b7Dtk3+6kbUmvOHrNB/YwKrX+iCntIBxLMSOannBRP9Ypk3bJglTIlf/svUhnUWFq9MCKipPF0KK6qJ5wlDJAvFGUPSHaoVMja4herNmtqpGjMakTJKP5RwymIi62rkJVrxpW1tKNiOgX3sCiRAcanQaB1sJGQVunCa9p+1+yDfXSJvV/oE+NZUieSRh5HTMz+ubb6C491QHtHi8qy008ED3pLTeyOg65V6Pe4fHQeGc/IPxv06otpcjZ9F/6YDnLycZ12CXlW5mBC5GM4KVtIXEu7AYFrkjPohwreRCJYxorOC3FnQ7T8x41Ey/lIDP8lyut752GDbsoYj6297G6XkdJzdwjQ8SrtLmp4BF3SF++PNcvQlbtsZqHzPkg1+doGGTAqUjdpsNEECxDBcB8DNYAKNCGpoE6njdiy+eFEpuxPbpA5cl2aDxtl4qSllrJB1REZBq7LLPxzk4qJSaeKjPX9rzjHeAgeRYJKTqQFaaPDhT/0axK55wNfbNqcWyYvp0QKoxzSGj1TwGw4ElOq4u+Pf6YH1tNfgCX2dsAik8g6QKLqp1abb50nDSftUa8ulDFX8VaSYuRCYXZtST2f2T21rovxYT5X6VAcIMgeQTQ4SVwFradNuM9cBxB+inK5SX06T9UROpNo5J8o/IA05bZPJOnYTqyW/67es5AYWBhiXWogwM+MkreveQ60kqrKkU9M79B3N7xs/nGCeVbxxy6IuvJwxGoxZCZhlUGSWrDMxol8K/saLAK4ZQaer2WtBdlIbibqnUcX3GIcX/kdt8VVSKQIbK0BXolB09hMb6UoOX9hurXMGD+ZmCZdRu160avl7u5z1oPphvk7wbY7AyramH+LrR0MCuChGfQmZKsPABPh1UGBwIaLDIWOWemV+Vk3G9V+i1sS0Wv0qLCONGDLlQ59Rm/q6LitD8H1bRsN/91jVaAZpl6k6LyewXriezIT3crPfpDI7YpEqkIl/XAehpPGrYEoHiqlAeM1srPQ3IPTQVMaFvhASZ2vc7F0tQbkT8e1Zza3tIH98xiuwufhY5kgIfvqhOaqPZ8o9XflfTgjoMIXASpDkPPvaNaKUaQ7in0Nxjphwel43KliHAW1ZzblGzfIiMhYl4pBfinwM4cdQ9DwDFaiTdknxKSL+iR2CWyW1IAEeZsqT31juLdSxVLsL1agqa5gNhPw302Z73Q/Aq+9JJU+gkVE38WJGdl0U1s/RYbId+Yp2IqXsPxvYaQtFHrkV0qVu+OXVT+ZDGDGXtFhmoX8lcdn+lovHi1scWs/YnCq9b3AjHlMIvx4h2j6aBZFiS6PoBtIWcLVowfOeirXe8LOYNhGdt0FPkssknmVQ+9N1LBineEd4tzbUVFOjK5nLNViEVOpR7rKg2Q/r11gmPAIge4SXgrnRYTIPXAMP01UGPZKy6IUt9uOrl08G2irGRoU7xG2tbESGa99UICiauEsU6Se7Vy5n5MAEOSmn4+Q/8v+SAlv6pqniJAph4SohF76EQ4rglE3dsXqrWOXP0Abl/50LXmRXB4w9qJyNs7Zayp4uoaKihV76yN3tYbCai+r9KWB9mVh7hHrtb4c+pzizWD24WpIeebA+h0CfSssVHZvZhGuy+u/iaN56lzfBtw9Gv6e68bk7hovYp9AokGCnQ6RCsbLncdaVgG6D1MDZrUkw4pwQI63F22svlf/AmhiZlEc+xCjZ3r70tZt5zdZiAfhACW7U47U0seOLCIjyLPqU0c9pPCELT0DbzMcjUHxOfxqDmtyVn08os6Y4+sUZEmn5peRtvNZP8MnQcZxrR3T+HG/sZihd+w7sUQfipbJIGCvqPTTejttx6HYpMP6q66bVz26hlXv8t2ZqniHnMLR6+LpHWcZDfann0RvCWmgIe/0UxHlhHTUOq1DNFG1eY+5FTWH/wFFKvqhUupDeotZ/hp0ZV1EfnW/3VPmcOsU1usAsqtOZ8Tk6okj+bIKEaIVpQSD4JXuvFZGgz+jAzNXzXzAijmlNobVZhC0bUWXrOEpQO/lKS7L4AQL4aUUA00TJqYn9oQNSI67KYIEsdcMP0YJAOXBbNQDWDOHDPN3PWts7WPxPGQoiuI39ojCN6J/2TiEBoWe2CwA4yYwucObgvSkQXYfoWSrADVBPs3dgG5iO496hyKVfPsEHwpA3rCst41JKR5qUJJs0zarM0sJAsa5/Er2GTO7hSCCszl5cPCHkgYs0+VLgVz8k7DP282xzHWDIQpMP2qrDl7qO4uDeQxsYNcgKYE68qjgyHY+HH/eGHVG39lgTX7RbZ3yTlBOnhB9z2ChBvvg8D1XjQouHxx3J3m2AbqZ3MvhH3CO4qp7f7JntUgVOe22clrFEA6U4zXqhazZvrAC4xbwwU+5VeYKgO8OsCekWXaKTfMK7zcwv19hgfcOzkiPUHxLU8xlGvJP0eWczdxoAF/VUabjDxtFYAEzlFXOYBSIkT8vuS33BExb1bEJ02atUbYGnvm8og9N/L7ghWN5laPRTzhKuGT3yuchL62zNgYZsx25njuXkpAndkTnIsusiIxFU/lX4srQY6fPeqvkzcUMsqbCIsjDbPKJdAsP1y1UixMmnv859ufq6OP11fg07y3sakXmBVxZSV4jltwhf64fv15x5xJlo2PNiTAQtdA6O8ds2vmMlxjmF0jXhlSAuhsUi9E8Dx+WasCNbOcC/1rWYoyUbkuzhoFPnq8zoA5+CewhbOPOJ4dXf13vCxKizxb2ByE1pVeLQFtgeRC7PJKAyekpguXCjH3vmzAnNuvvaO2nEMeDPRjH5SzMIjlOfBFzy9F0BQaCnbYeKoJS7mZk5ddpuPtIlL8cPGlgRB14e0ZnkTI3LwiAoOYvKSzQnhbBFZUk9OY4B7tsmDrkTZpvcVFlQeRzI/1YLAYntrx5qL+FfDYgXTL9/s8XkuH7YUy6KteEbm7BVv54yzCgRfni6b+p1EKjmrEiISFd/43DZswoP0Ra8H3maMwI1mphGJoqN3dy+YKgXuuZ984jhoK5o93g+O4TaW/NArFYCnB6O9ZmyMpTCNf1Wo33T3vKgXlPeQBINogfIUZHp/X1N/2Q75aweOWwGcyBw+uS3tUgayayTqJdPrOWUfg7U1mAz4uEW/4qcoL0A93VpO+IJZG3pL3SFxKEExV9ZdWjjklIcRO0c5ZwsijFyOXkddL0aDxkgRRcWpk89aRhidtJ88lASAObFRz9So6vBMA0b19Q5y+7LAsvw7lBMXeNDOpNnVJGB/xw/5N1/oONl8MHpdYkI6dXw8DOMENbGGuenY0n+9q64ZDLQzvP+LNAWny3cD3hhPC3+tiSEG/zS2OGv+/MnYjrypfWkE39qrtU2CSdOL7o92x7v053jddvxPaFScrKGmEdfalPS0+o6D7RuJABEBO3sP1P7driasPyCypfrcVo3lKIYpTd5QOYGBxLHZj5/pAkhEBIa4WATpWrxy5msins/YjZkx3cr47sbuukeDucBPr2c5e3v7NZN84KWb3ZmN7PoXkmNqIVUOsojxsqRmJRb9ECadQPfEIDHqYp/ek8c5/SVJwPfGCBjW9/99joDKecwfRHhkR9DifU3PzgmRY3ssrx2OBcM+8Plye+5UpobWFVpel3P94UJ0FBvxzEI+l4PRw0l4IsnOJG8Klxtc1U2lD8hV25p9BxEdBpLoT7WviIxdVySDjKH8wvTzi9yqdFNVuDOqniXzgUr33QWtWuUCRzKR9S92RXSH2sA4kqD6P0HaCOs6tNGy4/xbzhXHZlo4Ua+vB+2LRZwgpj3m9iuzgsdUUJX7IDbmlZxn4J/0qQy3gHz6weKHojFR30i4jRCTM8P8JkXTCeNIo8r7iwJogg7sSSzTE73awwgPdcttYEnVhFvm9lcrXNEzp+XNKYHKKMol9hG+YbQPKchsIvCUu2eSKulUCTEQTh4AHn4STTCngo/zPrfC+4OY/EXkCqqcvuSHFy8pDP2WUbj9YtjekW5FMztRXyfZRb16piZTHAsZ7UkHx+8/UMfsrcQzCReh56ayAT4/QDF+XyKF8H7fOnybPyJ05o+aM+4Biu9crg7eCd/roJVnar53SDqVPGpkjrSy7RABxiojleRPQFRBQYhisDlc0o/tkVeGW2N1iJ7A1GCJmkR/7VCWW1ZzF+g355XmHJ7HMqGVPIV1haumLt0ERA6/FjM8nURF7DDxspUDi4+MzbFJTaRZMjHMvpOZgOuxvIcdqbj/BEwK4KIg3SiEGtHHrW28Q5JZF/kAm95sGb66ye/iU4hKXywuHEc/TvW2cBdht6vhRbhq/HUw5+Mw+n9DKKEnZKH8PuX/AhyiPsNrvFRJwELxYRhMHvwNdwmh+mlOPSy0DSKhe1DuJhvyH+Y/lkwxgc1J5gpQVuDrUgNx4sNA3NYSO6Agq0brWj68nuSkVbpm5V5ReEvor9GbkVFCOj4tfbBBvmWwp7w8uVyJYhFQIRjZNHnZAl4SZ5V9F+dirO0Dzi+bTg5zU3aKIbdJLNyhzVvdN6dMbM1EZf7AdkAU88uuLKfmKLqF+77zEs8nPsASgwfdTvCX44tA62R965A6o9cKr/Ur3YA7zQDr1g3CQKj5Buxpq+4xhi0bBm3RZhGdKiEcfNwrEbrp8BaGmBgD9W6f9qEzVOXo+61qe1jWyozvI5WtVAK/D6UMl18nuv6YKzuSEEHMETq0Ae4vtGS9WDL/ATNATkkbp1+b9SNB4n2x7OT44+ATJ4s1t5uIVIyXYV/G5wXuMAmZRSN2Qr5+sh4izarPAHPiTC5i2YjrtKAWjkwt5Wx+SJWI+VViZep9U9BKWigzIDP8LF6LoPcYpQ5GIqwTkKbGd8SKtQiyjzvk5iqc88t9ftgX/8O/Q60wWBe5OC5YRXwqZQiC1QWV9GfEVBED+LC1UPv9D5TRwloAC4YXF+RiOiMdIwX1aiaknFsTa11HfrCBsyzKHsaDi743MqCxNtTeL4FARCM8pFBvuaY6khAdSz4MchoBvX0oTxv+nWBdDXK6+gehC9ouUB2o8ipHc1eH1NrTSmidpfFCApXC4sip9kbr3IrgEO7JmIUx7X/47oeJ1KGeJs3pAZXaYuXkqrMRTe+q+2w6R46D5VP+Nd9flo4P1rbvMEqmp1PNc8w0ZPqjcGBpYP4hWzCmbWEtuODGOs5UvtDfyrdQfEJC8jMGKVYaBL3taZGO2nVF3gcI1y037rlQzvsJEw4Wj5rRZuOqnq/yKdRJ8vKvPkPYyMR10bbK+AUeK1pG1yA85zD7KvJgyei9FOaGFFsxw4H4g0g/vhwym26/d2rvJJHRiuDzS5yizEr+epcpcsRuwfOStGfT6LNgjiPhWW8ihVcOIH8hEBMC5wVFtHvAKV+FJDvFuGGa67S6lulELXTVLSRSjxhrl7SMN2ai2EE1wvG+5y/LAzCKta4gbl8WmMtE4ibXhlJ424wLePsP3W6JmHyhCBLFeLqJyh+NAV0hY6QWwRFn3ZMSGArR1hdj3kovh+maoX4vCcitlLVut9VSJLhnqFIiyXOQKoxG9ydezQHlXF/aB02lICpJCn576ztM/n0MMk1+xX6jdYocUMUCC01yk9T3zFFwu/OCfwSHNbj8UtKi5qgCRsF0RgrexXeUUH42I9rj4ZA59roL4SH1RKwVbqfsTHZsSCD+iO3w5d5++prJiIlMjROfkLKcRpkpJ3o1gRZxxlJq/PPnRgGtObY6WNTQptm0X+qfzDik65lxetIwKp/1iAHffALVRagL9PZQX/VwbGSI3jmHwew0a5kOuYIPax/o5fGm0m6DYyzqSl6vIRbIB6dHPq/iRBIJTLqr3uJWlIxT7xsYxrXJJ9o4OEccluD9RJSLYvqUkukYAhKJIbfF/aTjM8VAnM7Xl9dtTIlkITCRX80HGWGCWYR5An6Q38TLZiQBAYigumMfiDuhZb5bXcWnKqw2UWI7IKo8qQbz4+s2YSjqaW4J0Db1mYne4DwCjxi0oMnQrapj2YxvuOoHRZ5qE3r8RJBlr0b41uBk+XRmrdqWAkwUuEuQ+K6+aT4hXme1rzoOnDvgYrgotOZ7vz7r3Cby5SweyM0y9pUdJAYxT9I7AVapLs5ej0z8CwQoY3YrdSL68b3f0gU97895JsoyWcg05rw1OGPCeMv8HBGfvKnhL2vdip5vBqyDfEKENw2kRNQKc1yBgJpSmZKzdxE7VBnQ8M/c7IHzetEW2agFwP1wVb7oTMvlekj05GkvEfN85SNFI9hKfehy7vYhdnUrJTRDtpUrAnY2oqmpx2ou98BVKugw7E7gIYkffpXQpZDo1kdi+7tJqIgyxr/o77S8lSCbuYW35UILLNigF30v63m2nlOzx6DQbc1yloccMOv1Bo6dS8roIr6YJxQgAK8Z9Ya34ZelzzT+VlV9kGeDu9vBVE36bNw1wMOLdeOaKRVV03uJ9OSmmcHjAkA1+9Tcqdrq7njamNhFgJvG68ZvGGcRhmSGlrnP9CUnp+X9g9y9EcSzB7JZG0BCcTiouQNqkLYSgnXCVWRk2DegzRZjuRxi0x1vd/3juV65cSd3hzEeVKdH6PSGdj6Cx8Y4N7+Z7TZScDxnTapNtBhvHG7ti/zh8gtcHSFxTrmS5u7DV5eVfEBvr1RQWibjd7uLaUnpualus8V7fZfVbWQdFpfWlo4whzO76QkINSuvPGbfqgN30cLTUa0Aqgmp2Q8I+RfQeZB6VGJjJdUbEQVkQFzwhH/Qt512H0ywWOCPfBAtr3tjGT/PuCR5u0yaDRjBx6Z2YYvR5dsYb58WFWdM/17y/3qS3CZHtHNNj5KZ1dIIm/ClvNydHagQQRcu7SbkwUTwwdBvrZeEf1g535HcPqGkdEDOUg7UOa8+X3MfnNVG4E+h9JnEdMnRDhZkfJXVixO1kI4z1ZvCITcjypZZIssNkYUMOV30L58FttRBOs7SIbOPmewyB+9QZSPreBKqekqHttAyOY175aAQP96GgxxrpCUYz7H8NRt3rPJeooX4vcpAx6mdz7nsV7MImyKk+Lrqq47yNzuL64oTZlcaZPVn0RBXwSSgPV7eNi4Gx7fnNBfXcj4koetWYg+mbKwjqXCjfTbtQNU8g4fDpqNPmbTi2rf+k+64T0cVGEWIoLJ6RNVVy/1t/qVjcKCKHyjrdxJ/M2zLFT5MB3NLkVVw4Ln1ogIFgiGY6lKC7pHWZDCOJb8bbON58oWoeKejCpMYVqtAqYiAPRrKpYnomU0AsLiufVfo9HCSpvFEuQycpv8AlUAVQFyu8b98B8MCKDEVqud9lv33zizCPFTbYGXf/+o6rKKQ0AjLoaf1S0ZLKbjcw3qiaqBOZQ/i9qoW2wzbrocyCcP3tOncNQtsZ4flm7MCf4GdsbZ4HaCzwAlyi1p2iGIeLk1u+5a7nSY9/dmB7N9YFlDwQgVA0INmS5mwRzUuAfcx1sJDd9M31Ngpd350UWdiaCYeJ3vWDb83u65nf//3/8fZ4jXuA42jVfn2+G3TqSeB6sEjuIJdPrP9lnrOKudlMAIHNFCXWccwdOqsEL/b90wLIA7lfuFpXLvQwGKRXG1aqutqvuNgKlsSnZrtUja7HGtngjPOJkUenuaGzEZ2nyZljHjIdauCWAPYlFoUu/w/EyejrCcP32P1bMcr3xkPjOsvM3xBEWlNuOTjU+1L1woSrLKOonlD0LORSyr6qjLwZxONT1H02x8DLvYyJZ0o8PmAHmwVmhF4/uWvp1EFaiMsgq7amLJlL7z4LFYhJgodJCZGvOPfLtjBZU7f0r3y/VaP3erdqgAY6CNcjlw+iN4Mj2fCc8vp4F1sUgBfxE4Igzr2l1dp8PgnHsJ//wW6jKbC7ZmZwPVI4fpX5o4RPgDsk2Pa3kbvYK+TsqR9m/RgAQRtVmZ05X65XBGSAdKXVXDRHyZX8UUulXj1ZWv3/g+MuY9Ryb3mau3UknBFVtYwNmVE2VSGb7P5YUwE7qoc8DLK31T7AF5S48jvSt0IQM7MIzw52Hdz0vTm92/LR/F/e+vOKDdDqEVKV3Wle5mP1/zozrwccj5YsBHIcpoX2ONv6h7UOsuuWEnq5NxUaukcZl+R2WJxG3QnNUKNHNHfzXq6ojh+UMmb7fZb/85mi7sBOnMdCSamDjr2SQn1K9IxsL8wNGy6ZqXwdSGZVUujksFRYW9WUBqVafMDLGchC6q3WvKD5IJDQqy1fQ6M+OS2YFfgGsSZw6j1UXRo9huhLiXoXPL3s1FadENSnQNhBxkhTy/YOLZw5EOPoJCt4Q/27XDKbrR0nCriREg8xfQLJpu2mFod9cjt5G212nPXHlWxJChZtpE9ZcppGfFBMNBtm5ICugQEfyWuamgK34424SyVtZN9jO2squupiII5p7NrhhlEcIRKlQAbotPxQbG/ZN/e0vUFb2VxmEy7xffwWSBDrSwakwmComjale7TOW8xPCjQdqrwTua1Cd+oZMsuE50vZm95tkFHLFZz1mv6pzqy8CxiSIvaCUaTad6/652rr1X6laXyFcv3+LK0iOw1elCXP56D+DeOpj+FSR+EmJpYg9VsGinsLMdQhM2AGBLCa3ElCdev8jKcYPmtCzd2+80RCSK6x0Wkhbo51hoKQG6DlEwG9/5exs2H61jNcQkaLfFunGuk9htKRYoTXQw278+x1GsYpM0jrD1h2AFs+Hg1G/Bz1IRYxLHOI8NkJyAKQrDde181ZXkbRquwY7uhRKhEQY8Fp5uX5YrH6cNEThQAkarYd0kHLoINCP/vbIF3VqRToPk+dVSKpyDOfIb4YXr5WWj3SHPcYIF+90rgkf894HH5v4XL7QPZVlvfDJN21u82dVs58Zk4lhtl0u7wLqTlJdGLOFl94l/hHO2IBOA326a4d3qzBzjFTHDM5O1zRLbQjGeEnPI04eI7RLxUZfGcNkMRGDqhsJmevxew1kSdoweHU8dJZfpRDOVwI91U1AgG0n08MtXNV6Nq3TWLnMrPyS8jjHBUbybTYv2IyQycvwMmKPqFTsPEIKbqSTlu7boOi541PbMTnmV0qKvxV2rnvUEfGFxlniX3O4papQHUzNL15bARsFXTJCD87z/D/rL/CmVVtxnU8ucRjSkabtC9bqXfemxTyggobktEei+zMxx0gBiGP7NDsIiuWIIX6JokekiktW2ror5jG6+fbmFCG0JyY0rdL4k6vvBiwntiWvntD+uISL7jRjp4n6DGNoGhHj23Lx/elsOqQgYrjXBlENlfGXwOW9CFSElksCsmhWn7PnMJB2DKmU/vklYd8i/wvkQqt/6xbsu1VwCAJKSoawdMstHuTRSjrlVudTdG+Vu38L2YoNPONyveVtDn4jimxLQZAe9RFM9W5x+z4//h8qxmuRQhaPgfjPw1dJYNdqCzewb0cj3dOp3Sc+Pdrra6yOWj+0we1BjjED1XYIt+nIGILCjez6gNsWKwB5dNcaQLbjdPHBcpdfI8wC5l4tQ9iruHccH1od8AIPCdNbO2f0QjLV8emKOLQPGu3V2k6q1/Xqi3lFA5x616SUyEAY2bD5SYERROobQYxLUC/8VDyDr1jyphGaHPIzmrvdHviS2ACY7s45zMOqvhIQal7qdUC0lqY7oHMNf2um+bE1H0n9umawyKN6+v0idv6Pmfrq6Q9I8n475qXi/+BBpIIyem+ZnDaZ6F7XkAQzIyTOA/Gah/O6bkqYvwtZcGkN1+ARIO3NO443nQZ+1xSSVgvf0VbnPgtLeDYez3f18MsFrwYbVtXcgKbzn73FSEoNRrxfNG61b9A5Nx70d0kJGyrUVR59ocKF/MEsaabq6XiqouF7MfgoHiCQz+VDsV75KqauPqvjmcqvx29aJ55Vmub3pmDRSY3e+W3OcVxWA5NXqLXlcVnLQwu2t/iHsefbQQDM8J2xVr5luMcHwz3upKJ4rwYl6/jxDNNyNOxaAkRgWAm5ogF4Ksfxf6o/VdRLcEpDtoCcmRyWZ2mqBaM9/dhaO1BgMD/Hc8/iyoWdQLI8VcN+YyCWY5jc1iLKE1oRbf8mhRTbPmbMLasbFEfGrCkHAUN3l08PHxR9prHCLcsWOTaSZkM3/YZwQcFjjeOFJ0O7FMwPciVa7azA0kL92bHrpx7FM7bDHGNc0ObAyaBumZJnPuUzHTUFb3vEcoXmJgkx6QYM2234ILdVvU3BkMl4Hf4JQl5E+DPNTIB4wt9neUFaLA5QVFCox4t499uqhpML8xDSI6hX5Scjq+ivwt4ZSpZf+j85NRcfRv3rgXQkQwhVUM3hlAJ4INYYtjFDr8JxqXeq/btALq2WGiO+9OZI7JdYSFRmlVoHVTPgYWcLjPv0JyRhwssEUz0lIppgFgLaNtq0djQTolSXgzhDsfiJZfvkAsLthKU1Q+4lUpeY8TliUqE+HYmGTkKzoCTfBPg6N8J0nGmLeJLlwl84zyZJ1ISfFF1S0a2bBHoJhRVIrVtemCsGCM6FAFApjFuGLdUpQjrMqNgipfL9INWFCz7/RgtXIR3CO9AQDOITRD5R4qdve+bUrMePyHqDsZ+OAfPvCUR5CHDMpPaA3PbDRuGusLF2gdtsgOS/sFtd9RvfwK1K7//at4E8u0LOwPGxK7PfgFqkBGAWWgaBQOwccqW86nia3PAroAWbski/sV61pMooC3/6WcLrelSourz8FnZE7KUAVFqY1jMXzWLsbzqcop4OFycy2/Q4fYNwLdOq1RcHqGwvSFmjd+m6JSLDwgcU038BbPCgwDvcfpltkH+9iR8R3scd474GE2Wws1o5D/eXLTPJMqxkbVjZ+bo0QJpAHisQ+67PUeToOYNqIZrLdeDcAva/Vlw5a+HD6ltvSDk4C4f6PPJgCT0El2mZg4OyCru4PQdTeZLWh0ghgAHsqBQc+bvZ7W6tWIHqIbjTyr4sGu5BTaz7k6dlyXcYbq2whbIoOEWGLW4pFO0cQTa/4WxaFBouyQoCKRGg7vJJuwaMNP7FstzD9/wwahlsyn9dM+epXfNYp+UbC0sLuxJYf1eeUm1//MddTC2OoCN7opIrLtSXVEe77SqvVUpUOcBMalQcHdEy4nn7+vtUflusD3G1mF5I+5WJdH0o77mrfUTDiNpwXM9Ki5KxULTrj7Kfy5JwYoOFZ1YJEuIwf5hNrqj0lNrFmQHsJSHgddkyt6515vJnHk4tnCLv+YdSnHL0fQIUmlJmSkJYA5+Ckor1TOmjP8Hadi3+h7xeCIMeAsPS5uLgVHQY8PouRlPUUEk9qbPZydcmugqYmYUZ5ENpvA9StlDMF6lDu6W7lQKdEy3Cl99w6RAsFywxZ3GtSIk5+FPaFxS6wy0aCFHKUTFnp6/H6f6XTFj3tjiJQHuFLBsLKATY1Vv60i6aOG6NDJO7Q7fZ/wViBfatadhyH6Dj/5NsEmHt7G2DCjr6O3W4VlUmV8q8AS3Bf1PxLGO2junDlCblLLV82P8TvnrYs+bp1IMpoCUY8JPQg8gGBzYhRQyOlL0SDVhTPCOHPf8u8GMiSVGoWsDM3tvjexPZiJ9lp/uwOsENLz012Kp83dVD+mlg5tOLva5WUBYCKh43pohlBZko0ojuksJJIpF2Sx5cGvnVs5p7hUcmFU8SSjzPXYm7co1w+n1r7Kr1pQF3Ej0TM43pWtBbgBN18vERhryuoAc/R9WPGmHFQuzqQpANrGxuV0QIJqWmkaStT4TLwYwXTGpmAs8YtAIpLVgNv09ZkvYfb7AyXeFcQSLWetUF6fW3c89OsoeGiS65Fqi5DDUiNt8WbrxdlgmE00bitvVsFcUUVUvb7ehpSoKz4+gCBqoCdyNyso6bnfC5tpqsARvK+CsDHRPfn3KdESvpjI7Qz8j09QUhrjKefY8sc4g2ScfckbrUzGLFtVjqBt1j5ach5KL/QN8S/MANUu+5/2K0iUhagZ2S/93Cb/Jjt1CGzYFf0izHbiGGq7x/mBOVLsHJKZnR7exJQOPofBTNr6oxIFeAqgnXUFAnKWI0YfLqSFJvgtC8RMw2oMfRikBR7zZHzS0KAs50u8+MG4vy7UPfTk5ECAza57lT2Bs3ctWqsHXCg1pt4LgWWwVimG9VxO+ayLmcwGwZHc/Xk0TQ5hZO1pSz3MWWOdfeWZvFF3cDEw700nMh3fULrvLZ5kA9Nt2mGZ/ffAl9NATqDmH/oRQrZUCBCu8cykDPZqfAk7h/QN8Zu25ZQnEnU49k4UyPzjyyoQzcZLoAj8MhsrVZ3fqmKQitHoucRH7+aMD/ezaWs1qWSJChxhP/IHctmmgbSfAEJMXX5vNDiXmklJzRT3lNsH0jLFxfUGr/GcMCvmUQslTxuiq9mdph9yXD2cQ1OuZX7QFHq819DRdFW5t0Lm2kTYIxxaQfDChAj3gHXshBLH15hnNiaRVN3Hku+ZOfqAc4AtdSYgRJxucohxXPp+AqykrSEDHbkFmt2T3FgwsR7Z0vJW5tMNB+z01M9tXRq3XxRBHZK8pF5nvjryejMk8wPqCNe/2z2Fyt50t6drDzKw9R+Km+zyouXLKEcvYj2UIRktYeOJBA3Xk28uRsSp/p0v9djzxDNOejg8u1eeMnanhPVYqxOBHQCXKRZndTu+zy+He6okXWh7SgG7a8DYfWGn6W8wb8URS7jCBy4ETf+9hjCaGoy81cmXRLyVP4I8WcOh3zlIe3nPJHhobk7KSPPuBaggiRQfMPIsnUlQ7RiJWgnCAYSY4/EKmRgP17jQaeDFMOtd7GDdxDxO/oqGjFdUQKipK23h6chOomXVVSpOU82kQvh+94rM2sCqqaxD2qpUx/kOT19ty0UHXE3dzhIyiyXCl4VSmCmoKe0yNlULJTdPoF0kNZZG85X/8a7YPz8xgbOhtqywLrFkk89KSlpJr8xsc+s/ICYEoksnTNkgQzK8LPvnpAPoxYYMGGi14WXyplsmvllEHMNUYSjGfIjuKV5VyRT2zxQicZ5FpsDBjxmVz8mJAmnImKPyfcv/xpz6WdA7t9VqC8dpKoX98DPXF6i1vp45oBBfK4T2gwAFG3eZtphZd1WqHtYZ2cp8LNliggWEdRgntoU6hmon21m7IF7qCPbEleiY+YhY6sZN3RwokJw99GOkalarj1SpO0QJj02WQ6ppz10zqAWZ8RbTXbf28CCVmZM08rp5llyyQnyRUyAdOFDxcU0G6TSzQfN2kxjsrdt5DqH9XDPU0I7H6i36dXhDYjCaQYU2t+flJG1YLXl7N+0QEpABtGVUwyCR9aiI6f0fDe8OYExTfyQtfJVSMx0mh6QnuVo7u1osGy9ynU9dFR+NA5wJWs5wPBv6QELI8Tk3kXMVqIGcBT50SnTeRx226uJX55AiZysBUnHNpPFFEgNri4TrlWn6HhtZzrsT+6yIvKu9exoiXEPtaq+QFNS/+nBvbeS7xTVvYaIfCodz4ne24tsJzYfM8xwFNq0q0xVTYeM1j4W4T6WwlW1mrPaJ4Fn6iLiFnBjuZc8V8FpLlzKlfTrW3/CWw41s7dfupZVNd8TPGiDUK9Xh1OETaYjeHHTqO04qRl3VnY/wGej6tD4vGkXKHYDzufq/14bK+dWtRLh/gAbob2lv9MehwsTc2y13zqf0b6BUhkmsyuU8uTFtB+TMr+2cFAmT/TzT77nKCWjH1DhjqBPJnf5p4pcdT068wVZ2EaAaqcu4xc3o0grzWzgiz6VrAXTVEu42LA61J9i7RevRuTguNLI7ADV02smgOqGVj3EhGGAP6/AZFolrAyZj8Rd8Z94RAoHYOe+yqhjHaNbNLdlqVz4MMp+Dl1Ckf2dnMFhiCbHPzje6NG2Ldaofq28c/2QA6GQtiHytizXuB0DqMy0Q5ACG56UnDrxH7AtxPCEVGk9ruIgB+TdW9PhjN4CCg2ZPA1Cxx2z4ht2C8kO48USHqICnQFj2bMIQIe07TfSYc5WB3X//CYGgZcsyR5sEfwryPN+3gh2W7IVSCFlvYa9NK1DoCYHqzjGAV23AnFoWIJybNYKkcf4s8c32ihh+8ly142TCJ5Nd0h1OpMVUBNeKBgN6tmTxOIkRBN6KSh8C5lSkTouIr4JIbvg7xEcvSyTtR2PtVEHbWRVKOrq+4qZU+xU6e/4e0OBHXipj7lmc1q+x5FQljx2yQC32hpGxxOCBULYRR2v9vq/29TtNw3qEJGKuuhXpcv+6W1oP7KXsssah1/iJ6Ra3lckDCzYBQOqzZMpkg3dHzgVoqTioWDDIDFtVsv8QbvoDIifYAcUMUG4NSGyakgsyNtCGFx8UUyQpdJYsN/bK2y/Z5zkhrM349WE/MlzErTsvYEAW372+xlmzbEACLwtnbvVnjQcKoKgaDmT0fGjvtNDcWlU9KWsiuO97vc/3WlXraK4rPs21kWOhyDVA46xb0sNRk4lazRrwkYaMw6R3UW3oaKgNUvZ+JlAE/MtpZD99Tlw0dBKYCAcbBqbVRZ/SRSJGhyB1yIy+t7b5p3/ByvTb5pp9SNWKcUII/IkMfNurnRWn8SIrwG5V2d5Moy8sA2CkzCxfvgareSZVCY0N8n1E3DwKaRxrkEM6LbH224Vehwu3bb/dsx1/Fop6BGpc2/j5pyScv0P21LMdy3bUPvfwcqddf8kvkhU8s+Zj+krDC3hAijALJQ6yJOnDw7mkwGfFwZ64osOg/h44clvExq51u1sMdzW1zwyO3BFCGc1PhSjbt3fKFGcgz3bMbs4+acpT2CDHjO4vetjm3Y5Evz1DCbV75DRZ5zA+R+uj8N8tcVv3jj0mWU8X0RpHXdhWgYf4ZE7DSdFY3xLIaHD7x/vV4h+heLnUhQB1aYsUAVna3F7eSDryotV1P6yLfe3jdNPaW4sx0Xh57tNm7BuBR43+4RNYiBJH8JX22yBlUTMGJT2wzuHgYLbTTc1eQKAtmkv2dMhOff6FBxw7n6SBUrzSEv/U4qP78wNMqxRJ1GZwIRq8k4LlUJqfMvnuhdDNQn9dimv2TEP2SptS2CBGcxiIY3nVTjeATjK9AOhp4P5giFseGKqGlgVsgFmdghL/oWe9pE0HMTek9vkJrptAvqLomm8y+UmfLaxWNeNzWWLNnsj3RNuZZOBEAN4YIN34BHjZ9gnbwCqroHVC07RlMeNQPc62mA3knA+dXCRLz7ZGim+nFadKSO/4MgrWsz0iDd6GVT2s9ID2AtXBVMFDRqncXG3hHhyUfBLPDjOL2cZbFnbsBSsMVaJOwL3AWF/hAkR9Z5O7FYj5dNy/5+9BN/1scaJS8+5skDVzusbqqscUTcxJ2ZBzPbx0C741pq3k8LHSEQgqz987klkcpn3uAQqEoc452CZAOS72DpUeVnSc9MnwdisXLCfAouR/mN8UYeddOEeg/RfZJX3BPI+GpYAgsH/YFKwFfw//mEKxu+FNcCu0wqRCJa6VLbijn/3SjCzyEk0OO30YLzB5IgWVRQ+fxhkRgYUfprTUq9EUvP72gjsiuUbY5b/nG9o2IKq1EHDLEVy4ZOQnH6CyCUHw83Y6Q9DKEmz5YDE9Ae0N6BN0K6VeI9m6h7O8dgtADp00dYcSBZ9toHV1isAFDwVF8InvtjWFfJmNQounbw/EdC2YiUrYqH4bvzKVYuZaTPntffAsuStr9J3Rc/90xEMBgobLzL7ZnEHiBZuOWlhTA+THNkN2tLnDicM0e0AOrtedJkZfZgAh8Yx7rfkU2fGW8nSEbmFfMUowkGjGQuw5TcZ9xAY8ZEaWG/e+XCD0IJ/6QyTJLe8xyA6B0oKgFaaZ0jnzisCRElMVDASKVxtkbgiiCdlijj0HgSjR8Iu8H1e1BUmR/MLPZObe68S4EGCuzfIFpNfZYlDdHRX95Nh0dbLoz8Z/U8cNC2u6mTjGy4j0NPefoP7L/q1L4KOsugDSRTTTEWuo0G/fEdDtFnfJK5VTlqopYYe66SWJdcyPZPv1tZDK1Dm1c4yEtkt7wsH7ToIu3Gyfs7G1UVBgvCCHb4XQKCpqb/8e79H2RLfx7/bcScCNVSq6mIjXombFfVnnC0omTWL312ijXPaqew4Ba0p9kmqrCuAHmqP+din5oNhEQ6Z8yJR2TfZ3rw68XbMwYXMMcsbpOsR1OGEbuGaY+8giKTpsI6HI0SnIxtu9GJ4WUwnezHTC4w9LEtpFF2gTwmJRHYtVHV9Z5vuHk2GZvqIDSIlSQLDb5X7abvTqE4nh1ABQRpqTLL/6+BsAj5CunRcCUr27u8n9ozY0ElF5YqmY8J8aV0YERHuOErS/Mhv2N2g2dI48rfKCwvMkCh5zOKfFFo9slCMF0xLZzsksJuRCbil0+XqrZXjU+Ir3sKRtj/gxhC+/m1lVcfiEEWh/Ez4sTIn5PBshkSc2gXsovBLSz204JIFlsmR/dKIkXhq59HXayPbSj/guxPfFXqltPAD6JeefVZqvxqNSpH/sOYhkvK7sPgg2glIazQgUo/pfhXK0S4KICHDcFLOQmaNZ1NoeT0G8VzRwzvLyKmyZm11RnUnQR5mmiVVNPjDFhggNiWYp79C670ox3jmZVfJ4RBQYOZaPL8EhE4Yx78bA/QH7DnHHkEpZsXqqDki+t2apqgHQ8m9ae5dXIxO/aWDxtoJ5ErMcQf/7Q6nDUz2FOnOKDBjD5Vt+uXZ+0EmLzmpI11PVDPmHjJWIbRfR85ghfEJpRxEKaWp50+vOWPuQG0q9ald1SEwXuzSxA2u+n9UYhjSzCyDpTGMvTPSK75BQgW0Qvcph+ZItpmr119scAU/Kth2FSea6/7MM+sqzF3va9v8+ZBk4zzmX6Ps7QwCKMBXsv+FximYvMWz4ALj2h23CtY0hU2PppTtf3GZfYT5NDgP3Ju/4xZYzCoNDGSCbbS9VNiOXXsKXO0YJpW3MMkj0702GlB9yAVLf3H8CGYdLI2XciSXYkzhHiV1E2M93JgjX4HzUVotqMEskbTasch7QjC4pyMiIfLrwPp+AR25NMPc40hEwKNkvPffySmVLSvd5K+LALys0xsp9k5D13o60xwPgF9hoJ4hB98Rv6S7AvqCIj3qccOiUBToe5AplLIh/hsenOLa8vcr7kZSHl6Le9+DJwUsxl58O/muYCtWZ7Fb1JR1ACNDDOqS0QSjlAD7t/j6DP6JADXEOfYEaKL3rjuA++QrmlEWL1OUe4FsRjGrxi1qUIWPUYZ0rYWq7SHg7+lA2gVs9085ugyPouxS2HYc+aiIya4JNYz+Rlu0xugM9ujvJnp9lnyQ6gKsSM/dtLJtPef942djwAtoGqchIpXvn59ElZvHA5e33gC3bLPZ59perjuL9mI0+ce+T+bTv4kCe2DbDEnfN78nGvIDABjlvRs7tk1M1rDXw6MnAnztku8LOt9bC0loFyuVxDzfReKamEkCM++UlQh6acAK4F5MQvjUcsnruGDJDk6iNPYBtYF/mB/RILddzvHI6tqytl9SglqGZd/AnWr2FGxZM0OQhXyZL9TuNX6G1hbkAeQNmG/p8QFT4nJo7YqsSxtPXplbr3Ua5zWEyBgIkrgrAu44Q/zD+gLy+p060HuTcrGSIz6efewfeCOSwHosNbT6RJBBpxngjNowSnDQ5FOtvNtsGNv7EfgvTpEtas3SFILfD+Cr7eGO1nA2ygKk38S2+Wf5K+Qju8bRgPtxH7HV3avY9Xu1LfVE/7UVnBSo99z4/d3si+0aQk5sP5iHxL+Lum2Hs3NHyNL73xdmLxXJGNg7a4HbYyaM+jEEyO/F2veZYnelpt5SGiCNA2qTWnFzgH+b+kU2aFDSXtWzk0Lu+SErDgsat8Gyjo3Qu+d+82ED2CuApmK0cHYIYQWpAbwAHLrHeMJQJged6mzjm6PLMPtYmuw53JBeTggRVieFM5a/yTrLLvZGX5hK1MktFF7MTXhOYmNBOu7JYq5YptHAxUFTowrXi8/aRbXzzMZNsPXxhGr16NEfPb60+ViobAB8XyAZhIUOIa4irgB4bCyf8RwmKSy/C2/UP+KyYhiDgUVQZLyL6oN3ZGEAtHLA0xDelWGqlj8bkzACOlG3exjCsi7AH22LATVJ85h7MLRnbiAMR24qIJARvFohq2nNhb764qcKA5eKWA2bb8QO7dMxey5a2VdCL1VLz8YfSewEp7PvShOLQBqtuiT/o3y7rzMrI80qmTNCNloWxjhdipHcUPQkyPK/SP1WIu4/IOqJOVbhGUgZ7yTN31/xracXwSthOjZOy94kiRxg4dP0EH5Lnq98Po8G+yU1C/BKYujzHFt2yaOqlw7hWRVQ8jaU0gALcCJ34oy7dlohHX1+n8UEU/zLr10M8GW3kB0l04xfNDsUqgAgFAhTy6Xkd7P3LVmGCJ7vnECS78LSk6+zICQ3FFgJ/9lXO4off/S2OiyhHizGdj+gogN0rPT5jbRGNndqwkdT9Z5Fx8dNQ8GKp65wNBcP/yJvY0BHKP2xvKNCygDDtS9R2dtiwdzioe5d9gO4mLe/cc70U0RFGB/IRFxli2e+Gg7lgDcOIVXwRneY1r8IyvC8PMKi/49qvhTsFabnyZemudX6sxinc2OsZxZzwQabSqIACEzyo5LjxC36OQqcfdfLpWBYqqhl8X6Ck0zUmFBT0vM6tYgkvafVMzjwEn7R0NYZzOHtqpEJKhMrOub/CQiq4+EtnrrHeYDsMhG3FHuaDURQZKTasGmr24THsRVWMpFeTEfZw+ok6MryERiYY3ACsuyZL9hc9apDXp6eNkkvXYLAO7APQ1YGslv0SpJM9Nvk07d56rzglL5s8RgeiJWbxrcG9uyvE/cBHwxXw0rt2NxWbalMXSyY4FYGhJsYWx3p21UW2W9gRRUcbXLw1KMpzbhmmy4R5lzxPFeg14yAEke1nJT0vsponDIZAXvCSAuMawgHRRQzRMgcTc7yOe0c5O7P88PYRBAborsb6hB20OcDXV97QgvzMdpTAyLOVRiSHNtbQCymxMcQSILl3x5kWzZzXPmewkiAS2jFL7+usA+ZGdJl3z8OkNgCgy/6r1u1D2MlmZtLMTqAnWjaqlf+XiVtgY4CA6RtnT8QJsUjSru4URqovn9apeXUIT53igEW9wQhHRv5krfIu1TiSuaEZ2lax0QEdFLOJ1E1hO4ybyf3g/oDrFeOaaWoxxXgFVxOspncgH5x6SF8CW/P9LOMzP7q95m1ljc0lZ32YyGOkFxxOVnRdE0hMiVVsGzaAvaXW5wsaJpW3WhtVXY6m+lQ3DObptq3D2l2IMoUMx2MtYCFOv6xQV3MDLNlW1ea03Yb5EUlOYIFXm3niRMF4ar4FC/5/rLRryyQaDl2miNb/Dkp0RrVGBzRwEuzD5TDtrDLQyt0UEGOAe14f3G6yFM4RC/9S8aeApGq6fO12EDlu6J0HsPEuO/cN0wZFlaCk3tHhu0RvvpAjcTswmE1j+ZGk3q59L6hkPl5AGSvIyjnc6FEuwDGH6mdlmzb39YClzQ43XZOJwFB3MvnsEiIaI8lj1iy+UqA6QPsHKFK1z+6ZZwr2FdnrXuQCcd6TuXxmsQvBJu6aTQQLYYXfUqxYz21JWDLROoO0M+/Tk+5FgOzbRjQxpamM+3VAcY+C7l7MATrQLiyDeOl3rgx9WFRLvcR7+vFSlG+Fj8tt1z/zQWKZpeomnukqjLGuspLaTKvMbeaL0SOJDqCe+sL3IjVsj39uTTcpCoeIEjft9meBrRRzqFqgpzBCqGXcmTOcGRxtuxxV+tOiU3U5kqdqL+Fse7XSVhF5JFxJm6xJYzFDXYY1MaE3DfIh/3gUsHudQzhxmfZAWt5nBH6OQMLqKhRFUGSogUEZT9hHAo8hszE4qVhaDKRQiv0XsLFuM4fh8V7yl0kpKR6lWqILzhtO25lNryktW+xMfY/1Ae76vjNL2C822fqL6/XKr31LB1mnqTNFTd/A5MUMQudXXu9TZF5T1Z/Rr+FZSQvtNPElpT+QtFfIaVZ3DuBGsuciPgPDvQzazGOG9WJeEBu9fiZQpbOqiZr3L+2YDCZG9ZfoEzpvTlgHVLCyeb0BXWTeWZxC/+9Pi59KD31zeLTnHq+pm4yFIrSM4RpLdzsUCryD50fdQAsmUVjHZ37gTcJfAXUbX5UrNlb3G48t0en6XAk+KYcnR+h7Ra29gr4zLN5lgywEj87XaJfzpKsurRW0Cd1A2s6v9Lp8E+Yo20acrgSd5haaUQ3tSQJAyOzqieV7G1TnpEnS+EoxpIOw2dCNv0kWYqBiJaP0ZKjkO6GWadb695uwCoWWQPCdGqF/UXtKpAvebIdSUrmu5moa4bcJHECpSacUHEv7gyHO3zWQNNWIhPsv5HFnEDz4AuBKV3Ec03y1I4tB874IY8argMgGZVDhGwW7bUPL3BRq4sKEKPSTpxXIRfe3ASmeXUjacQS5+6AMV+qNrLdjnO2ksJtROt8VWWS9r29hoXOFvxtbTh/Cq3+J0Nu5+Z3dp6GVIw4EbNdkG8Rq4B1Sr09Q/Rs9Xnfv44sXTT4sKbdY4i4gW6avPaMULJPuXar2MlXcV6poTccveZjJ4sLGAIzm8Y6RYWynOh5sfmEL1bMX8yRKy0q0joGYP04THbyltAAIFwvfchz0fe5EjmRVKWY4OEuNhWIZNdgtghB1LJ1+gLJT103dnJUoqK99+HglVBUnmjPSbb4+mIj3810zU3yGWVqOu4vz3UkV56U6vpjX9EWrSzb6OXDL57e1nRLXvuHSIlhbd6U88MrPUO0Nt3NnGk4GceruiQzUB9pBqQeRM/rxIhzeWjWPXQuEbY9XjB0fv41DRJ0MYfa81tWKfpAUYazZRuCUbJkjMWkRJXLXJwHPqkZVYiqK04LOo4aJaj4ED5SbYI7zzMmiBLcvoXgBUQn/lKxLSxRGKETmj8q+JskOny1WiMem8UNhsjijoSPudYSRMDDuIx7WMkBCXFuV4xrAqnQgewOoQM6L7Hy5DCyk9A9aBhQhFS5uiUVD19UHjsGUT8X45TqmyCwfcxFWAW7xcAq9ldFgYK8amPeDKTAynCYjPGjJlEY1jgqoslmco3C2cF7cgjiOxaQt+/EotNatAcXOSKV1EG2LRkjWLorASaek02w4KMcA3ZbWPyZ/iby71kh7wSDG7Df935jirL/bA5J9onYQBkSZKaCSVfeBAHSNhaLsEQrYyCL54D74N6IxITT64eL5GLrUo86P99QYp0i19xJJkdBfDMYRXGlLoZrj6hIiRWgNxJiHVrL+CUWujXXXeBF13HD8WVChUrTIK3OS3DdsWhkOefRkpQNEoUnqxSuRgqBANFz2ZpO2bXLB50tgFyQseOfrNk4DsfGCJ/xrfUhPfZelk5dlOv/J1KuNyecYCvTjls8glfB9FF9qfDvlzF+sN4JZF1BgaAsnDTSNLu3/FwU0Vsih3gv0iyljdsiWb3TTsY3nl36LegVjU8hKtscnj+xnOSEFE9KDtUnZTrFHB6lHHhuVVS3xyKBp1TSDRaDlewiB8OtmqQZ0Y97UNTj4WkQ0cx07+++j+hzjpDFwoG/AnKtMpm0ilXRNqC6SV2Y94ajQ7uiL0fqJ+ajve8LTevuealyxDwyBksnWsXSPPIbDKsG2SNLs27UEMvtp7Bk9/cXZSNN9gfcUhqwdU8pZMwSoUN6uObMk0Hby8nGFxksC8U9dx3QoT6cDfGe4m3HE6SwN0nRduEn5CgV3FK5nFcf2q+li8EC0MqJ4JvaeNiPAmKqjL6MGBXcuLU+h0zVJR84IyZE0m5peh7qoWHmMkrNXWB9jzN2nKcn1fabQpWWrD8u0Pn77UzObWQjopw7tHL1KLZidDjQtyKHpXLhpZGrKJzCiu78xgR3Dg2jN3P+up8Y1elfUu7XNEnszxqVftT5DhOciyQ7LBJM+CR1xV//nrHy5Kjiyv1TozHbYWpP1WpH12nQLe1ALJ+goGoMcBnviWlAup8d3I6r8fAtXlXalcV1jGu06Hj5dZ8dDu/Llpxty41yX26fTi2exDC6IZ5oIQTFDk8e/NsDwXN0U1B1HqZU3eBSLua5fryFospC6EQviCO569Yq8LqxtHgAaySmR7syofefxwRkPwNM21rdzoYq5wdlJJcczSq9KoQI588tT8KNWJJGyKclqEyo2FzG1zd0vlkCGPBdvTRlvb8lCCS5qxgU1NomTMk+mN9oGc5N57/BiKC8i/0zNC+GKiuXKjeatp+x1f+U1cas79gVGgC/+eCB+Q4ToxMyM8XxeaOWrg2a5Kb7lvRmz/1s9A2W87IRorKcPpQyLxvklDWo7eM65LphYCUF0rMH/iXjG6fxnmqRUSPFRs3fwmRZ2WV5GDqYnAODyRzl1DOLek3P9pYBSA81tHKWr0xTCj73QFI7Rl7ZBKrKvOD1MgOn5OfNjX7b4uN5bKNjCaAazPkLwWkO+WXmZsoyMVZt2rT7ii7eaOEkazwBSi8ygSy7ui3lJrDIJIXcJexb32vYr/HxYH84Ix6Gp8WjnUy6K1JtsKZgslU8S1e3afRU/FrZMO+zqSzw4fFGk7CDl8CuHQhePvA/llbzZmQSNK3Z3Vpql/pW1bMAnktKMgWIHiB9Y5XBWmapWDhy3F6YzpzB6fZxkTjJNuSGsMC8ef3xISP927b9ICk85X8n8tVaeG5MWHCxcjZpt2tLo3pzYu+i6UniiAbXu36fCFZ+1hJ/ZDQZu5GuSlTrCaIE7y6CprRwy4fQDGL4dsI7AAsuIRzqCZVZv6IZdfOUEoyCf8GblaKBg6gMJe2Xgb5wpSRsXyGunAG3I9HODqRXdyTq4FLObYAmooEW55chBbV/o802NSU5PMnZLvTGF8Dy/eUgVKEnripLjYIcentSGnXRUicnKKnDJULYQbg/S90aaLXBRTQ1vkyxlFkja5rj5A0gAK40bgLsmXMfoB9c8rmUMbx2qARH7ZdIxL4V90dRxneKgEqPYoS8zGM34Cj7C8sglEL8hLIngQpIj2Ph/+ifyB3yJKRkjqCVyMcKUgERHlwdmSmTCVqFeeukkN7Uuo0PlcLfZ7OOi4A62Uhu5bZspk3UGWH2LZRFmiVZ1LyaPg76PWBLTUOStOpMsFCnUahZ8oZy0e3IyZk0PUmavdQz8YZjz3Xi4R/x+KGio9TVI85sSsNo75M1YcVFrMExV0K+ThgmRsmgXYpOLounA/NCSofqHbF//877BY1RBreRoNmNZArNup03LGVkSy7UGD+tfBjj+3ox+v8G/NmuIRV2pSUNQt6+U5kCNRJ5GyQGcK6kMxTNApHDUbYj1UX4XyVG5Je5XgldrNqXGmPj/ba8Az+N0D1otE6VyPZPP1JOU4kZ23H48mCRZiIfECz3XapS5ncCasb8yaPyePznNXDKWUNRahMa772b3y6Np4esM6BCwFVHNFGT/rSxvWqb7ja3E2MecizkISU2fnIyz03MxhCmOOTKv0VVAEgkGhS1+S9XKa2kMBltbK4wAnn29FE5lAqEjLqP6dc0izMX/ymwic3VzVaVMThtGpz71vZDIgg4OoFOZE/8CUGIGBzaRaZTzXzbE9npJTjaeSmQPVBq6UJHfOfI9u6ek9ko3eElD9VFkc+EjcHhmjrZNXn91PnaIGaqzYG9P4udo7ii1IM8ObZMfuyoqFmlTLtwdRwczJlc8nvbzBlGRx4srOADvGDr9Y+7P9Qjb/lUTJ3zWns1S/7zTMQoV3XVj3aae6EwCZoKDG9mcg0pQtdEMoYDxDAXk0H6HQEcA9mupHdCdZO4LCSAqx9KJeQfgjW9HoqN5o32602JnvtqGdHkp36hnhUsziYEyyUyAsDwrUq8wtDwi9KEDgAaxEdagwWefuhKdJo8BVXO+Bj0VCQ0z02HERqbL4NdAgTh1OW2IJAxKPHf+yZwD9NLq9nSIDCKFJEL+vFZwqYdFOUyozgXsFvG5wBsnsvKDGVwGjq2rdQrQ3bReGSGHKlzHjbrEquhiBIBzlgVI2Rt1VJnbNb7nP9Y33iYK3YjPdRpR4cHRY/7qj8TatHRjXTaIa0mZPwMx3J2nNAWz0R+8IgtsieyAZJWTJYgtTEyS76InDJNlZyJNXpJ50RZoLaXJNjcWiLCCB46+5D5/+S918ooZorgnowKMsyLVU/KiYYmRSZ2nGoTOouMkwfJyXN+ZF8VtfMCr28/8FzcqMsv3lEqJ4P7sa6QQhOBw4xuHdxA2inBtRy8YBA3BFyNvpCXyS3KRnI1ACOAsWgvsjPkbHJe+KifjNqCF5RMpvhzAjX3gK5VSxDyjeoo+tk87PjoIF341uKUjm+/rq+z+yhplLNC5tyiTTm6JWTX7+aptZoxdIK0XV4Jd59FcrjEY3Emc4WBZ06eaXUgXsTGpiAkXEkVGySuv0f79A8YgGhIE/k4oD53d0xkIldPk+dD7CZzDcqpovQq4W4BFeNDiWoPu1OHZSsGtZPGp7TqeOve7sE3K3yTY5AW8HyR6xKnDPyMqJl/UfvvocrY0y53UNp3M56K7v34UDkwywEKschCX0i2MSilrFW2i4LfqMtqxuudePxJvLSg5QDKslqGF1ikENbatV6nXz7Nm+blNXwYXl55Ihs6w1+IAw3TEw3lo04yf8/+pVD72rpmpIrvpyNhrpgrMmqjUGAtjZAywAcRaFy1wdu/XfposGWMQu3jZpfBGBzFwn1wTe7qNA25c8e/N7q5Eo5r1Yn9WT9HGMCVhsdmcLEAPmOae4pCY5V1f5ROYH+kP+9um6W4DnVPSWZzt5MyqlDuXNgZJU7QYGy2PcCJfc0SrwXtB7z/XuDBsofBFLCacprmQBj2jVxRw+uyECw0gVw7HpnKpdSPIwPvJk06IPBEVXzt2r/DKufq+MwvaZ6VgvTaO3jsoyKeOD7VFyGqVe7+Q0A79EdR8rFGULqbPOGE67qbSDccR2kcQEH19Dv7x3t+Kn1WoTHv4dEIqQQjGbIaGgEHFyDN/AtSw5Is6Z/3vgHFmTdEBE5JRga7l+1Lh4OkWLaCkt/8CCtHOOsqX0g2/WwzuFSg3O9ZwwRiswQky8IPSXhI+K3SFJOxeVcsdi5XDYtHsJdG4jCfGCYRpuFf6nM5d7MwoC9FajK0DznZcapw50QrQgYtxaN96GKXcKIti0lJgD7//8d6+J+WcujBZE4Nf5RmNylOLJvyzwy1AncUnNOqaEzKAZZnqGVVhfjsJS2GvPoyO2CJmrqLCVKYY9GnYAWKLooPZpzrrfDbPhao09mhCKWO5yHZbwqK2zXC2mcDWM3IlBKBZo5jEbUXpCzHi/Py5aZrIEiTeyPvlX45iBEYt7VEDgc9W92KTOUPX4O9JBSkIU0T/KmO/2zUUQ063HKcnrSADSZMLkZ0SQOEQEsUY6P8f/IOMkVRfkczgzj9VabJCBnH8W97cIj+qONpHLAK2nA5Z/YOUcTl0oInpBSiuCn1XPtndNF/n1GhxbVJ2G46H8BpI5vHtUKm0swVzoJ5QrLCp8fDadvNUtxk+rJRhJxS6+KsiWvssulVQ5TwA4TIxDU+csp0g+8hV+qpEbgpxSN/meYqP5FK397ovHXS4cE3DlXTcdcGGtS7+vDteuwzlaXwnhbdCVeT4NddRuXFUnPTfQLWTjgfAb0wsCrKIUi2VmjefioRbD26ztlSYsiQSm4GSLD9xKDJw15K59bAncCOb0qt9v0DDlVVimUHsk/jVwEuYI6t1+71oQzy8++ttLkd7RpuOoH1+J2UFyCBByZ0dmo2HdpKgMR29adltuoy7+4LTC+NTeLviI/NSgA7oKVlT1wjAvMHzqPKpj0cR04nvpVizfWJv25293XvGeZl7UD87C4WjP83y1CU83T+qzSTaZG3oj+jz0gfxKv43YJPYJdJLTJUn0ZABYT7aWfvUSuJgESsLLNs4fLuBVVLRFt5HTb6alrnUcEmRZDNPoHc1o+JH9jQG30PgUr47yZrZy+d2rMG2OKpxD5SRCnzZ74wIJ8RukxR3gwYlZ9H3EgB1Blbl79WPKQlRuZfhND4pGtcNPDlFL4zbV5BkQyFGPTLmazR9W65w580c7bKA5ShwhETUrrI4qBAHS3T5ZEjdd4BjNPqhIN3QIT0sfMwYp4HABERnMC9IbaHfUKr+7bhMyQlBgv1RtJnHvhuzJkxr9KCHsqeo14SZw4QHH4EEyEZxTqwdwOwAL/M99yEqobsT2NPYMB+vRqJdTjENwFfsDvhZWwvx570bOWPVFvCVVwATGxWmFWL4Gc9ewUoMonr/XBWefPvzatyUlNkzWdQCyhatL2tKKKhmriI5tcttzu0xtVB0hcNurzHDoyuqqfZQtFAKmhqmNLlHoUvUacmNcI4/dSnehNMUKTuqPFZzDt3OKi7X+C4CZxxt8k+9b17f//v7gOKoaCgqsDvlkVkJJTAsO1t4gadaZI0DMkp0ag88FL2ilrXPit9GcZYkYA3pZDlMGjmnh77VXlSJZaON9i8TLCt/qE2vd8ftEhaZ3CztsKMqwzHbF1J6VK3m4ylmzp0++iBnYhvU4MJxlbUJ0DmT4gUEAoyuDxRDWXOWkeg2ADHNQBAgJSKiWSe2pFhkJUdcvy/GoNqKl+BaRvW9ZEynv2pbrHquFNv4FKuI/mtAS2AFwdkv9wrcY2DVwfmpthxsAgAdWCdrrdHC0TqatV7u2JE7be+MHI5pBAP3VoVVWjQGW/0nmQh9H/HpeDdAkLdThZhelHJAO8zH0HVpmePO/iRvAptwBRJjG0FvtPdfln1fSy+8bvp1eeSF1HSkJfXncsqXNxTOWErZ8Eynm40iA1JpUrvXUziZUeuMtZwiLWPzfryTsElnXXRHkEpcb5/IFVGqf6TFJecwHt5vqXNwHad6lYzdjAscs2x7MlKYqlnruBKCxLhosw58Y7/xD0GgsLR8FdNqKtYWwKPabhqwY1v44egFRmjAtwAajdaptxJNREkCiERYgEH4lFi0b9b4zNJo5sl3Y+jXKe7FclNY4peNW8ODaKK1GlG+5sPQxb9/gQGyKYMOFZIvCLPyo7jrE+EEBu8VE6lG/1J9EXPMJ7vY3PgS4phhLVbdG0/cqoh9e3KszKTvRM0BUkt6z/2DjIX7uyjtND+BMAL+8wGB+oeb4worlRG639c3BAGtma5yPuaUMSmWW21TPD0htJZllIZVONZbMwvp2cHKQbjS4q6iCa09xt2RXaM0eknTWYH4KKMOAIHv3gat+Z+PVVWud9LWC2z+l6o6DeMM9/85H3WdxWfnmStgDCW+xLWpNDexdH6FuI2+piJmDeRI3ZhYUPfx6PGFtF6gxaU4USHqw5BJFl+x+kclcmiCEI0N0EuycYta+9YzOVC2PX1PtRdYCk/drzOLVicEcqXmMMirV1MyFCYYhu4mVabGpzeY4RPW02Qu7NeSPgaIWy4HC50gkWEBvW08k3zPUTbSKh5ijEVojmHxSi7fNp4VJFoFBUTr1wZjJeUrBhqQAPCHrna5MMS9ZamKYl3Q6qE9YhNUofMU9tbofIzaQlGZ0HXax0pHiDhnfydD37W2DIG8jtO7hK+GQ5HOF+izGsL5HySNLg+kuNwTIdFMiilFJJvVyn2r2RsNMa25fINcZlJiVQCiqk6wpJG9uK7MVhPPEMadDUnoNfkeEtJr1NPrnSTkWzL9md8HE+3CZZP0uRxWYatAeJzwLZeKHCVQqCpx++dKNLQRc/UOWjkk9nhbK9Y5vr5YhhPYPkXQih2Au+pPxJayoMhtUcMtydFCOecUem5nDD2ok+81Cm4I4Nrdn2OH+27YicsI0MNTpPvsu48R6sALPqFKip4UBTNOMXD8mUp1A+QW5twePAk5ULMQui8tX2XYO6TnT4KCMISGkM0h0L7Sci/bsvES2x90L4NATMSQV3SUKa2Yb1EhrSYpyB/vIZJoKAbAtRawbzYOOKErKxBDuNu4+RU91i6fcLD6sYtCNaPAuN37wrbCPWZyESVSKx6B1NxZHRbWh21JhunjukAuF+7KpzBXEYMyuYmwXwmCARKh47DcM79XsRZKn8VFVnWbUUZDtSWbMWED4dExx1QZUEWWJ1aAMC8VWF96H8aWfwoBUbhvZOth4h9u2fWH+zE1OT1ZzUkTFIstghXLQcx+acomHPj7b/W68HdH9uOfnsgTD2uXHUnWUzqI6DfljFO3h3gVVu+DLzzble56r5kOPb+yrv/Z6DRpgnBkG6ucPjDdlDZtVIPqIj09tvCKfsDnNp7PtAX7sRmMxfLCzVUfq86p6UPsDxKbtnbcWRoO5nf8PS7q2pQYZzG2Vn9hWP84xl9BBiZz706+O7xC3y4D5zK51j3t7sSxAZUwudXebhf38qD19egade8pJUTnNVAgBxf3OmjcUgD1ndeoLr7wteNIOapSUSgnBfzX4P9tonz1ifBOdyVeJtpcMpAEaBxDKUVNcKQKGza91AexXli6ugG9Ta5ysQmXigNmFpPMzlaZxNHtDwjch1X4xRClpsHCNoyfT1D+1qOT1DPk8Lfb5Ix7tYqsFH0BxTKUAUWnT03Zva4Y6uqJQlUnEHR3oAr6yqJ1VqJgDB/ssYR9md5hRS1t1PMd+rxpyTNkEf7pdatkaMZn94uv5fMP8P05BCq/Tf5UkdqhhoTqg9Sy+bFo52lQzkDM+17oufDyVDOnugoovMllGROif4RxiXdKbUG8BcnRnqZ2/pmxrALQBU8y3VUuk8pOZ0EKDBm9PaFFBUitn0QyfIYxHSkEIzLPpBGSc7xWM4dkoqmLzHvuFmO0pvtqLvFtr6V3blrNahfEYjf1VqheCKU7y9u35d+Ln8zaY4HGNRp3BFnI5UWcXqMvcGRfBD5ckz1cWH+yJyh0p0PJqa2x16Ky74g+T654GkxBVjr9YIEXt1In6lBIKp5ooXSE5cM02I+/WvRDqRJuegCyPO8Ez9ajjgLrwf/+vnGNmdDR24KoGMguhsCUgWrbN5nMQYWrXeR/SdK5rqO0TEdP7bY4Lhkc/WlXv63gWEAGCm+Zf8JGXMBThWo7x0jVzNaxsjHhnFHxePzvvJqfLu36yp30op77qxV8r4h8DZZjeh37aIZ78+/l0TIbChDnUNoOkYmepIWNX+C5b+Yfv+KTUCnMmCb8Qhx+6R0UhAZFuq5vdlJJC5i4St1KT+Fsg/JeTs/sJc+mDt29a7imER1HBPjCpQyhAnzksYEInSszt/ZF1li+TLwUrgRh2oHBDfaFDoG2YnQZ7HJhiWhcf2nXttxKEMEOZD+XtTDfCKu0tYK5Es4zGQ1f2W8R5qnEIuwvppY+j4bTHuvmEQNX1KE1r4R8RIWmtxB4u846TP5qA9SQd+AYQOORRVOMn5LMJYFZ7yCcZWt4X0sMV+qmJXISOwua9AszLAePj3zh1zlQYpa1VLTYiay0psIPvbxH81R8P4AO4LLl2rSjrDp+d5+nBLQIKy1qWr7w2ESUGZsGXWy3IuVX2k3xZE8S4l1A+Znly4kiUFJAeKJgVglCjutYK1da1eOosXtrgtS/VbZq+M+/ocPB3W183IgejQoZJ3YcHq+xi3kV7TLWGA9oxAf5PfWaqwn7Cny3Fe1rNoVvd+N8TnIbDiNRkFkfX9z3fO6naHS5kI6z1yhsVZzlyg6kcuIbC4aa5N9WOA0NDwFXcbfmBVLWFHP10EOO7cie4m1nCE003R6Onf1fSEe2eX/6U+n+1XLDy6vgtOXcLCiNqW1XoTHv7Ae5hrp0ljtJ74h1ub8CRDxBLat8HzwTxLA+sCiqnK2zBJx+E5gDIb1VEInY1YajKHX79SL2Ej4qzDNttCFFL6F5kPvoJjjwiMV6KBfp781kAWmIAWGGwaFUHlfGl3jrWxGd5suEqYf2qKRvQ+L+/Gzp6dkhn9mM5mQXK6ct42/T8H7tCDR+Z2tC4BAQ7S/7HcCWdp6Dktv6x8RpltHM8qg2SZx2z33TTZb0EJdPCMXXJgo1fTs8Nwanswf2ukYgSPD0mUerUQqsZKohzb9rsUpje7ZQTFVgs0lFpyh9DuDGRjlVNzJCxDw+J0D3iFPdf5sIcvGprwKNs109jPPGPgAeNNDWmZjvhB01dtKPZA37CC6Khsm1hAtXFofmv9By+6YYMRLvzP7BZOWVw5DFnvt17xK/3CSMRYjO8EVePSmdkAL2qJl8+Y/vQdlL3FVpPg3DSCZYCZZk0bRIkyLnRjoA7wt5pMiesZ7xpweuAWY1LeQCB+hQWGfPhc33H0j8BtcisPF5GZpmfwTSOkOQ89SghHw//zfBR0nGxrc0fAa/cjCGxbR2lXKy6h5hqMkWAM0mWwttCLGtc2HJUbV1kxjKc3IWzO9sYR3Yd32weKOfd3aNSa4QtyuP47OIkOPEWbRnqe7yTBBxG50cvyT9EaezlUWavqJGn+WmIBIAGIkwupcrQ6D/j2WGUu9zi2ycJ/NEsYMWghIORuhxk1aBlvewGDpi8NPeYsy2E90KpqH8Z6nzFVjJSIb6Q8UL008D0EbV7UtzwRDeovBVuYu8M2wtJ/EmHUZRSCcks1yZf8uL4NNTsD5bGE+XLfyMSnusAuq51SEdnXsQgaXY1+W5QMT43w67UAfb02rlLeK6QMwpBV2m28s0BIILc/OstXRC6tYnpzDcXWfacLV5abbzWvrKvM9eKwpmDF3Amfz3TvEY+wygXQP+VlY2oB8WhldP2uvKcAHoPWGqcNOxawawpXIxslEKR9DM6q4VZ3rJmK3zY80T3ObHXRD5RAk4d9g2jwPfEyubNx4yyhjlcEXQc2E9hh0d2Utx4d6rNrhoAWM7NViZ3kVC4niArQOBEpFsioiHm5jWerRBqAJrHQwHOwgPOAB07abKxGHjBvgeqIq2LMoeUF6I+UkXmnuasmy+ulYOKTEb8mNAFmay+kzdTj1vGpEZTtILHI2UEG5l42uyBWWG1cfUYqPcEL3XOTxL47KBh5d7VptXsI+4upYNNRpZ+8BkHj15UkVD0TZhqEpYYZ/3On74WmxBM7PZO0695Tsjw5xpximJGcZWFrmBYnlBrxs5YvSOyapAXtTGBujR/jqOqRgxZ4nAPtrsdYkU+ScG9DaMW19JIx3DBeffxqfzlbHqeXAt7oBo09SyMAiix+bdsPinFWdJ6qgXwzXJGmBJyv4ju+Kgm1hZG43ULD9APyF/t7uA0ad3IMzj33NVxEov+ei49f7qwCbUi4fToQOg1YsWiymkJiXRHSEiMjC5UtpV7ZKJI9x3G+kSzhSjF06VxR8lSSjn4zU7112mdoHwntSzwsdwU6rQLWqbo7aHXQeNoq9mjF9e86QuBT9nSohyPnQ40Wf/Mtlx1Uafj0rVVojAscV4Cq5oMeCSJgQB2rz0SgdYGCbnDFH/P9DfxrKt6vXNZJFHD/5eACs0SGibiD3TLsLmdmymkdaY+UehPmEzNrD+IfsR4ffbWuhrosYDkvPTK99H3il6SvuJIrir9PYLSe5yasjuBan1zV1UhZjFoy7j6Y2dxMb+447AVo40NMmRFk79nrto1JlRGWghBP7K7+UbcKj0QzML5qSp6q6sf+vg9UZkeShxQuUqtc3o//CaGbYUV26aeX19l6I1CKjw+b2XlOHmWTe4LX40gkanQqrAPit/EbyMHbFCxL8dROasTHIKAaakm90Qt4TjLtr3Oodotr8YjzlzUouri7Aw/tA3dTOl5Ma90sw04c6fPKjpNET0hafM4pxcmmVv44KqmOeU9n1OMtguoBH4LYVsEI/mfE2RXtsE6YutFDRqB3C6MJloxud9dzmQ8Ib4D77wBTSAucM5oh6AcMgoI48h9x/rLpLbsLRpSkjZ/SddGSeMA32SnnO48H80TpjxFdXJ1x1q7wUqOviMQhWXvfty3jdomoZR7A16a6GEQSHnCKMfFyLCOgxRDLvUlZY/PGwg+0tUcZVgn9IZK5WPgLCOaRQVNoIaWj+3K5NS0M7c6HYWHkBRkFnDArvIWnSusnyjTMNtovj5Lp8lXfU0pPwvnM6emEhNYlmFqCsQZ/aDk+LlzxgGBWSSEK73x/ly/ydDg9BUTs5AhrpvwZfhLjlbrbrR5FoFhEJ5XTF63k0yFXBmgacKIb3U/LKLl4sVsvLd4+69eMN3ncbJoNvyP1s0D2dm4721WmCGEh5yFha3bXD5BAkdMwEiMyAK98VAw1wousTL91eagNbwTDe+UBP6Zoj91fLrkSpy8bz7SIKrIhlazyjNkbi6+4JZJBobkOkLu9oWGzdY7zvxUyXmCa3uDZuaCEMyP/2JgmKNWMVBPw8/kj+HBKlB9cuvkeJkRFt3hsBCHH/UPjrjlWRXuFCBehMeRSNsWtwgLpB0frl4KKflvBVwWZE6Ymb4y9rR0b5CZLqp4Q7JbROImequ0HjCv48/kbXBzmQb8OJhoRPBDvvPyGzSBqef8NW4jBUtmRIpfchnKYU9ZyoVIiXmacx/iATFA9j7P8F8F8b7dpT0eqtC1WMQu7vqhjOKo5ZX+THTwY6i6mKibxXWzYKs2mblu8RVFrA6Gdg0mn/awMlRrRPARCzSzU7aXEvd+6DffIAk2pNbZJXM2Wj0JsGLD4HiaN67xjw/2O9W46cCDv5qgYQpp0IlDRBVfHdLfTZSFMGi39YVDbRMFeUgqTnImQ1IZ6Y7AqN4NficHv02EUTTa/c97Lu1BbY+c0WTFXEJV1CPkj3gugmbRTe0bbbi2oxQXuK+LaxedfVD0KdRfFXQ4+lzU0saFFW7Sc5iUqQKDWFtGhlB+svR5NkfBlIZYWYROcQq9vsyCKnEbXY8D1vjAuV6R4zq0rRiu/dUPFwrhhgY3+0KMttzjnIc5a8JOaIpQRQSoU5BEGy7+qvtiAqRybsnfZ2bQHbAuENJJsYyeFOlpWUD74xFvEhfd0xpUg0W36yiDFKXFFob79DQ1LqeaNmz2VWW1PKJvXJ6+TsTKkXOxvQcrPBkaWbTwtVWOs5ntrPIMlzJwqbkUcGQsnsgYhxQp1CI+6W//f+pMiW81+sMTtUnijGKhO4hA6PMa4yFIuF5Bf3+W+A66xVMGipWuP/X0lMqKmuN7rjIpefl16jZB1gtCIkUxHth9dyLHwkox1y8FX8QzMZSS3PV2+vT2a2JOpYc5OfHAEkjJBTA0cA1sFvsxkWMSX5EzjEq6Z2o+u4DJJ5H47khatFSsCcmNGW/FmXJuPBczzh5pTXGKYpJVaKryBwyGWVdTSXJrePpKGdJzO63ZyJ6IvcyJzoXLzzzap/Aq5XSIyZYUUZ8Bl1rR//8zxO1CnspYey6kiCK4YbIyjcyGc4t/z/OApc1eo5H/00QQASBQk9KeWQGfZgogNm/HyvuRTz+rOrWHmrL5v45KSkOOpD0JFgvqPbivaiaPLWScRa8Shs2MPY5SSR4LsRWJh4JeFvDLWfkrFtXia5BwrZgORkoYWZ2r2N0RyUwtmAGgTfYqQgBQ9LP7Cle+j0PdDz8XWMd9LtuEeTtKkZvCXbB0GIoJXH7foPfM21KBjVVHQ7jORIu9JfOgBSJ9uQXMe3oHfuK65Bj1N8AeyEr4Hqe443yAmnl/9dNHkSuUiBoKBDAyBT8cD8lc+2HIsP/nSDg1/Rs7oJa8Lz/RMOn9joPYzLEwgh2ZitDn3f0S2IFc7GEMVOX0WvqT3p3whY9XuWc/d/irv9PEgVwbwv8eThzW9LcWbKRq4ipQXEWQKZKZFrfjAd8zdcytiNC25x/TsRLvhgnZakk/jwkjngCB2QRH6pTW3XS7KZT1SJYCjw67i/u8ZY6HJ9GiW7BiCfm96xB9fHWJHpPzs4sbdTiZ5qaquxNjdco0FxuRFmiexQEiwhfWPSHdSMeFI114oagChklNlEq4uZqO1x0rjpGixFtp8jDDg1x2lTVII0yallrtmkYAG6U18Aa6z2kgxANQLR3iMEuh7Ql6Xjl+wvoxHdIhNCfVUfzVt/mkOIKlGSW4idtbMEIxyCDqoHw5bYJT0guz2og+3AXKCXcylTrqL6dRHr32xH09swH/J+uVlrVr8tf/N38/GUUt7blZxoknDHf+qsvd82oqYab40zfxLICT5yWwLgflRZ3Fl8RpX6cULFZVo4HD9XmeExft+DsBY/fIzbyNz/4glZXNTVH7TttDmv+Hba3sRLzE72WdBQ4FS0ezsZOZ3gTitbw91xC7aYvXUUPslAJnRROQx1Vb42HlWSW6Cbg8Zq5CxzkTc4mSq0htIzV/DG+zdsyf+1Fa2iJirNNqIWz3DAG05Tl2znXPLxseiAJurv+m7QJKxQuXI5F5UjuHuHehAZnp0FdPwJl5UgXoFWD0hQjRBcgTHh9pLXDh7CYSEtmu6hjOifw7lkEeTMT9ansi9XL7K3UiHNgV8ZDitJGLkj9OpLBlLmEfdpJllZIca60Z5lc33NgF2NNwG/Uql3KD+r2sz6nXIy/N7lfyT8ppXDLNRTLxI9Zn56D7giZgJBDanGz00PlgmdE59JL5vziD6pBwuMMrbcK+sR2c0uuYrn9FgiQ8JeNEJf9/oGmIF2q9q0A8znwctYAEXd+o4DeOV2RDnIsf+q9eqQ9j11yWm++dBjpgPevw/QGuwvkNFyjb0QOwlE7bZnL4QxFI+aVHulOCtvyCB/jrjd6+FmKsaAMKqAn9LzIN4TopQBFi3kIh76JXrhNgdO0jICDkGCCDZZFBiybk2uaWgGpMYDUQocTqprarEpzA8hMC+masUz2uARL8Qu1zIVZ8x5fPJkY579GJpH0Tbg7syNzH7VdqaqH7kDn6FbmB26+ptKqwF9tneS1th2ycGGbD3OR3Un2cQt+eOCNWttRTs54XCuoQlkgv2ghbyRZ5ljXe1m05VpT1lIWH+N+0CC7QyYAyl10qbkC4VRMyXt4pFC+nmF8OFUnh6C77nItZ0PYYYhT0CjHxbfbInQwOyWn/mN9kyYsepy7vsALSOVPD2uqripCLS9qflHNHjb9FUM4yWiTOGH5BFsS+LRxMF2ZRVmYSXbdt2x+GsY/KBDdhGQxUdNuT/4+gm1OJ0sPRR1/35dUsQIHEOzhaN0yaQpQeoQTWGskaYlmz9/VpIrc/GAWDbBeHhS8ejVx9NcDxVb3/OJnVcibCtL77shXiDjTQ2TWWjSfJsL0BqeRD7CLXO/vTlxc+bUcGBCPyqpcUDKBBMnU2ZttmhI2lzCw+EMIzeJyA/9jgOazPGLJEtSdhWasZo8VR+43PsJbGwccv8xuYd5eQZ3cwbelnexwj3wBTMbakDzD2mOVYRaWqGa8d47/SIFpM1VG8i8bVZW+QHCHxzzCo5ita4dOb8KAh6B4Zf0/Xq7VbV33q8JMxYp5DD4+0D1nH7OFy2q5hKnVYcHnGdaWFQb3RiKKZPZLqG8Em0DQPcZ4aPLR/VZ2fPgQdBmIs9au2UiRNFR/9oKd+cVbkTcau7ZIxAgE4Mr8abCKZmkGfBtLbVYHGH0jFGWkCbF1f2RBYVyEgKSnoTL5BoLsDBv3RwktJbC24gdr1ddmUwsb7u/Ghb+gvfGOycduOzt+urSdJs3oVoZURd8VLmrE6Tl/chLYhYEsXSinsnZbUWfAKT+Dwuvx8D8u69mpS9SeVZX9PfpTOi/0UDtzYhDo1V57bgkAdMwPWV0BLmVBVKZMLZ4btuGd+BLT3+fiOJfSaYiotzxyBF+0JePlSVd3FuVXJqwdRC+0MtnxmEoIt3LQTKBpgJKp3v8I+n7zMpdjM6kd0JHCgn7Wt4NQbdggoGMMgtErm/qr0RarEGv5tapl21ixZpJLLSoB1IE2IQU9vBtGsO9yaJZH7Xf/XbugFSCIba+34wsQkoOmEM8GLD4upzIVFit4pCBA6vCsUf2wgmO+n9dZF9u6K6DXbPGQXQ8OSefPLLOLj7LLWINN94uFysAGvDh93hDucI898QRkrh/blFwbQjJYRtgnF+c0FEcCpWQ87NjW90DWHdLIZSu9xNCs7OC0fVHpfRIvka8Uykm2hdGyqkT31b8ASCQuRi8JBoMaAv0DlCFLWrEQdPWUCJOidXIc0a06aKyOnnE5GoC4kSvS5iT0skvUal49ZF2Cvcyy8DmAM8N2X09kqwJO+RWziUhFkQmxYdZAlwQEt7M3pircR5uZ4/F25tbv1aebBRH1KFRxk4D3ZXodyqmxN2KZpcbrCsw2EWF+mX5uvxff4CO1PuUpIXGfpUj7vXfqri8PfiMstD6DPhgtgHaki5qFg+Srirf7ZYeG9zFQfhHJ5xzH/pG/+9NwJ7W5k04YbvrHh7GPYdCCFu6kyvmdstIiJQD6jMb0+diNWPKZreEGvRoCpK1503AXagZ6fbL+N9lqXGOlPWxbfN0uic+8eN6dpvW0hK7lP3IMLvYB57Q+iiK6yQe71WwAIBINTTPd6W0TmGr/X1EkefGkTp90i37jtdje8+SmC4vd49bZExVFrekxnRWN18+jfskWWRUgfJzLKVwErExgUim7BlCOV/Ry4p5qTvaSdCmcZDoLYt8p8NTXic7aD3yFDbx2srIDUfW5Rb4V1fw/QWsb2O1aFX36NHZAsDv7bNPFMFTTfSF36CwKnN9Kl1U7yMSgYCdS8b8x/SWCzVLyi3Q5JkEqmxS8VhRVe5VMPDszgHjWudV/ZXVFHj8ceEeyabVp1NGNVrg4V3/B+54WdUEFtf/wWPr4rDEeQcP5BYIVVxntTE+aASKpwKtzJr84LeB4a8Mmou0OwV/vghqyLZlIt0kBsY5BXI5+zCVUMXgatdw5QDfQvgb9S4q+RAjfpAp6WZIGIoaTR+CnDas0S7GUjBNfo0vUQfIrqx2DllfwecBCaszhFr8CM8HG3qi5sfhX0kpHbYGZWgry+F9Z/w7RLHQpXn7PllAzoM0yfcghAfbF66GdLNSEz2h+OOK5ycCK6Jh3TYwTEN0ZIYwtu8UaDTNpRgoVK9avzt9s7myyE/vBuXaQZtXSBrgS9DG8/fjWmeyrRcLVjgh3lX4D0JaAMOE7m67K/L0CcBZdLK6wScujChC3IzXVMxtjZZQUle5FeXgmOsci04zsIRqZJg8UZyjAIanioXy05zrmk5OKVMNzPt3ZBU+uRHWesVf5vECBEIlKgnRhb/fce/WuG+eh2rhbuLIoysJWwc1hrgBl/1JDR2XGvYQt5+/vugGw4S8XVO5irmqcySbrm2PxLNhUqXnnK7uNeybhcMtU4JuY8tQx8Vhg76obDSqeUrwgWWWvzy7as/rWAj47Q5ycXTwSIeXe23Fd9ArSTamEvcDbRCPm5veldwr3Pv+AEcg9wYSQFMqWqJBDQyn5Ad52uuP7iMNgpR2QknyruyTSVOIFJlsFfFWBfuQ5tvBVh8YRCXz6hKjt9BXZ9u5lh097M2rwzDeb/nttkYNGALKana3Co+O9Ix885l9BUVXloZ/1MzlJgR3HHH7MmBWcTBn+kI7zF7+k1u3fb86zSt2rJvCFk/z+oCg2QG9MELr9nHf9qxddq1ZlvZhE6RpQfhWkSnar/TnqxQxLuG5MZaVcnqE2WlOJF8gH5gxpaVk6TrBMnm6MBaCHU6/0MgyrievMh4E/bONTsZ10XXN+3Jdp1ToB+jWLka3ZqGvR811rLEtFQAgjDyasRwvQOM5bK49HVynTg2EFVPSVrpsHi4D6KGSBCcGAFOOsHqwP2wps384THElRLfistJZVxDDMLhYmP0QarnyyOQ5kl1CQE1eogL91q2MLv190DKPJnHJyva+2mYTjUeKM9sCEI2Qkx8UZoYjejdFxBXTGnMaOHI3Xw7uHybFAQaeGwL9OUYtIv7vv9nT9F5yfKjz7AC6PjjTGXMM5D9/jY11RnHEQRzgPwjNb4PcEQ3YDv319ZUzNWj7rrdQbsUmmwIPzd6YOeQnP1HCiYrWr3cPdt7wsT8x7g7bh//zWJv+GMLcNFLl31g/27yG2iKkVpd16ak4Taea+/7SCogU1e/RtKls5Y0l5Bx/xAfRj8bIoEX67jQLPtLY8LyHi5Uf2d6OQV6O73FrOgOTVFMvEFk6i5LHo4igCGz3YgRub/VB9u6LEGtoQWysOzMOk588z5TNJWwaoPqK5VJkUm2KSamO9vdRvEMsXMax5xZrw9djSWnY7LUlmHm6ePEzigxgWlVwaAh5GohpbJU3y1JEucGltpHvh2/TFgfQK5kUnCRE6DXAEdsE3ycBmbkTFZVZLf/xqgqUTby8JnwE+RjFf4vkOyVjvVRRj6dD2qk1QWDJZBEkpdP8c2n6MjYN41wj/TX225VKbjEvopnyqIk9KQid9W68rJJ1zul0Fot8pDE5Aa9MDgcm5sd9mgLb3DaRbWtmEjdzT2HIAyraOk/0KB8mZvqUEQMDk0CIh/9FWy6D4T4eVc3fjkhB+aRmuB/rwKw6NitXut2a/JPKs+xRsS0bhCaaPa7SzZE0TjazUqgx1LPKgRVWq7Cu4XqDmK1tHGNvJhagvmsjem6PRW7vI5XVJWeNaXjT1AtLGHP4ChIzez01HKtaFyeZZ4i12pbUk2+4++iPZ0ZOkPykdIscCMtvXPyGps61yK3tjzwWhiKgiHASQV29S3d/udkSFI2PcNHFMTmki3bv0QkMAkjWVYMms+dg2Kc14Oh4EpvwBoX1ET/V6rhT7ZeX1r4S+ucwN02wylz3MS4CUa/VIXdBb5APR2Y+6AGRIFIYkZm/8kwXM+q7CtJEl1BxOfxYBkcNMIRKW/F/DaW1DVFPAKRr2Ofv6dIiWWe/Oi7HkBgQnPrT0NoTTj0B82lO7dxtJ2/yEVMSSJxvDij0QYXW1W4NkNQx5N4Nzr1oDGq3+Ny6fnQQ9H3zWtx6I8Aw7Yasjxrhr8/wgB6iiJpt7SuplutIFPKQ3byXDOakTc9YH6MlgywQLVVC2AStNocbGZ8nT/aMVy6p530Ctc1OJd+P9W8fOducGfiY4IthIXGUtLsSbT+ygTO29lBa0FUtEkIwlLIWAkyDtZd1ls3MHrNRIVQ/FU2HaSInCTh07vv39NwYwgr+3cyP9Gx4Me5EzndfcpPkL1pQAq5NCdMZDC3n2ClUAZe2386wzD0aWTc7NLN+khKsS0WWOodZ3zAL8gN+xxI3bngyNJGyUBLmV/AGXmGZd7ZscRLCBMgWObHH8lX8LMQh5QCy54AB+KejUfGwThosS6gFytzAh/NV+PSbusDPABj7uySfG9lwDGnuYEgQ/37EK2qZi3qC+bLBVd9zOEjaYkkn/whefeloz3JZhA69YkuJWaez9BwUdHdcNlynGJf+rt/yxRkqyD10GtglKoBc/xLE3RADsgH/GWje+SxbWxtmZ8kHsFCanaEuiXGPhnpty/tzNI/j4OHO4xPej62sfkesN3/SkC1KIwLKOqhK86ZoaEIJGDRSoHjLxenQNNuWHhNBAhCHuRjgZPDruJgcx6xo7xCeFCQJkxIs1fjSfCDOmTSC7bwenN0xahxJIoohtNISbZ7EXZsaa3DzHD5ZXVjZy/y9YemwKxNtWDclQ5AwKzVpog/wGWvI9BxoZaS3IOojvF17hMr7kYSH1AGtZUq8xBu4BlEvtOSSxZ15Ha96dhd/lWL8jjRONkPZZyGAhulngJ4gV3WB9WXR7mguuNGDy/AFZAJCxMnRx5BCeEnoyaQd2CwSGdpoXpClh/rftPrWXpT6bvAQJ3KTsssqt1UVFqi/QZPUtwsB8zdAT1+oROBGc9G2yncdEFQCvG8FBzhx8BvQPyxtuxSQnlWa2oQVBNuixtXheZWwHgS5WKQxPFxY/O52o/EKC9zJ1/5IForGPnmMJEeKWTYIw2zkg5T3HDi84JcHEMxMuocqn3XRiiLTv1CDzys4TMXjGhpQBKbFagSlW+hSWxCpjAgABAgnuzoEVevRWRJKm+D5q6hZksK0ORRbkv9qnOqwtJfcjOIzltf/xlGX8hUJoNHnYWqwaovWj6kwigLLovDJczsu23RvK0B6jhBHfqbpwsXVN960YIwfRX7Aze7qAe2TJj6RNKXV4Qjbg9BytrJ/mIez3r80izsHu9HuJ2ZoRuDyDgKWmINR4oFLbpdRCyuNkgXK0/ncC0omwwR74u3oV+qRyhyIpwgKVzgCFVDUsngNpWw9/kvlI8Qg1htsIB7MzvuZetemoHsNfiqcDm1Rz8ahXRk5HlM4LJmaYtzNZsbg37vraVD4gPV3j9L0vKeY6jCNmHlccTndNIU6vmNt6cAElmWmMARtlXgNv8SOG1DeXiVkiPg5g3vmnKIioNWOTMkBgo89c8F+uTyeG/UmTtJGeLWJyOd3k3YaDXZFviZC57hZ4vglf/w/2H2D8MgO4xl8SgbDY9TY8C2un8GLf3IYi54OtwnPRmVlRoEKqIJvP/+MG/w6EU/YA9BvY2Hh9M2ZrP8TjB42HiPGnbe6GGvO1/2L8F9E/lNXPbpgqrsClymN5NVRhQdhZ/TGF597ihdjCu572L8BaP9tHn5rUE4xaX92WULxBt9ElCSFUQCQ780HzGgFaRch6IBnVEvlRLeYpU1fnTe+TzG/bColhj2yRR0IdnVOsm4XGu70RJ+VPOK6/5pKSgT13UAaHFoy0rQYaLkl7ycsb0Hf994wynG+mfcOP64OD69hZBLNn7CQQ5nBEP6xLdrNacgE0hg3iKK63d2MBvQgCH6rDhXYGTuGAIzHHXD088soWU0Lwa6FJQ/ULhwXEbT3oV6d0DOtqg+X4A03UtCgkaEOmBj93DXFUuXQS2x+YS0hLeCougpMP7Vrc7KkSN9QVKZh3heDVR5NrEcufyOJtzRyYkBSYVyC8lavs/PTXl8acnlpoalF5LmfYMkEbnm4BQDK5IrsbdVvmsCYKSORrySEMzVL95Ze9At9mMu6pX/2uNpaW332pR56UiwtR5vxCBRTDRchpBlJq5w1JElRRq0vd6N6bz4cSDnwg1qaZ7RGreiKM60poen6cm491pu2OraAK3UbPwSkB2s6rWVE6/k0+X9oGf1E5uoR6tzJa84AgExYRfvTX38MBquuIq+Qjnyn+nvz5LHaND03s19NcFAkhdB36Yw+j6uVwjxxXFLeL8T7BU14Q4udRDFsd2DjVjVKxA1lRGlSNfGo8iymXdaYP/SpirGDDzws3IE+JO5XbJb+aI7uGKXEcg/9qLsw7uPh9NxjSkfAXdVkc2N++OdK7Huk/xjYNfs5TYD/r0U+e/Ol+0anVNLxnkXb8N/+mkrzTiI1sDNG7Ik9lC02OLsPpslutfTtKkeAlee+RWQIDrJoUUU4nQ3UniIzst3/JcIyimK/385Q73YKWR4sy5TwQi3zdLbZc6HC/IxllX0c7TU96Bso8lueRDTjSSqJ7zN3uxB/2MvLvE7PmLKAs8IVqnN1voHU1i0h+Yeb8g72JXjZoX6nYiZGKwjwTHbQCNKSH8eCRlAC0pb7qkXBjzMOhTdDZJeE5VoV+B8iY/xQtMIzvF7PPeDSW5TVd8j5vi13RTeF0yKoTnXamm7vbVyg2nUf35vOP89G5YaQ1mVUXPnZziWACnqTHcmvnRJIOYuR17nncDBUV616m2meWG9sabBn0JoG4X32WMe+hqNZOWLgvQk3Ye+ze/V/5TFRhDnofdHF3yaZj4eiYCYWHupWmo3Sg0JxAYBH9/rkTT8ZMwud62RGkKZhouFGno2zzf9kP5MjYeG7X9wE2F2STy2Bz2+XJkpUiB/4hjvUBxD0a0Zrw5Y1RhtM9gqs01K1qLQo5g5Mk4A3p5sQtV9kmFjgmKx8i7GilCfbMCRsX/MBgBS9Fcuqu1llpATEwlw/9azL5B2xq8NsLJQSwp02byTsrYApYYshbpnGFxeft169wVqiSI13/d2vepZ/JX1iebYT1hP0QfGs6Avq+zIxHK54gNm8XG6FGIn8GMwFE6oHioHPg1sAvf+cBE5PjR9zASvjV5o+jeYov8SNchLMFiolDYfDfSMSl2vur5fGgq/+TnDlxmso2VmYXwH5AoqBy909eov8XXeJRQRwI99GpL7XYRLVyaBCiG1HQKr8x5iovlTQ5uFzbCgz+K1PeIZe+ct8UmNvpmiCRtFr8dLfnFOMjc62XKCkbVLKlbz1GIJI9nGlHD1R3J6buRa7502Kyzw5bpnrj18TA0kknrKhtjaBv+W/4OXgTgaofS45Ike09jfq8r9CoZY70PL08GhORcgi+V4VO2fiFCo5luZX3bCc2/AoNodxmFz8fm7TKChK6d4g81BvJ7GRsnn83O4/zG0Ue9+VWZQ1s55Hr5H/5veH8R6JhJOT5kRqMvU/Gq/deL+I6pMr5N/xFrqB6w+5M2xua2eWgoHKwlmI6UojzG+pnROryM2y3KW0pwkAovUBFFEwGc7Tb8Hc2Ym5aKbBBxRZUuRNyxfpnkpn6Fov0fkS/yb9i+CIf+5l+Ud4s8ARS90hEaML5HRbxKpj2W39GU4g3UHwaUFi1X+17/zsCKxz3OlVgv0u3fl9bjye15dpOLvT1tZtBLudQHIDyOrqIZFdcalmbFj9UW/qGPsuvaXu2Rpt9LZinLkCAM+/xpZGfP48OH8Zn0j+Wdxlj9pacSeNl9unLyqcSee5/eA9Akr+IfH8HYt+Tk6V6KMcjwKL1+BC+L8KDP4mJeK1qyIQhjXACPJ4SqXSr/z6auq1rmxuF4vqMBKaKvazfQkfr1J3jx6iIxWdyHZHG6za4DZidohIbWC19q4mncowi1+bJu3YtVBJSYIMNphvVdKewABPJJaX5HwYxEC256hocMRpsyeGV0/WHViWSrTxoA1GZSe5ZteU4yFfLOv6le9pui0ydh+PF3tQqtORX90CjKeMdsUzRRGhoWEDffw4j2WRnhcaQImQkbH/02z1I84DnIM655DcjWd29yOPnPm+T//xmT9WVsK3uH0lp/WYU3pZi2lO/xcgSmU3hfBoJteALN9Cw/rV+9SIfiY8mfEQCMQhmzF936hrJvK3HM4R7ZTqMaARjdkCF+sd0MIEC1Ul++dwLQOSeAAXTohYIjpUhuAMRWPj9o3SbkhiP4bTNFij0RZNUjSGzeAd2NM4+SPA/WBvugXi2M8iJjWTtAFLqDgNdgHIOdlIrlFYueRpCHI7/CcNGNMD7dNIepzBFQVlgb2iZ74ChhoRJSn0uu3Sl1/mCTX+qH7F+SfNEw2IE8pilFA3IxDDXFJFdfNmMTzswQLciiq2xgaygfAeO5Op9pAHsP9WxCpElgMgMxoNca/BnAfBNOPf6kgnX1OH4bWD1IKXZ3h4+RbAgD/y25gKkHBw4agKZGnpstW8r8j71TK7KaKQG41XZacIDgDXaIK6hhvzWjgJ7Cf9InWPfhyyNvUh004hOgfGEdcqAU+MkSqEZvlyjFUHHcFOQWtUOCfyyJfQ41Bq5ShEn5bUY9RO1A2ygg0nOWCqJQUJddI4w90xzChZA2k+qqP3/gdTajmQncpQpgHrGLV9dZGP3ut08KetRPGzVu0Vx4EiucnskGOh5I2GCPFfCPGFIa8iCqqnzR8DmJ9BeSOp9itUkK0+MrBAXncFX0ksY6VNIS/ynTdIBnpCiEvo6OBYMOfVTTs5r71retjZge1G6yYq/0XtrHfKIM8j61xJ9wZ1If3+B40zolDoXE46xcwZlcLJ/Fpt0WZ3a/UWmwAVB8xT+gplUU0JfI4UfLffgkozLc8JwoL9rsOZQvN3ncrnc5X9Rg+aM8L0NgwnPLSJi4981psxsXkGt5U51vzN+0KrIjEcdZrWiatNgJgSd8ONuzd80jDMi6RHpO467DP95q/ffn5wIa2z26B0Tnyh+aq1hrgq+DvYLsG6yh0Q88D3nPcgRCvAjMhrmZjV4koLMx81sS6jE767K0AvodzuzWFHjpC+XgikOAGJLen23jME3CubsvJbEpg5XaeHSPnoNKlbgFUmtsnfnIapxexE9p/TqzBRtWV7aczKgzBUgUdOMob3ZnmFU12oEt8FbYTBw4jhpk5TfDMIYGDu1ucu1Bl2ME+CQ/W4UQ71VdChJ7IMrz3QeoaevERM3v7YzZ3cCquxRqeZyTKP41fE+GB8+41E/iopwEVFpaaEVjtfPwA9H83GvgYHogxRAHWi0wSayFYk27zNPd9Lz2bLcCyYUM2Oy5wsqPvtDsZFNdnGTLBFUiw3mGB6x+H6/FEJz8/RgbM+W7RZlgCRo9ffuuB2dl4cip8b6+r9o9bvIAYAa25fQGg1ZfaMQQBoBDrJlZA/b5mk4hkY86CzT9ARbFeJNQ6VPCQt9+W0q1guTPCzciumA3VN9MaeSjOMmwjSM+22r5eGuiFnXsiey6tyvTxjnmSWA0YivVILxYyiARy4NrU9rC0fupKMZ8xy3I2jRERINzAygj/PfGiwx7GkxG71hhE+Vb9qam2HnOCuL9+PbAjD+mL5eMNbKVG/UR/2hMfj4yUpWOnwhIICpDO7hXBTAydsWE+opVP+7gXc6aHHIH1voWwQ1NCVkBxpB1W41rZYf/F/D39swSjHpQFb/DDic2bNsz9p4dh829Y/ZzQwSKgCZRsmfpI8t0Ks25EtQ+kGsHYEhG0Mn9K26D8uzSfo9KcRUHRjH3amzw5Nu2O9Dz4Rb7iuWNTFlXlBE4S2TS/onhTt6j7yIrTCvDgZ56yqvas8CiztsrarBXGvH4gKWVP0uQZJ6Jf5XYLy7KXvck+7IKPVcu0wSrX+dZdCBFn9dBaB2gOBkjjHFyuKotyv88gHz8QE3VGhMOwO/VmqIi54DZIXUDgJRlYk7MiNTnZPRzZNfeR7Hm7DZ7Gef85QqltDG6IScVYQfBw8TUbeYnlwBqLPvATC/dY+BuCIft2iVgMqcEDWRo5x2zBoGWzNKISoOpFmc4ahyaRBBw/+fR+s6ciVl98rhy/+O0fC1MY1NSjotWmn5V6VxgDAu66jZP1eL+6O8qNob66B9J+VgE2nlw00JX8XkZco9X7IKgUcJBCh5kM6GDxBe5ngw6Kd8NifyDaOnD5/tJ7I6XWeRYLcA/T3MUZ0sJ1+CTA+R3e3gYM3KDe1ukitwVOKe539Vjsar0U1lOwB3dBDwLCGTAF3+K9W01EutWA924Zh8K5pNl10eXhriFF0aCe+Lnos7uW20P+78m26zmAaDuo/ocHA9/eKe6FJqyIZV9bNfkavq6ftObediwpFIO4w2/nNZGeAfOsr+h0LxV0J9anUnO5gkXLD3gN9rDvJl4oqt7kTPQ/rNs8T/tsFTNC1zavF2b5H5EPXbvsXMP5fvkDfPqg24FKRBc1as/9BpwQxj7gKjLXyputtwNosebX11IgkccMrdbmd97yb2EEN045Q5EXIMHit9CeKjEKZAeNrrBhstO7ttpbFNE3D3zx49czQ//6gp+bbta4RpgNNxpseCtO3zzGKZ5CbYRI8DT1URyVwwuUYbtaHnduD1HLffnNKwKOzySCVrTAafypXWTmsU29vx7sYG0OkzfPlVXFTX72L3qu4L7ipG9v+BHtcuVBRNnP/qNJ8WED8AhRrPkGIVmWT70eW0wDyTE5mrA7VSHxKysK1ct51YRcVM+k7tZIC15kV1o74EwJprFQopq5Hf8yPoPmRt0jTIpIgGYBuDrXB3b4BvQt7Jf6cH7pf5cOSUsMNc60drDaXveeNCsLSPahqq0UbffDF4gfkHHTUYDI9KI2DGmqIktXCEaZH56FEmTZ3YQm1sDmj1vXMRU1vB7vAKdwu64I62rUludiwcxTZJBdSXVV76CYZTYRws6aAU+TNPhu2129neerjaGQ1sSvnkXKrZdv0DaWI8zBNgwPkmk0Z3nxw4UHtiiypgMM+34B75Ko7mrnivi+mcHeGr2OFA2GD4fKYGjFE/qXLq1INUuSy3m7IGN7TXjGbiwgw7hMkBhxJmaGmQhgeaHbyiGEgsTAa79E2wDwb5lNe0+RNIW5gE3GAMDVa9G8w+AJ6f8lKIYiMEU4ZSs4H9XFlxAu1rrmmlpRgN95+RWLB/eJIsW/hbG3MAA/gAxKdWsi/CgQFhym5EsAxroKIgJAuQNlo8/AqmB5PpoqkKEkwA11b1bW/6tBtJfAmDmCGGV2MjH8ySlX7VlhqDGqczPk+4XMQKwbR3P6Kc9517NZesUXqbBgES8Id36vH6SMzeESi3uktD3zezLpKfpr47ZG/Wf4dHrmDa7IG9FUs+71syqlqtRTPlxZwsHKGrAy0mwFfQ86oTz4p/21NaGYDrwJ0POcJ/ti9dGxC4szoX3uhBVG77HBL+onADJVzuIbR6PPjZmb2HCgOu5yC5MfFjXFtsMux4YTjmW1atQnakxjmCuWV81aRUIkdiDBF2oqMaEIsTdPOcnuVexBP2QsDdZbNQw9xUgB2PBJtOTpwvD+cP/fNOHiGmIYPK9uiLXbbMbfE/+c0AkgmwN7vqzZ8+Lkgpu4BHrA1dL8x/UtMON/SglKScZL4ZGLwhn7MdbhfZD1ja8XWwMQo74tRJpJ+2HjVdgidmvsW1HLz9vVN1mDvq7zdWQppl5SXBENvkGaliVFCoDEXCjK2I4hwQmW+ApH3z3ueVCcGW0LfASHb8ENImjjrDx7L8HtjOB+m65bq3xSIy1BK5pORonP/bY6j+59dDSPxr5nco+EDyvc8yoBn1slTwQ6ld70ExW2X8iVz5X/OohWl4GqQW+M3ycmC/kwxUOBGNjebZKU3Wg/BVOh0uSTp3iFfV9etj+5f/meEH6ItfWcWY8AsHUBSGnm+JRCem+QpMZvpeCeTgqslc/JCiKUxdly6ZkuEqbzwl1vnFvGKss9Ye9aPjQoJ+puTWMJucCAgVgfAYgkq/eXA6KFHtIcV/tUAY56tw6LgjuEGpONGuYJY7CdoFAUFg7yFMh+DHynV6NNPXX/YpE2UeBsgfWqJ7/RRNrdpFeP1DYpvVKfk26oKBmANPd08RTGh5sdMnodiHuLJlLB3JtxXfOMb0vppkYQtsnkkaVxbvmtSMCSNlHAyPi7i77qvAzKXZckMDvDh9VvOSHQWTaab92uldrbwVKMfiQ/4+GIMIWobzz6/iV5hsJdYhjtNkPM1qaX1qovarJbh1TyOYuq22jnuPi03AkSCBb5L4adqdyqioeouo/7aQzkYlPAnodUP0+CE3+5OcwxdB3BcVr+RMLcN8FqN1omk8Vd2FSElEgZaDa/uVwFmwDyBPWU4HGrYMErYiJf0f4y6LkMEPcTcrb+CZXH9T5v2PAQdpXlh50Zr1cRQ2rs+kc7jde0kOnR1VVYe828fbLJruisGTNm+ybIslMhsHHbp3Lm+fN170osbteZOoiwxeVgYhDZGwyVWq98E8E1oXSoi/BKkw+ctS2ef13BwvmiMN21UZjcsvVyS18/p98ZdaccayW+oP0/Xsof+OCINzN6O8oOgqlaRMwePbXmWHEFEX8TP1+xcsMr7GfGMWiOzg/l+VOKT8gveNjWUz7PtCZkSvPwsoTomMI/RzcL9KfhzriVG2BwZj/4/nEZuvIOISxYZ3y7bG4usKlscoYov6/aDN+eyNehlam3AiAGACqY+I1X4KINVNa+e9mNnOwaojWjQEODCvQWSSz0avR/vRhwiP6CzBE7dt6Q2HSJKKYmCZdnNYUth/wL46dvNiQfXWShG+YjbDedmi4U43Qkaf8feaUeURUOJR9c4WX3RtxGqN2u/jK8JXaru9fTTOYggyI7BmHn93cJGHL8Rqjq55k2TTrpyV0mdaQp5sbsgf1mZCAGprNPb6LhxDf7BjdouoDoK9wT5n8bYT6CPuEYaStfNld4U8CHMpJzjqyOizGSHkMSdrbgQZmBf5P0w9ZNPHY8W1TZJJUiFQ/mwtksx4o6xt3JQbySBJ41oYz1NCPc+14WaUZ/kvn+obWnS16Y0cl9x06vYwiilmPAgnChjt9B65BUGh0D9Zdk6Vc2gvqvNaIqNITE9ECl+YbBsUoBpU5ydyECp41A/0MeI/OhioQ+92G2X0pC+1ccTNkJrAdMCKHOi/osEuA2iVJq9GJilzaYor/xHhzcFR+EIsUz4j6H1nm+2gozvIBQJMYxbYtAhtcz169jhTfBUV5aeHeiFfIAreE6fjDaKckMyLYG+vxz7xR7YiLVMahGBBd/Oe9kkIMbwYz18Nh1lnqDuxZ0S5bn9f7W1JWVjy8Eq741qnFuYZxvNYEDzKVxYKLWbyP9y4eVcwjdUyVLyXrzQO6UEmqySeSCBnoQ2EZ2Jf3xZxMFBY0vi20Zej3ggqAacbgY3G4Nh+hWdO+oUHTn1tm7YDYjnV+H0Tk/22kULO9TSzbEluHEEktGvAw/IQk25CyihfpmSH+vrn8vrS1iLxG78tjkLz15l9Ii6TJjGeOMQbo9gKZ67ESTl/B/ZnmtYEuToes52W9bblw2fx8ICN40CTWR22RVbyQPbLmMLiiCu6B4/iqqoWLigb+IoEdvvcfmzrrBh5YtBaVhgJuOB5DD1Nu8lHSkZ0bbtjBopDEUnzYitOofWhz8X88LTFj1JI06tACxj5CrNfuaUNGTPRElcD7mwyYRxkF763LiIBDkI0CffIwr5XgHk2TTKA6CcPnmDCYq7cyGqC9cozwfrhul2TcisHUECzkHSxFCdc8BkexGmy0V8y6sLGzfWh0kAM0dOUUb8ZBH+YDXliLplEN1QAxsIjO8AAAw+Y8LkOaT0lNeTxWxIb0AhWsCFjgDq31S0kAAADNoBMVABjSEWAzAAAJUp5AETBbLAd51ACVp8wsS7SjtA4w9UfNY3Cw5qVuO7f5FcgqROCVFwot+mX9C2+iYhejHzEb+R1h7qJ5Ad/Or81IQJQ3A6HylpwVe0W28aJO2U4HPOBu888nbkfBCJXf/SlX/ZVbaF7aEhoavEEQ+ovfoqtzi90NgjiGGlJ4WcAnPcpgXd9vjtE2JbCwz/Q9ikgAPo2iMCLul/zxS2JLjAjSoInyHK0HRnUMBjikA/Mdsys3FEM+AqP0TqyIZjweHZuEdqXOFdvFLUuDrCPITxOlnTUqSZr2YBVdUFJl5AEMCM6ztrD0yhhcVYL+yDePmh0kEUVuaySCDW/uBnPdDMiZb1cdzo41sxmzTTJa7GeEeJnHeiGufqJDFWwSRL4aHCT7i420cUEgX6HdyHB2LPnh6/tjUpXKwB3rX4EveMMfL2bjeC4MmO2raqIm0KX3bOoh882tQe4/B8cyle7ClHfDPn50MmI9n51KDr5w9D8kYDkBu4d1J1ib40nB+h9asHVq3IOVlveBJR/xISE3piYN5KSz+4qoEwNJ7WAP5W2WgkKwEEUPJmVKywXjzR8J3xceIbcZEgfalQSOfo8PBa8zbNyYPU0KlbUGD9DGeuefWBiJLp9Mf4htHUt6aEwaKBO+51zj882KtUFxGyIBBihKICn/CowrWJsut38NaiGrnHaT09R4R1VdJ5g41NCfBuL4j3vvUygi/q2k5zGp/Gaf71X3Eh8gsiEbKj3EGzK/yazfVgdRAj9anFJaX04J3gF72qb3AB4yaKrXyjt7/S2baGxP3Og0z5RAXVy28q6Fs0OsLdmn6TYoMo0J50hKwoXHoamgNN6OHelcrXDM8ZpCEl+8ntnWgYHOhJpPuUuK65l+RRQIkUd4ibxOeWsjOa1agkcgHMPE2KJces2UevzvMq7m9usrgMxN3mPY04Ygyl/LUlprdWC5UKMaawZ+B208S/wRTXhd/MZSgKm1nOJO4tAGNq6KHGyxjI+eqmSUfqoh5sVnUryBBb6gyWwirRqOOSbhv6/6mZe1NhjYNQ32OPxwmaOfDRQ1lBKEDdsxiw5vL2EtOpdU98E8K3yBFetzU2kxIhaY1K9KHYtnrzS9Q3nQ+dqTPCmWhfKZ/FPMwZKBZ4NPzWow23pgewJS/PpUJiEQ/deME7PWcUaZ9JScnf5N4123nQsJKq+3wuER8Ogj0IXZ9AsjSRzyk9xbeV+tJs82cjwNcLGLc90BFcdO3HQufsARcNRmhVC3ApSun1xJoGbggGYcW4ArxmeBvNOgj5h0xN/DIUfPSgt9yH3UxVOz9wacXMzgu3CaGys4Hcrz4raS3sfFQB6vGhYzRecArFt1lPMajdlxuf6vTSBbgMxAh6Z8MfvI7hbMLMgM3azyAj51ChNN8ThWH/oJXRjA7YtLm778snR3ukzBvjDrt1Kn+3NPOflFnhSNUixdi3RcrwhjN0slR11qfIuQoan3ah2DEHn8PswB6cSSAbBRpBnFdVSuEiLu4LuXYBtUmr/rx2lKvJ0xvtJPIza5VVnRL3CnI73qwSUHk2GLpDZZBPXUUD5UuLhMnJcTm8vJSY/WalxqTukxqDhd1YLH08Sx4yWfwFpLEKCVfnp8HzvtN3WUpwkqwbaHa6v6v65c4O6lIg8ZqNPXeVPzGGH0r0hmI3oRoawGdSMAP5Iu0+/yd5Vvb4icbAkybh0e4MVb4a3stW8tO5yF3VzDFMlTyWrRG5OVVgbRb5tHTyHpqG4C6EyoRpxOSfQzoyjprc2qLopNxnKBW2SajVqudfWCOskA1GAouFrR1AWMRkWTPl3aNMDf1Mvuc+jHPrCkk3Q8I60xe8kDXzmnJ8xJAr0YYBTE7fa8AIiS/Bg95Zi7LMCqQjoeVXQXJ4AQs+D0Bp2ypT9acFdoDlB/l9RlmrVdMvFiZbRlXRwsRODAP+zfxPPq1UkxVaTmkM+8QOO5NiUcjn06Un9niGAAJCNlrqfixlO/7IdnHMaM6zkjxVmGAsHNr+d9jlh+a2GZQ0bhfNchK8OgYDDiNdG6qGp8MhiZ7MPjKVIUA8mC3phIfbc8f7x6sVEy5orTpKLqu9sUhaiKu6tWAbGCjWmvJSScJgsdJMoXhPFiRiimcG39cGxG52svosyCFTlWCKYYXpCKpqmadnwYXnw3SQz2QjvQ61EZqtvj6NqunzNIwtyB6PAf+aRlXzs0oiRKqdGSClt8vFW0mJRZT8dD4RvnbfWJix42QUT65hMXCscBKV6r2mqGSm94+FW3WTSG2AO5xiL4Wh2r3dx7yeqF2Cw61p9dle6QgOVjESr3pMGt8lUoRZZ3jmpWxCCN6GlHX5cXbqsCr4LMpCL+Zmre0Wd7CAASmVzz7h3ECXoihnpfCkbILpqEGzOAG11469WQMIPrguBvzfAKoACZOENsCEAuQA/elW/gAAVcZyN6AA2/IwQnYHGODZGBolgn/gAAagAUbw93VKm+lhP/cLXSBJb7Ml+BqRRQRBfUqSphP7PdWJbluAL3hwVx2WwKCRSDenxRxoOZy/FFA2geH3e44NrlAQ0hh1oQbTPpe9ld4Psn9h7vHkPdwtp+/KhVDUj7EpOHbAkaf+3qYnsF/3i/DKdLEwO5fntgXdYWbnV7WqERcaZZS/3K5a4yWYlGRIb29KHpIx8PPcoEhMM+waOO3jB4XYSytpaL569uC7nyOp8E2eOhEFq35PtCLSNrSaAijjztjeZ63HHYFnoiZ7EDxICJ3OXBUrkjDB9ZbtutTLXyHL+BMvhwazhoBAnh6cpXReboroKuCo6wRzMQ3fe7G8JWhb6kCzVVRxIfPLY1+yadoYShdTlv0KSfj/WVc5T5pYVBqM8eDZfuXgkINOX/DK5ibghb4ErToYAWEXlzNxi/QIlspK2Cs5vY+qzj3d6FZ1p6uMt/z6FRU9c5bY65ZQPgPsOle7P1yAZQI2eTtODXFEcJRV4kGoMK5TcanxBGvVKRs+ExkJCxSW+dE0seo1+QMiAAvmT+eC6UBulEKoEVtfCTG5pqe4Q4Salqalvd8SwYSGYEGnp+9q2IY9TpDH6MfuWWGMRLrH+gX/wEWKXD2aIwdv/xdNqYZXOiyil2eGKu8V7d+2vohYkMwE6Og76kDWTcE/4Are0V2HhxryMzPw+6dkvGWe0a5QQf+cvUaEKiiKtsWlnBro8bTWlKfNYOUBBtD9+SeGau12JK6TMetoS9iMOWy4i+D8J01RPohm2SthRiDpCfJO/YXvj916bRAE9X54lOM5to51VPWYsbsPakKfGi/WXZBjmf8H2YxYsGfSuBi7RWyrHnV+Oo19MoP8f3i2/sqd9TdZn/VymYmKMWhccZUD9h7LRxvi+rYg+MuW4ZitG/jqFm2UDp0zLlC6w37gtDzrHxEOU3DPwKDzQipQb4sMPn9QuZA5WC+DlrDldFjo/d67nVX6INEdkD9ARcBZy2ORuBdE3rZwELHB/risYOYRXOhVyctEgE0lccJ51twcXoupOQeH3H98cX1F8Sf0PpT0FgUpd1LwwRWIKW2CYzaVva2rpxO561mG+T4qd+SJ5y3JM7kcA49v4mE9Q+eNTtF9f5dkkRmSOndPSthUu24l4MnU7/lKAhyjicw8vebzaHXqcQtV1BCpcn+hY228Mh7C2476mjMm76VerQ0IEbJ+xIvshji307ndMtF3M62Tety+83wX5xIeq/Wn2gSKVHAyP3TjAejM6rzAluIhfdhtFO3R8g+p+avI/IHeydaPcMqEv7x9iheJp1RFDlfB5QVMsFYmiILnAYhqohNvqS6CP1YxVYHeJwLBcxv9zJJezVkMCROQFvPhUmac/baa5hGscGQCW8NiTEx5zHjFxh7cfN4vtd5FnocpvHf+pk9vP3Cr9HPoTXfgTpwg4VjIXcXm2bT7A+BL2RcoibQNNuW+spN7z/TWEZXU8sZ39CyIEjLywkIb4aj2h0SJ8Jdxxtn+kJGXtSegrqVzH5VjNH1hhk/5LLdPqkQN/l0zGP1WsFSFW5EZrrlXCGe/0WlxF6EShaHI2aSAzqscyjCd+rkq5Fdq29HXn7UgHkq5JXeYHqm9lW5aqaC6DH9oqShznlZjme+LsEYZ9emK/qIMsaGjNPxq44EXG2/Tb+cufQDKtBSCbGYa+W7B57E1eVT/wAaKolnDby7ft2S7z7sTZOiHCQukTpQB+RzSuz/Or7HciR9fhphFwHZdTGSCkrcPSvodc6ZzseKinAS/D0Ps7kx3j8dnWFFXYSbSpFSDiSjk2gqg4NAdrAGDs5smEkthgpVoCAx3XyPGpaSykWV9M8lmcYVpbs+jLOto+Bm9QbPTyXjSHKyO6j0ij9MmevhWUZxhulubGLr+wyiFclvmlfLzybbvlx59CIE5qDs+mkVoilezWIc1p54vZwCWwMqHqfT3o1CNKiN75iHz874HTFVfQykyPgSjyXHff1/FKU1WgLmFlRUxtif6vQKsJFBF097Cs8M6b7mbiXgl17/IYq0rGVgRp+LCJSHe6g1ExtVNWiw6u9uPbsMMEwaMUGXJbWnBeibWXWBunVKMzdWpcuZUOn8S2awO1mgsGk4VynRhCFa8LgLQ/OwlqFJwpiN6Ki+Fwb3tIlf1vVoRasip2v8qp4sCfjmQmjsX1mIxh3cd0nCrxQB67XizD7pID9MLLZw/aP5+HGDRXUiHs9w0Z62Qhu8Bz148zMAtRA+TSTv4yACLiZG0EvBYdsjCLEwpGs1AAAHDMwVo11euRNhEZ87gTF7Ji1AAAAgLeWrKWAHPALjmBygEpCgMogyOkjTHyzhAN1gAbk6xk1d1Qx1gXG/hdHPdiQIkCehdVFEX2+LBVeIqAvzuXo3kVAsG8PRwZjEfoUjlwnq/87RHl4IWcTIYlL1GkUOEw7w50lULhobPmP3o2pVqWIftnvPzTdiwuX/VVO/k9tMLanWiOg3lvxkOovQK5G3Q37rQ+agWqHMHM9TsRjqZm/QRg+9Y2c+QcSGUT9g2tXqSsNuZ/NZcsmePC5k0XAfbpqsmeHnkHC4Zf7fyJeeUmOqqb9RJZNQ8z54PUQpXKqHRhHqakCpKADFadnisPRB5sFJMiRhdHrxQBfMDUAvEeRkkYIcW59dLiU9SBQA7ihSr39xc8ypdogXwrkqWOIpYtMz+sJscBwMTncUUt3nxDKHt1rAAS32JDUvZhIuQSGd4j45V7j7A3RnoZIDgaIKIOZG5b+Sw1ghC/HAtQEnJBf6/PIyBlUjHYI3Qd+U2Xe86ZsnIKmBbKEANIbzkkvJTFPdItNQ4dKmJai1qAA51ai4RuT8ovNp+nYQtCz+wS42W6dw5oB8cDnxrEiYzNjh43qO4rAihL60RPjBEk+VpHZPAEOqT4JVhWiEUA68w8V8iJx9fg7s8DQckCqAKciXpcYfRvyrgvLIeEXwcT4jxPeOybYxxfKOnBFRd0Jg/vKNZsc8HGBWt8ah+0smkBfla9bnVI9RmzL2XIglDkeh6vdArrOrT9HEBv0dCoCgr4lBnCrfwrTYZe7RisZn+Hp7LhBSAU+lgYMbjXVdQvy883bDbAYPWX1gX7CHDStDcTd+9s+Tytf5nwXimD6+CU+zUtoOXqfs4zA8eQgVcF+ld5hs20QDW6Z4D47RDvPhFTzMMnVxqQVcmUzYiePHBuEPbLkWyntfN1luS0aW+GslmTg0xCpz3JD2bEbIEou22MCUFg31sKsB46UTRa/qZWmf0cfRu3teCVUSrA7Yf4xIKz1isH+hHTC1Kf2BfOUqXdOm0ZVpGcXLva6wq+H1KHNcDw4C3FCHuZnVweHFPVaDKtvDzseJKsTXBdpSgiX9/PS332P+tFUBJzxIkbdq5G/W7CIchTdaOZYEMuCLIQGrctNXt5+8Akgl4JJ3O1zpmuwGXoQJ2n22pXKumHZ2z/ODtflyb6fQBv1kAtq0J8EnCyw6BRWCDLZfYD+X2JL2txmP6f8xJlxdysYITO2IVDVm1oj5IhN8HpHfUPysx7wtGbAC1AEO8+yuyml3kTylX8QgVDCm1oG51LVzCRbfjcZrSkBX9iGSm3NRFSNKl7msNzL3732VuTdYqn/0/6At7a1AmAXdH4Jl/LzWY+eELsnAg31sv3aCdQgcFe9jEBx/A4YMSkvADPD32blYShTozO8DLOXsUU2+qb48fAGo5sDclPB8RdJ1Il8wYx+T1yIEdyFxAMv7oCNJVh6QFjuNRRsfkA8yNHqOviEM0x1Sg0Ywku1co4HpSGIFVPRm5h4nHU/a6G6WKtgUuBwaB23nGR1vup0EtspKsOaXqmZ+xRf0F1vLWpWbp0S7sEvAfspbGrata9gCyeGDEdNl92cuiD4GAH+Zsu0w0htgZus2x/rn0SW1MdmSmV1nk2n7QZ2Dm0Q0o+e1kNHPoge1Ob53nc6tF9d2aDJ6t2uotBdrTtpImcor8QHQBhf2b5i6nYKD4Dp50TfEk3FmF0uuAoNOFD9/QZiOKDI4495a45022v0rvNUhjtbj83I2OyWonjGXeQobc7a1ipBuzVYBKzycQ9mFF7Q/SO9pD4DG0WCig65jHMqPF7NXLxThnVn278wDolJeOasc3V10Nedq9NkwUxOZ0T/YkMK4JAXKZwbjLHu8Zhlt9fj+UVQXXvAUdhp+zTrqsW7zuJJ8CLQ85ezgPOfk3MWxOKth+IFNqNYXJclMCtKZb14NryuEgfbgAVFpTZ1p17OAhndHzu7lkzIzqRz+3rQBTYnZ3U75Ypyq5Fikor064qwof1zbxdGER/D48UcxdVuam31f2g7rX3DlmES+AF+/9lD0aBQcCD0MgpCkhuB9XKfGwMVU7CZOKdLGdhSsGMrvctQ00pzW4AY+kXbJbGsNpLvgG5Ah9bxyO9vPzpbduQGD73HUsKbcilUEKeG1HO0K0eGjU2IU5//zqklAs7uAUrarXzdSixf580N+92mZs/BLTePDqS8m1s2N5cIXLdDOinr9wDSOfDafws/E3gstZJTw0Nw9ljaFvrtT4GjJoVay5M7arllhR2ZwF3OkKxrBKWv3o0ryIDfgU/TrS5jfvtvg1lxd4YRu9twJzTcT5Hv9RDMO4ZxLrCtr9QlcaBkp6E2qKAuNEVjBD8OgJ60mz0iOjqF4DLHBQAFhpLnnxU2XHmYAyu2ovkCgreA5ebzbcuqxQmCGrhuUz+uhvRLOZkEYuIfHC8w3qi6rhbF1+pZ/I9AtElzWm22xCCycJHjbzxoimACfXMBBnUVmd72eDTneSGbvPjRZywpBkZJPk3CGdhEmGxeQT/ywThhALZprvNq53PqH3m04rBI9LK3kxU/3E6sOkZwm1ye5RoYbM5kMN+cCpV88JdE9v2ICrb5LjSM8MFSH5qornFgE/KL/pvokduQmoMwCXRGonLlokpKsnXRHkLf+DVpJrxktRYgZKt9VQD7se+5B3//awRn4iP4LvgeldQ0Jfv1ikfFLcrFhohnNO1VkYYc8S6wrYxvIzEe8Vhth6TBsyyI7ifFJ+R/RZt6MrhvOpbwKzd9o0ojcZ4FX6EZX/o5MMBorP+l2u7AjpLzI4zxXP935t/k7v8Cq7QXFwEX0Vz8bu6rescIqoJEyj84dC/vU3ryd7EuUXg5Mp/GWvndB3I6t0xjMZK3v3cNZFuXYixbyob/Rvn9pO3kBsNXZ7iIRg1SeiPznOoDe1rTu8wO+Ts4lxE2fGWemFr5VazF3fXx0rDoWFN+LuCWQ9Ca7gTaDNpmDQ3hpnIM/3KZItMNH8OEuVipm7t2LzPdux/wqV4uYx1qaeN3hRilLRc9JTVulE3MbS22kuEkw4wigyAry79V5i+CX0y416EcfQ0Ir0h9wfqgSB7/aYc7MoNznPf2zU8yu9X4U8ClsfH2QTUttpS1E4d+KbUa2lA9Fq4EjMalGP4cKUXoW2wtK2AOGHi676zwK6vqDU4yKIv0Xdv754fkDZw1psZSAAP43ltlZKHiBWlA+eTdk5vmeQzL8VXi4kh5/dS1Q3TnWfolM50JM7VUaYgAuH4anO9Q07xm0BRKJ+xOObEwLEt61cvVErKRnL+ohrFs9xK/cZzY3mx+AU5VLZ2we7zycm3R3RvahDQaml9EyoyoQWf1ZlFHLWWyyFP2FzPIjdmz66AGuBbjmQTd1HAHGLvl+Flx4ylPp0J8ErvtXhyqgu+9KfB3nXoedbTjglomJlUs5KHX+lX/R22tOjhs11SNL746eefWDqNWRmIuU/z12od6ibzg+7ciU+gp6eg794PHwsRudVDwxQAeECigqe1L5MSUc6QhpTrioGuTwxhb65gmyDKH38LIuXGB41jQ+FIAtiqJ7Y2OeN/5GeaGxskH5pGV4LrM9gZA7lDYtVbZYgftidnVlIBU7Damn7mTf4barlKTFBB7RFCPo+zPN04BKsZm/eM7mon6SgoRe+njwLLNz7iHDFVqyvp6P83JJl25wR1uOiLo/v5/Igd+32Y2wmf68Vr6PvjXn/jINB9kyk3JLwtrGrytzrkw4pzRd/lN75kuxXtFnct9DSLvRi27pCP9Nid23xBJjhAg9BBa3qYGBrTpgEcj52MWX98ZwUhPyKoTQYScaBPqNkWKWpa46zTZEfqtHTGi09mEmyOK1FTx4n04k0xrT47tPFek3Fzy6JBF2Ki8QaMT2vf/SKcK8avIaRe3Imla717wppBHcCfJyGR/XseAz+wJHUCxVNoWB8hZb+O3ujX92MwAxy19Amck2Dj1m/gEa7J0qfS1sOpvxCRZdihBg8xOWgnXIc1oOQx5nPbZeRkfa/qgV1gKFaINFzPUoMNaYpkssTQ9h1nWju4bbdsizFXAGk53B/mJLFFE74xL40HldhbMEaTIOjUiwwyaTfgMJN29AcmY9kB6QAQlBuNv2e8urvs0l8PDp9j5Sl5w1kSnVehMZOJaLaQ9JzFKyPefgK3TySWbp0C0LQaW+5vF8LKb9gAN3eqHxbkW5ks716y+NNRzcI2I9cES/adLTlrFeoiA4X4u6r7ax/jYZOjGRoeOj19KIDKw7kegA98Jbt0/AsP68Td4JvIk1Vjg4Yy/BBw3/0M+S9OSd1O2w3AT8dvKMawtm9jnUUmr1q/fXJUFXfXLUhr72NaZlPdm4ugWDAJ7IU+JzdP27O6Ub28WcCau8EnuRSiwKzYa0Tl2GF5zybfbg59vfdygXCLDwY4Wa1o9yZq5D34IORJshRod0P+mwXxpLwpBrqrCYWTP1UniFdnIayONidwBHjT1KCoMwW27rR8OwWZRkac5KotLD1UuD2fQ3oPQ3XHZ7tdsRoYriaB0cHgeNbQcEOQigugj1QHG/7oLHmvag1gmWv8q29tmcG+Fl7oC0PbGeTeJ/oaubnp+iRwwHzXAoGC7Xx7kOTjRCc1DmynUtb+wwnJr65kot/s2XSyPtN/zYv9PhJU1Z3ugKl3/4adcjbms/a++ydkD7S7/KiAJfz47yJh5Pmx1cMIxv4Cv3GIQjojcRsgahkRRO8lb+uTBZkJlu+dR1MH45Zfe4fNkrQZ13WVPnwzQItO8HkN4P15OK3xCjrCRvkFASkl0l6i9JARsejMmIDhX8mC7X4t68SoCK4KR25gewDZ8Q/ZJoVsqHi+lcv9JQskI0WC967OmZDcHFJlM3KtT4ZpWPBekZLCTTRfiP7aq9lCa0q00GQkAY7wiY5ITYER8tIydmkcMfjc2c5/f3iQ0liHrWatwa5yZCDjfeLi4vj1k3Il3vDG5QeHYOKzW0RKJhdzxZKBY/aU5E4OIIJBYf59B8XwY9sXHIHHRHk6kMD2KTF0WIFyc9tchF7DcIkMJquGqsKcmG93ZskZcfGZs0ykA2RkIMloR89J1oKY0p4Pg+W4NIjKIGHQTd5i01HwJYJ4KJn/2XBwoCaFS0gWynxXNMfuH0LkWHZ1UvT3gJG0h0YXsFwD8CJEMCNi/lA4Jn3kxPJ/M0JW7NxiNU6NhtzRxduym3xZMvdQYpRVZ7cZk01GGmI8dGBt2YoOiBGMYStbxih45gt/C1qfXf/h7YakPYOrA2KF1J2e/lPmHIsMi44v8TFhCe9P8T3mdiQxhrHnl2vUztAH+O+RH/3QGbQmx3FOSBa3NI3WbnBk9FqaTUiMUkNlW0tu6g+3CeErOKKgQrPzTsMAOgM64dhyqmIoBd3QG73PPzZUeoZ+9n+VZ8FBZWIk9wnL6HeXQT5oXQ564A2Z6bKmoQCwd1d48pM8HLkCG1COgcoOEPGHvDSPnINwkpLjemfNisBFBYu0b4Udm/hstlV6BEOSUyoEh2oVkqhaH2/LuvsffKdIuyQkyWpngaW1N0uIu9o3LTYU/1snpXbgcyESeX7j/JXfNrxP2gPLzFSJgaDuf2lfTrlNbTYeLIzkKwyIsK60ghCH4VP5mjDGQAL8RSdJXY8qPnrWPZTeKixgb++Mpsv8PJjbVctU4YOPdeuf8GF71ZxEXTx4p08OSSp78mZq/xFlg52fqeD4oyN5fCaar+E5JhhygUA5RkKXGas80Yg2byndWEGwIj0NUvL6rUmr5siFjfxx7KrUibmndcpKADVh5DtJAtZzLNWu7PQWFuVcYQw6dZ/RWdyLDxt8o2uAdaQzdCkETOxB+rRcWuIO7OZQzb1Qnt2k7QnpTq8onZNsferuQlo0T91rcftLmms/iSntMQ7nIKfWgRiq0wcLPNuEm2Nb6WwOp1SdENxqJk7b5lh49TJrXXHxDZBS+ttRHiun5EuKm3WUdqDoGzYxImduXYi3grWKxyIm5uL0zV6WBcSQM4lq202VYEAolVvpuPZ7zHmJ676jQcGv6OhvazfFwPX9WpHnj/w2Ey7M+iYS1Im8SLV2/JfOMwJ5zHjDuTtjo6J8WFGSyXk4423NNNdHX2Eb5cyjuIjCGa8/WXtU8eLimsV1wgwr0OmGawc49y5aiiZHZCe64gp8TIBy+WifGBRatyKNtirHdRcX7xCjsfmM03aCCCQoaa4T1Ihp69po2uegFtiJqBoduOuRnayRiShrAH0Ef9vCPiDSABhmA1vBfgvTNLZZaL3Vf8tNYP8BZReYsdCw0sT5y0Fdl0whJz4dRcQB8cszxEKxuUqy/XNwK8PJEVTfHmWQjwzf1XnMQLTbW2X6eJyCwhz3onT4aCs+hIe7z7kt8gd7mVHzktd5JMaZKtxCUJA1PGtHkQgjpf1B71IQ7XjnyrLBONmZN/54qBHn3MAZTWPrs8Mx+MPdUMcSbVqL7Jr2IAzsxi7KF8JxWZ15QASBGinhES6yQin2yYRzgd0T6Caq2O93LlDiEu+IZDIUyHK1ObeVsOkR9Zvbl9mkgbOvGtaQZzNnqyASSNGt7pTPYpEWP7NfAC/JgBqRZc/GqeL7EKhaOB4LoTsytEnK1/8GvVAj4AsOuPjrqor5SnQnntSZC1/3WAPYFB1epK9K/oJSYq7DoVfVy58rmtRh4bZAGVZeqH0qWigvOhyqY9SVTZQF1j91OF7YjlCAAdqZR0AeIh94SfvAShwb6GKOFyY+RXnirx0KXmamDj2uRN2/nPg1XJs7Ruj71w9tjJez5lw1396+TJCMlpb/jEJb0+PyGKTpdNYUIv+uUlpXHXU02p2ga8xcqn/wyuRuxIGdtMQgHqtwX7upUdbQN6IrjhHnRyFh4WMbK5WCTEXr92gMfcvBUJbnAcxw4g6zXMB6R/XrnvY96nZALB2G2W5b5Z4unKl2cpMhafSsUNZ+gxyI/4jXuHIY2mxaUkpbXOpka4ckl/md33DBe1+NiJK1OIqcICkc5U/SsCD8xxmH/AVT/ob+asdohcBNsajwVvlWUPZZlfoKshnn5DajymXWMXk0iT+hcCegBCvDCWEkx0MmqPauNh4mF3Uae+AIJ+ctU9MxROEPM/qOGcYLZ2ShNHxCKyq536IR4UpMqSf4ShcteamnxlhKE1aKbkIpmhZ+Bf98978yuefMPQ3ggv2wFl9zkPvwCt3cs+Frs0bIxUWELa+KlMAFqDu5P8vMFOkhbBweU145tA+WVIK1P+LDhSuDMjQ95USTIVNzEuvNUDRM2I5OZGeR9CtO43OmZb+7G0ChdJfkfTfbvtQNCWIbtDWP8S0emLvdHWCMnidFT7Y0uagbeHhyfdm5hD1EcU7DaxPSvVFaAdFgq5BlSMYelajNHZ4tu1ilENSpMvyAOv/lE6+n6xsZJ53FTUgrvfwH6IHb285NaXMZH5RBiNtQych+j4LyR5RFdie+y50rE1RC9NfgBic5BBXkXnXT7ORGNHnGs23u5VDeVCBikbjOTqBR4Vn43VZ36k0wHdvbL0A0lu2UsELAOxfM6nSMlUTAbyv/8W+xi+msA50DAJe2O9KZBj0UUEUvpnJvSVpx/cNl8SM7fcHYgiVmYD+NlGfl3u+/CJAjNxDtfhXBbm1/j7LW/z01MCX4vElJfvIxCpAP9p/5w+amIsicr7BT3VnLm3qft1Ij2djMdhEJcWLLZI2FrdCK47/9IVHxFm701P6JDMO7FhEOuK5CwLCvVUb9nt/t8rJ/Mw5/Foq5RzFIjXstlbveg6rB418JHC1ByL6dLAP8KWeE1uVHG4w935vUeNFFfFKtbnhKiM9NFmB945fMsJaznfPb1NFXfKgiWj4JuojN3BvfS3m4KngyvGyqin+dSdFyR01itTBSwq7NpdmBaCcIXdD5b/plLDFMhPa2Vona74TCXmm6phHTwq5PbAtYRp5rskuF2TZy+TTcB+1b3NYgDoQS2luxDx8LignTwam7GQX+s8AJKhLFj8K3Q7dqhD0HCzyzBXtC/d9ZhXfUW6AQvBBk+6n8GL5UGtcYS8naLnaoDD2SD7XQCz7fonFw5hmj7KlgNKkYkg7JD7DU9S1cPEz6hbkjQdbgyBh8+cnKfxQZ8tNpdv8NEAN8y/4nD82jo+e4+5x3WxZet0l2FkBRJ8OYooe4qXSjF28cb68Qqbv9m9r7dMMZdcsIbdOoGQMqcibdSL0LGvxllo9ifCtTTjb7YuYx1LMAyDSjTCXhoKZf743WHOul9KIWvyjYXyGcnAtdnA6BvoqPshAsusNOhLBHVqd6q06bMQ6j/VtJCErqKO0G0gRSsgfNm9lsxqTONdmTmRO6qu5Pkuz/Ir70FIUxpfkmdlyc1coTFbzuoWZ4BpBmIep5uaa1DKfCtS6RYCg+ZG09V44ZaB1Pdip5822hMaP4ZbURmrbunNFt4bQkxQkx/iM8DIHSiMwL5RIT99Cman4yA4hwg+umKkKZ/AB3xIKwMD3thj25hdMpx5bmbCcmtBNm1gME/l6relHcwYCdfqObQkAvsSu+UNfELNZ6aGN2q5Omxz145YUoKArduI3aXJO4BmMtLssRjC/n4RAiGARVZNJv3QH2D36P46CQm82Jl7LSUIe/qAxN8KY2qvO+hwr+HSRBiue1Lx7zUaPR/NlXao9+npFbNALi/o7In3RQjgJtJk+4URMsWghfKj7bjFXEY/Pv46Gl67hhY0BXyh1XaNVmXoLS7kUdF1/aG9/g4RJbLuslzLWmXHF1XbGg5DLtXGr0JqIn76ysLXJjgcr4xAT/EOCjxe3xTwaFQc+LOGd/yo2YDvUDhqaS4WONBp8q+dvMtsSSHOj9xPhvA67Il2Abkh30pNGM0olia/ncoVyzH/DVwsPwqD5jG3lGHkGM53nbCJd/uxSl0To+kn5SQMSjrnUILjHUaKtiJoZhipOgoZiXV/vRQwM9CRY1J6HwRGnsyul7qta9kflIo8dkh5JHag4zTVuyKYPLwYNUBPaBm9f4oxuknlfCBIShBUdHlAAsX8cxcIygbjm2wszxqw8zCW7OZFEBTiczljuJpxrDzCA11XYD8m4fvNUvApird3GmOZvup1WwtVpGuWNGfUutLTg04xifQBsYozOZr2OyDB+E64Pya5UZrpVpehI+0vZSs76BapkNiH+MmNjp6BQYBZerbrOG6m15M995MJb0+WQYLpFL7lq9rcQYWQT9czQPtuy3JTnSD5quJiN5n2XEVXqQiO3N4Woq5z4M+PJW2OO+tpXicgvDgqv0RFTXvUGqdYlfkqr7Z6cr43ca8mh1g3OjRrYWC5n3z84NlBCmumzxBJ5qjqxPQsC++Qk8U7iO7y11rXKEvq0ZW+7xGpfnA6GzHabNYn+far8OXy1GiIWzmYf8k5YWgZOvJROKmPC6RTUsEHRWvhwt49UG96u/zvuXjXfSnKwqa9rWqvH7TI4Ul+iH/enOKb9GMppHNolRUU5OieHGj4HPob3UwfJbo89MnVBVtt6jzPxmD6rhEuOfLD7lXaG0SJFdaSEqAcIQrSlG6G1/sYA2obLCbfJQyfIgLujwIqFS+OiYrebLdPSmQIYbLublyU0GgC9TCqBHEkxduBf9PFHfULorjI7mhBnM1Qlq6o+hHi3IHQPBDfjBgHgdA3CxOrlJL9x7iEuVOW82j/cqk7gPxEMSFaNemVUsxjTtRKaSHCOZqdx9ECmEKkrW5ek5N82clsNpySvTzF3vtHxk92fJfMhQNSnaQNlxoJq862OuFxKCuGEdsKPQFIEqgeAcSEpXy/62Ycqo7Pt8wNpJdqPDe/BtgCpU4UmAgWHkUEj/nieNjIwPHn88xG/5HItWeqQ8nqz0usfMDUlMO3K5w9Y557vLwvB/LcwpMWhr/HJbfEr16fQBkuBKQkB+kway7HB8TUiqJ84Hf+AsknQK7jd84onqexPfr9/y8hZOr68qjLApYWh9cvQ5BR7Vii48eGsunxSVI4J2l9V41Kfestjfpy1yKwQm2VJDD1IHvEmg2TxCcRgOvoPApM6rxLefIIeNH81pSJkR487qt+UaE49qmfKE/PoE5YE5/NMA9C0Sew5+1S3Qwc+D/gAl1r8ttA1ogry+kC/Nk74KWmqnbYR7ckgRDaKZLNjypFbzTBrF5xRZUknp15VrmVYABrmZ/EFiAuah+N3gq+V0l+z+JGF5hCFxlEceWFTbaUIDmdvBu5RZ3m2YvmTKzG5pWo2s9MS1n3qfwSkAKsZUB8dRRZpcbWkxylzzHljIm5XFVwh9dUcDb9LmZBE7I0lBAQnB1JiH8MvWrfcvhK/Rm8F0VOgR5iOzJJtybm2pwUzFPZOdRL6Nbh6pjxVFlkn5tS+HrcYwtQRjdkugRo67gQHSIIfH+QTwMqdl9qCk9F+kRGcGs1Xuy+IkggO5tJCub8NfqUTp6oQ9qK4j8O4Uxs7HAURVo5ziwuWSf3OW0sZJjTlYGLsGLCOet57FxYueWcb6EZk7uqKXlNPwbxXBya5In5eJFHrhpgUDc2e7CrWu1QSLkjOs4gLKwCLZwgXL8G0sfHaw8fsCoOB2Qhqa86nsJrsjANg/sNaHYLeF3f9Xtl5+a1WnOpMAHrsSrk1aQc1DnEEKSx3W3qH8LPBgt1ZhYClWLbfU1UymYtrIAVVt5ssyfFVy3DX7xNaZjxk1EiuB7FZScPY+E0Mnrqa8Jrkgu5OsiAxRHXodW2vzm/xeyY/Ng8rv//ZcWXXvFp5bEwF+nqRN40mSU2tqDfkDLTf8h9WkBpNAa10I3wUZqBtcuWVPkz6wu8NrPIk/9WnZ/FarwVhhVTRWY5ItCDdTMNb1gZS95YEv8fd3QFCvVnMePDI+t5IJnggE/raZsyTE6WhUrjZ2M0pXqAQd9VMXHpybhB2+vy/Pfz3gDnjJxlwKzKF+l6p0yUIq9d+PbxivfGpX3ftzz6re81cNuacqTk+/UoqR2foQoxo1rP78FBhKJjeE0KQFFqinY5KMvIVD/U/5+Npo7OnXY/HPtejMcAEdeyyMlv4eooHg7pSRtTjfcEKrMqwIimq7QNHzCf0m3IHB1RIcvU55tswTgMQPIQJBTtqLVHYxLnuUfHQZb1+krc4FRs3+DfW5m3eYwrXouBymOO7ZdAt52ddE0XZn4Ik1OdzO+P6QTv2SKlJN9JaMuPnLOO2HK+8B1Q3S803vECbspZwuO2SaqU7FlWIsdb253eMbDH/D8V48pHhVax3Wk3gVKQBdrSCKBpBA9tspwvFlxm3CTrE/CnWxTEAs0nT8HWDH9zrQHcrAFeswwk89VpBFl8+9RG73iqnH9DlRllRTH1nq9yL/CZg/1eJ1XfmUamGasPOdlKO+r0O3Fht+7ZEscvroLwRx13WAAOAz2OqWDsWkJNm1HKCRbEK4liTt2ezbbiZ6wrQ7LHPy/t5KWOL+ai6+6B9YvOaZe4g9szAXDOAz+vGtTY66eecbSqMMEe5eFKGrM9VOKsFkpPsuM9jkd8Ln+TgbZwr1oDsp8u3MpKQ/6SgryDp0iBM7v3IXgCUM9QmjvD3r7UaqsfGCdiK5kPnk5HPl3du4llzHZy9+I7hnzaQnPEWaOoJk9//ufsNW3aD3CQAE6Dxv1V3jeF6NpwoamYgaQ4OAdWK049+pZn1Wx8ZHW/TokZvImdrwwtxsf7b8XXHW+qKQWrIbe3chE54G9FhiZ++U+3zrL/CYYgTl5Qy3CsUlpnG9yI25znSqSBsoo9kKnbRkImcKy1uIa0ECFxODS4sMzEFd4gLvi0r5kCF8oPsSGK/X8DV6zpMSmBlyx6adZ9B+s7eDlfrbESiarM7oIDH2A5KxvbPTJftx1ZDuJlD90iq0FWnUpP1fqLDCZ8Z0/NYvEm2h++HjwRY86eQl4bipjtIDOD+AFomrB7JOcmwspY/gbkn32N+N7DzZ+0sF/pw6ocDU+qgEjZG/RUZr/CSeGyCUreAeDS18eAYM9R5vwdJYNqYTEsPSOzDaXcp/+jAE+P3kY6XJbqfTu5WO6wibI1yO2eaGJXNapaqlXEzrcDr7wOSC2p0W4qkXS7moYuW2NJKq7sKjEhA4dIuUWnlO9pIIrxvz6Q3VqpDkmxHDxIbCMu87+4OZWuOi8jB0SnfcM8n3AsirdWUSetrrAaO5QrimqdMoGLu5u5zc6M3m0oCJQ1MwP7wct6Cc1M3Yddo87N67r7jvv0UpviVfLl9+J7cjjVz2O8r5E7Dx8MCMZhDc0zpMJ9vM5XDDu7iYc5EmQnvuP692OXFhuyBonRsWOy41vDX0yYKa6mc3aeX8QKnP/IprhdqxZUvlGt/MU6QwMJbupdg5T/pn131hY17ULFDDLO4iNFi03GbFfUVr5F2RYUnoicCOsofbcXBjQaASyg/S8dChT2hq0lhXUDWvKKXsO8c9iq0ELrhyuMdzW+XBXu7Efe9fTTLR1Mv+rTpYzERz9PEItE9I4u0b0B6djghESjUkCg5xIdd/cS8EWpuJ/D/LkOn7tKs403eM5jLzA/tKDozABV5njCb5BiUgODvJtXsigkM0wzxcXY+4XM2fjLTVYLe+XOwOQctrFPIqeuYpY7MVVbxiM4xMhTnfn5v9Gp99CF4jDo/1yZy3iwK82xER02SsWSxyskjzV3/8+6TSCPU4//QOapHhMni8KtJROD5QbwFXajK4PSfENctII9j+yTVinZDWVlCP7fIrbtX6OA1yzQrAu2DB4r5kMaOaEG+gEKvERk84R1/BIKwO1kN97vGGnDl077xqvba4+pWbEIaLD1RHlvgixum725ZzqfFojs8AFn9bXMLCr9ym5xHNLlQLmLJQjT2Jmif/0lPrD4f98R8R0NGJA4ibaleh1X56BNt/VFeR1UUnaAE6rp1fkIFUf2kE9ayvrdKrRvp743oayZcbxo+n1B3YdRudt0/BeOa1lJygZkbZrRqRILAO6TxcH0SNrtphUvhsoJBncMYPgTIoroIres3WVpC8VlzxmEYRpj8pVfSZENy3YtO0cp3AGpn0PaxX+BXnv0u7CCxC33iVooc5fZUWmIyhIA2y/BrTsao74A4ZPJ0Bz+UbEeZirzYzX1IjDXX2ImUpSYCZItgUPTvp5nNF7yVw7Zp3aT6WEMtYluYUqgkeaXAqz95Rh4CmLNUxQn/60k20h60DUjUByfFPpwtwI55nJtF2sVAzb330b1EODifuFKXq9xaHTyD5wAXYFF2W8MGFO74yEGUxpV0R02iFHdKArkhXO0i1VptcIZhUPGGmGFv0aSAM5poog35+LzdFYqfxConQ2UKZivIa3AA4JfiMpsUfH+HZ/9jYJyKXSL2mOCuZJjYPl+CjeTRSrlxz047M+VazzLwYQCTiU6oTSNB3oT0+9xVGC4s5tBk5Fqc262R+/RGYBf3RBUkzvOO8YCdB8Tp8NdlraUsm3j6uR6u8GNxJp61yMVLrCI96N6DCZf5RrJdixbCD8DMfxFoughUyP4Rbf4cTJb+ZAA4tdZqP/2OTfl/6hYIWOGRDWPwZH8WRPR+qC1EIiutl2Dxx5qA5Vsf2pzwu5QQS9G34jPVKjWfa0HR8fexRruhFdznQfdkxs7etBKHuDeyi9v1I93LQHBSzbmezudv72D5QUFNTeqFzslOjelGo9jAf/FkmHcCY78JwGFp+0FIXr50Y6W0XBufnei22HkdM9IokTHiv8mpZ3z4F5iSV+0dqrDfHvzaEhUtoXyxYVPWSAeN9FTRvkm/kjX0/g//Ty3wAfq6KREIG5M6HgYRBDxoeLN9SAfuIeEyLBDRcavcHS6Gt0cjNX2opPvf+BiuEA8IKt2yrFEsnykhM0WM7jkX9NfMhpG1XUdUl5dPcLlOwTiDmJHumxPnSdO5sw7RDI8zRiA1yGA0TqNfNVBma+WgRhL7Fe2cUKWtf3ZGnKBCMQ9x3WODRBM/mTgtgJrOsn3AhaVkcgTgCrTuHzash5072JXO31OWE0nmLbeNtZQkhBa44fQx3ySjVdRTmcgyYsQyy/Uefim5aW6doBqpeDtTM72Uz9pYhmxcaxnDQCzJY21S0DCMe15YOgJf7kQiJYoYLn6NiwvxO3nz7eqMTmXwzktygQycn6Cs3oLN+sxh+8G1UCewn0L2GBa2ZoKgCQCPkzQt5ZFAJZnQ5KZ/N1tRXX9+1OBV/nyCDSlAOomvRtaiDeYnkyEo9eFVWXU/bPN71gfSHrBDkqlNiltCGEBvftbIzHZ1MuHg52ymObIEmc47SI8L/nHCVk8B9XgUyeoBE9s+DSPv/0mhu7sPR26bVBS08FueSC2X5dgMhDy3DnZPpyTEzoWNesWz6JY8Zpp8Kz9k9/m6uTZQfyxxPP7rUEJIB2oHEdbjmVlqmer6W0UDXfdVyRDMUpZgBY4rE/+rkda8/ltlOXXP1psza1+YLCR8drOWgoCOCp2WNH33WMaRQMi+ORET0Gz+kDf50AZ6wwIr3b19qfLiyR7dx77u0Cjixnv6X9oZh0lEYE4Y2yJ21OJINavAJG1IlJBnuOEEYakCKBsbAYIPbMSF7B7kTtT6og1sH7DDXEf6pcUdjxZ44mmJSXn2PuduOwGUbDYNdUuA7cU13VEYlgNxGQXDs0FXLe5afxhuvsfPNXil8qSG9jngVGJhK1bqqWaYxggGrxT4V0CGUmD7Tx0qdC+IckBAoJANv9z6oQVPvVwa96tp3SPXOjuyIEToJyoli124zz1vsqSv2WjTKFwtbaHWYmrRCqy2EK/lfQ0PmJwmURDU2HwiXo5aaiET3tB6MBTd+FflgNqK64REDgZzsCa0U4klMaUk24uju76g8X1BDq4XitdyoTEnQFNxHqavm3Wo/3W+NDCAJiX1kYEAtRI7Mzlze2D7SIHg6ValA1NVp4N4PiIppJAnAz4BPImwAGJldc3tHEkOXQDpmRFahkvfgEt9cSc7rsBPP3otXXNBbAnMNE+JiDif9pcI8BtjYx2g59+JXE95Mf+JWlUxgWPXwdwoKFJg04/Roh2fggh8FTTsUMvAdxGtKn/xFDnqvvBV4GTheX9mr/tGcpOABjovOrUSAbarAr0TkmyP6EFOP/MUB6Ww0uAHUiNAtclsLrtvrdYuZdeG+VbWNOWslG4Zs78E00EQDOi6mU/dBU2vjNff139yY75kRdZmnMu0ZRm/WcKBAMc6qeP5/S2RXjpwVpHib77MA9FoDew9mM/hvEVVm4ncpKPkBuuy80RpTFtOWBstYYxsEmAPLUNoctFVa9BvaZkKXORtS6NVciDmyo8XI1V13Q26Lg0eehWa08plcobobC1UMCD8EaP9fAGPWqSb7F/2HpijYEWrjOHa5p6mCdktPS1knpQZdvMZ9KZTubFuKUv9Qa2xUsCoeSZLpAObmcnTsba2jr+8xqVsnP9DhTNvzHv8NPV9CoEvVD77+ys/mwg8iMM6IIwu98x7pcedaFG8VQPAP9PpT1I7E7kCMyoObhFa9ISBC+CcaAYi1KnCv0tHRokyYWQLQ/prVN9QR5bW0qhrD8sNlAHvnNmx+AsL6dhA5k/id8Hp2H3q2MRdvnXY3yI2OisZZlFdq8mVdyuRC1rEZyvfLZ9T73tSqmyls9YM1xZ4dlr+yTsUl4gjo3oFGv6taV4fK0LKGqkgS+aJivr1ChD/U7rcR0bSWZ/BLlaujPgLCpIdZlndbDUXOBp981Axrax2scdfahx0H72uwBdIbLzVXufLulOIZ3qqTwPnwTqxtsYn6X7u2BIoa3g0KwVFx5ftpDkiDR1reOmLpzHurtdnB8e0ZDjCfBeo41KWNNp1izYK5N2ur6EYPngwU1bNwJcPG5QZGHmqAsNLlEXfo5x1yIEt2SbTpGyFUcU9Viop15S/VwpyAiVIgdDgRS2XewoNk+O6t7k8qUFfY3Yv/tuXNufcM9fNqQ0QPyZdYC0sBaK0Rh8uSLIvkIR8v/VHXntCGLyeUgyQMWOGDkqw3FJTsMj5v5Ff3tipBMtT1GwjSjdXwekXd6f+yS7l+zq6gAFFdK+YIaSM/WmUJ60N+NJRheXyEM1SN3h6vG/V6EdQsb6SROacpjv0ZZe1iE6VlQvsOlfiP2uLb8cNNbd/IRN8cgRje8a47DJE9ml2I7uJpJMuEGg98b0He6qlwlnvxpEMWlffIIbbt+j8QXfwnCtFM1wYv0aQAloBKU/7QkfRjnMIZAtG/5JHEj7hvniBA34Jf8c1nWyt3DB/TwdXgDGKgg3dHaEX726z9LOLjxiB3NYLoBxsO7bRobK6clKP9ETlJx9uh4fViFJhuiRzaxRsdfkHsAH6kSr+hIhIZYejuAdOlef3IuL1T93oMhDKzRjWS4vY3ij2Wh1rMKllUxnfBv+q+WxQ6ovRaMiO94Ts1W3GlEbNchW1M+sSbfwFmckA1Zh132sOYDxN8bB2mUS5QpF7/EMyuZeyzJN6mdzWgQFoKLXD/gvp+5rfRUSutejOmGkPUjRO+Kq4+OKJdQY+kL2LF6AtveVUTMyLLzg4Hx6Ng9Bsojc2EkPTloj5UejQE0Gh4udrAgWaPf35eBhhWutYVccACExcO9CSEcrNN2FTHSJUlgn1xMqRPR9UYLvPrHzNZELX1O2DG6eQy8xzwmEBJxr2+5YcWWZP/g7UVLDXvtVERhb1qMaQk3Iqvzy2ZaBATniUBcpQV9AoDpX7e58MijNI4piRQqyAE/x5R9pgrofXS+7DK8ACHxkT4mqpAN7u7inWK+9ge8/2bY7xW77F9vlUj8S0cs+dzh35VkmNOcu7jkVH2JoHH/cQ8ur1A2BHLabnt/HBP5y/6QU3WyDCFLZTALDnEucmHDVvNRXuGWkocUT91GI+VU5wnN1RfmyCu83mjl6XEgQotKuyVH1qcpvPWS1Okzjtpp8azu17StkSeunqcdU4YJvEQeNN1nNPkIK+EKyqUajY1Yi2FfSMNVgut9eXbCsnEiEI1aa/ogxJNGKyF2akRkDOdPhbv5cuISfuYIV2CXW/9sePRCEzThaeza72xF4DIcD8pePLbbDO1Y8r1riSZFt0mJqUcvZ6VniGALoXxdTaUBlUPq14ojAN4p8tC63I/zem3u1V/ZyBpzF4N6dsOTgPXVC0FIKY9m19zSjyO5axYHfa1X9FVK98K+5Xs987DKNaw8zcWTkSNg88E+uFj4WyDUxuvvM79XRMC0oBQg5bJryAB9Lr/7C04CvoeCyDNQUggic2xdx7//F5xXiQfirCTfT9oL8Y2sJP6hQ4KSBF0U/OwQUVpqjYkse/rvqj3RyroK7FFYKKiekX92/FcDatix47hHUzHRdY/NNTIhieAGmExI/5ABU2KfUdWci6nUMWN49F2E+7H+2XCbD2MT9+n/JIyBavyCvZOvotQuwjEMtDbFZoKlOsFEbKt8r8YJ+Vob/VDn+hEvfcagfPIquif8JNRJv6/RDyom0+EuMY0PuO7SixQEkKBiOZfgQqWBpV1JsAtDoXbkM4MGwpRVt8kWhcPidD/Jx/QQkQYIm5XQeMPYsgu/ZBpPQbQ+i0BeruLp7ML33dJLWy76N83theG2Tl0bkQODmAA3MRdFwXBvJUO8RT4fv6rEbVSQasbijPG+t6SvbNx+x8HFG/uLk9wKNaJKHd18RfaofiWPCrk5eoP9kGnLlniSitQrL23i56GUPeT9eokbaC1bUB5pGaIA2FiV7WaVgMEx9BJkY8JDwtT2yZiPZiJ3qUpuhRPMx5UeLI2pTfgHPgusgKhTrzj4Qw/U8Zy5znRtsnW1O3aC0Hq9DQpKla85cOsjWwt+QCs7OUyb0IKG3bw0TH9PeM9bwQ27C/AqhBhS+s3/sE6r1+wuzksRhb4RUWux2wgBzUHCxFC3o4qoy4PcXANUGG5t2bYHPM4SJSm10e9wzBlQh3vHMXs9jYAKNeIdDGyThDPY5xxA4R113WU78kAsKCpgwMz7hXUvEmyDpl3RPexCfov0JJt7Q7UM2RckUTYrIfW4UyzZ1eGeC8sPGjUgxEcexTbkAQKOSWa0ltp1BdGh7mO4+dVF0iY21xcwvY7pFP2+j0tPZiHYkv/mMm7ajjLnWVSFjpBsyaSxD8aPaKd7WQ30mBagnnIK2hW22BCMYrtKVv92rHQEi4D3r4Oe4dhWjwN3NqKF7S/ohm/b+Et+FFZpxYHu4V/1m79bb7jzJe+eQOM2R/fNUPWx5Wecd4QN/KHnWS6GNVNxD8Ng2bzDj7bcjOlPwHmskkusKrH0OtifEKEMi9meeaO2laIQB+mHkdxtGmKAS5VnC9mOuNfAC4vg2IskjCmkkliIk9myUjWvL0ALxgvkmE6d5vQH0ouRBIMaah0H0NcxT07S0VE11qlXKiGnKOfU+pzCZNuxXEWN1BkiZjME/6425aJPzEE3IKfwXWSB1frFJX9aSCtRXxrGqhG1odATY37KF8rfMiQHFK4kQ3z+3dGF3eKi7mai41gYmLGidRXkzHGTbHGQsy686Gyb9VymfHP29BtelMslFbql6N8lW/smk27CUY4fRMVx2PsCgnZgg08QHiEA9yWkFcuq4+UhrpzdqY5kdh70bgJBrL9R9XY1X4AkNs+61HViekV0K2+fXXgHkBmgv/FpbW4jlkFNdtAz0R7dQ0NeynhTTM9aDTcZG3J94as5cjQBZHhagEEU8oKF1sHe4gtTBZPRdwTCoC/gAAAxFEAA1MAiKS/TxA8YyNxw1KGWgCzvcDazADYMMXgnLbw95zON7GTvSebMBixk6fQqFBdCTgD6rFjUfT/pWWnWkESYRr6oK7BKdVdn2NY8vmW1RUFGi7XEQN1Tck6Cg+nk55QtYAupvdPxQUVWgcgdu39wYKNH/7jWrVuBYCBrylsGmFkhbJHR4RPlqGj6952X0Mvn8KZrpuc6syn26DJ5tY561OY/8s0jWO+AEfZCjQQaWQ6LAC17x82xzpZ1mV/QwBj8+5crqJEt7PYFR2ZDEutAFvuU5Q7k/3sG70YQSrHOSE5Y0wq6zg8Z1AGBsp3uM9Ltv3/bqYxdKmS+YfyfTXCAYArhPaP6mljF9bl81bij+QxWYFIfJ5Zvd5sLB47eVOHLoXLblzWcB9L85PjTc0s/uIc1UxXR+zHnXy8NTt9/y+4D4Sc2zl5yvXueYpUCvCnZM0XqogIj0RUTUJVl369mC90ORd9A7xrXXym3yVy69LidLrNCa8OsgouRXOUqMhYzyo8GGDNAETdjfiR9XeP7PsOAWDcOl4w4zSsGc/EgWcOkwEmLBku88fLIoxa3d8a8vb9DXSKzf8LiW2+0/+7angdb/njkRyQyAs64nicPASKXQC3wG5n7wKPdF50BbWAeSg53EH+WPs+m8GwahoyuOspWvaHpmEFKlhZ/Hki/Kmp2RPVYhzRkC5R84V5I9Chf+oqQcbjRZyVjHTQHAnhoEsTBynbcy9fcBsfITka5mvjo14NxAAJirjg+PW+a9guqNDO56L5DVEVJMsVgRT3YhbwUQ5Q8+HQLhiriEQGFuVW4M0DJ+p5ImldRQNOUZdo9ZWxlWwxb2zF1v2Ls63Do+NRqDXHYI/OFg5qKv+H4H8rfi7X58BOp39ma/F2vtZ96Wmyx1hMhDf5aygnFP9mPv8zRxl6PEVehzhntZY77V3wnjQNgXBbzmcWKnq5F3QCd/fOaFGcxB9fKiWTjhKoMdFqMIjrJL4ShFNIYVGfKGloxnTvCGlWw05YRSCv7w67FHeyO7/ow/D+q1C3a0XT+OIT+RiFtrHT7fHUCRsjSBIMzPHAmSjygiYo2jSATtoRyp7xkE4hdU4mtspIpwL8QrQwH4crXCupCtzRT0N0zcDJPZrWxxtAYJxppxDN+to7VGwtMC6gWGvZs93eQIJAjWPKLLueY19V2PLOx4vGIAtr4/FXskQ/l6Dcuz6VRNbsvvenNGuAD0luaZZdqlk9rww/AueZDBDQUaPnGAHBDwhEsgiJNY7Gytxv+v2PVYL6T7+PMLwhrCYbtxTf9XkJjSTE9MMZw/ze+7UQK9f7dcJy/R9mHm1CxEKsDQd41mOiLkbtePdSF3DrN2OSqeI2nzY5HdvtrG3hKHlWubBo3aqzT5xZhNw/YPMP2r1yQhpbqCNRMQmXse/Vl9RS9YwtTZy3IisvpHE+kqaEA8qtJJHdDATLOfOvdQuAG1MldKlXF91CJMw6V2A4o9RYTL1aURhbWfDpyFtQ72fEFkAwknbW9ABoJgvLKnDRjmn0VFiUHv9HfJK/Zm1JlImWIQqRbWVXUZHFdqM5sDsnuERQiOvFOvVSCsvj6ok8Z5QMAY9ha8cJUPpghPYBhK0S2+z7gWyfDSo/7Vv6D4PPv0v+qFrr7lEQRozV7ZzAl4aCw2AFZTDmU6SLr4M4gkYH+P3pn48DFrwa09dhzvm7WFEi9zmowYK1Yfm4X90SxngtAUR5jj+jMDdpPdRrfkBQvI7OstojNd+ZSW/yjsMJMoXt6fh6yr37pHzwb2dhiwZ4w8eepsRuKt5+Ots3doA9g1VF8QnavqqeLRYtZmlJHuevfb1EtUEYmR85fAe8Xw9v1EBJC1lZfCgbAm4kF1HJV4XTA4PowLsajD7IAYIdTP4vNfdD5cWz/Crd6SuiL0/FaPd6+uxm+ri1/Ia8sv4T7j+dVcnXlBTrmpFNxQsfHrBuFRB5sR+VfuOZeiX+NmYif8e82aubnKIPM2QLFDsTGn2qQe3w/OLaJ9QXWQj7d9TN9iZuiH9HW9WAkpWbTomFVmwAbntj5Y4Q47Pl9h2B+iWtxaBnprHbplsd/YVGqeUqZMABoLrPMRbDPE6gXCHvDX3/KMHe1jQBH8gXIuJ3Bp+e6XdiE4NzBtG2PuZakaz5qTCXTzSBuadU/FQ1LNZjaDvP3YqQf3KILd+RwvquJnOjfSvTOF3jvXn/h0l7MXBeSy3AQhHWbg/yFhPHrUqLtLEVfZwwQUmEIudFVbiP2LnRbDAbzSACP6XWhDdKyjyhAqugFx2d2vgovDELwJfqEqngwkXNrjVRUfKn+w4r74FMLIlGVJfwyjyfNYKS6erTbqyepgyhAUDB9ufJDz4oTaOR00mIKhVwiqD+ouwhvU6ARDAAok+mIGlBwcpTcn4RkzCOPAZusTTPGkLRUJ7O40tuEV6saaAHSGN84QX37Jh2hZZAJbBGImhInXVQOfw8G3jKQDCe74N5OAI8+oTkurU7irchxm91qL89N9Jei0ufScl0+svHf2QoJJcK/7ftQSAfaB4UHGipSZZoEA5bcUECHHgX300CfmlV6/+VwU3zXzKcSxMcZpk3tqLgQrpz4Ajswok7LN778FW6A1j8AJvgTxPwyYP0ku1RQiG4IWE+4DRhqFYXMkonwqqKP2XRl8QnxBKo2vseCoTv1huq2mmsHuJZaAftAQJtlZMlWiac5StpfSkuo2iAkZts06A8YdLQVJUWINMEo4QBp7odiUAoHjGoF2+a2ShUFL/C4cJ0+o72VRn//vinit8ECgcnY92Rb+OxC0Dd/F2LN5Zcgbg9vO9yy/nZWmGFIwoETC2bQdzydy31WN4fIhWIIwDWhrAKE6TrDpjQBQ+UigpSu+yS9l5qP7tvFwbbb5FpqWUC9yhvlVCKbhGoKrSC4s3FjdBcEWwLZbVe21YdB/dZxPVSFWjO3sFA51NaFV0Pn9KWXwnzUX7JGGOa0nh5xXfYwuE46QedAImdLvIJ0OdvrDntvcnsiZeoAF3M0AOVSNZYutlEwBrcADtQeSpluWig4zetAFWNKB2eXcAiovOq3mXkmtQC2HLrPfLoAigQADmljYnOwlwfo7DdSfELwydWoClxkjFcO1ds8mcs2TVhfmGtugMM3AQC7Jjgta93UgYhsIhkx/NLC9UTAlo0aqWkyBCD0v6X26H0udAD/E0q06MtDLUIH0IqzHRyZwBs5QjNwK627Od+qrf4Re/oiBWUruspxvltfuOlj+ZGDN6kBojvAecQsagiZWAw889Do/7N2JyxElyWGlaPXLkgISv23WGUoyEYTWlwR4kihBWqFhAYPpBlhSqm2OCHslmUVqdvgeDs3KiOcJroy2puBLlNNd1CeD+74eawaHm3GHqIZEwQogIoSHom5wY1ZcLemCSFwAAYTYpt8XuBNpMLxN58waOkGTI54mDdSQ/qVzLE0g1M5lgW1w4UBrjkA43Wm+j2emqP469sON+0Ia878kBolkYM15/x4MZNrzvwfrYA6KiE7NhAZqxNkfImqlhVV9onu9D9sO3xtPNow1SRajyaeeaVUPuQaSNP3wYl/tei/fGJ2lBDTBdNnSVGiYvOANDankWtfahz/9mxDgMd8TAM4cHMmKvIMG9qqUJgPFEWMUqndnCq36xAflgv1WV241PKPQSZGDDGcb2lziuoHQ+8Xp07Ob81BlNhcSCtbZyo4lFIguHI7Aq4q9wFE3xMGxYd88cwhpxovffdxE0mSO/zrJ30iL11WYv20Xfbpwybi0iGUsUFQ1pZLgz7SuNQnO6BXpBhKy2eFa/yl5F5QDpiIZHimvfxICdyNR6XQv7/4MEE13eyT0CFVWoHuvc3kd5TIA7zbSYLle3IxXLlLjSu5c40Mbt5QTMUnY/9RaVBr5xWQ55/0TFiSt08yVpWOBoBSMK4xMSP00sI9Zf313uGAHvxkj78fk5iXWug5RmA5AcalL6K5EIoRCmMjmjxO/CTnFHx3ewdG+J+BBhzbbeBJE2ITNqLPcQkrjYGN7b0RtYmDSy1rWbNLrZGNR60tHTPIN6198LZO81W1K7CVQOi3TQ9WwknSMfDJOufkxKkiHm0DgExvrA5sebqsIxpFcsAM/vKVOTo171m8EWJ8YTPeHsF2sZYoVEpDREXAsc8zCXjlxhACaP/31ZJAJZIiBv44zuEMLC1SxQ0rN4ZGwoGRw9vn54JROplGxs/g6ZdGsOfWYAP3BzcUMhOzy5KchBzpW3gWV6Yg1DcpEOO0IPER4hekS+cZ3w0ypy5/2DMSoakr4lLX1W96T9jVj8AvNX3jDRyTABfR4mYh62VkEHj1meiwrmVT3RxuY0+v6HODdZmzm69MuHWdSGCvEFIseCUyepHCAa0wS1DyS+EGly/X1HBRJHOYL7ki/sIgTzhyGNmyeSBy0zr/vHSrdH9N9Zqwy5gmMCRCaU9xX/PUc7HQHqCK95mw4qWnM3xgEsX8d/os4WXAzKPEVVEFzAU6AxE4DTN1tIw3YFa+vCRwS6JiPCugVazFlnO4P23AfnBb0MLcoqcUsnK7y1MA6W/3mHIWFEC8ly/2W+kokMhwuG8hClfUx7HAcJAfdyP/20m1gRGnuUr66m66kxaaThgVW2LVDMxxjBMCvlP0CZ3x6Wx7rYpBvpSAz/LCp2/3pxJgcAhOK9n7ZWFU3NRksb1q1H9xh70Rz03qeVlgtRasi2RX2rdKMtNn7J06pgYf/kENxMAoZi1mA4frY5A1vFxZy5gpEyBViuGI/P/s4/6coMT4yJ2hBp3tfv3CzpGobUQQuWfcUi/5xSMYyPxRs+0pOpflCTI4gXabUzRqd7Hcnn2ol4AvCZwnKyXOwJUkUcqK6rGrQU48f/ARzA09rzH6fSZTfShZeQZES3b4Ce2aJklk3c2BvqD9Ip29zFRE1e9T5x44ziF8bMZSm49uxLUdCDTCBoYQw/8EnYUQPui2+G6uH+w9K7VoxWz8ddbxGMV4AVp6kv8zGR6KdHnhQdV3te7EmuMsv59Fdqj5Hs8z4+hBhq5BsFrEg8s2nhnCfh044z6txfJ1rmn4EbJhcnlHcN5JY/r5grKDlTfNOT/VDcGkTffSKYq7BG5THEqpaRb6LbsAL2eiY0Z/JAe8M6i2eT1OGz7HANBFPu/zKZLpRnR8RQ6VGd6DS4VwRtAm3KwqVTzBJ7BL9a1KvoPGD/7HbH1nKuHiMGkINqlBWx5dFc84UECP8aDDPpeKjq6PZW3f5tfIp/7NRB7hBLNiIK0tvFhz4Mj+8YMkR2WFlCAKKeFAaba1l4lA2nAwjMn0nIzvbqXFRWShm5GIi88RTtbn6wSX2+4oA8eo9a1FDdw+QWI9x8EXT+d8EVVmk+rxBWvmjz1mtpfGAPBxT3aYWOKeAjgHwj2SEn6qqE+s+Cwq10C4jqgQFSrDbuLqBMwbE72bv8nH+6NnCInV9BojZbDBRWDwMSniaDj2cWQGsSmRe40VmSiSNPEhmOLJ6W3BINnAppTWIIZfFc0xoSnIkfBt0AHpDFwNpsVXMXbnE0zZo7sCZC7ksZYZbOde3jxTqAgf4EcOUcD9QX8/y4zIJ+EKl/FhlLX432B34se0ckJF0VcJzRiBsGXP7tdRya/IT01EGsi8bM86Q/ruVKvd30rLLaZ8VcWrbgBpl4Ay9nGFUEIZvuo5krN8RVRjH0Ktu7dVm316jsSRpEccMevLmKiwuVwRFFJ2QFszVL3tcWLDAQ4LIaeueAkah6/iU3CjOuCUjPpM4MB2pntkQ410sVo4ac/hynLCs1Xf7pXZyoLnLgeCO3b8gBeVaN+pFYKJXa7Jkdp+q7AF7ahVrwXmgK4I+pk9PdE7mlAii6nYjaSPzkJWgmIUsZLgCHoSrbAJtfI2zdUH4CV5OF2uJJRp0qu8CE0bUGEsfxLjuU+QEO/lPr0gFlQdHNus2hldlhZGD8kx2nv6+wBEz3OwhCGnHHEEoMBrKl6FifCPosQ6EakGkwoYff8+oZwtKOvxtJEDszgzW1wEH8dg5B5QJ8b8TPwSXKG15buVEnVgUa9Zo7zadyw1GwA/aTGHVTKXvD5yy0vkwgmluxRCdv6uKrhksC15PmcVf8SQ8+hEQXR4P40LUgOX2HPFo1gkj3DNE/Qhoi1mch0ns2JT0487LezK//G2r0ZI5t1+MJ+lJcViTkEBEEvsI4eCNyIhdCypLwvgz3dbgLWHOx/4IIscR77YvW+K5k3cCO19AGRpEI5BwwW8peDVdAvOS4LuxKEs5jGGflMwzBTkirRDlojpk4LA0jp4TfuLctBR0Ci9EbcCoWDVn7s+GQoBaOpMY8ADp6u6SmcwvEwfXzsJwsSY0IxrlO5okByXHu3kf6zHS3BNkDpPqck7I7q5KmG/f/8WsHaZK9zqBnaG/3HuQEIjR4j+Xb381H/wwIPhewCSDTndxY6tzs1SsXAhetnjoScu2+iy9QeERAOW/FPGIaQedoovIONn/tzRZ+WVN2Q+DJ+T++sYJT4WJLm5AANH9PPOw7sgZS7hTjIaNRjID5GLh4stANJmlwQIj/+A0DAkvv8rHuB+SVjqLCTWK4ejepOaddj8z3CoW3ZQOuNM+5cDUC2vPkKj5vKtHjwypmYyJVDhmIW8iuk5+b2tZ+KKLcsjZtMVnVgd1HaKbLIC4Ku7Z2c0N/NjdA7Xafdf8kxV1dJzoCD+vWl5i4BaSJVfje0xej9cYFKLomnG8gB3PyBa1LsM/DDqlU1qzVKCJJJ1RGL3HrzE12AwQvmqCEmfpi9H7S2xKAH9F8l05hYslFd3hPv6J2e69TDE6nf+GxNAr8nPGQCUPjSJ9UksOa4nczRT0N1wxR0njPxMok4/IFDTyQpklnz1/OgJoUC/vwodjCpv/GoCxl3AIeBWOkGVRmjOcyh/qHpa9CyUi7dionrsEwaXwlSsxx20dehgOxZo+QN3eApIeCSh+I2avw6BEPmvTBDGLz6tMw40i8b8N7iltaBCrpd7Jp0/9WZv4GAJ16HxDZ28t/TQfNzVzwVEM3nTih6CLqZ8DpPPzsfjFKC1M+u5n6jeAZD24CQ1OSwO6XT6Dkpe3twu7FYKsRey4SGJaKji5Awlr+F/0keUGMzrB7o1NDWSbA8Q6Er0krzauk85j2BZIpF/4BqddiRBeFMSb/e4Bk4wv9zkoNKdr5IogB8Q+/GKT40MP1wdS8yRvebRnD2/1lD/fMGZRXOSl+WgofDiYW75E9o2FxnBZsXZ8yMAntDUZws6fd/IgGWjXhY1zArB5PSCzIan0zqR6WzIWhX5Nc4eQnN9bQOe6WYhasDPSY0Q2GiGg4JPFLXFUCfvPp7IDFaTvnjiSTqDOMLQqkDBdFBZTSjZaPeTFFu6KQj6gWo8sCOFFJ/jr4N+TB04MwP4EGqLCq/HxEuvX05J3JmDCiWXmwnSPZJK2M5ofBJrS/SaOk0PKC/6gnamRtpE1AUhV0Pn1Wm2cc3pTA62yHkeoC5djz3g3MsXAagZjb4ze1SsUQZKiGcAKF8xbW8GtnE5gCSADZXkBULYiPPamcGvgmgVBw3pS9OQwrNdrnvpCPlmL9wvlcpK3hrIHIQIZYvg+VmCvuSL51krmFc12PpVSYi/Kj+818vkKuO9jzNMLnnhN+dhZDUbxAZazKYWxWMRzF7bdZy7s1cirFBQN+Ocm7xnzUK5tbcWUcLK2IEFCKNCSVSm80m5ZApKBaTBNq9o4ObJiriS7tqwBuLRIP0IHHtSkoD9FSwW0NTK50IbPMfceMdjBs72bN+XNM57kmFC32uzmprjac2/r62d/ndojZRMIulyNXROo4N4k/+UH8WFy54BLIRKkoIZ7u1c83EtvsgZtHzop5UmA/rwr9Ds+NDuh0dyucNo0op0XpttpL7tnPCzpBE0qJRWc8ghorjaz0TQHZ9RIKV1sZLwkJeI/N/jNaLqEgs3zbtpYqkk0tjPAw2DIbdXxd+uit4p8KdwRMRqBbym/NEBfdvGBVkdJKcXBwRLeowqIAqg6PljivgTcph7j0hOJgBrbgKgcPJR9/iPsnqCCOuf3jV44MFzf/gX5ETe0AL5OFi78GGi0RigZXOYgwmgszycYH+fd42ykB+Ow61JRCcrp4oMg6uRTihiZSdM4VkL9+pFhj9XJT4dBe7ktmbCW1HBF0es7h4V8/S8RwSS0GkmgTYnheORRg8uMJsgjDroSpvbP3v8eFJ4muXO/KKQwxXq3onYXbdCMdfXWN54Sx5rOHevVdptZXklIjZsKfkFTL3LxyRBKnl8AlfE4/s8TTWnD1CURiDeHolg0u+1WDlIijmm2USFBzcYS4QRPb8BnaJw4gDdza+3QxVe6kjb8ZiohpMRV5txdVIef0WtXqbU/xCCbvH9IRWOe5FXBNmoF8xst4c9Xr6S3XSF2l25ePI/ahQltmyiv/LL67KS/fDAuYmu96UCYBfBwHYJnxbs7nhUBnmF1kwd+7zjBWj1204tgQrsVf3NZPzqGxUJQiydQ4psPZQO5KN29kWFN0Nw1S4EoZr8+jWzr9XNOoMuLFlwGagjJWRVDgQwH9VReekMuvxJ3fu0RTYvnXTgCyegBVxoYkjOD+fO6y/wfYU9cubAQeqvYba8sWrjppoZbnXuqyF675QBTTMs5ak7SWBuP6CIB4N48fOCcJ93YuUehEfHBA40lKkCMYA4ScpbCr7UTsQ2dD/QRWfhjwop76xQJhh9kcxyKjT/JfNwuasNHmcpF9r83UVk9FPd2n3i0inL13gxneyFKdlWn121aFxmazYu0e3ALiVdAati+dLGoIdhPQk8t8z7zwMvfpMPqiTT6t54QYCwIxu5CeJNcNT/Jppgs1Nl4p3A9k08l40Md7iREXBLPGHa6MNAE1Tmx55VncCwRkBWjEe73x3PZ9O5/0YTTk6ISZtMUar6UnXZ7pvCzFTo+WLIj+X9sm4B4EATDiN0eMEnntQbO91oGpXmsRHjJBzbDz8ilMCCmzz4aLjtSsADsBqUkxGC3YXKTWVLr5FIZpjwJ/j1RJaYRlK4/izxvHrj5zZRSX6K8M+nHuheVrPoKJ30PtMplSAIktxOrUfkgMA0eFHb1Ajj4X4U3I0tbTk/gu89DrTK7vfkU+bP3YZg2QfRPRGRQ/+69P6+rP/H7zHsT6kT+1gL5zQQpob0wZceBwIN0wTzqA4TaqEgFhTwc7JHshr+XbY0pwDD8zzDC8xWxA+vb5n2MU88FQyEgNIQ6+pMxF0oMv0fygAlksdUC1soJlSM3n7HWE6HgVze3tFKoYMFk22BahopyxMWCEsz4aBsJw1uQj7h9MpwsdydvI7e8EJMAnKKrqELFs/MtSxcbGQJdkCvvJzY6O9hr2RCAyrFh1GSqAbd5GwC110q3OEmuOzkp4xi4gaoV8GxuNQ8KmhAUs5ituWd+8dsVqK12QAVg/XX56kjF/xBQHunwAT8xEBOdF/vGtpdFAxGWScs0Vq6OM9hL1dJ1v7YVuwESaC+AzQxJTgqzYOJ1TG6BH7t1a7EyIDy6B/hyprwpvEGeW+QXZmXBngKRtavwdwM/JyLuljL2oekn6AZ2BtPvkPJ7QNK5Z548lDNZVi0KbdRrukVxY9L8av0RS98eLWrfAo4CLkSD1sPeK9sg4FFTPhPxBOsIzeEFdLRW8qX8C8kzA+hr8rVrZJ8Dnxx6KG8Rg2bg/9ifNa2Gt36wwuCqme2+JJYipFoRCFIHxfJ9Mmi+0chBWX1rzxSrWghd9LuyPs+9dv2sTKw5an2epJEuIL+w+09/jEzcyjf0BoX9HKPPKHsxOaSAOhLYeHRlGqtikeLsCNlRdE5zR/OZJ0x6NQE89oWYN+r1tu/W3d89B20FnEP2eZQTOC5Y8cHCFrnxPbMhhfFykpEynuQMNgUyjlyGXgZBdV7upn1iJpjUYwEDDrRbcv7FnbQA6sLgXXNLhTq0xKh8TBgD1zffi0dGsDk33fPeohhrTfWu/ioEQmhxpy5HQV6rBujeyduyFS9Dv/WsGtnK4RUFWG5C8YjQNVPntBGoMSi3vfFNyAWdmhXthkVpaUuxTYyseIkZ9o2Oib445moRSJ02b5siPQBFLV19Q/eJLgrILc1U2xnAF/cJFMzmsiTfJstBI745ejM9RzSIMnzR+prwWYh2ukFXY2hFLQa60LsMm9KDWuSJebl7GCEUzdkO61s/sq0KOzp5VSauycW9jx8/vlZ49sorNw0IOgYogqJ0GWyCjahW79uVqWJyiqaQlQOKyVCeaQHHlA3VsjguwBtj+3aCpG74m3+cff6NQpO/wzhe5pidHFb1nkDVg1O1med0JcO86jErctdxeQ45qvlBBTHcTTwGKaBcT9jq+U+tp+aozXvYBmcffAKRdYpssPBsK+/rHENRw4AOfsthirudAgvCa44SeJE/jMed9g7DRwMIo4f/ZHtlR/iImym+7BGPpQbk/4nx8yNmRlxM4JnFqYztgrKwHEN6X6wWSiS4keQXrjMM7nKC6lRyewH7lEqwx10s4r6dmqRjV8Ol0PkUVAkUgRlseehY9/qe1knUJZXz6Wmy9XhsZ0TXnJWnb9rjHHNDKtVRdg48fq7tl4UlUvqbxpcHgVQ+cgB4pqUyKNeviZU848kKkKOVEm6QBmsm2zgqZVf8CXDX42MIPyVqbNGjrmGvArVg3Rjy0Du3ss9APxA+f6PqOoPMJtwXaqnkjSH5PilLFrYRvgsh7nRs1uAYnv9pdYmSTnBpf+fYZK0jZVvcKLxypFde6dDd+0PC+ZL6AWGg5Xtefo61dD09lBi5eDij/p+eut63TJH+lmK65ygaVyReOl5eSih/pMOJr4IL7V1+mF8VNNmy50fwJeSc/Ij5ru8czrNiQeqy+obxEGWTmM1ffwBlhPUVBjqlp+7FMB0C8kArgp/kG8EWYkQLGVQmi6ek9graIJOFTfl0PcHiG7AZwN7cEzs81S8seZTn/J31C/4Sz5ZYXYZAnP33gYXqeAQKqJrXGfkYwzNaDu+MUZN+IlBjUE5myFFEnuCcNlRvhbvwe/3CCVSoRJFM2nrD8+ZfL8zv8Kar0PgFuoINpxPeBtTMciPPI/S/yW+j3OjZ92X41qDFjDQRECX+ctEWPhmUqZFSIzzJIihmJuQ52CY8tIveVbK/oi5+VCnx0WEznvLAGgN5tsFuwHfTKhEg3DCYCpsI9DCmC7FVIHF4GXSEk/FHKj8thQ4N0YO5NrewYiVnRIGIEOieSMt2bMg0GzskhPcelGMxU7iqL1+LeURYELn7x3ZDQJNCVR6ufBKWfwbz+wUU+Y8aJTSCcTVDeTN3C7cv8eu1CyLHlAgWshGB/XuhngsCjNvmOloDCIZLAnQEFVD2Frzu2vx2ij0ANGbEZQMCDaFBtVMH4VIn/zjJUhw0k/Nl0jEXKIBlf7okDtKgC6O2ey7e6gGIMa9ycE1g36xgdoiNkRne4UIHWQGYFs3RiMUealcqcxegy7OEIcayn4yjtbYA1vgLjeYnSxkUgpIKt16d7CwriuCImZMN5hqMbuD+jzDTRazgckfy4ADj1+W/XdE1K3m/9m20bW/EqVf6htMYavalLyFEigwjQCxydiuAEMcNwc/tFz//QFF4GqQod4LugauWSYTn0gVaOtB+p1FzZiwo9uN23Gl9zqVU+gDqSeVZDHJaj3l6ztPPMorGBlQv7nsnZlV19/zQSoJAV0TqsyNxOJtPC+RE4760iQGClMDmTQfMue3Dcd0U1c5zWKEMGGhswTR1IOAv36Bs1myTLxLo7CrPB3m2WgauAIhMtNqPLeU2jDQko0aV/ZlTvDXV2VqjcCk2lo5do8Xt+BDhb0VJVg0dPy+cYFOQnR/YJegH9XlSO5FU1EOlpup2WT/hLVYv0IKYqHXxZgPsGB+Br1BtxGKDJoIddBRMYe2QqJ45KKqYMmgL380RqoViHYrV1zLYCCgBIopQjZIdy1F/SuZlrIf7F46xEMF7aOKcAY9RHafpwnB/gN+Nv7eRmsRH8NW3Jvx4YIew40Bcx8J6l1oH7clQNXLHGHVbFmbTOteGQbqGsozmK6FQSYKolGioJPC2fEtRhtrh9l7HFgTjNLZLl/wizv/jI0vlaL33YHlhtqmy5LSY3o9jGCkh2onLKjUi+iiPqDYrq2u6SGDPMiumXw0D6tgxvzl0BHghZypw/ZRvXrrYj90lM2FZy9O1m3aner1WbHQKohWAYzgUWi+3Z6KnIlGR/Ssp3kNvvS+JWEM09XYoVw3OarW7ZgrgPA7LZusj7PQZo83JvCKi7DhhRQQu5LDNcAlzuPRGq47IAA3Vyt4Q6RE7yWWq7DEkdn48yLqwusSdbbkiGu3Hnh8726Dxo0Ch9e8JIuZ9bwk8iTDhZnEcMxIW5OeFL0Fx3afOUzWFg5Vcb9cbqJgqhFCYreUjNmmAjbjAlW5iJY4SE1UCBeO/rg2cErNowHvk6JD2wtFDcK5BM//ekKxiELoyJ3xaHiNuU25D+c//OV5TtDMVJ/z9eiAO3eDMngMXiEfk0bY++28UrwBUIbbMs+DNEbA/fGlf4CWECnaAgm5I+SkwIE8h46ILbVSoORuQlT3Rtzl+iSXIFUS7vHAQ2YZJNL7PcOltPfpYpjbrreey9+TCWU3EwktBp71ytb26yO6Oez0wBipJGUYnIGsNrHFEY8Rd3nl4kGKEJ7BpLvr5YV09fHiqXYlGpLG82TA7gHS/PmJwWMkxZdUHWWey6/lWp60qgdCZuxyww5EvatuAzol90N0SKITmlsiNebPFlcMha95IObdt9E6Xtv6knA0rdjp0e26hvNBJYlGNR+BClOcoVLaVvU3IeevmFYs/zc6xjC+ICj3LIf6plAFJ3kCKzOhTpq4MoHR+7E7iqilAC51WKpdZDtOVNSDQolkKooOacJxJTWn4GBMiJQ/bmCQ0JaMehqK1QKgqqDgjb1oBfjvpB3QO3DUNt/EVZmcpkHKMzZe5g4fg2C7ex0SreHiFHCSYMTdDK0u7MROmbHFztFH/PT3yzoCEfxnqwHQx4sK3ejyCd4BTlAox9Ownb5acFEDUckl0D9KFBgscVbACBJx/9/YelbaG5tuEHERO3vVrsnUDtvsQWXgFblUmDDU9S5LSEQunXuj08sJ50MEiauk23rYJTnxUVpdqzx2qYOM6kuzhNgTvUsjcMJs8LAb+xiAkbxmKTgoKLu8m86EV4mSvBoRJDqq7uQql6pytjzCmyZ0JgAnbxIweM4SnulSqJc7EIN3BJzMeM6PWmTXWob+KNLVkPfqmb/IAugxKHgAbYOT+6UwUrGojCuue4n8VJDGpbgcdWCQIP5rNjTosKdf9PGRPH/Eorx0wnQWzAR/04aIIxuTuFKKesKBjHrwFe0LxQoVr2TflT2KiK32zL7ogPX52uZNJ/7HDKxR8+CR5AQZkZdIU4Sig4tyloY3kmc4+9D4SndB40URITRD3dYpr6FLugFhrxPf2RhOXwXafLf9PqYPSIYqO90hdT4Mel4QcdShCrTOUk94YdZ1f7uepc5qfSeUMydV9kQXrKPxuo4RtoN9GxycvXCY294mWiU1PLivjdEzzww0zZRChXYFGr4PNOHE9SA95QoTDoUmPiBVi3ogJQ7oAWPHupgZ8xz52pLNlSqUCngKnMOUNqjA2wSPKKVKaFbkqMYe0L3jCkv/1Ngjs71lKCwNKtuzy+1TT6QoPwBr3taz+DSgaOzBkzOj6tWMLIFoKGI/ize8nd6rehRGErYbKwVf6ir6bDY7EtGLHNxD8t60Ff3Gkk+ZJYPErEDgAevKh5bEPvyiOsUSwyLlIKA+00Qh0VfVv8gudWBfUzZumQzUvVHQo7IWh0C9WSKWqL03Il9VRIgXMr+SlJrvZAY4hoP478jxArsuDx2UF4/KlAODI2jO3QHmAODUEVrRbaufhL2s0kjgdgwHZrIbeFJ7fGHyAknUlGmSitbjtEoTCZX5gV/gJl0TPTtPbCJoi4Dt7eCWJZRPj3YnLfwf/Fg0vzyqgS8rH6Ii9BwDHSmpYRwnZSGzb8IvmfIBV8b75CIXDvNPJbyOMg13H4RWuYXL4P1bmFbtLNX+hA0xIVkjTh2enbXCrjIOtNN3QHeojWkimRlTdZJKexmk41TS/BeXUxdRJ9W+wB7g0KWX24jxIE7b+Ln9q2ClvbCcu8HV8qrjYoP2gK6Kdl/ue3dPLELmvy9rHE0Gi417rjb0lNDx/RePQYlBzt5XSH59ZKH3fVj+eC4DgNsXuCk3N6d6adwBdQHzbuiLF2Q88s0LELfI+jCg5ktUPQyjehJl0Ug4zZVx482bzDR9LyaEiUb551HZUyXteIL377aPEcOAOXEA7DTM2basMXykfppZnA9fPUFp/UlRlCLgE2baSY8Ew45lsykNgYqc00V74pCf1fF+MfAjJs+BWMoJPwFFdhMapf0FdlTUM0cVQvpS+T9yOWvPbNjQA1/j8yve+3GQOznIoqZqEAJiHEAlA0CPGUZSpAyKqRCtYgV+J9Hi1+UuqNddCpdbgWvmDHm7ULl/pHEKV4Hc5Bz4W1oHiuvHuPs25VIdax9hSb41EAtFxTFI7PmGFcMbkrsfNYhvno7xI5EzdJ59rKnugrxNAmaecT25jbJHhxXYxUSOTmSpYwODetIt5Qa+xpdGKi59O6h94i8UI1REszbiiVPGFhTH3YAasfyr2JTuv8NO11XhQP2ZrvMQFkKIkpIfh9ikd7z/NT4OWoFeW3jAs1gpbNsSGbLKCsDi9Ukd6J1ZirxtGGWI36Ja0/efgau1nU2jW0UYzAnFONUGMDYDK7/qxkvOLE7M10b0Kp0jfzMIkvv3HKdwLWpjby8MHqO5OLMx1Z6XNIYcbGDhqWuoUszxC828Slnw9v+K1+P5ir7jzZsbVZau2ZC5KS1jLVP8ynV0SwIVJqn+efetpmrD9aCpZZE+EJauk9FDtBjdt2aU1De28i0RZMOpX2NroAi3mbMB8wwJ8WQTQHPlm0QYinx7YMQ70gnAUCGePVjdX3EKqVnlVnj42BoavwoOfBTt/+75nOa7RcWRtWHVvFWPHhanJ+526lYnFZlEXUwKNAJSr0aJmwfW2pJV4hxPkLsYu2eNEmr1nyj7MMYFvxrK8I2sc/pzK49FhE/Ea3uqQHVVs222aK/93PBPYiJNRZW6TeDAg5AHwet6+blC4rPuQLlV15xskZF6efMDNnyQTFPY8IqbfP5NBi5qCXpUU213GNiiVl1jHbYkShVnYQ+nRb9d/k2NcaFRgSH13EcUo0foBpC7Sp3p0pxnuz8ba4g5lJwd3WIWU8ObQBPXMsdeSUBHuUDYcAomfQzJ4JawMOuBPc85pzRUf/hPrfTxVvqF2sE/8EUWlDNPWEWGQHspI35GN/q4GyOCPgzWwh3i8tNEFiH5EuWMZ6P17+MIjQ84mUWvWfv2BmLJKBPjvm/AyW6+UhnvfVcWPF9L5XET3bFsquvxdUQevgiSk44Qgcv5CvZ/1zdxUzwwFE0SlMZ3tpoxw9citYrdZ/uy7y1kCEAYgEnJVvcaVl1JyR76M8PEP0WjVgAfo2QQXYxnVedJ8SsWjPMfuevT0/t5uN9LcRtUlIa5yzCYq8PSqkIYt1OWCSkDKUTCugB1aaywGmNy5LWWeA6pErCNURNs9kk4DnR4kkCgnu6WElAEQ97m4F4bNTAGgXdmgn947263hpNWnzvBfmRYiKzyBtQ6l++E6xYP33lpdXy9dE+ZgDnKyTD84Xo8dLzaAl5OlKvXoTMpe91sJSiIPP5AtQ8M7Gw9k7+wH0GhcB+2/MU0UnqVSRvJr/OJ6LpE6Wlx8hTXaoSW06XXqk8TbkJ1vVYDc8/+niIX4MaIND6lEGpyYfUXwiBN/G+woHs57CdMZJLI+ADQtwYiTfWhTV+3ZhDVEIR2ziAGoCZTS1uaEFsm1/TrTYFFyd97cyHRiD5ItNOZnPy3Rg9GUuh1yJvYuSHrowvnE3YerANSw/sXMXIAz+N+UjoiBQd2L4bhETySl5AADaiQ5nL7E5/rD425eCIZ6sEmk6NOLMJIvqxxNlOrdxpSGUGZYdiWB/myC26WimYdpwHC2sIyUFx1RRbtiohAS0uMJVV6ZLf2U+ReN2c8mE4WPJZlqd7VYtAtXRO7F4LQmJw0jyy1ohvuRvGRq2QP2IaUi2DQY2laRa/ShmouQirP9yA6cbYTAYtBaxKzKtcXlfs2/YsqVq8hKCfepLiJbvYOYFqhTJPTVWm3+B3Yh2jsQbcGgynj9MQ/EeauJzXegYXoA2SOKeDC1HLrGeQc89pwUvg43FRHDaunE3u6Z0Fn1pJqv/RYbMLXxJyAU8eP7E580uVccvjDy/XP2kU+8okMK/qPwBNR+TdZZi6tqWRL2LRLHXg8QDh2DJFXTEIZkOFWG1XenzNc1P2PxvGJsINAuJ+FbYGHIjh2k6yoQ0mja9SYdp/0vQU+YyDNxeAXpWW4XuouVeWXrKqiN9FfihThDcFgqK1HsZq/WaPuLcUZFrT6TJqJuJttuAuAakSQKnmcjPBKS4oVlOIzFtPXG8oXo0ttzvrinOSzF6fHXORopZmPF0TDfFTyZZvIHVLRlx64oTl8iYrhAuixVmhGbpqUOH2OW3nMpVP2KUVo2zsR8K6+axZkzBLZBGiilRkDFKQ66Ub18sAG06Iyn9VDoyDSRB3Jle/kcppYFFZFEgao7g8v7VvyaIIBH03aXwCeOojAb1mZzR46nnWj2XTCceDxcBGD/JFEzGQp7nhU/5Hmf9/bMlJbnx5aRt7Y0TZ1C+A37deS6siYyEaznJ1iRqbDTVz+Rxi91Cu1Z5/c3eCgLmL+1fKXWHGVackY6mgEqjF6Poqw/dNVJeMzoDdjg4XKSi5raSdBUGGytuTpDLqD5+5g1re88a1N535XxM1Kb1/JwmWGd8iRIn8bKtMo7x5eXFCP/kdjh0DkN9ThNmG4KG4YFOPHYX30QhDUQHxJU3zH/aYajufIDHmu9aei47QDCeA4nGwWiDRyrpajvhkE7jeEF+LzxfoiIDHpzOGeIEtkAaAa9AMVDt4Gw4WguWupSPP32HO0nqRozV/Gd3TPg8QMZ2s1CAvCjTsy4jdOedySrRvhaZJWYRdSkStKS8hXcyQ4fPg0KH+RrD6Jz1jTMBvHbtmyy+KBkoiCmMldidSLt1Mn6EeKwfboTY6/yUa8Ly86iWcJ0WoW3eAkKuBwenTqqlmZ9uTaKgh+3dkCAt4LtyH9ebLeH35wROyW+TZUrsV4OGzwPBRnvkP060FDQwOijoXF/kyehzLMKm5ngFNTptYjrK7xdyElws59InibsaDj+aYQ8fufL6NjZ5ZsM8/ADsMjoB4pr0XzoitUWR6/AGeXEfuAiPzfH3ohRquGL2mEAme5OOZOvcZOHY+++Bco3AdhhZTRVxv9lxseazae0rJWbfKWxvIEwAklL37zHSCiwX1J7ZqvfIUblyWpUKVUjDucmhJ77hQkkF+HLA3PJBh/IV9z8RgYMQTe8XFkg5K09IOG3Bg9tBmNDrSGIw563WwPsO9uPcSEWaC32MPQA63lYi0hAKpUrR8vJEKGs1KxlxqAjtz/JH5FBQIA90Kpu5YwJDrpFX6hy0rF9Jixgu1A1lhPXrnlUn2LjV/9gFEfF7Pt0Dd5h/BaMTy3LGRPLb8GY6K5qYMmVuTpniVXmUNrczIy8Cxwe7jaqdFO/oevn1546vX/Qiv3l66EfR1/Jb2VvvcQgDyPK1faI/B2LywhlWjIJb23oSrET8FfNuiunnwp/2NICiVsANarumzZwVlOz6uOPQX5BMGAvhBoAjsDn3Twii4hxCWg1K/QYM6CrqDaBSZou5Gb8rr9GaLk1IwKaazlgU2JAp6DlN+hPsrSrelKw8xMJSMZ4anyP8HrAcy93F9qHOkaryTuIsikPK0TGIl0vLkASbcoykmCBqK2WA/wc13PvbaZbZHV2h5cvsD7zpNU05QhFXsfTWBlb18Pqr7+z8dVyYgKSjpZF+FAj8Xp3Yd8Mjo7jyQPNhYrunOdl+yUY0q6GHvCmfxyf/d7l9MP9Dx/NSCd5tD4Rz/W/ZkNUwcoWsZScJoXTV/l/BbSSITqj14i7jlu2lUWrlGdYJUmYpaQqdTp/8yZQ2rc9SdAxKDGYILJ6dz5f9iLnt1s3XgkSt25EYZmG/vO0vsMwH02PVEToVYJwQDzzy2UDLXJxotj1xG8343p8sEhaXirhxfg1wLHFVsu/cTioVTzVZDpBvRsK6oVaMN1swIAgiz+UqYopZlIJ3MUCzzW6lQtvjpZLIswFJ1lBrlHw8EtjnDjOrsNlxHLnYubnf2+SBdY79ds1G6Z3/vu7F0UE7quZ3m3ZHpzQRGfy5DsS18LtgDEit4KeZJtN2cND2MeqCbiz5xJ9JUf+eJ9AlS4dAW0/uVMMRzyGh1jt/FC7AaSmVxXglgBPAjaFB7k7QJiraeJwl+J+waBQuHLV9R+1OnLsX/jVADDuYSDrTMI0Pmi2GA9Wl02HRk5hYpvsVBP/uLqG1e9aZjMJBCefRbXHtdXFupMym4iUBLm4A45dQ5wvX7YD6dFu0tVqMjN1qiJORXq12Z0zKMgmlRokKVqBFQO0caCvMV7iY2jR+XKhjB4Ji1mGe1MgZkecY5B5nXtXxNVO9Ym36lAQnFP1DixAvIy+5uhGFxc8AKDLiAvPljuV50k+F0+t1bEeLvC7odIoITd5hE4s3wXUF3cGMZBK6haFLFNJ9h7B+STslfsVgYPE/M3piarAK7UQTWSL9FfZz0h+lY3T4axmrjdaBZ0uAf0yhfBZmVBPOvhXsBrQzM04/aLdcocHaJCrUFnGseasFg6x/8vUtjkt2Zk/AEgtQuBz79JBGGgYdjNwWe3yakfWZ1dfqE3QSgf3B5XegphsxaiUWJOEs0zD0Yn+uJ6xDQbrROxjGkZANXRnQg4wRzd6IOQUaSU2YrqTv7xcSF8oL9/uSJcPPy+6rt9WQ6KqowEK9pa8GglUHhNzoxpNsi1u0246gq/62uu+pcGroGG+aq50+ce+0P0mgGrAeyu90RxQcQ/1uSy+JV96hTyrlrlAKffVRbje1BwO7EtrJfrkzU9QuurmlHb10wqDHN9dVwwg7r86hRhDBnZKmUlvYkP7A4p6kvjKynSSAvLb1ZdWS+MdkHi/WBjJTt9ORMtz/q/FyuArbMq7atMcMzVPIbOtvyM7QBP7gwk2ob/VEdvF07/0cQgNOxjqqbIxbDuJvFJ3JSBz+Wcr9ARM4bczT32F6S7XC4Ci8McBdcYjLMuupkVDor2TF5ip6pSby9sl5LPJhPJV0WpQQSiDGIskXTzS9tErHxNF1U1mSQHzK+kKas5S0BAkwWP7oKGmqB2VzDAWaIN/rZ27E1+zjIrx5+YWyHHP4He4uDGzbn5dOvfbR0XLYL0+Ab26aGLsbEOHQXWUnOCPXAyJFH3ETnG1x67jccqnZ5lH55ahh/u7LFjP5qXmhfoKFI8bT22awHhOk/8mdRtwDm/eJymCVD9tGbowdrpIE8/Japr+iy+7xZXzpfQ2u5HS/Hknn6pCAl2Xf54v/zJevNxOnFIcahNnp2xeU+yHF/OLRf0Le2D7gKCV3Ju0/ihHxYFMMwnBLk9PmdXeXpwtAgVv3vF8Df5EGHBe7ldnPgM76kzXNfZQEgyW1bgpEjBC+3dwafjZD8oe9rxuk+kEhJ9tAaqTd/GSG6HGtUzalaECGqhJ1BN25h8+0eZxA9gNpao/+hKij4Ywak+KxbrcNg67yFq62ksj7t80ihgBrUfJBipECagnnbv9QsPNQ04kuED+HQfNor8hkD3VGVVHJPdFw/uAm0gKxRDql1AJwttKBtgomN/UC+n0aisHCUOg9VtJgJwUbkdQqQbBxwhkZdSggKSOY5rWK2OxgU2Gzg743mTC00OotVKkRJsL6nACqS/QLJKWBGApp+vLjm8EzQPjkbswi4X++GuGVGFuQ2t6d5c+0xX6MapMm0HftYYQCg1WhZHld4aE9V1EPAFzCj+gZHctlqj7amjSiy9gpus0qJHuQFk0Prt7/TIMPE+HqFUr9QnLhzJzGBleUtX03R/vdeta0f6uwWfwddYkB4R5jOmypm8g7UO7fWBiHiUC4slMLAVyxTJmBhi77RQLLrBlpLw2Z4bSr6NjuCr200ODygM7LMgc1Ak1BRdakeSBkqGZZjrJaXw3UDN9TqnVJFAQknCSW+oB7R9BLolO0cyRh/aAK5e+G1phNKhX4DWkw1YmzWr/E1Be3pGE4K4k2D1RePOba54JGStYa2DCFahED3V0PhJbMx+Orhoj+2zkjuJBZwPgRVSGJmsDhTencRRzJSuPru84SPWWA/xHnK3JYTTUAaiFG0gvLjau7X/DGKWliuhaXN2h+jqegt6GUWx5nQOzcDWgd6Ho3sr8R0UiHLvC4ZYqSusPk6Z75N2lPGieHC2gPBusZundQvvzAN7HNuvmqnBusxeovm4MGQKLLWS9raECouabcrhb2NFCwuYoerur9raKNxg9GkYK+C9FOT7yihITKzV7ShdlUdzsnzjYJiyr+oV8TZLIxdQK7TqYrUbspS7pr2J1SyjVEeDEQEoRwbruQ1YXFXVGxAcnnYwiGbcBvXmRVxUq6/17AOjl//8YCjnw8ndGQMrIeyU6iD/P+YTX5TWiHawqLSZNA4N6o6QioviU+Cv3XU+2sgvqlQypzhNmN7I/ixobydpfLNq8vM7oVU0/z1oiAFQRwiQczQJkMLifP3L6Qhi88V8wS3YK+Y1048cohuU/m2cbRzPDIxyEL76hauX6Bvm2Pl8JexgnaWP+mAQPvq+y93PM3P6W2fpmXEBUfA6Qw0VnQvrJ8f2G6o8MRQ3OrCMuBS94J5RCh5xAvYwfU1iwwIhdB4JnkhS0g5kJtGpetPIkkhhp6mZb8ElWQDyTp0lY+/lOqUV5Lw5wEqm8UXlRWTDD3yf5B4ojyvHbPBneJ2CMv4dEbR5lLrLyLYarfGxomHETRzhm+cs/08zSAZnXwb5gLF//545IKc6l3wxnm9KAeZcQaRG7s6YPSVoNEhR5Bo9wnHH9/nj1WKPdZQFQkJ/HrusF/jG70AzWw6DKUOsi2AzqpPW6cvmqEF/+g4dpwiOmFfeQa5PHU8v3fwpdiEe9g2KPJCQKTNLjrp3i8JBC3Kyf7Eq8cXdHpVrgZRGt8B3U0UMjA1vM1R23lAcfWN0ll9C8ZPJSvodsKWoCALntjFWSWwJ2cYxN4Qm42mHX5lx2RwDT2vniV0Xo9VsGNI16zpr3zSlEVmLE3lSsPhGLqdz7NWTYKlTNWGSIFENNV9SxLDuSVHV81KZQ2hlD/WeUCX/EnChaQcodpS3YfjuG5imlJIQHO5nYmRryfiTZbZ4e7sB6OdvOsqri5GV+g209OEcG98r2hReNvaVRdU9amAJugHZQnx2mQED2N5I3Ry/93j/QOwocVgvkYzotXmuxFPiSAgl3OifE7Gto+bOXJGkQIlVrP/5jsDaRVdU5d8GavPGqlCQJi8gQ5pCYdIrobWqE3lQ/kMKxgDuY7wASXbxPgtbkQPqLLIDfRaGng7iF//se+Gpwq3OuN4efCCsI4lf2Jg3NjBsG/KlON6gvws80bmwVRl7xbzbJ/UHPNDEbY45W3ZXNiXw8k4nEdwEy/t+KzVzmmE2tKoUVnOgTtcxc3dQcyXO9MD48mqPeV8S9l6RKjLfG91aO0nJMYVhPwd9E54EDzwcncP/CDJb1LmBGYjAjRJLrLTkpjT3gX/XnT6SNnHQFqSeJl1M0dfM1uqSpeKWpewZ7lidUkItg41pX0ODZJWO7BwbR+VlW5Ok8AJxLTuJeJWkaklRY7UAB08IkizJc1nqDLHqPjLEIXx/5AGfGYFWTg6eDxGyDddAhQNTdBD74F38eaCSV2PSTlkg5xyX2spP+tU4L/3IM6pLvWagElb2/G2EHoEOowigvqtDuu6yfpDRObj73ClnRj/bqZek+MX1Uzjeck9wO55oTo1vuMPgbV8r4EzV7iCd7p1lbEgFhUe0zaWKDSwbEOgVVLtTzlUYJjuF41m3VhReedfXdETn4blwIAKvk1tpR6LBmuVN2XCL/J3H+VCZuA5SgdHpAnpn1CKPFceqgZi9/nF2hT536o+N/gKZcNBkmlLCXGxkVRMyhbHceCq9Kx51ARAohhPp5vCzOO4oZ1zlUbZSJRyZuy0a0PCJmOeu3XNg6la/t2omFZO/oXcWOg9+DpVO14n99CLGHUe2c5DFJJzzfAHWnRT6lSVsno5+tmt2Zb+DcgcIxXpGuOhcFALTn3Ll9fJx2e77r2eFdlTPfLLcn6gRmUCDspB1pkF47XEYKCOl7S6hwVoD4whi1hN1sCqaMlvXjpuPl7fEjj03icgn6ZlSZN/BiJmXNfYD7acGq/rBvm04lKYF1uOZ0dD4mWCP4enaEN5Z6/Fmbs+gkCsWSY4a7REm0vsrByuglU/QbyKVxXNkInAseHMQpR2vY+YmAyKLgiFsTGMwJ2rkRosFiannfcfglGd+9BcnCv+U2ZOlS7jQwgDkJBfdCOvQ0Ub1/grCpRiXHG3noPq1iKWaVR36rJLdZr1YbUmZs48nJehviXvhDCAaROGUuHrX2hVcpzLBY1+BO49FzJX5frvLQ60ERKfWaB3IwGncx//AoouWBn39uqWiPDrUSQZ1kdjASIX9HbmrnMUs9m3aWhu+SIfOjvxSNqFXo3X2WwK1HaOK/P01c/9Swmif4yFvjYaWUsi4bz+EZ3bn538K7z4ZoaH1CJw/OVD57cbUfvTcT2eQqeNc03U7M7X0zvDMxkOYq6kMZWmmDUNEpzub5u0PQ4QwuAtnMSx9xhLLG3pwwtRYZlrwL1f0qieKm8wt8BPb7RWJOMkef3mA2Vo0f9HGWLfv+9II/9fX+ZLQ9DvLYLZ7dbdpsYR5gdLMLwZgOsR3/hR+4jPGJGrYcbcZyuAqOh1FE7YAnTv6bsBPheI8CxVDxeeWlchF19pAY/J892ijRDNqqBLX99uWAvyug7j58LkcfnDxV3BMvvDFcAS5A7Sxr5bQnDsXP4UCLrytokAlUVTxo33bFsHxvTglKOY1HpqDYVI52ci6FSuTZNP9wDYfn1gHKNP7l0UOMspiIXQ3whbadyKvFDAiiXUjGUcSDtPslV02II34vpeMwnPZ70ZeMz0n6NPICNBL+z3dv7ryuhz2Piw27LMAtxJ2HJQ3/VTQOtaTPpsXrWppSajbSAz/teJvipCLR/mGZsI/ZHHUJSRs+ylnGSa0GvrEm1JH6gvLSzhnfTzTjuzS+NvLVT+jJPQSFPK2UwGkIEUTwiTdFHU4iFJM/6D8uP946YOJIanoE8AuhTummkEo1VKFQgmyq7mVB4IZErwoOat8bICHFpFpYWlxuSN6BSO1n5O7xipq6o8BrLrTZ/UnJI+N3CTQRFje4k5TzlYPftElaUFL1aNeImhzSKf6d7DFFYHjKTZsl7Jj7QshMpYO0HZgemrSvcH0U796FirtcwjnKIpYUlXkg+NhyoOQZIu6iAmke97hlZWLlRcaRplxHnfZ3V6iUHJ15679oPPxpvh30P+Of0kEl+hY8/rSWG6SplB8TJCpaekdFy7pjIhsQvFZMlbvP/2q+1XIkGAwnce73UvWxC8BfAFGfMlIYDhhSpmQC3K++hILQVN13zlOk20JUJG/5A2cQnjz+SXAv8olN0q92KtfTAxDexBRkjZm+ATBOSfsB2oAmlzWwDJtE0B7CoeAnla9RDE0RUkzny5KQ+WhaQ0rAEkOVSzNEAArmn1QqQIOwZ/GvG/ravaRsiHH7jSuHM/WQbtf8lzQF8fkkrEB2slidJuSYUZt97Wio4vXw+CC5UJO1KRO/EFvE3ViOadCQ+DaSsHYojzF/biS3oQe0hLaBHcTwu24GVUWzFSpo9vEaqZteY48wYAYUmqazcLoKGdwuNHO9HIivW2CjbwVmXss/MtBT2XjSEfWEWM9xv2ezqGP9+wgNwnGCHdkeg50eoNDfAL7gcGcIPhU/YRMoiYeFlas+bGC0H1K4ktRCBhH5tTT89mqYAkU01XDmg2kXW4cauZyHHwiPRjrquzonY+CdYA7h99IqwoVc4b5zjXcpDoUUiay5U4ouS3weFhc6r837lDiZd7xMT14w7wJKBYMYiEL5XAgPLFTIfbmjKMVlgVWt6eRP9opx8yHKTVbaWDAPTeNO7rrL6YLl5EMFS4VCOA8JrzzNNJ0FcB6d5fWwmXGHxKFyuzX5NaBPa3kL7tUGba50Ipb39fXREWSc27THvDKBq2ThKUV21kfpqOHouwngDSjXlChBeOKUK8O64Rpqd/FUuL0zJY2zaGXjjS8CC2C2Qcqzyd8talD7acYJyeRJSpDRjPeSzgSmybF6x9CZCprxwGxXGqQ18gjSLrf3nVD2ivV/3EApjhgb+q+4Kj9q3SJ+JYbTNYxrFRwEzN7BpnYR8+MkEDPdyOOYFvWAGKGnMbiZKELo1iZmawxXrj6BZVqddbM5kcRwoXpoxxVjIZMRnd+yXh7uPxiTjdpFI0iRcjpPGMVBoXcnylDxkMFAaw4ejed/c5WR2dnfLOpUTriI6SDnhtKxOAS72u0v2gVJWKv9F4ea6TGqg8EB801JCMQvukBsBAvK5mvFq1e1uxspLu8Jv8KrVOccVodPEHggInqsIKwM90fV3CtE/HdXoSmgs411N97IK7RPeDqgD+GcxRfOhNIYzKtsla1aUNzT4/ZOFZLnwK5CrgjxW+rg8vgjvmbgfVTrzcDg/r3/jrOL/mEvjxx+lBmSTr34X4eOYdyV4e4/pGQkgtZciapx0KLDUgjcP/o5EDLR6K1Jvr7aNUEXOYXB3JMn8hxBIibaHIjAw93vx8/FTVzrJpfCQ2d3G0SgHpsNwX22SKbufQ2az8wKIywAQuIOhlxLYB+sWhTxOU9zl5BE4VC9iWRc41MmnJMsNNbM1bCExSE3oX3k4do0k1sW3fL6N8k16L5AWnqSQQtu8FxEbBWXoSqJXW25OKn85ZL7PdYvSYNr1Euc+uq21ZQqz9GehyCqBDsMRTkxydWTcBFapOQ6h6lNPSwY0LKwcMaoXrot3ndEKhWX/NsFfgK/ZcNrRmAo0iohoAacwWW6D4MAvFCe5MtrSuhOhzMykenTit7ofGaMgEz/6RWqlXGWPAQ4XkeoCVHXxNbyJsZt4B5rk1Gg6XPJWPebXHdgm+q+/g8LFHsVJBWxW3aUVa/E1xR3cC+W9wa7ryPKTvglNs6jwnomarMbN4onGGBTaMqm0+oB8rpEow+BU/rXGtD5nupjPzxq+wboB5VNYHkxRj8+4itLXHofyKI5BDv/uabnZHnP/kBpRId00lxkzupJ5Dhv04u3/eEntFKdFO8+AyvBltf34jnLIU/yMnmHyzVKPCzudKIB2p9FTGZtkha6kqKNRvvd5lYkXnbSYHhIjrek5NTNBDTGtt+U3iCzYXtOi+ksWxqMhh0eLcLhoYwHlAYakl55NeFHikZdrqFBX2iFeuxg5N2tWYaTrzgABYLuJrsdFXo0bSuIw8B2eQ9xlV32+RQtRWLbVlXkIf05fQ82DzMXCqPvdNqL/1GMIhAswqnwV1K9OMKNqiDktQByLEa7diRVDLHvbveTgW/RwEKxeFFZbN/UDTUenHGTAETIf0mtsAHmZdGn39GVWw4VsOS9KeN8i04weQK+YRVrgnWaHIYTUiRdtsxyR54Roz8+wOeNlFc1w4rU6dOTPNjfk9/jtkRM62Ngl4Fg6sYWBX7JfNRgY9pqu/B1IljLWfdbPLIaL1nMrVwipU0+bnWAun5YKuh8ggOEIAw9/r+GIqyUJbjoVzuiTTagmz54cVc7yB3rXW6yV/xNf6HqvcRZ0kSf8D5BN6PMv1H1y0tJzpi99NyQcXHDd5SfSNEPfd/4YoRKhgFM8psQJOQOLoSsa7lFPTH2dAaMiuur5lD8+l3sYhejtnJM7iHibHSDFuAlY0UaAEuTCc9pI+1JM/5+6msEz0EwjXffmIIV2Sue1zVXCn4Eyf6yGIc10m/1bXBD41c7N/fuGYsAyOh920VGEkze8K3SUnGlPLrtSebgkQv/LiveZFBd+S0D6NoMCcy2pHZBPkFsEvWV4OT8zPzNuaSjr25H1MnTbUe0oc632ssp4Pio1dJR58AjWLVge8/4K2Qp2S2q6BgmvOqh+c2+kSlWuVC8xhJkGjXgrtfdYA2qkOzqQy9gBZU1XzS/moEhz4JdUenhPVPqFGDBzzPyoofQZmyWbA3Vv476O5J2ZNvppl5qHk5ompurO1JHLqUMKiDoRuUV/7f5djBnxxiINPNX8C5New3V3UTPRzTo3ska/QXFVIf7RMXwLIa0MtwuIpvlVsQ6DTPJBrVorlE8mAEwNs0udn3yqBBDCFyNSlfoRWR9HSHikHCpqGjgxICVPnNpIWn/jVSWc4UaDwnglzpNUCjnP+ndZu2xurJTmtjowJUO4htl0pvc+3rFFwyFi+g9LYv/MtfId6oUWXRRP2/MF35Z6M0srZLFDlIUve+MLqPeAshyg5uOW1oxZDeySNNQhCCdCT/R/jwRvNdrT9k9TVjkRdV+TPqnzIEQ9G+CGNnclPWg/rOlMehCnZm1aRFrc2RJ/NDYmsbtsCNU091+URuYky5uiMYsTG2PTFnrSIP1BHboJ+B7s7bLKL7/ROF/I0Mgy7brBzMN0t32eNkvwRrZJjc9MOPjNz6nc6oXzxqr/uM1wkbqrpfuv59LPgLmMmdfT+Z2Rpsb2YrvXJwbAuFk9r4/dvIEvm1YuzclmLq+ga1yV4m8TIlmwnoWxJ4A8I+l297lksI255z9dXNUx/dPgKPvuwYSgEk87RSOK0Yj+YPg0KhC3VYalbZv1RyIIBJ4MMySdkm4MJm9c/1VcHFmcL+V8OJIoI2YqxfwncVKML/lVa6cB04mDrOwruaFeHLB6MeUO/yU5f5d1jnsRQWUnU2JAPcHtxFu734Ismk5jLOwiHzprNnVkprmFzNQwRjfy6L5urVd1sug4poR9Gl8shq0MvcwS4yweA1c6DymYzMOb0GrBzCgFdQNehCu6ZiuEqScCvXk8WvyV8TAL8Kuy2T/G2Wu6yEUN6eJuDkxUDTNpF6JrNq2s2arlJ/MO+DqppVF8Pv9tVSMmzmHT72U/7fE1M8tyynrOyAnXC4AOCdOF+c9LHKdIsHxMw7fnms69XzCCOvQKsD4NRUNe6ILTGc9utr58g/b8XMcY1Ze1iiX6QZVWozOWwbTBliSzOb/SR3PhlwGZlxUT0GiCNjXilYCc3ae+//OjobwG+T1IMM9dphM5AJFBJ2Xa759DBYGcDbbH6ClOhljZYy0phzxVkKzuGsBktyvF5vSi2b1t9qERuXXbUG6MPhccNTZF+V+hNtHvo7WAD2BLDVGPJmeSUutlaMKWXGZJYYmgag50UXoWQkaW0u8BazTyz1LUGJB+wkNzHPuO6me4G82cZsITMy/Q0fwYbijjx7BfEP/2uQdn9TqnvJCAE2vKM9LaphLv0wslT2uGOXZsawEHMEaMQv6a21A889elxTqH23X0r1zKtP843RbmSG45H3z1mLzhTF0v/q6kOzKaSKF461K4axK9muwpAxBZcbZC0f5HY1CiZzEObJMVzQp2zTNdQDWG1smZj/qlAf5Ur2kkdJBpiP7UhXMZuG/IPj4DaI/s82mOqX7OSE9Vjt6AJRxT87+KdXycyQwEMtDQDGeI1XHiZ2RPvW/APQl27Aj7s7lV/hc9NGrn5wUImWi02vm/UDguNWMuDP9G47ghiB2wFhkjZVw+T656zbdacDL6OLOfWhW5OxEoyhLRS3iHpXYx1a5jDcwcOhYiND4uA9TtFErDw7sT9cNrSX6nlkrCWQ3lJRVStVI+M2c0X9SU5CqlNzWv/yZ8cYDXEVj5iPzLavwrBOIVuK9DKMyxeBtowmMwzkLoPByvLCCv8qiU+QA1RnzL+2pnLxVpge2C+n7QxXUb31iAzBWX2tsV3616EIdEQol0/kPTFyQjXtpoyOMs9bvH193vgN8Ud+914AO0icPumi0inQT8/7Sgz8nMxb/+vt/7faJM/6Opz/A9rduq5l3cE7GAmQeL5573ox8fdrw1GrnlqYjkVbDYSBcFGbUA+3RkBteDoGPvbKGtrDqt3GBWTbP0mUsgH3+kz8Us/UI7B1W5Lot1FS/voUr0DfHNiOCvqYMBDKUYT04NfOe/yhIZKupXDIiPsifxap63Tj30BNFJTCYdOdGMCakXsofvInlB6dNbH2jsMNHCSNs4eUtA8VyWH13qorsfrFCW0nkuIzIC0Z0L2leaeWejblrDPeomY9vvnzb4/kNldQruGlNt5mtucYsrdc5W55DXwVUv4FxXoS67Ei49acXaq5anZU1xHwvRc9OD1XzXcKwY1L5Oh7b0IyG8pl5kSC8KmpNx7GbcQT8ZSABGe+2BNaapgUZ70UV7CAFls/xjqWuALIVNBx+CDFs8l5lQhhvI037OFsWXHmJZdlJ2SX5nYKtrfops+GkSh+QY17Seb8xHiXOYfssEqtzCiqGLUNFGKMk8kpxB8/CSmHf5GiF/DjmPZkWfdHj+C/6lBzHqljl5KQnXccvhP4ruBh8QMuAE8xb/dgxpZcz8cAPUAewFWUWm0XO6GnTT3MjMyCbXas3YMvrZG5aJAvM5Z6p5M7TMk0KPAAyDPqj3ldOP8/VViiXai/0qO4MNurnJoqGO9TTafHolmv/4Ut0KtqH/nCV6jSeuuyTN6wKW+qfr+4jf76/tG9rf+8VnmmBzq6yGkDjcnxG2uNqSqrqh1IVIQZ/Q5wQXD1LvtllzmKwaxCBvG0cdzi7qOXfMNKjjVx7btseIGTgKn+MFTNFexJPzD36NWems5CG8PvD7h3uCFev6IM3CwxpMHq1xlmnezNdLGJ36pC2mFjDZq78rw3KEte9gMLIC/UrWillJ99Nj5fdqPMC3hNoCsUmiwckauyW+UwwKYff13/e++7toPw3/RFyA9DFAAN2wZXvkkkmYr9m9zKULhW+XsRHhkOSyXaNZnRCHBcpG7LOuiA7wJZeh2YdVL4iqPoYQlgRqATsWgmpMPSXj5RSs5TlFt0ToLP7hhVz7JGgI4r9WyXExQ2EjAdUVtIIlCYRDHeeMAIe2VJ+LUBPonVodK40mQEADdHsuJrA5rMjPgGkeQUw+ysTQTf4Up481n9Gs9WEhdwU5e9NUm4PQWf5EvjN+6Z4BOezaguixAEMbIb0lgmSR5PwPWUXsZ3Nk2PTI2gScYOLMLkfJQpKDaLz8OPzq2GW/RvLGj31fPUiaQTX/lhAiMzLI5z35QUIpP1N0xW64OYNjaRoFZx6rcvyrPo2NYuVitquyuLtQ2CScWnWA4qFqmQwFE+Z17oaNEUH8QtubYT5DFUHXwob3KyxlvILLqSkKxlgvwFlETOFXMXpit40MDpKpgkIEt1u9HhfBV/pVBR5iqhrhKtVkriCEl/685X5awI61yiqO+LawA/jacyrtC8YM9gDeqeRGatBe5oSJubwtC+yrb17ZwVp22vwxaqnD4tu8bxLECdsYXJAOL3XMgb+6R93vUWmQB/W9OwEdYa+dXFhmyWxI6GFykexGqPMtG2J4D+UfiAFd+IO2TUYbJ+pxRZ4bOEVUpsVaeCjBHLOMyhUlUtQa+f1kG8Z23B6RzR1MRKYOq4XyVrwMcvPQVhtr9Go/KWHfxcxKxWsJH27FixmL4njVwqY4wtPv1/G69IMAAwH18FTDUhYBQoEV+P+rfsUOhkgOw3BwF6/+DAd7IBqAx7ZUISdBKurPIZG2VHeQgfe7JSo/yDtNEzBpmFW2pkIBgneqbDujNUByqfx/QdKuyQ9mxeVoFlsC1bMWI+HWvvpTl8wXryCMncfgpT/wK2b14CI1JsfRUho2n/LJEwPXx9Gm52CKt7vmTMB33VNulSG2falgEUgTwJq7kEoPCjReOfYUx6u+r/gWp3vC6+U5/GzQAMDl9e5Pf/drm7RM+ZlmzAvN2LCnxgBtPRSpWsR+UhYdnLAdr8DbTI37vxhIsWj8gdCqZQ/grSusGMbuJT/WJaSsm2F9rtZRlG9YuTILU7uh2ZWKgSqn38mAFlPrA7Xq6baVmfyrk13eQe6YYoSbaLc8tGCLJ4JkYvhFa1Olfpb6TnLHaOLxEV1zPQX8z/XYpiPkJkHR61ShsOnC/1zxGxCLUO8u+SCDTTV+EfULmdKiCiFn7CUG1kvNO5wQVrps8LFGr5H9gXPRDbN7+zud5EKzLeiCuOSFD4LFncN7x7tYu24efgA3fCTIuPcHoAyOKk9x8ekDfYdUETZmvrsanUUbB/hzCXUFnDrwDjPo/rNprZQfa4/jgEo7qYHNoW+ZeRIO1JcYxc+K13Ykwdtx+K7HqxbBcPiGpmYcpmdasy453ckke2AB2033cq27yGLz/Q6ztR/dJW/4J8eRpLACI0/kQhXLIgjjAMirUR9LblQ3JWt4A1GiYEiosXxmn2qirsoMWZLx8KkVBWOmctcj3H3ROI2bszTY0d4FvlEmI+apnnoLG9gD2eKxsGR3GPOLuoH7BNfWJRKB2uELBkLdiPTwgKBOq7npxbPJHWVEt7sRqQkg5CC4bVvIkEE3NGXO2WYiTA6gBUk8IXTtt/w8gd/72zmu8DzOnyUNLIME7aG8hbIv2JaGWKNeWoVCKJY+K0CZ+8BcsWROQCvkVRNfkAdFgO6tWNEid6V45UJVT9Lhd81yPKIgOsfU4irr2F9edmqO6SBX8DVT1CH4mJ9kqTZA4e/pnhJowz30fGw1S1FAtMVJH1WYmx+LmB9mwb1kf7NUhV0jD6TVQI4nyZzmu8yCzeKSZZBQAFLELvnTdNPkV8umCh+IvHeneMz/UWDEs8679lFzRT8fOV0Pg24ZvWoiwoVpTj+Is7zPdx3bYTuaNiingWXDsjiswzx0sZ05280y4Us4M4OFdlg8qpwPho4iIs4cUTldoTpxIcKfCoHIwxKTRj+tUa3OQPju+88TwqO4h5xo7puVQ/AOOUSfuItw9r1ov1p+XyckU9IN+w21DWMPISjBjqyYNPUM6qpy9iUmnD0RcnEVU6dsLkspJwHL7kD54v5/WjCythxPGY96vshX+NI7fPZiQAClB7ReLOw+JqDBq7+VI6kql2uoekVSieYvj4VIOgxq5tpfs96WBYcSSJFWVzmEJ//Tf7WU0iThYFaGwe1Bj1X05WIh2gFmf+jhfGwNjpGmtOC0WTma7NnChaTYV1qgAWcd7FhfNZpUBVoWaBBwhUG34M72hFKOecXhqI/lJckRSKxEWjAvjcOUC3PKpxVZRJFa9e7OgLc7PLHObHb6pXgXoeJc3o05aQM0vqyvp1RXk5SKLZhjA5SjTo1lEOYGvAOHFUeNOhtGK3zjFnCEDmaeSkSG1CojBbc1qpcXVa4zV7H1TU8bI4Ii+Rsu8qX2JMEsoyBe6ULOVJnyeRSa+raPBw9vS68/nDcXE33TRnlqdkPbgjzWHk/pLV5pAzBLB0j5Pj1n0l79TC7PRyiFBGdPvsXIJh8BMtyF4j+bY6D34S0L+Kg7Vz291sZG2lSJmV/ACwQ5dHjE8uwodGsSC9nft17AgzQnoN7TWazFesZt6AHTLOgEBKnLtfSUx+xUcp/CisZqvddBl9fbs1Fh5F+1RegxWxZwRFZx2fZV3pu3AbDdrGQlG7ZiantZTLCarDxKulEsU3sK+wfuRYxZqbe/yl+0aU0ARJWY6geCQ9M2GQEa36mX/LVZTmxfjx3R//DPgo99csJ5Ts7UuqPS7SWGLKVCN0Iku1+cGuArske9IR4xrCxU2oiGkD+iZ732ZSDc72ySJk1ZjwkJzbCR3E4ULIIQ/sNBKNEmBgzCoO435boWJuOJm4VpYKT3x0TQJmoDryEauTXXCsmIvx1+KTEVU8fzCwEU3MjYhYBRQbLK0qeO8vPboY9t4qI7JzuRe0tbIxoO/msGEQnzArS6RjqAW9S1mSBb1hqbJwUvs3Ivj9twhwDNcJj320RtIGv3aicVl0Dz90V7+p6vKFeUJQcjsn5K9QctpiH8Y+VCyAQWpPeidL6pFLH7solvfZmXQTnfecmtvl7PGQgT8p+qHfoPXrr5NbJzg1PvE9LMgX4bg2iA4+y0NEUb7iqbhK96aZnyDAD9lPwA6n/5FT7Pvs9S5Czl3r/5fljLC4Ecmf7OLatSAK5JzTjXyNu0S2DwLbkYFtRn31Wy3yVRX2peX9k/SOvX3QCV2AbX7p44j5K1SDGbIkkEOEYU0dx+RbRyDK1WsBEbkINlx1lhdBf9AIWqXJvB8h9biCpjilSXbXxgnh/1a3T49lD6d6tho1hBbiWh6LLNT7/wzkT9ouQjsiwurr4TZ3og7EPcLGyx9fgPZUlmyx3rRVgrNr4sWaU4SCHBESFW+39b6d/IJ6Uv9FG8V3SJauCJWORrqzCq3tNRCn/eeDzjmq9u9YcNXw9iIT+pyzJsqN9HqMVyIwnrVmniY9jhe+VlvcbBhqdQJVWriepF49vh5o4M0VmEWo4ZZCmGi6Bu5ptmHUaQuIXs22TxJBQiZP9AvLcmKqs1SPwUinG6pNseZjT8jclqKhp/QfvEimxtf3GCRf2F7TM9bMeOv4xZGgAseLe+AuCIO2YSiwt9mGjknLgIjw2qPBXMA0RsxrUfvzfnn11as3HavNEOF4P3sgKojVqvSsKSog6pb74tY0Ss0OKuU/P/0IiBp5+Qx0Ve/7n6hHCQ0bJK22uP2JbuMbEeMBfnfGXmj56zfPosIE1EO1hagtAliesmCxHOhqB+QxqO9sV15EDXSyiqsRnZzl83m6B6pRh02peXcMyBPuaZFBhHSqzxt3W2IcDJDud2uoM8rymPROJAomg7N4QSrqTCjwYMBoqUdkzMt+gcjZlosNBdEJDX6TJ+qceCNQhsrLu2XoXKknfzVXfaiEPt3H0Ht8pCnFannwQEULkqE2gbiWMTNfCgwFVaYwZqXXvkQVmWOh/vNXcqlsFiAn/H1bn6OHLJhsL01SqSh+1tjNpfn/g3o9PxypMwuFctjTSBM+700fAAMXCm9w3pCW6Kw6Aowimtw2wdfQXqvThuyqsGn8gOpn8BvwU4VtVvhXuYhzr0sJjJ6MtylSpN2ScABH6ZN7nE4bbDSYESwv5txWsgPShobHJqaMfmTtm1H7A9CbtK4kdFE0Zm7aXUdFqFJFP83/I385ikKa2V1TCm2FlCrdCz5jTHi4CEDbFE4o+kP8TuaHlsGUtYHCMdXm09hQZWhLdJfZP5u/Vtz2I/Te1MFeYZb7di+eA3uwK0GtXkP7OtJmt7LinSvJ5NCpMhrh4ELW69JRb8LHxb8zGqFZTOXMwwZWlgu5EqVndyzZNSp+KU6rqOg6bOjwjiEzlMweyNzm9ZVseq4PzfzPdbpbBV4x+Wyt0AyXMqkX+HBRbKugoLEyaEHVQYhndjKjkyYItr7rsJMsFkCeRuYsfPAwGSfj1yQT6KMigAuQlUKIarWY7EgxWisEP+ELMPoxSf0Hvbu8ftQWxaCJlHIBKyAeGoHo1CK7zh/kGvULPmS45boUMtlE7KVHuq5XrPqbB/Qdulr8FKQnmR1HH1H+hQoYVNM4xCfTKbv1csS/5c59DeWfG4Ymgt1vM+/sUegczHfWdd5KpqyZ9WHyBGlTIDCCdC2wDX5V9RecVIPOUGhEMJf2S1FCHNPLaHC9Fyezyh5jH223VXWkKe/FXWPxS6glo2yC/qzQcOlTWmswQWyq7xrA6fSsT573MCbGfih9JzeQ4a05SRi2ub3yELwTMEnJY7gc5hGGlAUFDRz5qDw1ArbcWD/aSS9gOiwMT4YtEgamQ5q2JzpqmGjjUjzoJL1LhGwe8VGtg05eKWlC5gkYWboHOwJ9WImTpu9m/adZCAtQdAkkNGKPZS1cU3i9gajRJwJcc21RHs+fpoSQNeIxqQktbtlxSz5uf/kjQ8rGtVDw+gy3xM/blB2//3zStMpo3wVSQN3jMMMgzyNNJ0Tgca8gNT6LkyuKe3bj4GXd7EosSe+Y5/qOcushSgB7elF1lfrw+Q1DxlUwVXctjTMjv+HUVEaoyFtxPjHjs9C6LC/jQMPuWi8UugI1dtwoJLGnPKoAL4elVBA0SUUctA4CNc/xR5X37qtZG3KQTJWxFMIVaZJWoAmkZDldf83nw6s3nNC/xBJYEXTFexknF5vPu1aXTceQ2B01afO1CTB7odcbvfGrpFLKYIQngN4Vkls8grCXLgSLziW6oCIxt7ImQlMIHd6XBof74nOvFrMnqzNF+iaJ6U3YtmoyhSNAhcLr/HXENLS6j7gnrHj9/DfOMwNCx6cborgzQozzbYz3r9MLaK1UXGcoU0dTfV2xZxqIligPIR+njjtKbVYyvaZVsY36nxWjnDgs+0qkfWF6jjIrtOWGZd16R+qXXgg0u8yGxODxTtuRsJZw9TFVWeoVnTeAq+ZkOh5ViZ6kNniTTOl3EnFl4g1TeObotyfY5bjc7fYg7GhDvCWAcQZ3vSoRMnaRdRYrHP7EBYueq7FX6+qZIdzqheu6Ud8HGcp7c2Kh1/NfQD0ugFLeGQQ4eNDVDVX1NgRZFBBGS5b2JXiv/ipH9ky+lFGQTNW+gtQIWreamLlgrdQ/rHZ0PbcbNiHuqky/vvze7wVZaF9AgFOMmoCkcWXj2//X/N2Dq+mP8drEsxjGiZM/4Grvt8ETjiZmqL+DN9+WWiOm6FG6yF06X5tnHGo24WtvCU43yMfvjrBcW0aHBW0ZT0LhKlz5wEGXyqganTzK/cQpwHqBhkSmO1nGK7BpmC+05S6DrqRvfzoZqc2fLPEosPNa3WtrdQ7tMBIyNoAT+HpigV7+ZUQeEgMKhcJnS+kKsqVLglI7FA4EMQ+te1PWyNPjV7KSwQR2Bw0cooM0SteOibi8oWIDQCqIqfLdtby6ofJQ6gAJUEKFiH5rYAXjHYdB9IBEetYtBF5ehH8BtHRhTEj4EOXW08GUPIQoI/csVrS+BWS/6n+gEBovMZb6KCZFSxqJLq8rHuYy1Y8WkpMBk29KG5MxC04f7V6GbAhyWPRfmA0u5v/eEL11dg4pGqnn5P5kUnf38e1kTa2IYRs/Km2ZqqOOjV4o9jjl07SvpJoUNlvk2HUcHDhpMkddQ4Cx7haQ3GvdddEUUtaaFkzbBImqi/lmVyb/iE9uehBkgyjqCbqAgTVAZh+iv98gssmkTk9AsoXD+ejv60+L4jc9ybE0lABmkbjBMJK1GmCQE75jnECUuEfC3ZtMdLl8uyzpxwIYqMuNlfF4jS+x1GxFZ9lplGOztPVhd41BMXFcluMu0eOPfWXZSNfWClUMz7ptLy9ylqnsy9xSKWFSN1pa6WNKIIAiFdY/O+lcRnXJ6xFU+I3GixmBbhkGXnnCkDaRPJoL66dMJzzpCNn4FjOB3Xnthr1nB+5jASl6nYcN22TGRK/+C8bWZlJgps2jmoNrxerjZqBjtn2mxiykuxl/IPzjkfXSPyv19/sYYKLYEodECMLP6lELyp3kvkshCOYPf+MZQn10qmTEPzAb7Y3ruJ7/w+qMkDeEt+jXpcWdoRZ5tw187Lz8Qj8kundz8C96HVeusPhT49JzoxCwl/SAPiC8uttEY0qN4RC8LsRN1w54ZQuHXutrMvam9vQiIVlvNzAlJo9v6YSTA4sEe6YiRR9K6shjKgSMaeOekK9ONU/p+DXr6LZjPEcMfHIvw0gofiN1iPC5e6nGu0hokMzc1oKGZlUDOigB//nmEdcCCAI6ATTZfMXLoT5jYf1HyJU0TdzIaMiY3bkSeJ90B+U+K09TsEvkLTKKuYaeFHb6gwZJbdN3m36t2PQZL58KEhUIeITcnad3hYTT1eMtGYKB01JiKQeEjv595meSCFxFN0UOD7DugkVZnINp/WbrbyPqxmZ9zKf0WBu4SY30TN5OLoZjhjjNdXHnGGuXjAL5Oaz+WVU/NzdV/Joz4Ddz8xQAHp4Z7e+NDBWwTeiqd4LjFYFNApBFtBz8I1tfyenALD9CserMFFtwv2AC71i3fyoKtVGv+PIRAEiF7FBnvwArog+3yU5ozVxjbzuD6mNlqbdayVMY/iYPOcRpmjwfCXSlHrwqxU8fzCd5TYstYZWcnzu1USk23FvMd8ZGU9Dc06qoFzDQ02UUFTbkuT3Yl2iGOXKlzsaFaZDCwM/+elA9oDy+ZnjuXPjhEUWHC2PV5Ar6ozQ8iIi+ri8EWIqDrN9/K1aJ+dZ49JEcRjzvvmMfmqG+KZMCqbx3+bKtW9OicFbCYiezYbYbEfB5An/8DvsBqXULA1WkWgl8U3xKygMnXQz7stnxINI9ayyM0bqHsbxf+HiTWfg17eYk3SxNWDlTPLD/bMxv1A34uNNyPYxMG6USHwG28yUNMyV7+lrgPeYux7nE+yWzaMi3ITZCh4LjCDIc77YAqr2GcjaMHzwBLu+jl+X6j8xNLq+DmQMHa5VL0K6Zd6hJuxC7eQNs+cfJ7osEO5NMABGhiwPKvCkHiSkPLcUrfeqemp2R1rCJ8SeMFmbeto2nNNV/kD3oL1XpxKxMvHBww7gfyB8LM4cohUN6jY0SJfarSyKZBF3c47+r7dK1hQAAA"); }
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qXq+l4+oHIEwAEwLAUMKrcqvmUr+Kh0HK31entzb2KvRZoOfQ8JnGjI2T/rX3JsXUaoSwPyJ6JY0byzek+/uV3roCOcZGEtCSG3c6PtT9EsdcITejx2kCPlXz6/zlXwmEt0MxPI1nj8r5pCJ/as0BUNj4gzfK2eerCW4rY/5WZUMpJntDddXu+5/7QSTnsALDJ/l1te+43U2TlzL2mPb0exBAKkO4EkXsPKwCQl4HbbMMlulr/vLnXSdUMa4YLTzUUVR//0kpgx4iDOefLBKw4gWEDBneSLOLFOBbs35leT5dG2cqUGwtnQpC5qZnPtcUPhn5RbVEw3doB4VSuMiIFyVQ6ulbzBg5RQOD+LnD+FcoDNLm2z0AigiqcWAFjocTK0wRluze16OcIW3RM5voOedDRxusJTnuRuH6V94KEEURLKpVggtV9MAdOQcAipyY0Vee+iXOjzKA6jZC5ICinmxQRF3dCXk/r58fvD0RK0jXsrRG/l+Fg8gAh8qcZKws7VZfTDa8/qX8E5ajFuvoED/9bv4gE1ApXXy9IKE5Nd/kPWhqmxucBXPyEbBnorj4EJWv+mEuoihQXyEx2cUVsCGq8Wq/G8n9MLemYiz8nsOSsl9bLnXZfwxIaamGkvnb81qhQw0oJSrmBc/t2A5iQIAT9FaQNhD18u43gynYsEnl2k0NpLfb4eJQUytC+5rePHP2NB+4Bkd8J0gMGZzX0SNQQuDhnPV2Ce6EoPG5E61m86GoIx/YTo2X+8DEke/+QOJCV7D98YzlJbfKp8D0kAzDypAZg/wRWo42JG5ZDOlHKdlyEuxRl2gFSen2GITCDn74UWgEGXdy6RG4BjxF3q5s0q0YgNvhfQZkkDuD7Di5OEb0/2adUDFRMtb2pH2VUkFipG/w3wEpV49LaNKPhCwBOntKRP8kL7i68X/Hk8QH9BEuULP5WXLoWsa+mY5JnNzu7j09zr33R4gDWbfk1XvWEwPAxdWu4InRLu0GqjUfGLCyumvZN76WQ5Fs3s9qKRcwqlVVfHiE8F7XEASqld3mZ9zJKAPBoRoekLzriJANyJzUKh17oZ01/m8lWvT3qRYKwDJVFeMOrHXQpeEDRHbzWjb3bQGxnmswLshsyJIghtUfpPPm89tPNcOJzf+//4ZgBw3IZa9IoyhlHA0G4IZPwS3zM9rcdzGu2PzNj7wTHJ/3H1ob3H9988yntgt+A67x232IA/3DQYPobgAu5Gdx2VCl9HOSVt/7s38/fUHYTQVxLhORuNlsAgIpFhwjo0trzUZlCNufxeF0qtGkKXcX8CDSAwrZKS2W3AiY47ideAXEbOKMU9ydY7KWYAP6G+X47kMrGY2XPFsfJi1xuis+b1wGYtFsTUM1bQ1K00ZSaT7SVSpF6X4zrxCqVa2MsKlqqEJc8GgzkoOLHE4Y5dPOc9NaORDaZQCSWVylUzAEfmSn9+EI6JKk2bcSMRt0VCiwP3Ak62Xu4WqKNZ9jcFZr6Hb73H1QR23l6O3yIuMUT9YNwzvt5ZdG7Gbe4psLPt8VqN+S/yxaYPQAs2Y3ix04zFAicdrWPLHQSLS1TQc0AqYvNDjG5WgkBmNlevO4f0p2bz7AbFpjiUF9MwiTRawwnkEYc1QKHmuO1MOLu+Vt7u/OosqhMfBKRUsruNP/XsSDC0EuPWN7/T+piEILlexbj98jhi2XeH0G0Y9UK8AJx/SKSlhyQWHJpmJSWRq5JTja/BTtfu95VYXNrkrQ2mrHfBLqbzLTL8gBVjGkoNeMMY4g5y0a+nSNd7pYwM8e98EA/rECV5dvWEKZGI1l5/nz26FJ0kbIwVkX4j/gK9q+wdd6XBqU/3LPOeX4lzOA807IQhnf2ef53jcLIA/21kzaAtdGntsKIHU+y3sQExLPi4Y6Pt6PGIV8CFpvRNqbhONHt4S0f1N5ZCVY11sf9J/A+A6+G1PoFk/ora5llz58zennkfiQu3L5x5Q3BgGD2tXEfnkqkW/0Fwvb4jbvYaHOtsorewY8hB/2Sq6uZ+kKdtKnwGT+bKd9vlS//C8IUcxChLML+L9XpfUrWo0k6UxejD0USETglmGB8fdOHh1GTG+n7u4wMBNzuu9w3bPTf0yDUyZjJFQi9a4kRO7i9E5+I36vcxQxCZFLtK16/p5r/kweyoJke5NY6uAeckZ+zkTBwz6lI+glDQP5EKKLQipWDdAtCqv8Lb5YwiuTaYDkD+zgfjVoBKNXfSzBw0NWoREaWlAuTCP1M1vBAijaKaOj6dhUmq7yp51BxWvlKKlG0OANLrwKl0zVpU3L0BKO60musdANgFv8VANFDO2YMdiwT8uP2gRFdheK45E0oiSA8n1ia047mDPDszWS01mIzKcg3ZCNgu7w1OK40audP6YT3qHvg5Cb1XMYw7ydiOtP5UfTDdkUWGcm96O4eQCyYdjfu+g3MQSo4Te2egDNyq9O39lUm0sX6prL6CLDKJlhxyOeFXoWket4zL7JG4R9+mWRrzOViDTf+Zc4tesudZnji5NVlxNkbjVFd7NfoAgHNAlp1VDHxfwNoa2Q9/sh9wtqrwUCnSrpPm+sIbB9XqfKQwob9mPc1HnuTe0CHKDyspJXvZLMvrIf51xbbPhAE5lzpaId6RLhGsdD4FG6sKlzJ0uGCKPO7RdctjdXN4W1lvL14KrlW9SbVmPUrnFntjtyr/twWjDryE8o4L0025rFAZydMJgJELzXwH20i7kVY1mtvhvZcmU5WCY712qB+bDyIpEDHuT4WfoOqxV7Tv3JePE/JAmgAVQApkWszXAxfi3VBDb7y1MJU7IeYWWt5Ef3WqdHiGr6AHRBffWaljARsuLxiwA/C7v7A15wK/ZsoVdoi4d7g6EjyAsnxa6GqRq6nvi8N1H95bvnBCovepunAPuxy2p1qEL4QZgV8d6vwy0JYbpOI8yMbGMc+FrSuiLVu/HyDynMRjlGCJC93+YAcFUx/oqOzuTJrlZciUg6gHIz37BeMXVhIO8iuA7BbRHZvMfR6ex2yZEVgaLMo3NqBxmQ5A1k+ieSYo9ygwbn/enUyW0Af24xQLpE0/A8cJe2MR5KYKBDk3aUg2w1AlIsgDR7ZH44iwpL1nfgLbkbPWl2rsrTeoQb3+LlnipxHxmeoum5j+J/S+4HhmzvExxNr3KxRMC2zEps83hYEnzev12R+aXBPxcx2O6PgZ6HAQPx4PC8FdX5SZkEEuC3lGdCeVj6t6j3pwmtIJcDMizThbdm8DtSlsY95EjMPSyTiXFu6T3N+F9tufIHOemcoHExAC0ren3Y9+2eU9yEban5TQwF5ATpCnN+fS58TCRIPnCnQzIKfkCgBecNknsdpXy+RNqtdccUTuZGXB2t0HWny1OYri/Fhwf0iT3pL62ACAThWVtaqwLEfV8oPrXIYU8ZV0JFe0GY5sBA/PSc/O2CFb+evep1qUhQCanGApJ10bnfPo9JyNiCuEzM2rInhX7ebSNLtPqyuH0hiBwePGwEMTOLuvqP5JSRfaan1nwQY5Y3cmZ02oRHuQg7UsDDJ0bKTPhZEm4SFW7cVSW6dHdOY9yGDpmzjRPiEfdnlCuQB+Bansp+bQLmkGM8IeAC4wMyuVDsCJ4dGytwk9BfyYtSguZK3CWw6kGSVjZuthrp+hbzRO0ZkOaDA/4KeaLvyAKlE+wP9AUJT+eaF6QJOxDwX+BvDEgOnHTnQtvrl4bpbu99wpHFpd9bkAGdXU3aBTAn/5rc+Vy6ACss3T0h97L4StkX9B2jApOVMrLtWKoWmdouaKZdFNOrwVFBCsQYepAor+zxphXG9OGgrAoYg7Tl7qgP7Gkwak7zvCvgRWX9/t3BHZlhAPcpDat5SAKMhg3Y5uCc8GxZAaznU6cetGp+Q6jrrvHInY9uE9nvJ/lIlm+VZw4RVjjvAjRplIdFcVdQrZ013hw2cJg6aVpctLbLWcYhKijhZqiTmFaF80X3YRuKqz+m6mqWiMcrk1SJpICtQEIxOPA33xnR3j9rglCqC7C+zNCMWuLGEsfuYXCaDWXsgi0Edor8mlCR1uaM2DLb5lRAvKGYxZuWfHL1py3yoRs5WlMu8ROfwGTDp4CF+HfML0rjtxJcVj/BBBVFCrK3XsTtHjPD83yHW9luVB3nOOssy6/zTfZupe/ARdAfWyUFRYSndp6bK/EkZ7OoqE+ixln5wS0h4hvCSEKSjnde0NIQjii17iYvPe/BlqM70dtcRX6npY8K97c7gYTvHoIuYIhHFrWLPXW4Vxj4MxOmXDmCW8NYNzM0h7NJg2r+seUIUQqYpH1R2OJdZZ+mRN2HpReuHJYJ11E6+6jq2lrIZO9zM8XKHm7prOy/ivOZeIFshAXKtfdttOTypq6B9bpmxK1yZtr5bWQPeT074J8Qbpft4KOD2kTAs8dIDnxzIRp0hiGhUT0Dns6dRn+LRbS8WtUReeNy/WV6zPhEA2rht7P2y6c7jXcIARFvvHsif5P+fo6Ux7U6sedDcGvC1vsO4NFdiiwA+rkGz74v2fOlNOfmDci7enHCGZGshO5g1CaP4PdrIFi3ygRvZgVm5ztkxt6ELQcsQklWtmrrlZlq1mWFXj+FmUOPRD1o9s4pGbgXI6pJ2E6+autGtQzNejweoWKSDpE6a7l8ZngucIQYUimseXCwfSierZovz5dvRQylYVHwkfszoW+2+fPlkvWf7sJdGk/GsEGPMI/E4uyXY2trX2eDFNIcuXNQfwCgoKpzG9a8D2DyPazBplOWkZdwp6s+KTeG376OirwaxBBFBcMB+ReYhTAJ/h3JOHGPqAmtpEmGmEeas80uFzX79YN6t4qBFwB7sYdJklyHu2H/Dnh+HDsN2L3rA1IkSZ7kpKCN2DIH9WvVRILOTJDnFTw/sjbpra610SKbNDUDvG2Ov+Lt9HUef2tXbJXeYPuS5l67Z3RwjFtPVVg9ID6I6nPWGvan4dpJPqI5DIqwMBryKUCcKzkIAnjPd7ezFu9rcR1OuXD9WbwbFsHDdiAHAjoP3EKBDyqnrcfrJZ4jRka8Yt6KdYDjgv0Mraa4tCvHNhzFMWEZxoZg+2fYevKM3XPWKDIrBxKAD+ZjT3IcDpoYMU4F2W0KDoWBJDdPZPU3p6AqO+2jNerNxnxAbVZq1maB7UG79dD9/jvRoPde6A1LDEYKr6HmVKR4B648V4W8c7F1GF0LCgfbef/VHFmRBxjICuKTQZtdG4sDmrLvLdNHjsL1S3ZGL2H5qrl6GpfqN2wgss0ktZLv3LslMncp62iMoGupwW1HmuyVQxbK5VpE5W/T12hmyQ+yRaPDdfJihI907p5uRJ9W52spP0Qu/KSkIfD5pR95GOI5poVu2q3EZSlJKPX88n0wBT564EEFvFUivOyvwWku6Pe31aVLQpXlm/iKf4X3cw6qFcxxH7qa9VlRWVdEQSk0GKP5VCePoihnCl4jHwftdcMlVy0intrC+D9Hm+Gel7JwN3yyWwIXQ2w6xcv2Pj1zqUf4SaCtgCmMuhwvV8g4SKvhTMJVjOS+tpGytm/0UDYXs6b+1BsLE/R9ZN9GfRXaHr5mSCuvhbdhAS1gPe/W5x2wY7uf3XGPTt+4mbqKF6rzob62e6MUkN6y/LDYOvNA8zA+gYuOO2ky0h8W2KSEoqm9rNIx5qP+u9UlQHEXEfBKYrzcAC/nPcujjTUIGLbnMRl9txZCixCEst814u3nlbcAsF2s3j5Aaw9TvG6R501thSANLBLQ/qK5AuAVjJp/Dc84IfylmlOb+vLvIBUZbFi0o47t1ftaiI5IUSqmUjpZMMtn2aHv1Z/s2WlBc8hNXJKjUBBV4QBm10H144HlLnCfsmL29Hbqa9zV6+nUHuuZSu9SHQx9C/DvzR+y9a+cPmuE1atQhBMUmiaXRwddBlHL7eqx/F7jZg4ieJsVi1uoHpCPLa0jBNkAZi6iaF0J6pz6rndqqYTc0hiAr05Cc78ARPimfKtXbrDph+H/pQPygrzxvhUWYxSgc+7pvA5V2nMNXrJGE7AlMizK2uQpPOq3c2sGc/G9YmFonmVcXW6iHsAPo6ojonuATU/+PDVXeYJMwxS9CUhULa1r824svMMnMuR0AGO35ziLj1UbJq/MgQZqi+Xsw/Dmbv27cz3fV7+C+CUTWFQorGwxuJWVpcCe8g4bZmYASdFXuwutXrz22DWY/R3gZNWYzuYrPwicUOhYJuYJfV6q5r5uGsILxP0mYlcS4gIHPSi+RTi5uHU4UKCPoD4BM7YaOhMla7ijyKwYuEisDb7bhGsJBVxJQnqFrAMVPCg9mDTu07Bz7SyPPAx0nlb9TYvpSi6edeHKiWvTC22sKioZlY2AT6/dEtiVNkbOCEBenjDarjWg9uBwkrqVcA08eo4I9euvev3MB2N2Cmxfo0S4tplbWXETuIKYIDJ8VvD1ie5GJoDINZ90Kowai0bduEmRjgpvMhNxHDpPJn4ndNMTLdWnTM6gShePCJ+2ybk+FAB+n0wOS8/NrURjM5J7HY0j2Ej8A9dme0PFCACB8PJuz3C8UQheei0+VTGt7j8YL2RnHxMVtLaTp8iQamhF17NsYBZx2BbOe9IdHltWVAG7kEA94pW2J7FAyiBqAqM/xaCzncfhcUbhDecCFeshzTLsT4LJ1UZ6d8dGUtGVgNEzBLL9tDSMYf8mCWeBZjM3ZcjGkZt/MlrpFDE8KSeGA7X+fqu6s+/iLxt58wztTS+bH5prLNeK6wlfWLXcjkWw1fya4mW5HpA26JD2LLB6+2RVfnTQ6JZTjsqlYDvJjOc8SDM6O8zmOahgzAGRnG5luYz603i3KSKtZGmm/6P46mSb0rycY+xxVXEVvGNlVX6jxpHLJYtAMyZGWKMbNiK0+G4D/dVbxaoKKIGIKnrgnRHAf+k9YbdpJz5cO2c3dqlpgk/D3UZT+ESLrNE0aklqQfnIIJr0r4eSaOC4JXBUxByNRGcWKGqFZCYL0j0HVsujYL0yiVw9DuDKwhXnUkP7LY4cKDJZIzVyJhNJhoNVsn8E+BzAykMlzRrnOkoNeLodl8nFKGH/qJtdj0JCEVLihMVmJrEIIy9lPM2FO034X8ULik+4gFxQ5vT4fIkZ6bEYKeoA1xk++b6CWVO7VqsdnwS5cnojP0P65ZQEKjF+sr35BRKucH994t4+DmwKALtv9H285NThdJzomU5lTR/oG5yoZ06Sxgf/Fc+KfVXeewGEQzyOV7R/EYrRpFaHO/66CropycA0y6Y0Hz3X7ot5Lvb1KUI3FvCowWSVAxaAudbaptooDGkI4WyO5jqd0+0Cv8v9cJuimTdJ2m7/cmg0u7KznDGgdnGq+WGUka3lAwhilVuRcLf0lMTPctJ5/h6t7n+VdScOzBfdPTJ/4EjMV9xn/cxFXfKu+ZqSifv3IG1QXA2AtDo7HmjrpnYX1MwRR7vQPATdYaqSHtif2tC7U0jD1kjMQCVbT3qwvwyO9bmvU4YMb5RbicPWJID1pVpyJ3NR2Fom5G+v43XId8gjDkuVUN860CTZHkszdEU1MQRHI0LFv2ymBr30+iLOUxSxzGxXqqSXwP6JV1g27gbBlLHeF2LoEmjcaZl/7z3sR+7DTHoxIzlf3riwTFTiGsTma2cnay54dr+CfQ7CYbwtgo/vMJFPow2gCh2JVCkSkkZeN9ESqtaYi0gCCRmHWKnGZv6HDnENCKl31Hm60IJ8NLtmXX6t2ENVCUyxeIEp0S+wqIfzbty4qDcMYvR7TzqP8IgrGNi1vM3rp4mzf7okOHyX6TvJsg5Vg3By7YKnZMhNSEyQmWOWCu74eQSoaPclA7YytAYs3tSbfmWtVYFcFQYPy9XHMdkESd0E085NtukZE90LpgDorSrR0SoHH+FAkPc3pW6iOCncnJQ+Q/epQBGdXQzxuQbq8KApG+gsLyTUZh4r+jEFPKbShgUwcX/rYLHYrShbmapcVLrDEBvvsLSCMHhWyeDRGTHzkyJ84eDVjyj01rmZeyNGLbOucot98wenQUHRtUDk0dM+jGxrivh78TH2KC7TYKAA9RcUJmPGUb7py03qBL4foHEZovY4m3Av5L9xO+Qvn9zhtQkGA49iGc5awuzj6vzYUz3Zn7qgRokRL19wIPgzv8nVv8Ld233OCEhRnwphft0r+0K0GZjziyZ5EsZ0uZVa4iol0CGU8qRIhWVrZyyCfx3NQ7h1tfY6v6lOxmxWjN9DhU+8yeM/9kP/wLVCNLpuqRbgUuzOpF0MDlq9vBi2geIXMtDYVrD5ee8FidjIuY4Ns7EMMqv5091i9hMUKz4RnHYuRIKwU6jAehEECyFQQz4b2W8MAbFpdtdAvWzo1z+ofFEpBNhmFcfZByNqJw4Vs/OOOB2/SmtZi5RpXcFpCLC819hwu6IBrpwyqV68CTBSsFxqQi6TvcICBffOx/80y4QvtCf9HHSQQJmwenSts64TFfoegVzjZzW5EbtEKw7dcoGJ3v9z2z1uKuL4IFp8fJTB+nEln1S4Us+HrDK806mLVx+RmSqbRMX6Kv9AXIf76gN5fQrQTqEX0VMD6jQPFrQnY0UytzfAtMkkZw9H4lJRa1LscgwschD+QUXXFXo1nbEfSHGB9jpOi/lGWwS5/fNR5JIiGP+QydrPqxVx7PbQfxZwxwHm+A/T15uN4PX3HqlG/8N6+AMX362gld2XfrDUuM09Cw4Og07Hs8pgNttzzrjpnmQGNuNjCDY2Jwb8WeOlOOFzvhoCzJz8is+qVee9rZOhFS4yQ34mR4wNIiXLWh/6tbQERBuPejKj5tTRxUcZtzPQ9blA7ocHq/+6QwrpJtnV0agrWwbU3GI4qOfFTp2Mk3fjx0ON+dHtCeTEQlUbet5BtjTrmbaWOMLOgyFlV2FHXEo8l49hpKBtu3/V59cnGO5fGzL5tSYM25El4mgNdXfME01n34Ov9kejpWF2a1qTdvy3KXyL9MXk7XaMmotIj1haSaAk3UgTmoG/Aloqf0CMVawD3NBOPso1kmUwj4HCMIAROZ6mV0889Ot9lRnMUpuodi0idLOo1fHhABMuBhgbJL1+DwDwFbXL2IiPYKV5ikCV2Jjn3zJOotsKOUXTn44yasBIwxgU+nePNih/sYNH+oQnisidCCd6wVX6hBL/qn9Zg6AFKIMcGaIs4hxeYD5SochwaNlF+FDKTPnJDitGvMeJHGR06xIMl0XsQGl0+XJ8Z2pUJamr6LnCQoiZn+CsZmOKJCmdbzh6P+UUI3TUJjCf7x2r3vxIe3myHbApvt66CgWo8ATkVj3lmG/nuK41pdNuBU0AQMIwcPFKtaVzwynerrOvSFH3h02kXmw6OvwFbZE97lE0OSnVVU2SC6mcD4TqVvg7Lo+XVv9+jWDJrkoexvCm17t73W1xjk0WguPlypyWvC4v0I4ToAaddND58EYCl960DFQ1QDk34QUnKzTxQSltZiaKMMaN0nMt3hP9bOKLekqRUnx6rfs1xDegKXzywecVN+P9yDrktTo5gmNW91ZHKFNy4f9qyABo9H+B7BJISxaRsoGmxb1cwDRs3M9THnysnAStZ4xiV7EwENu3tp/5E/BTa5Rp8GOTdrnljrRaSkdZxyeKmt5ewJvefIW1m2ycJDxACj1QrYxyy9KeFtzs1KZA9VBCAckHZdDuNf70BnIL8GCO3X1j2tmpd/ljJRXfsZadfsWqz1Lbe4AgmKScnBd7eWz/Mo5MfYCwT1kmjZ1P4KH3NdNZQyF6VkeGKz8mUjBZ6pJHEtNf8aNrgxtxUtMvsHE7RKaU+CRvRAlNSvs+gHAAIxzzCidKOgPHjrJO2k34Z5UuHNHUHiwANGeljs8FDYUhoyuSzYZuRWuq2LU1yzkwI8FP5EUlFP01PlP3eNxRYFuIpFTxnwYD7/IhtIlT8HYEuIDDVpcfQi9gxITCxh+znlH+X+2fPhQtQuysblNGWbg/0PrMBWTI5bcaH3vVRhwiWh8D9t/ETjN4kO3wg7NW8mJllOP0FcKYSA+uK57IP9cknWIWwxnhD+YitMDFD8HtgzEehF0XGTl3bl09fIjrwi2AKsMO31dt5LFzjoYYfd6qxDrb3UN+K7zjNfW+A8uLK+tYKOcWEw8DTf12FLJ6jqroBYA0uBGOYb24FOLadA8u9rZMspARw5dADff7E6oFOPFRRE6BizFQ2O2gvIST/9MJNsTuluvLU5w9L78evspz4hoF9VPn7dv0OLw6erNTZwbLxTh+Duf3bJ/6JVm9sxGp6fBiFHx5Fmo56B90E3xc6MXJHVeGoAa9+mr765lSabVtVTLlM/OlvgXxlGxt5oO1BkAM0u1TCflOq2isvBvnnIB1TLBo32v4piQBY+lWPD4VH22+V04M8XxziWKWZ7haMIEvo3Om/QlpCM4XL+OE7leJp4tqwM8p987uMpgPJwSWHkUvoeAvi3T+XhuThd/TwTU+UHuK3/QViAW2pJbAAdskogesvmXjhmk5mpZWN7qrRnfINApX3Wa1iN5nb8jv/uQAuGapJRN5gmmf1iixN20ME+Bja+icmnJouItjbU1PVhap7v8vKsiRej0e+geKMdifNcZb2+Zn1YY6yQZC9HayqIIHwEy3cr4oVAw48AX4OANevRDuDdNvLoABoYxYV7vt6s4xRQPKLUJbD5ilxls57xOjIQ5qHCVyOV3bFMmhgdK0LvWpy5x5y7I9gol+qzYrqdOXA20fZUZujko8nWN6mJxdEAoDMDs6fDvGmu6kIGQY+nZm4j95RNuBL4QsgkDCHna7WgfzUMyD1SiqlXIwwFKPaWH5PhhsGv1iAUaJA3Tnr6ixf38GlzBOS5QB630mLxm2qPwe8h6HL/d99xovPkLWfrDzASAbLvUq36zc4gbSkvHpI5Vv+k26N+wmSREtO8WNIHApaq9rfc/PB5zl2qEEee5Ghr/fw7+nclcVpcvUNKGV6P7TNNzWaqM7U5wh8xi7IA/7dQwubW2Jdj5ectSUUO2L6vztQtm24/IgkB5Bt/J/c/b83GtujAvBdYvQS2ATjGPEkL/IedgHwQGKJ3Sk9O3wf3mYxJ0XD+hVt/qkYm75K0yxNkq2nUDbTVH2J98Ko5rxVG/wK3/fPqAMRss+HzpRkgssLwVhZlSdtLODkZE997IYFGHyTV+mG42qHV2QNDpr2vG8nVfXEbKLojejj8g8ctpUi5ifPGaT7NUa0DbBVgkb1fkvBakG/uWHDtcCzxedYW+6BhdQI+nBF9cTx55Ez0q1ySYYiDKfdtAAaPQJ6/7JBD3zn3PtEiY+P3+/dtMIGOCsO9ee8HWbgDhG+8HLD43EUnPyl3xIOf8U+t2VjOyE1DLv69nQEIbYEqKDOlAS2gc1Yi2cVb26HLBVs5HOsUEtiDsvMM/dlGyQYU8V6qeHOi+hZ+YQ2tVWO74HUF+LBZR0bfpdQcBbKZnnKGg7d9dX9pM73eY/Se6pWi5y/gMyQAwGRWlK0Xt+pLnDF15OdORveVjnDgCYaaWid+FOG3P+bCTxJHkYs8vrMoV2eIOzhs2GDrXUBP9GWCrtU7D9nQAreK0kLED6b14qXPMyPL0E3e6u0Nr+J+CBX6f3Pc86q7bFjh5v48N8f6pv4qcyr9q2N3RLZFiJHNpX5JGUoid8mI10mcPUBtERg2L6gdVbVgo9Hb7Ws3nAt8X30fjoS87eo0i15TF5zap6AKC3qsO1WmvmTzjFJUogCA3Jm+XoeAtoftZbAaVK4bAeOcD6mfC+5wkaKkbg5kM3pp+1ATEyBKQBed+zrlliuGmTWNmCoGnTJyme+RoS3uoulSkf5knouPyPaFEYT5xRsXgdJyONroReP6U4yqhs87gTd941I+Jl4GQ7btShqTWXYlVQHgwfeZ/KE5i9uX+tFgYw6EDJ/24rvmLWYLsXhcZkyx4sJ3g+w5/hqSFqR2saT0mu6Wt50nqcc5E/w3ICAyKl30dx0NY7PvVCyOWNX9x5WSSmcO3D8kYxHCKBsak1RoY/TmZ8dB4lR41o/dRHl1oeMmDQub/zIgxeRwwWCK91D+j/yZ/S5kFJE0EfQ56x9A9hQStLwuA1Lx3i9CCEcA+/vBc2j3wmkwSEaGh7ITDo0cbfK3vFCRglca1AiYQREmEQdC6pf7IA8b7z6Lct+J9slA5CW9Yvh0H9NvTQuEalMiUB98XH3OneBz+zhB3SI1dO3FT/feMiuAVnWsAv5jyRvXKdG0o/mULe1PIQ0TcVIaurgweuw9N/xHYHEg+w6hhIcie5ZdW15ECSXhYQ0RSe6/5iYAjMTyKQ5u+Ul3Xk46BtERVDmEtyeoggxPysGaZayRN+T/YR0kwpRtAnT2j9WmRQgxU1voX82CSLmC8zddg7n6V0ysmzlxsDZe+h7M/637VHcaA4GmjzWA1ldA+ErBBbqo/PLAo0Vrn7ot2WFbyMBBThKaTEwrOdOS2iHIkrAt4W8okiW/mnZfJUu7E7RL9VBdFZTgtibJKHBA8RAorD6sjbBB3tA0WIh3uhg6MEdjt2smGyZLxu6/KZecimyAPHZYlWguJO/klYeoHuq24SRGRkwTcbFae6/MWWeSUu/XwfMNAprjFwlURnq02ze/nvTEJ4DWqRKC7tMYUq7L7Jde/r+vEmX3q/luSW3SectzIHPCZLIcSDuIvcJPo/D8MEwpfRCmddgpqo6eTwwHx9KwTLdb1qywMLmbqlTJmm854HnqnjYHe5Vioq6OOpswTWiqmO0WtNPgUS18QQk+6WzKfxBxDgw6Yf+jK9CDLZlx2OoRztqTXueqs12FowOoHFCdAa1h6EKDn4WO+b3BeGPzM/T2C+WczJEiV+8zC6RfKeAkVStt1BkNZdHxyo7PLmslv8jHUVTANV+TTEmzsUwkNJx5WjwhOVyLvauY2shDxOzFXFhimbATCpdQaLo7gvpcvXaAWN9Q3bXlTLVnvdBY9LyAumVNsT3/WAM7rSC++6xK/untvC0KWr2Po2cDSLzdwrH8yW1E/jSdGszvNtEJZBpIZ9hNgs+0Tj8IILKlYFnSBGQOU6crH/z1TzReFMQht+dCibrr6McetpS5uf+Rh7yWXpRPpnS4g72j39WPa/TOBw8lnz+EJGGvRZvXhKMfqynEsST2V3i4aSrQcsYLAMqFLJIVYlNvHIdKAhLi3af7ZWJZyUhF5YAWeeg+SuAQ2dOUiifmTEiIFIPrUvSF160MNgKVO4hOINjijzDHx0nTcm/7rtjTRNuIoiv00vDHwoMFE32e617Uj8izN+KP6jRaEu0wnnc//lPBANnHp1ni6NPq1NsVOl2Nufhve/xVHmGo6M6n0cGA0FpfJ40+wxUJjsB1tmls7nNOIL7ku2ZgsKv8ZtcZQvMyuEwGF3lrZjPCOD/AKyMv7H6m0/qy+/F0FXsue7ay2Zyq//qeHzr4TvoLfkxSlcxh6An460ob9ivYMP8rkJmanlZeUpGctAk+su1SVdObBbGDUKxVggFmQyX97WwpIFB55BtEAZXj/KbROjDegLS77lLO27CIdLDj5Gu9yPcM+4+G03FLRWwiZh85PkFYY9qE9S8Lruk9kmFxoZeNNb1wZ/+j3JV/EHmXqdz7Bo6loAIT3qF4uuHNX/Le6nX+RBQ1a+iXsJClVtVFH+XgG2v5LP6VMbDYPxePyPvxp5KF8kvf4CDjxF8ynW+CxIY3LLP1IM+cNy5RoF9BpIDok9HaA9ZLdago1QVxaAW/hH3PNXQInv5QMz/GQgRdt6X7+aKQMsJCaTnp3g8mwGfnT8WlWA3zkH8cG0D7V9va0jN+syEmIGQ93Xp+tfy/WZtHht2rVRhBgHjA7Jm/vhZwjiC5pYlFiq+yIjvJwHKSfYXtUMx40cIbLhFvMaOFqtat2qdqhy9avxutO56vUPfl7NP7TyB7CITtWpgJndEf1Ieimd3bTYw8AIzKYdSj0t01s4/+NYthN/I5Bj+OGqpKNeVYdln6zLDC1gSYaSf+2wKPLXJq4n1duRhMW/jVBfnv31gya+HEH409ZlTU56aY9Tf2Kx5NCfer0/1wJP4WL0xzh/6uPoiZdPWhfdKFDbuF9fx8RRdrb1zYfAoqqhVFYGz1JdrrKUmlVlz2JuOuV0KDDHvY/qCjF/RDUsyI9Zg2oumGfVfSd0HyNk/j/dCn3wrGb3rC6H7paeW7wTdItSO0LFrp/odSkmSWAhha85zfQTJeknJWnxBRo8FsyqPQoDnckZ4mTDeQVHRwAVCOD7E3Qe77BTc5TXMq+RNe+T03hKFQ5lxAYVGrSMIv8G13vidMBX9grd9PA5eZok38etoe2cQvs3vK2aZOCtQgHiDwWzKFACEH2iH74kdfhxneNgreq2M1yIm5TPIhhuHF8zFXH0D6NmD2avwZek91yHPh0LRZO9cdP5h5zHHHoyr9pMEPmysGyQLtUlxWV+tZyhgnf4BjxTks3+/P+SKhKNOY7IR5ExU5n0oSK3AEYF8U77YngxqOrDtrD6/zJYDZb3m33LgvM7IqGfNatWzgnXLgctVF+i8+G88J3/Hl3SDHZMxj4B0dVXKj6aAGTmylXq/asXVSJrverLJ8Myg02fONcpdNKYuUlfcopunQBWegm+T+aMECDQOwWVA3+xPVTg0s4YVhAGPdfM4AhF13JDQ6syeTu/iDJLs325VZBd1Bz/3UgH9XlCO9vC1sNdTF0jYjwMByo/SnK5+0R88QOaf3+0lRW2qjM1aAfDvGIfAcKdEV9Wbv+nAxqezrUj7ShCLec2/MOMWJgzswsyvvOp8yp5D8/llkuApf2Cg+9tDn18pXUh3lIRfSctqW1PrY5VDXQdSz0OzMLlx90AkL0jZKQ99+Fn6w5gUNf0b5phxROrTNgnHlvLjAbk4T9ZK04/Q/lSaRf/mGUaxFAsY5NIpfy2ShWp6wJMHd5nEQ9O1n6YxuvMnbGuv+O0qrgvz3urxt/057J9y296jQ+gaHd7KAu+zE4bcODo639l7lrAfzD9ykSK07V4uzfORpviG0of683o+Pjqj4mP4LjZWiZTI1SXxd0a46U7xelKQVwrToo70Ft8Bo27+RnfPAiQqBF3JFi3E0rOh1Dqk62VBLjxCkqSwVS1gNRwqQfQUDVZnAPqsxG1LCjPff4sXAT7gf/+i6PO4VNbvqIlcspjJWX4/0n/uoYhLF3/5SjYxzIjVmbkQbM1MmQthxLqvHzHC8jpLveNIx4eSYHJ2FWKGkeDeGjsBIuvYk8PH5sL/tNiUpbMx6A1NMMDvyj1IpNjSmO873f9zhamu35FFrqBIvuUVXaKb2Un88/41So5+O20PgfENLi66f/XJLJOWGwmUZpe8UR8hk3XqLZR4ypWh7ja7R0ybxms7Dw/V5NWBzpLq9oRsINax3WMXP8xNxD+M9LCUBQtmZ40bPQMDhhErpHckqHbJXUIPeZ/wRm4Mh16Nxbrl2dtPe3IiUZyq1A2MTArgtXfXPu8kFOia5YVvZjc+1HZQcZLGe+VPMbuL9/B9hxEOY+vtYN+ROA94bPHqnSebRQTK7yVNH9nEgb0Y72mJ6motBnXl4iY5+rErlxucLGeg4Ab+b3Y04x5QfTk5IW3vAEcQAA/vTq15fUdeYj1hibzZ9VzrqOHX6c7EdNAmVCN6NmvUckPwgL6mroXySNw0YUtGY9iMaduymupzGC8F4LwXgrkpPnN87/65qzRzY6OuyGSgixUxOXXmqhn9IBq3qMMGBVq0goAABnOdf1dbMRcfNECGq4ggAA8uQ9J4Qcq+qMCNBikRNI7VGNrSuVom5wKbv2b5cmCFVP3eAEW1A1TDBKatAUmUmxgIsnM9vpoZSXuK8AAAHe02WjNRomn/HEdMx+S+WJXWBUpbQvlXxBD30j1te/XpGUvpO/YH1UP7db0Ybilg9H5HH6CMYqoB4BUv9uYeuqgaIideAX4OQAADoPQlcDY6fTjo70asDf2Ub3dUkqoCtQBxw1+yoH752Jex2KYylmP3xf45SOuG7R35oLUgfSLfxjxsDbCzL4AAEY7fK367AYcCEYuAUFcA7q3H/YLvKBNwA35iEgPrRxqk9xwNDnhrMhm3bjRq3nhjXLMQDR0D+o59SV99vjZ2jNQPT1+nFgADjAcFsA9/e3hzAfVOFSarJVuqtMUE9wQUARJoXmOjSWGMe/FfIH5g5fUnWehftXWbcDPhrNBAOogPRCFeVnSNdUAHjj+82aAIoMxmtANUAz/ERL6TnDAwLmdgAAOfIwMkKKztIaOzt5V59nkPhNvzEZecBGmA11DypEeKF0QyRKrygfJ+tAmIm0wACBaG9rhBrAjH3Km3PMeim2RAd0Mf544Aa7BMS64LOzLCLOOsYXYsCXlSwGmvdJ+NKQCvax/78i66clKJ44MiBUUUPOwQARhv2h+B8osZcgoo6HXOAAOx0g2tBrSzzgFzHwy7D+BrrEtMkCfVxqBMlIMIjLsDJQ1C+mjMhLYAC4BR+sgAFjkqk5TZfXBi6YmptGgzQAAAYGA8WPP3iPfG1FRS0B3kiCMaDNWjSCU7YCc24MAqWqe2v/8xTM1cirgXPTJ0Wg+u1S9YJXVjL0z9VVJdboHnoIAJFZ2pgQKf/hRuPqU8TZFCIhPsZMtHR+eXlK0IxGqWY5R/C/o4n0ya1L3XKmu8deMClAyBRoP923lc5ipcoA7KtV5SyGfZwL1PyH241dZNmATLqYlqqMplOQGdy3ifZ/wfsinieiX5QrMojujIChBJ2RNCKT5KHUyVbzCFjcyEgj4ANQOvcvd57G+LV9T7waBjaQ6zFdCLO9B1Uou4irSiXaGiHBwAEbhUJUWuJLlo3ipeFX3L8HrdnAgBA+bL3m8BBFDjpWcdK8SUeCmE5bLDch1SAsJZyIV6ioc9FmKcSGzHvhRCGqZODVYXLzIaeeMkHKkl5qIoo2MrTCHMt9GmCdi130M186+/O2O1NtWHjqT6QCOQFW4qAXMD+5/l1ZXIbBxZySdcTLa0dwbXXgk6T5XcIh2JCx2t/bKl7UB6fdPi0tqtS1/xvKR2buf9DKuTO7qMHFgQW+IngdoeOwiR7K5779gR0t00GUcEaiISivO879L/QtO61ciJBXZ94+CwCtGufnPBnBI6Mqvq3b/HPv3ghpqTlGBGry5iPSGzglhsghV4JwSr5LnXK/QDyenD+xalRd907trvNA+roge9Ou4FRk/bMdzVQ2O9LmuGyWPWtW+YCXtuC7B090qAfAI92o/sDHkdhnPlVTLtek/mBox7m1Ly4lF2VUE6AOMrbtn6FsE2ilkKZeacmAmgAAAAAW10hvQhE3+ZjLYHYZRknuaiL4g4j2+0x+bGhioGs5H3OokexeV0fUoZTfqt0GR+zGSO8w9eT9x+C6sE9mfIizbhOa5hbRVtCl5hnmvHZI85LWaBtf1rPJMjWg0Di8XpX4tETRAjDmtJ81EhohF0CFxIMeSovEE/ZTa3Ms+w+PQdL3WoUn5okXQ5qAR3k4oVvlVDRjyDZmCqNNw5hPANfbxs+/dcuMuODFfb1ZB/aVGdOpxP12OSFU/tMhMlEcD8omIUS5iVe0RMd4HrBgeqkWd1pb7eznFxnVqugTpnmdk79nILaA7npKO7/Jc9CMiYA8rvM2ociOQla1IpvZe6K1wpFAbkj3I3ktWxaF/cY1LCrk3MA4RDzna8x4v3ptzeR0eqz5dEJ+lf0a6E8LMTQdcCNpp9vKc7nUDu5PttDo9e7zPMnWkVAZdj755lXsj47YZgJalZ4auC4ptFofNzxnH6PAAABg66JTIicAQLlsF+4J5jqUJZrS5SbzPDLCHSmIUn7xLb2gDD+2XKoQKFu11cLpm6FHFJTFK6ZhaZ6JFLErCpYUWgXNyCEdOdFbTwla7l3DXMguZmITJaYR+9ifl50JF4LRuqh0HJBXOi9RnK3sr3+/4xcg9RAdpMZsUmCiQivzrNeVMHuSrIDEPKLqiugfzw+SEF5zzFPvhyFDne2453g1pgCTJ+nbNTq39fftONx++HfXjK3YBoW8PI6CDshrG5JUbBMfy6aUm9GcCwiFbtZui4AclDf++r0wOOVtdjkxIfS0pNGrYr47OxijAPF8WjwNV+wQMQUftmZJTp7v1t2u3+HCSQ1cfZulj/mc0BSdIexwZwzM/skpdhrGr6aHzk1zeWOL6irnCFqQamVV4yYYSyddnidW023br0hEb0+hf+BUjSGANOo7Eo8AQu5EPSAASXABdMG/xAqabtv6pFc/IwcZErcAlun5m9PYYJkKc8CQJ26Db/W3MILX4qK1N07FnUW2hTGfhbM2zRMnJ0tsYLTUdHHzWvAxGo5n7K3+LuVwPvbpFr2DqeSanIogLRScgDIPTYhCdYqxZld3qgP/GmUcYew967qsR/IMEyKsGnF2vd5LFbhWerfBXTHwYnoUNyF9s7vgRLXVvKj2MymL40O9Nau3ldO9YYmk+haPZ7xukrjuSTSSXPJ/A3qOE7VKowNwn3WfjVXZ/WMOWO+ZwHAsfxU8xqDZjTROV88guXFAguYmKrPNYGf4ypApjiUxmX5DapvU6CAWT4jmdyQ/Ipr58iPP6wuLCOS+WAqhjOhCrUyeycuYn9p0EoyDPqbB7fuqjgACCj4zwoiQgnNMpX9/raxBrDu4kfHGEXpFKzFQx9tG5LKqtKHvGwmoM0NDSSgXcs35As704HJvp2f/vBVirGLQ4N5/UTyCUU1fLQ7xlnv8YKDMImjyXcxBTeIkYSBspOa2Vye/git1sXa33EgqvS3K4e6OjT35sppyEGLp1oV9K0ATnXS4MSQeqQfzGO5R/YX0MOxUDsHKAVeZQfXMNv7z/dvInx4sBjUO8FxPZEUr7/ONjhltcnsxbIMM265TCscNUfCWea1AhY2vRgdPAYWrMbMlR2dFRm/UmRMULspBqhKHv+rucfIcvhInujd7UO72lUhabhGYrAwKpZCdLK6bTFu5eHUoP2+4xXzUFINIr9uRVHi1An29ltRRtGSY1dfrmtm8h1oA+MnhGvYwzxOWjAnuIHJlbDA1MAs0fej6ZnRK1ZG0ImLJbt0y8Q7G5QWpIZOApoQQWFNDevtYeE7C233Fd3fW2pttHoW4b95ceycoBxklJfbjBRZTv+Bslil1OZCnIgPcGBr9gRahplHavyo+5qpRKBdCXROoBKfBxM5vK9yc66nxNUZJKivs9QzxCyA+Px8sOsYU9oBs1+x4OGlcSd77fCfM/Zvu7CVRKe2q80bCNf1i1uXvYHCRO9zZLSR55R84Jy/c59KWT+rdfZc/GvNHTD/lPoUmGp8MkTinTAJEezxsoE8jXQaSLVPOT3N2JmjS+L3d77Tcm+UQ/w++aa2kW7zbAJ3EEe/nKOZ+j9b9lww5/TZjBUmSxN8nv7WPYfr+5KXcmW2fUazhddtMKggCnzfCBYIPhqFsS0UC6//7m5D9rDG4n50ovmOpywWKpwUAkLNXHrEsDKC2fcX6M9kl8dZgcJS/29ksek9QKuciVXMthWpsrO7p0hVSpTwYXbghTh9VDNErAlrA7RVFSNuGmMhXw6hrkSLh4fwQf8RdHc22r34ylFlKF7ume3KRxyTnYKWKr5tTaA0xolU5nOQX4U/PhrCtK+6BQABYyuf7F8We3puOiCdiFCeNyRlQGSv07sYosATYo6eZAC84A2HXS/zTe4ETP4q2Uaamb1BV3PErRVBdReTrIRziHRbNbu0eovzSCAkveIwcYXkOVny7BiY7UM9Zr20D5ukFmukcMb++iDUF5Ie3RWcnEANPJ4b2R0cV3DSw4QQfo0zPjR6ux/PtNZk/Qx4I4F1XIGCmk36h7VjpYb3gSm4Gvc4o3TX4k81Q7FssDlx/CFayaRtIdtAJ4KeRh/mLTzHt4HddfoiICy1rzflsOAUWSASkzDBOE6gCGFxnZO7rMli5ltJYzr3MqFgl7x+pHxvn86B7bBD0uW0zgLg2Pe2gbJqY7s6p3tzV5/PQ2qgypaEBn8+3pL/W5mWRWCvJkglszWI54kK4oHlEkkLOOguUQctN3ZLEF3zlf8gBapgewb3tRT7jKy6JfBSjPEsOWUaQ92UBZbRwklx6AQHugIEPfcFXOofq+XFqMWsZdX8xTOA1w0pDn91Mx5DUNu6rH5TW1O5f6PnHUJ4qeedhusyFrP4PS42FOFyw1alH8tc2tfJ4/XzNPz/vKeAGNANvJwd9hoAH6T3ZL0+eUK3GBvJ5knZkqZtarEtQmOE7m0SEXlwtOuAHbC6DDxclUoSzzXticBpKtbp957tXuUf0nUP6bHFqigvhYZYqZbsCYgRsnY7IWCIcyeoBUDF0kuMEms0m8s7rRYdgtrgztHkn2MoeyaXxfVq/7OggQwhpMJAIrz9yIEjHS7jKvyLm7icE7gxWHi9ETH00UN87T5S7HK1zFFHGS2HyPTCJbEx0RZuXE56OwPbXzvTyfWaPEpscNLGa+halocDs2hZFU/bgfBwjM84sXb3dqIAlbe8rRY5N/8eOPoBPdN1ryb5G7mXf1ymHby8/F7eO/xf8qwMkhIiLm45SFbAsB8LUQt6psX0Rqxoh8f6eITwvVhS3xIyuAg7hgnzl4cKFgFtQ2965ncYAsNfJ2E4bCgFnccejalfDGR1J7GEdtM6jyDOmkHqpKeKIpmU/uo1P9CV2wfrn8auiIDLLOXNL1eODJyVLV7BvpbAlGqwtskMMZa0k7obNP5L+qu7gB7i0YHjyRDGc1hauVu4+fdyZxYIFtvFDUaSgoqVGle5JjB6Gqtn6juOoJf/Fp9+BWbYlrbFXmeChCebkCjljfuaiBat12lY+bNnWSqTB6QKONwYhb0jPdhxpoaezYU7sSDkTd26phZ+oYuVunY9pSuQwrFHUAUHmuPquyS7YsQGTW8SK4NEACBE202RYEc2YNeAPATxEo085/lfntaIBV+QmfIoAVclsLLSVju4WlRqvKJkIqehUqvl6fU1rCUnmVKyh6zWJsTrapFkPBkLN1VhPELxObR3f0RMFdcTN8bcojGIEDhL4jZ3Jf69G+mXmGptAvgNjmaM5He5+yXzGXI4yxH4yuaWpvXPrgAuKbAZ7UgsJimyet1k8NxtN2oM4Ha4p8rTv/9cwgBoJcnrxAGgLDybOitI5PVKQ9NQ3tBNd2uvFwV7Ehcq47F5KiYT/BiqjB3B6SCC9TPif1q2yfXS4TtYKarUroxAYF794Ure6u0RPTT0iKaHrJ+PJW5gNyup2w3Pc4Di+EUK94/dOwY3PO6+PdnR5Tf5rpgqntLUki4VcFIYlLSB2Np6s3+vhv/0pECTJia4Qr8GuRaYBzEnhZqvhiRlihMk9HUCuD1IhRekR8gyOhilvEz/rfbpU1YX7oZcv90jaykhjAv7mE4Y2kEblbzl4YiH+AeIEXZoJ8fXFY8UBRCYIaUR42Q5CFlSWM8JB+y6+h5v/L0ac+em10JszBzGNIN50OnnSfaTQcvNs2FEhgoXOKiQyg1yfYn7fdkZ+lYOs1p2Q/rZkzjqHbF/HLYvNr0+AuqCPPhTiPUuBP9sBn/O/Asu7wNvtNwCWeWpvDOZV2zu0YI3lTUAGlPhfk1AAdde2RRp41tqH3Fsr/8T1vP73BP66/WYLLJoRn5rN1EdV8ozqFnmkOiwOmAmRai+7LlyOdQD/nRNLFimriUYxPK/brJVWTIRciv8Ut+H6B16iG5qvXyQqWExUhFzB4XLNMUZXIzNHQW1gRDyLcncLYv4K+X8y/YDGx4bcHuXRfCNFJ0Gptw/qNfgZ1TvLHR/VesdXaDrgd7XqPHLKgRjAhrLc0kbcF70gDTrIdrDTxUUFZ0NHk/RziTpvaO2vA8W5xZlqc1lIE2rTdhXCyJiZUNxdmi2smW319GoIVGj0Wn5+01pFbiCeWKvTxFVi1Vpdse0cqPJGk1E/CYf/7IjPs6lqCerzTgC/Sbb16XyU0rMnQs9wef+jhPF06YAbjEdFrL7XJc3lIXY9pyGJ1tNP0VbbwmtAKK34WSz8qwO5n4UgJjz+YVpOHvU5dZfI2uMdzWL1FaefvYsX0O8pOy1x+BWWcqKA+g9d5c11rMY7hmlKu0h1BACKUrwZ0CwcjvTmvcAe5Pt0mH+j11+QrGIVABhFa1lZkicgrQJ0uQ585Wvh1Je8AMfz5w1djBqZ+iaS1DavaMWihkUS8CPBEC7TM3Y68ajybf29/qCWyW2Q2b6+APVvfoP+VDcFpFmbCHn6MiwajEBQef0QclVOE5fGf1B7iQBojfnQ7iLeMk7hi762oq2JrxEDEJQsMsD5DIFDjMKeJIAAAIhsGE5ZNA3fPTSXNeV4wAuh7wvzWEJKX/CzYZgGdNxBET53FGTkoLh9vXIN6HDj4vlBgi7sVZCPMLJ61YV0vkXKOEHbnwG1xxL5KPOjFQHIzwkCkAlDDPyf7uNviKbxT0A9cLQhzNYMTO9W5lxJtSleD3ckLR/d1toaYCF4+TfzWzuNZuGgb5YOrKYkDtn5vff9EmQk4i9sYY8TzC/7OCC3fn3ap3fEui/LKmfH0dbyOTPUDOlOl4eOgR3IQqDZDnZm++p2OdZs16UFpVSIvlkV1ffIGlhtNZRiepsMF+Wm/+R+jKpKBL/5aNJtk1JKdPBYnoDijg6pVJ6TjVE0qDlT5CQ9tCGXlXPSWGxZxci+haFKlfvRL7/JNUdXTPGFF8GpasdsaN/EymdiCOTgPEsJC6Ura5FX3Epo//X8cbDa8ack8FJ7wFto6LvJ/qfBgLMa2/MpJcVMdQbxTxI4UAjS8G9nPvXIK88BCDf3tBe8jsvxVGDkpx3nM5t4F9z0b8oV7hsN7dTZkVoo5qA4thBPOKWMjrjWOjiY8c1RfvPTjjE/77ODGB6dFzYWNzH1TcMbbWEH/BYl5HOi6YpNMD9jMBii+iDILm5wgLhprSnFpTorGLo+KEk6ubIh8zQVRkZn0VmyQ1jB4Xk/Egns89pTBk8atyZ8plnGa0D2p5u30b3VPVb1538fFzz8IMN9lNszLouX+LBfqj8P8t54xFWLe9XFdZblP5sjHB5+Vd8JjZcMP3icG/1ZGdfrjXOL3XBlwG0X4RKe2Svjm9sMonbqNJWE2CVDgJt6wulHG9Fir6bq3K22+5vTGELSa3SbnVF7V79O+fsbF+QGbV2q8cYCMXVDlg/1aI6m1i3WyMcbNB9V1OCkkRk9niWhQbZXuj/ICrt7t/hxNsbzSNMnLSF/L4lmDYmbeOfNrLFxrqEstQ+1twMjdyvVZVukpAEd0I5xNkpe/ZCx+3yWhTvjpIX9GG8xz8BuCt2r8PZVXeMgjIvCeScGJOwD77Uc2YN3SDB00hJD6FZfrshpay/YCHhG3emD8iBoQ1JRoXMc0ruvx3T7B3vtwgpsvXdYN+ZbdC7RS+gb9hM9D/l2JnGkT8GKHooshrB6BGjBeAU9tnvMWXUpMSLijHqX5KqlUeye353QEZlQEVF17QTj7H7voObvUE45ps6GsKK0iGw7og/VLSuJpZr/0YXf9BhF9zHUguqyaqXtt7PCWePaxuFSjVtqXk8roCXIkpcb9ewXCS/9/Rt5DKLrKTWG2VSCv4gb1De5tn93czlUk/OkY4Cv31igkJr5KZxzMwTP4bcvWFdHIU412pBvg9A7Abqrsx0uYDKFYKqY7m/nnZkxl38jK2jTXWAVLC7sosMqzGStOMMU+kurAZF1+JSm3G1jTCq+ajd8suKof2EbW732s4NyEGtW8lrCaFjffIQMpAAAN7TlC7c6dDl6RNajoEbyK+HTYRzhAAJ08stBIBz4vHWwqJd7Cbaph32pT11+cV+BAzi+s/S22ktj/x4UgpjFGe+qIFRHx6fqOI/TsDDvrFg9fIHx4DZjaQLgp7KVxGQVykZ02OFuLtx9jD65yYQsXyGscFhsWYzwXvzLL14X085ka1a0Kmqo18GPCLLHQFBt2MDzv+9+Ss3Zrp6dbRVQOst27Mk0VVbmHGPLjyGGVMSuMLWjZg9HJZWafPooGF7m9cOSPBofL7fG/4JCy7TDhIxUdfSKFq9dhVAi6HSuV1UFYUiVWS2D0shRCe4unrxIIRqzU8n3qLacqz4Ai2+6rhubRpCZEPd3qgcZ3vk2xmUg/AqLZ+Jz7mrCRn33xQvfnURLZzkn+AuqsLnARq9jtjKPno7SwljkQxt/jj2Ftri0ktpTqmGhAR3USS0VLKdO9FFq/E3y6zYbvQz+zYKPVqG2eZM5U2CD7qYZ7v4mZK86ZAnisf3+oo/CXrzH5JkwkhZwPQ4Xb+GTcF4tB6VvD4ENnwGk+WUnZt3rR3M2nCnG9bbP6hmNt1/pbOilEGECYcNr+IEyd+mUewa20dRtwctsH7Mr9D9oAVPeiJrnyoCj6dPyNLQitcFSi735FYV24aLoXGMnqwEIN31ybshTsnIQV9h6MVpbn2l7jBQ16DDo0/w4647YdGPs1mZIZSt7yaoWVCAYOCGvaHNa+rdhjmNJ312X3dRP1S3LG1vJm6nAe507QkmVy5yQgszFz2yYYXRkYI/GwHT4GiEKLcZ+mSJssZ1nHOK/0klbwM1up3kh+wk0YzF9/yNQ60jIf2H1LzAtPSNw5LZ7w3ofhr82wcQBZ+OW6HJ//rdz5vCFgndhsgXhmjMToNr6UcOY9bl3Fqy1YQ6/M27iNcyq2Aaz6j2Ky7p7aROrAcrA22sXCzT8kZBSVRbXriWcRgmccU9aLjSREHeZtvVJLcgzZYLCO/72FJ/lI8OgunGNpyOpJHHXxGBvOILj5bjiawBO7BnTJ6xWymqlMbYdatQDoLGk8p/Gh2JXU7RXxP+Li64CNzP4Oe14OvEDTfT66mThkaX1Uv8ogEKVuyFGP70/WnFHRmvM1jVA3//BL0Bt5UDyUG6RK2CEnojFVPYxUbwyb6DQPdikquA/LgLP/hWElYiel4U3JTFSytQoHr6j+ZhnYzUKRwxTjNao/3icnjXaE86UZZEcbDGBW1/w0EzdZhNkv/OCMiwh/v23PzE40jnvPRuXsyJ0Cf/azGO7dAEnSCyJzZdgwOqz1kD4jx0jcB7vsB9L+RtFFI2rdNBH9AicoBNRbu0GBYLNI1Cpb737FxEqmPKn8uRFfrI5bRrZF4IDLmbzzUMcIAEXAAJGHNlRmVWJMEs+EB7K4pyhkSTsOCWhKLiDmqUbVKsVBCYO5+rm64Vtu9arGoUZ/b+hs5l4o0QdQ7ymeXhB/+pxzxAKRaNgPOtHcRqxpoG0v3/Uh629WIPi1IJ2t1savz63nd7YBkBzT7XTNAqhrDTjTryYx05uCyYZG7D1bT1fAiVzXsYhSqKToaEzMruh4kTSuks6shJv/XpQzNHtYmjTmXt3XK0kMRLrORIrUYK69hXKI2qACLCPQP629OBu2NetGQGzTYUAw/Ba66EwjbF3ichzG3Ni/TcJShCk6/jF3gK9vTat1EkttZlyE//9ByM2jmkGO6xBeAnoEDuc+UpqvKvt0LvFbFp6rH+IAI+NcMS3aXq5ivdXTFpGbvMo0FS8A10zJO/wNCyWwLNCSe0G1etmB8Z/kerYerEHrNMY7beRN7SCPgjPrbt7pLgmcprX5Y8JR2t4jQb3UeDf2TAMybe1V1ePrbTd/dS064pNoaNM3USdTbVft1DxLJ1ZdwfG7cq0vfII4kaYTJ1e0ZzkdFfSZpo4nYFZNTm49I63kzxyCMJIKFf53ofssQq+74/EfwtERcuO7QYaCvDAyXDr5bxhoCmZeJ0qALYC6uuKdHfxa/IB+9z3t3RJAoEUo/hfS0XZkzPf+8vrfXjwR5jgpXUXQhxsUwQbidN1q4Hmy/urxYTc6P6KW/FaC0TU+BGd6+CfjV/3MnOiOAdFewNQodmIk2kqI9P2VxIekowdUklM1C5lQm0/ior6nlVEPtCHEvlfLyAiwo2/aSmC9mWVxZg73ohVqLtDBFyTEKlCnMS/M8I+y/6rgzPh/GPw3AI+dqNfSypSlI3Kl+Bz482qBS8Ha/gHw4TMcBq7WmUU3Pqzc/FrUx3/V/UJRY1iMBfkoqx/t02Op9ajE7Vs1/RYauJI+EX3I/lc1vuksgeoywLOfF5Aqpywbs7gDKZr3xGQ2WbRAH9pGG2xPyrFmXop35NOvrFqR7DlY+d+SHA4zBYGiGrNVVOK2Uq/fIuhUB6WuXwEmlpBV7bvHMtCVy6vEQjEuewD6sHANSFgBMG1gQPaDGoauEZbozN8f+dhsofhsmt2oFjTesSNuSmxkXwtSIsEEMeDaI6Z3t2lRiU2xL1J7FbWSg+mjglb1Anbm2HnfJ0Ngv/s90QTQWhGKuuB6z5MRjHl1IMareCv5gDNphTNQFPD6k5R42KHLdiNnbFhShDDqXWQuHMesDd0FOWghFJkFVykUCZWaABPEDP2OgRqSQP3RXA4OdVLGfTcSJJS7AAINwx3CMjxYwj7Gj4ZBOotTUVydoRw0h4rhZlkXObfxGLhKgv3P9q3/FMw/uI7YUl7G+N8YQ04Biu/YNawVkMygA+cHx1VBKjKE8kBy+3J7wJzVu+VIS+77hi1BjS3p4L8cRkkhadhc7rKVJxpVZiXsnkYgLApO2aCH5hhl6YeSsWXriz1WJ6X6u8G0LvyaMnC01lwsRlebIzUd9pixPwRTem7DOoemGP03NE2p/kFq53h1TXdDMMqAr2xNByx9ezScbY1Kma4l+8jV6yInF2GXZn/HYchDzkNT2CZI++7Jp2n8ObTNtqFt3h70LVjBJTpNp5mLtq6kowBmJGWZf4Id31W9HMlvqUBd8rPouUfoz5nnEHoQQKKOG8yIiBgw4L+MuOHsgWn/k4qNYSasN/E0UV8tODhleZwCqOsY+r//2FVCwYR4k/XLtTIOUun3mHxovqE8Ve8bq/4DAiE2Lcw8ejfoPqA98AEDY1Ljp/PkLtAD3zInu3f1bNX+6Z2Uo01Bg1APVDj7GWqGZLUeebuvNwOvXKTi6LrdYIUaeZD+kBkjjcM5Kb7yDFaOcFLeKrG4fzbu5zV5+NkBiNiVKIO5IuGNlh6pGMWpF7tJYX8ghZKT2czXSJp3TYni326FtpRjJsNmE+FpH5u7X4qiqiRZSzaSe+tpYX1kDo0T+CoQj9/kZeUJkAyNWQGgm8ZzGY9XLw+q0uFrL3TOm6hNTijk8Za92DX/iykOp6a0yh1bl6FaTbWlVoL0S6IZpFuGvxCVCxVuFDS2WM3Euw19VZtJAz+yaeYOoSCqeKSS1CUFAGVu9gd4KK/zBC2K23XZvq4B75/M6T7bk/XuE5WgN6Mu3tT/3wzaEbPtzU7AYTVyvytNaBY1HyVdlxOayYfChJzJTXfBxL52c99CFL9wIcnPV4byeonqBzsd0aBFO71EtZclw6p9Zfa6u/NqEwGwkTYv0/k2vtPaWlt/c1usYsTSIBXpS5Y7xdILoXzcx4V2B+YUHK92QyKbMV8p3NWhmnvXBjdN7lpqljUKblabkybXTxD44bPMi51M3Y5T3phHpIprhWG/uWW7KwsRan4e9t42XDkR0yZ6U6wOwJIMOED3bpAXrWtSOthKxQw8bzhIF3A8UbPlDsOeVSN9pSWU59rct5IKepxcwiQUalRyZWuqaJox7kgjDYkf62f39hwO0ttK4rc4rokC51+AEFwZXL4qIq1ngs8UubFuyQiz/nNZg09BaTgYkMohxBGbRJPwS+iGWmL1bRJbHDKmDNA0UXFHtwXwFwH7zqIdGSZ1q/LWyM0tHA8/9+oW7By2kfEHgl0xlAFMP2YmOCQyLDhngP22K6lA/KUU8DLFH0Yx3whMOjhXtRY/MZCS+ia7mk7K3li+iR3WNdSrq6ix57gpctxas/7T1KhkGKlzXF/QrEB7O9+6NqRdyxz51TGjU+iMXbUXb3ts1ZYoBuvh1ebMd+nT0mUBeKX5f3u25PPyuxZb+qHd+K/YJ8zy3FP2zHe6GjAKBKPOb+v0pkjtVIUCXQS+M/BiGoLbAoXKWtDRedO9FlNsFa/l0SuXbDhdzG8WP3hVGj0ISS+AOA3SyVpYfKQfQRy6Az5lpBloZzIRO3AsYC+Lx+pk+ZgxBYPmOAAIqI2vtR7lC81CNOUlfNdxXv6olwvP/hPWim9Zs0uHAad3S/tj4fYXTtBzU9QQevvSzr491SeyaM4mtgPxGau6w45OO4F6JQhwgrL1gDKodgDrqk8OEIevS1aTmJEIjbpfeFY9xOkJTqy11d3OYbcnp8qxz4En6BBFu/CR+klOVamuP0jgLPIXgjzIZAghORed1Z63JWTb0ZmYee5GdqTKBoYwwWF3GjXCU88LURquldY/XSKmshtT33Nkm9DwFz4ObhGXvcA09XcZpYRjuXZdlNBhFFLeaiO76VM0iymdu/SNNHSsiqxiQnFRn1z5G+8ywVL6u9YgKL4T8Y/owZXfKBPpnXsc23d18wv/xXhghA4S7gRhMmcytDFmqDzIiOVnwmpAZ6VinKmP06JCsAp+VgBW44X1e7e0ZoW8qITsQaVLv4ML2IZE2P31fA2gAUy2NbohtEfPTrzhwfaPRKvHbeqJq2M5DXRyDNdQOOxZ6ZJHhv4dTS37y/8DXGQViWwX5er6Y0CUv4fwTLHkeQPMgany9LfbV3XSgiiPM+1RXHB2WUd+2n0EYhmLzlvp25TJ6NK1H3VOPq3ajTXS06D19Tmw+iEj2cZeRpWV88pdPM7x8l8E+sd7dLqCj1/S5dFQHcj7Dcxl0ngrGYcUqknOIODH3daCzhlYu+gYzjQ/ac6S6JkcYOyrl2k22Wsljn8CGkWd7ha+AdeX0h2q4UGq/iYgc9e+dy8R/Rkl/1/mEUYhYTUfAQa7CsjZ16Mramb7Bs5pjoshbuyW+rUPeKruSZGrevLq88AiaxTTyEcDk6jExSN1SCAWsrAByvquyVukb0Dn7zo77mY9/j+9Ql2+l3/rmjBAQwluYl5H3l1lXVevVIe5lP/O/xuYS6sh28AaQkEpHWt8xghrK898Z2v1x/msU7gu6ud4nKI2lMw2bYzyXSUxWY5D/8qbvBaEivL0pkt7Dq/HZx7KEqyz0JN2+U4ztfupn8LNXPERAyL1s7T+FXxbrGbPAU3eUgN15sVT3D0cL7PGtA0Udi+kaiur8ohGog/Uf+b0jhMhRmt/b4/ZVQoe2gcVQyIdTHFG5Tms299y6OyQLWiFBFZ9OA5NJr/Bz8cNfI0pRn94+ry9Ban49bSdE9BLijO7rqzt2aVvU9w0emezR2VQVYWu+lFcisCFNvPQ4hcnplNMNsOvjhc++P081rDxjypvmwTpOzU2AqTquiKoleI7UyTCT8K968Lw0DT5OsK7N63nWMM0RbbXCaHEP3e8kazh9qzpRqKOsvWWtQEXG2JBqihudyP1BQgkDUinvjwb1xOnKTRNp32MgD783W/zihnSFghXl84tOBQu2ukSs+QeAKHJDDl7XZeBZ+vaQGoXjtjht2TRMYHvAmMNU4agj8GNTyKYN8ccd39tk50NH/5UclYhsRL+JDTjukisakLFx3jknELLc/yYaBs21dcVVuQKQayOsOSSSfxkjoYeZJ4rnLBjyOaGMd3aCmlluy04PBgl5Fok3DJ9KKt6aQQxueC8c5fzkEL0BUeIuRtwuWNjd/UVWrh3hRCcZQluTbVa9e+ynxKceQcuO5XpdkCD4mm+d8gu/QlHErsh0itApA9AelyLkKAsfK6fHI1fZ3Q4LC4b0x7dljpeJGYjEQu4VGtjw6QGc3fnT2s0n5UBtpzjf+PHVX3UO9nf02g2YRw2cjqisBhbKWsUTBzvIsbKDMI32jbRBs7QZGHHJRBlEDXsGb7F4Lp0G6V2XKGhz7tmOu6DfP0lKfrxEvP4jdPPByvreoKjUiT2fzE1Q3c5Zm4/psgnFPDHBdm7CeKdOqcqPEZvHU0/6MXFfoAn2nqulCh15jYBnRRnwB3K4kxtZdeIiBGg24yMSjfPDYOu1DcDbYy6vrzIJxAbfVr6GWUS5CcsqURKzNeNc+8JORKYHfmU1QfzgOMJH3MJaiRJzpx4IAnO60zfOswAczH5HgRZggwxSdo0nb5yfA9A8WHPo8wX8CXP61AFRnB1qVjO3Y+TsxFSDkiFSGB+vhZLdaah+taHz64nbgaD4v7njFHVSUuL9TH9z7yJmUuJiMsJTgWNlZ7PKB45uXYIENbb81v4RMkxQEelHfTwkjxunWxhID6euiKOsuRtNo0WmN+nHKS8h53EbNju5sKBCHOIeR6+BkignLYYOM9ok0qEiMxyEz11cd9rZcAAAjean/L4joaJHpFvAVxKBRAUFEYbYlTuh8rHNaElpdCM/WwrGJAWurSfQpT5yV8ob0bcW/r8O8RTQW2kQLCeUnEz0c5qeNJDivXBWu5mi/b25201y95Z1fNOO69mLnvNDEToJj/kp2RfznRznjWSKbb5lA+5Jkd6QyFJChsgnKcRlbpn7yo7dXXfHyv3kv1hjxC/COfAE9pwr0NePRzgjbpLcdZSNPJ3mHUImV370+p5cSWahWnt6olWD2xPWr7RZXs1OTjEbCnf+CjUSTmb9hy+GVkGgwo2NYQwoH8y5hmoSyl2XixdyGeqWPou/0rGckdDhW3KkPOtr/AIbUORUxVt+IGaXVJCyq4gnCXr123e7cWizOrsTBqH/0oklUviFa2bEL9ZcUJVOdAI8MSojXvsdzNDnz7PsEX4KSkM5TJNx/4GgktfKZ2E5vle4B0rCUVm1HHbxavPXG5UmS8xynKzqwNKU5brGdrW+Yc9nDLXQjFm9Frg1uNRobRPOoo/ANxTlBM7D09g4cYqvCFN9CQl/Cp5+8gwG9NDzrp33N0/lwdEZipS4vHDW9VH4MM+qDjvb+cEU8FeSjc7+D2egCX+iM9MAfYadfRHikIEFDvzT6tuTX4euMk2tSw1DOPqvoE3FB/F5nIPuM/Ju2/fbjospqAXKzERwnlHXA2BlTW+F6QOLmGwrUMHD1jQsxQYQqunvqXVZRXtp6fA5PmMvfhgjohLpLvM4oYA0GYXcz+qnsvHtstvvD4vatZGT0ej3lZCS2leDp9sQhrDPNhBw2kO4+BeXuB/bQ2RI3h1wDQH4bd3m1qO/hY50ky4XAtdxFp2AjdV9/78fQr3bVqs031I3cli5pwXSbG4Nc4T7SZa3nPtdThFhBDhFCnn9ajNomnaABh0L8ZUJeQekLtl8TSbyP5CoasI7n2yvK+QCqmPPdMz4vt+InISjSLcOMzQ7iX3Z9jjgDUUSf6Fo0NUJHR/RZ+SzEfdHqMa9+/5OcSyh8LnUZ5tMbO+fDmdhftbRpeZjzHhxlFNrDj2s0wcXrVcDenZUfk9SCTPaEb1MJhq/FOfJQQhCJB3FtVay/5Ww1CI+BUn4PAuX4MIpqLE9UqMTy0qZYqzGt1xD2LP42tgU5+jec9BSs7WT942oFEMogVsTXTUvU6WnTKdxIkwa9q61FKM2YvJVYnZjxfBb6mfRR7de0+kFyjSUs54GZefYQ/3BPE+M6zE4wb3ZTP4UiucnSkHGwWaNoGxHhyIqkl6LQUcBW+pviwkStOX10J33lxGvqp80U4OE/oRRvUVIf2HmxEtKMZB+QLGYVyF0a9lPwWYdvYQ6J1ju/O208L73/PLiQkpp1VuIna2Dmh38a8FR3azKGCnf24hjG1/fUXIctyjDzxqWNrKjiYbIWy/SEt/Wsm2VfLH+kgHpKyS9i9s+n5URlOHto/K/I1MYsntR/xMthhLJYxGLboe46kQnqlk6SV9m9RgSKgC0cRkvkkSs22Yz+mJ99aa172rq3V+1bBTTIDvdrX1npwspMjd3/tn+Y8e9Wt6krKVIU2HA/a9piGAqgzlYe6wQSVOmnbT+Jstc2DU1nf49NoGVHDpFqS+zjTxo6GKyAraLa96QNhy82nk4+f9q5mu2SeZes7U5TL4dt84QB9l3QR5Z7reVVWGdrv+IZoPn1Mh5uzsOLON0HEpnwT0bRujoFfBkf/iZZdfQIkPoQl9a8SGIqdpcAfH8Lue7q7NxHJ6GQKBmQiWmAXyDKMaD0z5aZ2vRPdeTpEWBSeg9tphAj/h7yFPRsDm73wA0YwTFZvldF59+STWCGTvfBgihRy6IefZZpQcftfMRYTeuCBMpwR/WN9sJn5f8EE/zVzLbcoKDSNV70CJQomXZ3ceWpggZb3FfLVV6Iwf1eYNdxLFW7o9ZAsb++kKhYz2Oh0iK9qJQ7Jz1o8GXNQXTvleD4uQuJ38ecgdue9UcggcUI77C2D3yXw4K0I5QEiHUq1YxJMXEqcu9eofTelFDk/zadhN4ccSJl9LF//w4/cEcXk8ivNQwXqJ0ZpHg7EXvyepaxs+NQdftHyk9/lUFKuAdQfgytB5WiJR5EKXfMSuGHvBFWK4BnY2JtTzulixN/hMyG7xDOId2PvG5lFoeYl4wAKI59fBvzKnuzz+3P8R+FZv33uJiZD/3/mu4Nu7h2VzX9vc9RGC2fULX2rYLCnVxXL5s2538OsASbskJ67aXoi0AxIqY5S0iBEGxrACMqIz2lEAC5u/Nc3WWdY0oIAUuASsjRbTKDo6IwX80sFIO1s9VPW8nn5jcymlgtI1JWbPP19ZvXt8Fo9/xeLm8ovmrHgKJR+5mEy1WyrqYbsR+7D+GYjjMZt8g7HNLhV2fSj4aP1vpBrKdxWgbfd2H+Qtq1iBsrsOtsfPEApYZedIYjAk9KbaL1dvIdOMuPZeb3zuKkbb97VCptERStuge6Y/NXBqsT2DlsqwmCE3OB25QWmadaGSU7AfDeUDq62izPe9/ZekN6eob6kN8dzB4kFcPK5yaCKW+WronoJbPnRhvmLwedpjXALQvkiIH9UC27Edm/FVV+Skn+ETVmp34BuA/EHT7EkiU0lTtpm+TVlBdX92GJ41BM3KB9i2IVZif3GhyTsD+vP7mrl0zWIk4rZNi4MYi/0YHeBbfzqc8Xa4vu72R9k8J6GAuHwiRTc5AovhwuXqfQ725ZxZzENKRwT5JfNNP221zgC98GCTvtxR4mftAbbGZ3ZQP5dqFhSnTInD0T0qlzWphWzuewH3/ES0xsOJAC7L9SwaY4DdT9lRkTvHV7/Cj0gyoQpuNKLUVkKCc4z1ahGYcNk8mi8zD7VFtNsq7Q3RkQTPlb67aAvd4EWay/UJh6fd7ZYxOSHIJcWGBibPPLzJd7BBd2V2vzE7XHOJnsd3uD1gCK6I51fYqf6tUaWxQCtEMIMfXvddut8VA8LP2zp7S9e2cATBp2Uf6ZKN/SKRqMjDoe8+uEtdZr6PSq5/NTyMjU4pRAZazCqxE4ciMv7NPk7Uy0j93ikrTvu91LhkoYGjBHVZpRpCEj188X6EnT9fq+5jAG/W+iyRk5VgvFOA8UjZOKvvtlZ+9qMXkgZh6GuMyvILNonHFuByIeJps5AONNPcRJ+L7Je++83T/6Ht+1fGihckcxMG25AWaeB7VPKN1qvLfeO3x7Vs7tHcAu/NYq2+Msm3zfyz3r694GarZP+iC6959cWfNJTmtEtm/zL064mNLIJsq1KzNnJi/H5thIvysH/uFq8CvUxq3BXLTY3QIjNK4gtFYVevANuUWoMffqNLJhRTy9/FzzzR4UzaeOHL/GB95QtnSyYxne7JaTp+XbZcXZbTPAkI2fNAevtZU4CpeZab8b33NqBr5bIAKzqh5SArQTQSNdJnKySVdMljsygH0eTxbRAWoXL3yOxEkh5mO7qHNa0Zm26aaKFSWzvxr76Jkt383PBwgTuzKfY05gDDOW/7GF8Xr9AT/E+f4LzGAPgoe8jTLD65Ki/fzjTdLCoV1qe9ppEf3EiQbAm0UkC0w9jFXciasDPWWCnFCygW+W50PVdy/gtI8MfAGYtpUUw7/JQjEyIioY/GqzG4ZhPJRvLi8YWYZa70dNwEEVFAexJVCanshdjD7XLe61ZZCjasSyFpSZb/QgLNd7mNPRNqdn4Xcw44lVG32qlC37GWFF1lVAFpXywqdh4vjdVrfw79fkD6WXFO+TGIVgaTiU9ziI1QxyHqtbhSt1ohxJsOeZNrZxcuzlD+9Hz3fl30gtTfAyu6pFWodbXArZDGXb+M0kk0EPJYkhYEXMIfqYGFUCtv4bBQcsrDUg84xsIXICJQP9RBs3AA+9BAg6OMV+NWkd6xKn9STCJrI4oCsAbaUNl7+NePBTaHPd8C3CC4HkZ1kHN4J30Lv0tSZRAyuCRqUN7+0zf7AAOO+Jn1aa0dvGTw4LqUqd3mMEfsDagEmxI7PXmPTCcyNHIvNch6Aw/YMUsqSSKbgNVKVnDWiBF8PpA8uA40Lf3fEdoNzHVdGb/B2W0OvNfGLCDg4L19BP9asYk5RtoUrwWlwBfK/EDUgAHZkqqswKwA4ztAEKwYLMRzF54zcenxLIvCOz4qifOfp4cpYAAPX4x3HjjvNR59lU4Psj3R/nf5Rj5OPaUVjzS3U1IixVye8jl113zTjQ+i47zf8cUdLV/pucdCpH1lQVmrB+knMY1fxpCPWRRodpY3GTIymNvu4Yl4haAlLYfzjyvksWihyZ+jjR0AXLjoBL397Z4+wu/yDTyGU5c0zKQdKHgA+YYn5cQPsz5ZOuRXYI83iMeC3+NVMKH/8Gqbv9khOC2FCA19WRJwL7xvqEBAAAADSIrbz3iLwAAFGAdzKMzfnJPrft94UQUDW+GjohC3Edd+bMw8t1Gkdr4SqV7xBDZoOvMRS+HfRxnkvIYF5ChfpGPyyaRIZ8y2N1EhaZFVhbad8L/p2RJw9RP+tnSVeOatawab8olD4P6NePuXPvSQUhs+QVYZWyRw09KZE/wmwXBPSaSex3DR+HATY0y+Jm10SjNGh1kzaFAI6CEmY1B+aofWfXoTcyHwOXfs1WiJIwvoh4yTZy1nkz3D+ZmHIFboLGaNSH3XIApV/3/Tr0Gfqt8OSQyT9DpaXVazilmhMcTJ52C4cf227kwXgdvSNqslye7Uweouftr7JWqqJ7e8BjbsDWzN2ekGjZfwRD1vuOZsmMUg2sEriC2YrD+hylPRQvnCNuE2BpztahxsRx1+dUNNLH6J1jd8CCmrz8LspN37Pn2XGcdMXTitiUbk6MJ6Y8BZXLu/6EBUopoepvRdloAeV89sySjM+Zmu8EZbJTWN62gLEFmsgEbC865dir2uVDdQ/AY9PQQ/1fjg7M4bgq/mcOY99P9XAVQ0NhxjB19OKWfYTJSurd42VjRyeZoaRkgGxcWiBVtcAJ/efe0k7vwV4quIQ3gQTzRhnjVrdGXICXfJA4oeB8Pv/3zPda2WdeEJGY3J3iR6HXbD7qhi/meKgENtJPXkW1IA3VCqtOU+ZZd5Kvwth2LyxaQPWgQNU7YUXHDmlYTuhILL40h0rCNIKLEEqmvh8OAiHbsyWgKR2I9hEXuqrnKJZ8TjWcyvbR72+omm1WK0/a9cyIkbnzsJg0TshH3X81W3Eoxe5sl1VaC8Gk6el7aErcT5jYsUZmAiOBl8QVV/UjlHLzehhFONlO7jLabRy226olStGsF4QIVTVAZmOzQXMIK7hjiNLYZsrHtRXb5aOeqx6UhYNXAo07bMWkgZ88HfT0FtxF9Obm9gES43dXN5J9sZfAqz0hM/dGnUCGCK2e1nMf4ysuHN06GDAOMS9xX4/HDK/8F1NokbM783weZccisup8plOaKGh2zNuzei5KSNyyFQxJhpIwJH1cit1U60Ps3zsOXCOTjsZxwAKH3ao0mplcOwdS51CTeiOrZH4IW0+boxSLFbIHpfMIJWgv1oUgCLRMIMvm0b1Hgw+5pPK/KFQ2NnojxeYbhFnEGm0ismqRaMOEWYSjcg8Jf3c+PeBGFMROCXtqnXqxsjQulPAR+V9OCCA8iNNIEmhWM1y+IXWv7tMNTULXs3t8W44kMg6Vwn8NZ3acSn8yXhzsolvzOXjVaeDpLIDOhlwic7FQpGw6WA6FRqZN/24eGiCn+Rz2LewOipU8/aF8OISGMR8iUPxj2SHSevi4uwQ5T/XRt2u1wTz8A1p/9fMW6jiT9W4OCg9jBlzdN2VIcaNZznYMrVZq985LUP4Nmi3iATfF7+HcpyxBJd818FOpyPs4TH8gxgNuJF33440wtoU75qbwtCDsHvcK+qcftAqiDRITVYk79MZNDSzFQU2x+gbu7Owgh4lQN2SdxHlLP09WoyuSmzxiG5xOeuzib6M5b8oDwWVgPRl/NN4HHoNohJXqWjcOBTwMAuThZlB21LxU13JQEVryWNvc7IPaS4wE+gqSmRMFNav8b9kyfqLxEOkgRKrmBtQAt3vHuhKAHDm6YMmT+PYztmgm281fv4GtWRmOPEKdfAeGlmoCobd7ilBJ4/pue8iMNd6ODtK+gBHy9s++ZPRQiZVoWXvNsQrSCPQujTd0xNfKvVzdNaotw8N2OJn2fTNC/YWEw2jxF4aQQhJ4BEAmpn6mGdlb0uAmyviHiwI7aUZnEjAdi01WSDwh9V/N1Y0hqo5te6dzlUzhQnT8N5IiBhSnvV8rymKtl42giHQRmvefo1S1HZ9npKqXlKEqNTsKou7sKAi0jgzfmESb/IIuE3ma1zLwXtvzhC5NJvXdPxu3davrMs2vkjgThZijAVUGFqVtfMWkmlUhGv+o051a7FubtG7GwSQwr7LnbtcbbHgw8L5oPX1LRql1DSKKnOEz8GcNY6jWlhlvnQA1J6ZvVLHOooJd5ZBVk8Qoc8XNRgxHb5vSMQ3hH7Xz31yaRFiGhT4aiuTcwuwpIwSIp70QexkcJSQXcOVj073c54BiuEXgn42x7MBx4ZKh2wsbib0fvlpAxYUgAth12OIoRduWua1Qczjf+HprGYvEEH8TileR8kx5r9eEo9u7q2FIaNYvzqIG1ZBFBND+Dg7vPU08FFM/IpTeOVZ56wWz/bSQxhK4ZpPuQP3ki0ove9foA2pZdN8IP6ZsT42m05Qb+s5X7m2RbRJILluAolEJ+Gd6lvH0XP6Rga2axAKUnG5vKCYxCLzYlY+darPlj4G8rG+2Zv7eEclb8Um9hM4VuxkorbWYj4kS3vbv2d+ov6pVN39FIeFT816NRenqbp/Cxgt8sslGSd4i9YSd6QY7dfSMAxz3WGbs2wiSsOzdXBLhnb+u8L4fTqBaFfKJ50m9U77Vi9jvI33D/fEPdl4iHhtxNWrHIORhoIQhBbm2zcLwa5DlPphLtkOONFD0Put4z2CtDXZRtscf6g7/a2BQ7KtZbmIj7dfKnYhtp0HV/wiWCdiOO0cOWILaXGwZ3d8ZIFv8+69dmNsM7aNbxfzBwJMCHusMMIaXxMKo7KlLrEPcIiA/TBiDNtHMsNC5ohy2UsxcK8Rge1x8p9Ax78amjyciGN2PjGElFJOEuej2vgt7WWlx9utraVzGn11a1X+O4F+OdsyIkKH2BIgHD8DcHSQq0rLinN7YAEiEFmDKS3oLWvkpLDVUMOLBjSRsYWFYTpAh7N5WB9R3UkJWZkCexAhYR/f1YG7UCNiBfKOLTPDRVr54fZhP7ixdenYqVmN8EpPfqIb8o7pFO6N07YXJTcWNyfcarrJXxI/+asZiM31/6IgfOrBAXOviROwGcUgUdxzvat00zkPj57Poe2ZfDFQH0lgTV35WKr3LPyJLbNep3mAmtV11P6XmGMfrK2hKbo/VKu2OiedPK4qC/IH0EL0QJPjwEtXOTjEDTEhuhOgF75A8qROdQ5EY0FFJF8rmVLNP/5ynSXJ9UVZZylgBp2RWo0rHJxn0Z1A5//8qKM3zy68oP4XS0w1TYgT/xt4brE4BvMHcw/Lngl2jjp81CzGbUeRC/dtd7oemyXHQlJ9DWvXWmkbXn3d5uSNcTWrBNimoYyxK9ccGts7/kcjrycl9jgO2vfYwzn7IrH3t4HuFNikWaeG39HAhI8638c62pOL5HLz01cTtJ39zHpHrjQBc4ozPc7vv6WTmDhk/Lrj8rVyjlSf9+g3ZJGwK7Sd/55bszlv8WzgqWrkquM10qWa6+ZgKSvJPTlHMaP8gADRDTFbJdClD9Ih9N6/TNqym25rkLbUioRbOfyiWhlcUV5dUmbaDTqxeBwgnqCc0Sb2DwEAkRmoXrrak2NTkE4ITPoPg45BgA84zdKrCec2x2lC+QWPLXr+syLBrXr189oyi4kU7GGfcn5i4EMc3p6CAuNq7EhW+4m5vNblJfdETkEfH9c20sTAoeg9wGXvEnp8kmMoDXaHN5J40N6cjO16nv1dqzqFb0AqgdyexQDzZydZOTV237HlNSihaDSEiDhiCuO+I+VFv9ypVVdY5xZZhFuIDGPIo98hi/VFmpLNh6QBhNFpVTxtrqXzILnERaBykhsZnP0onvq6/80X/1Dy1Vu23lOwisCXODPtGgp7udEwo5mxioXRpQKI+mMNAi1h52VBl3NcPgn1x4WeSI+K79QwpLAbPi1VRFz6HiSFuRtsIODOd7NfQJTc00pkvQpx+wsMG44wxjrTwIy7XNTHhHeQWalo0pYcYKcOwEF5HAPayDVZ5En8nYVtR4rLy+6TdL/rg/QV9t7gJQGkd1QL+Pvs7ctOZVyKEWpHIOVTxcJzJk8Ra4tsFBbn7XgtdDxPSp+a3wbDGaeC4zVzWrLVhBiycKY1gmqYUwIhUezCgGzhH/jSoPIRT8JhALQIyBUGxCj/MMzesEEk6yYP+765/bdlPSJQrTcFwvMH+H7BNn4M4Ed0GuzkjcnAf5QrIJVaNV7GVQaVXcCK4Fwao2Or1SjSAyFmpeXs0wAGiaeYP/BjiMtZE7RgUrUtgrgRl3DXXnyEHr9E/0VtbhnV+GTbeCVvLOi+10wUardyd61Zxbu2vcN+G93bXFruCeqG96CC+vkLdC0x7k2/rqpO5m+1N9lP6IPXHMgzT9rHArdEhlPR3WBUqN5+q/osE/nMLoqmfNhU5/xefB2i0ESNqIIu9kZupVvy2I8EQD9qvM9iEvB7HEqDLDG0xDjnq3GEsxCBJGKIpT0YQwNciFZm75egM+MfLxoM4YSz9z/P6836smoBxGdq/VrLxNYLla+7sgvGVKnRFovg/cogoomU93WlYCSLgAwwV8KZ1sq6k8XNujBJD7h7KPaD+k891oOGPWgyT30xWcz/y9lJ1AccGFLK830aDDieoFUT0C7UYEgsoscmkGarITkDgWK17VvERqBZWcPnm/se5Kz+weG0Yn0c49N0aVEmDtFn5iGgjj9rn8IjwGc5YB28TixIVgZLtLGc1HWYl5AgaO669p1K9MuovzcjQ2CqPQjRRXacSz1kb+D9OzdtQ6UDlrUIbBhI4Q4fLxjXyEL/RJYCCfWsZyCqczEpntZom97QhR7S/b6tTgErhW7D5yk1K9Ct2OdlPQiZFEHGnNHRm02Pxusaeb1NK5ZOEHHLPUQnfDBHCcXZykzNMSVfYRmn2zBOSNlodRydGFC3Iy04WiaNGMf6pxN20vXuksIfgC8rSDv/BlRXKtrf7kneYRxGIJ3vvgGUIGDO1oYcVVxyCL+rE9FwIdScyvePYMQ1yaVxEY1PQIY5tWFPYyPTkjpCuLdPkCzzF47GcyDnMeG07YFdH7Kd6lj0eOKjnhWcgMOhTE3k+wfyb8KlohneUmrluYH6s8oXHy7pDUirYHbWLZ/QQY9AT8NNo3/D6w1g+Csyi3CDvfb6EOyH6HacBzdCDaUgWE+HvBR3vpMVHyRmK+hZiqoobqtmBJDih7itDiE1PIT9rq7kJ1FxEgOyGw5V2r/hKiqwd/IpWSFEVIc03IU2LpLSmmMZ/UyUPtJNxB+PNCptIcCrZzifparI/ApfgYXZR+kuVyXCjbWMWjyYn1sJZyhDfO0enarDTcCD7+2U70bnS/Hr2QwZmw3SaVGlHXKDYk6Ddz7inQjxaPErjBD0b7KTeRDFzF7yueBxhounymuF/xpIccUbumbYqORTH19cJxVUS+WHKATxOwNiV/HOCIsiAXbKgEmRQVnJ09KgS3m4STQJzw3LdU5WfVOjEbmyr7cLXzWtMRikmSCCZYrs0BL32qTK8AqNoIJtiI5FcNqS+mykgHCEgKWX0IiC5lwbA7lXXMmGrCvc9BzLx/X5J6v2iK78H45u2rO49YNlEOd1H91hZ5rtHDHCq3LBNUzDTnJ26ws3O6bseW0iWUDHNrucN8FhI2HfXB2kRspoQ58tn4HT80jNatFzEL9urBPrFWto/Sq0yXYLOpkODzylEAW78mUkpt3E3B/NfuK/3K/GZYwCpzQADcMLV9EGYbMOhVQOl+E1DuWixnBUFgmY1T5KMnJtFa0VmC9k86ZjP9pMjW+XSI+aglRTE/8KS2ayXLoywg0gNx9CHCIoneooLbQiS9fJpV5pPprTFJx+B5gM36+hN4tJRge1hquTnNQs2QtnUy5bT+qX5x/jgz3zNh8w7Ikh5+jknhP0fPQ368O9qqLeArl8cwjWRC3CPpEBjtnKkyi0BiImwP/1vd+sObZWmuMFPmCdpkGJLEpDU3VZ6nrEFPVN319PrejwfLqoTgNG+pSFdO7rD1dExIt7NDKhAElJQbtHjeAqBMfWdcNZz6Er7d82Iv/Mt/v1ATJUaq5rSg7NB5PoKJ0WIHWV7u6IOBj+z/pKA/bGELwgHQhZOPriguUWNV2igxhZj5iaN6534wYvlEri28WLwxZN04tHZOCaSm036YiewxdexBSs1eSkACAq1N3XTZ9LFKCHHp2ZHLOfL4alJQR8RIjxwvWRws1PrWflzbUnrN2a2z39X6J0j621rrIVMK9rFG1RY2oNGBdXX/5mBZedlGz4ThMCn6cKtCiP3m261kwZKuhNn6/6BEwDifPl07rrBb8FGcDLh+c7r6An0bs3MsbH/C32okd2qr9obSscAPU+zMkdEabbQvgtQZq21ZWXXTV4858FLhjzUUsBQ7w/pJIldWSTMmXdXiR1C4cInfO9oHzTeLfeEm3L+/rRiaiJ2qq67xj7Pm0B08jDirLHo6ud9YmsVibSy8RMQZzNo3STj6mzxbKbh0w/8c3s8J05CNi4qompdBwpGuY5tFt/ZP8Do5e3JyFC7VyxaaLV7QN6UYNE3OR7LR3bQYAM/fORCWrcHaLuY2edEcoFoFIMOEzBU7Hd3NwXZzPsW8B7mRYF8DMY6mtdc0PjnH4XKXovSxo/nF3Y6bkxhCbrD3QsLue6hTrpQHn1T5MGgpBkoZlLOLJ5EkBYmDAGSFfAnDAAIFDyt2YrwU78gH5gBHSKtS3JdVKoZtdoBS9ICOV2UBIAuBqRJ52dgSW6DpBlgmOaweai/52noSy8FbKB6gX8L6Zh2HbSugkzYsosoouESTxJ1noTm4sdm/MQjQErCGS4YEME9DU5/S3/tz9WRuDZ9JucLG4IBuwTd4Ri5FagYdb3t6cJF3WIK92Ug7trHQI0kazDUjDietgs2CnGpgmezPth1+Bj26sNN3I0YhAYQyNfZOIuGQWBwUwDHt+a1756+Katqdo6l3CbvmkeHDCRbkfdCyWW1qPG7eqONWR8TtBTePDyRnWsQMK12mO2z4qFjBQDn7Br3IrfMCjYV8R7bV36ZdGaabsHB6Isd4mFROdQ6ZM6hqO0Jj7MXahFFPVs1DBQOJHs9Yba1+o270PdR/atSlaXWWn5W1nmqvnaN0DJX21LfhnPVKYd55dXOafeoQzxMhAzGzKKa2lDjXI2ZQ1gtf+JN+fMUaYWLYUMxFJDxfpCN81kNeA0K/8FTadkIWvlRQHnLXaYbFqEE4u7QoVoF73FBlpfSVfnGDk2yJ8grmckeu8V0xLFeVJQJJdfmGdyWOFW7pMO9HQqB2lRR54jkLE12peXbv60fbCA6KhkZvi90NavgRsEfDsNcymNV5On4+WjXnmnr5Fbla4FYuX5/orz8Kf9Biw/hBBMVpYk1/4ecz4Lhn0L5kjfzLw2NYeHbb98eyV/igXjzssfrz6PxToEGk1200e9IGHWM5LlN4G2CudCb356C9/+GASrUk/NZiey5v8sSzVt+RD0O+ivYQ5OaszcDrbDXpUaknydQ5jPO5OlVMVdnCvrt7P3u3+8WF13o4N9fKju52Vi0r3hlu5Q834ilGbcGJT2kCVVj78PV4ykUzsyUZ5u6qHR5cvYL/TxlcqMJfWv/1Y1KCYsCrhgG7V9DfLkMdbzhaG6oPWXGU0ZBz8qu9LIo0eIs1utO9QIEAwW3uUN4bJiQz8XUw38lSwcV+AABVaESuTb37HdJUYdFPANKCnRdcEP6NzmUHhZact/vvo/1bAPone3s5FAMw0JLM47fGoyE9oE5EIHLScj17LnlRdklSQTA3m7yWWYroH55wxmiqLUqKT6fQvQXurOoqHNcvB+2FOvZaG8fMXxL+ACEeM2/P02n1WK1Fn3dvymlXd3wZc1ErYKyl0lyGpMxFcr3kxtZdsBNZVIi+o4fb33oWUX1NGffsBKVKA4HWDAdQiPq+vze5fszYrsPFP5DHTn7/6gx4VNbaqLTYYxhUiPusQG37lEOcE+eSJxWrRqZrKi5w+CcXYTImTPS+AGUGOrV1+sk69ZF1r7jh2CdTBZfckwqq7Pfuta3LF2yVyLcouazAHvNl5OTQl2ZWzrdeJnM/aaGchiv/7wNYb5t28T0bZuuJ0mfffe+tZYq1+nLJLKq1FOgSuKiJog3qWiUvdLt4jHqAOlXtXilGHsUr5NCby69OBcChpItMZUA67u6HV+yQ8YfKFvwsIE3Ax72F5Pm7deucQ4abzetVP79HIYn7WP6N5Af3jwOGonmf94iUxNUQOzQSKWvaR51A8Hl3RlQ5FoEwBX+gmuc70HjcpfbFfCXhTHbAaI36LmY1wrrNv+53a04k1OhSHwf8lneN4FClvQjWDtXVO1fGha/Mbu+SvsLA8zMGmmWH1NqaNDW89bpPKllR8N6F5h7bVb2qnh/IPjGEA8EpwW9x5IobIrULVHKM5s/xSQklxCNbPvb+C1D3TuqEidS8np55JCtp8BN/LLLZl7E6oR7QhVV9iw2Y666n5/tB1RCyxtCL5W3OQjyY0hWPL7awnLANnqI/aTsXZuTQLmrgluDHYfg05ey+nPUL5hNAqESFNyhBhf5m0YtNz6nqCB53y9+jYjru+v5ot58vOLqCf76a1bPVgZzAnnQNjyR4glAHYyFA2IEhn/ZpRipATf21yOUvPrUDOLuhAiWiAJROhNUu7u8av0YmBKKlt7/sz02bR4+4NX332UsxtJi6G++86RbtyIevfv+MWN8qy5Le/dhoSOWMV3EX+Ww9doHXOj9YQRZFE418SM1Ay83KulYdL4KHD9heM3aJminjEzPThuKoo5EOS/fykIl68grO1sCMiIWrXLvgS5Mn+K4R/rQgmCr51ucc4pcy2LUiM4sB9gILD5vO8VBQFoANuwX+PGhnxkTU5mO+9apUYmCx74Q0dnNqZxZ/+FkeRz7CIvmIxl97OU8lh9YaNcSWuR7dYi4izAJgSIDNMyFVihfX93viJZh8n04kw6FRnbuUstpSQJ2GEjIaCRgKf081JfVhQlLYN0Z1h8e7upEEELHHXcsRXPixJTlbRuRy3m5BBxn3ItY/xqDUYkNDuY2CgM5Cv0DDCA9QbjqwoCusYIWIQIRQyk1zFURGp4VW/pJFLrIgcEUc8ALVN3TWdlU4wh9a3jP+GuY94XV+D9Kr+n1yc9SsogQlKG5vSnx7mcbjDzhhIgk1kpxNoAxn061nrAxagpMAfX3nXguQrXywA42nFByKoNFTndgjPQCnF2oAGqhJ7gD3u7pVpAGHkGeJxiwbqQcbkJIiGS1saSvDwcmevRzmIlKJoSvBO5qxa9CJSUAWoCvQSLYb44H3GG2YAxdgoBgWIxjYFRXUZwFsNhxypgItXwijcwt2cDbnLjk9agWPabMcT1KscTecT17DArq7quLHcHdG2mgb40QhJeij0Bm0GxV96FiLa0Hqk3Da+ZbNQI4o56tELiOsg9Mjz8MJAIbO+iKeySCyKs0fBwV8BT4/RHyKwTzF1y5TagK2xYvrdUNTE/KTKQuZkYZu9/0r8qzYwAIQJCGStr6zCZ60b85IlHKjyMq+30rYdjI9T5Z/+ypOzt/Yy2Rwzuu+yCgAVVeubXLo7XkTNI64JxGt4ZtMOVKVeaTpicMEqkG6wOCCQjGCY82jEL3wgtJ9qOBC2dSLbZyDzL558VcMX0/OtA091Bj2LmvVo/c/g+BbMWzvDi98fMfX4eECv0mVzZ/LQbG00FrAaygtS4YqlnTHStdHEeflLX3a7YjsvMC3dBB0ZiPdXddiXoRkge4frH2IEGMLF0sKnIB00HlAe+IJUFwFF2Ns3Rhx4RZ2eeH/xVBia7+x/fZjZ5ZldOm1GImwHz/TA6GRtNLe1kygdlG3JR6Caj5H7wiYEO19zoDOYKXj9P4WnIzo7aPvCoKGWuDh//pr0WWjb9Uxtv7sz0pc8l2TyRzsOyCW6Bf2lCwZKCDDQxRz0xRytv9jSUFjzXFA8I45s20jYCOaxGeRxbqLtfqFg35oXr6Cp1W6Igfy7Y7SFJihHjrReZgheYNP6j1zVXM11NR3LWD5AJ417rVavPnEvNXodfeksY+haTlMVB//Xsp1uuz1gmLRqwzxb4oJ6NR4GEKptcFMC0eXkcipr9MkAHL3IjpUjWIzP8UZJ7OG1fWzXK9h08sIHrWurYb7omIe5cN6qyja9cTowi17Aly+tm/4AmcmI1oVpEC8AzkKxFZfrtBziYyZCdPQYQHfRJx8m3m429vRMEwa1vc8Hw65l9AXDRLnW/Ang7PPX4jVTy0Xn+CsXQ+pknzUvrceMhAEazjQhOSczRyXr/c2xm3UdVvtmz/qMDca7ueUyEkw9Rxby4toWMDaGE/clP5qZaOnXxyrGHm3hvlvRUZN9WRooTlv32Yl8AttcXdJMCcjpA87eu2b0b8kpZIiUynfNBIus8iIBwtx777aXA7/j/CKBI2SIzSDZMt9p/L/yY5KYym+3JtwIMdD3Z7UHo66974r9XtInF3aiXuF6+32YeR6Z0f5m0PPXMtEYgpFIHjSygGtkOL4iexCDuIG0nc0GNpQSXCdx/6PZBC3aNRk4UJm6/+7YUKVHFUYlXqlsV1WPxBHA0bzctrCauewZyJ3BZ7TYi+LGbDH9+Y/pIWUpwCsK15UK+3gyXEHpGZW/4HSPu8Vdrlj3BHJhG8m9QtnuPyA7hrlOqudhqlqaRuNhE2I9X+MglPpjEOIVkrCI6IfpDDfbkBklD1YVIZGKsaxlkler8iJxws7wulvbaEVxhU7CYS7l51VI4Y8C26SCkG/bk+giPaeIeutaidXB/Ba4nzd9ZkfAPJTCAzOW9u/nR2pVp2wa6sBizmO+cx2nQouBBAF9YQ0hvsghMQn1eG7Xr5chE0xnTuivFMDvOquNhm+IXEZl8krFRKfsGqf4PyUsDiRmEC8NAT66VRQv/7mJ1iMtDP2DUkXjYPC8uO4umrWCHTFn2qhTJCSY5gnQCvq9Y681omKAPXo29Ll/2mi1VXo9sdDsZJZQbhGLYfz/c/jBdW48ZPYxNkzWvuFhoFb1YsYTNfF3IK0yZ2fFfVYjophaFLSU0COOoZ1q3+BKTlhnjoj6HjZjvGzgetZXHbW1F1E9dOsDNOJkbLdxL5nyRDLx1jgninn8Fd7MR9XL1/jXSmLdR9qTDlv4u7bh6dcXV4GTe29R3rwTyh3GTTWr1/BC1L1neJcATyIXlAncdP8poCMkGQt0jq7RCFmgW6iqLRqq2a7eyZDK/ptoAnH8WUMO97nlW4gBgOrOdcJA16ASiHByyjq11KiaoBZAX5+TnE/sCI7pwfah7DjLSnF2YLaN+MO5hycLxeNQCPVh8wHlJ/VQrLfgmz4+km6CEUJ0QSX8O+wGu6aHal8cLsNNMoJt6q2Dbh9o3wpycS/QuzzhbfZOTiJiPL+bRwJzDNPuQ0VKvwPfQL3GmISlGXRDUvFlknOraeYDDNXhmUbXjOjLb888/kNzoLrGul6Sb9m7PU+h7z1mDtt5K2Q5RhuO+8oyNSRZQaEm1kQ1G/h4ROV7jMfv02R9S1mqD2SjPyes6qpGjqTWs1zIEeVeyRlMI+GVh7imBr6MmJjcallrUDypSzKw/NfjjzZnF/nccpplxpZatSwjhfUZIceIDsMbzsbxDI1sJ0WKgWJqfJM1olvg9GhFEZvMfW+OK+4bjghaKt0dUJI/aqXLQXcpGSdQnDtq1kq2c9/wYEQu4vitIQM1x9J/0+3+YlarOvDOdUBvi8MM7WHynGcH1tLn6xRMGZopfqt3M1Ae5erUkH0btOOnKI45Hmm/CAoNnn49/rfx0AA+QPkga6gtFjclGxTVIyd9xmCjMgnuSmMx6SBzXGVWQsZPolPpa0Bctbuotd8JEjdae+TOQflM80IT5bHIj30Hj3PJWpJy1qloACR+QzGooASMt5ZBqUiWMLlOiTSNf0K99+FFav+uxatUg+MPmz4u29f6PuPhB8BRJdMLBgO396QIIrtBUfW52DOMK4OHPIsUqRHxNu/tAInnrNI9dE1Kp7zgPz78SxUlpBtMClhyK2lTbAcvbKgdYTOJIs1EfOhB5Vwimm+6UsmVV7leJhQlVsrnyI5ZEcOi4Matps8l1rfuFLnZlblW6xvrTDAAqr8H5OOZWzdDHWq2NS+ZfUDrFaMhIZxvJBPOl2i3b1DGONcgD0fj7g/UqbSIyK4Ti8/Y8FsQEEd+vt3I+iTK8258X9NabpqFV1L+F4RPFeQa9liLpJCR79NvB4Cl+QO+uc+EGAqCkzHCfAkI7V26MMTkYBc4bAeB5MBLYqzmn/7LFCvyOFQdX0DqPheLWvhFvKF9W64lJdCojDc54hG8/HLHtyHEhSpgVDqPzamYvfJJt/Q0qADvVb1cQrz6eK0qjEXCEUnq8B/KrR+3EoiIC1UC2P1JQQKc2YFh0WWXZBvnELRiaXYR1XPf4PWFnJpuUSKFXJeuHHhOQWN1lxMvfbs85PHMwXT0FzRtrc7ds6OMF4g+xMa2LjqH/pftE+Sf/8f+85gsZNS/lP0Kzo/oJaDk2XrGdAtBRzJmyUom6G7P8hwJbIq2zvFwP9LDdjx/tTJApeiDjUF7P9e+7E5Q79VcBDkJq0APIovhfEMozlNNmefRshZuuTRpHc0LLfSGNY8ErS1moOkIv8usd6TIrCvEdatqCCjSOGp4DLfIVwGfvuFDtWgdKbKqStEH5Z6YXK6U33O9tXXf3EJYAwDM8LRq6/mxOxGW32xF4xtvaBk+16IC/GOF4+etrA9Gx/oFOepO/vH+cLfV1O909Q7X+Y+nmbexta4LVQ5nFlZ7h9HBdeH2ipoLyoHmSwO+23zfJzqzo6SWcBPLOOZv9ez+aWIaoAdv7CW79dbHRszJzqPSU9rLhXUYFBL+ZCejWCIfVAsNyLCOi/Xb3eFwcbcRgXmAWEYoP4TCxzfysKydF/mVmtNaVuY1RV0hWacey/dsI+JhDTOHy41k6EHAMz1a9zKoaFI6qkHHZ+ZIBxv8qsYMc+iZu9BgQHqqZerCXqNO5yeB7ms0AJfpHuYwEh8RkTLMQSQ2CSp9ONh017sKaxobAzT1CewzhLE/rsn3k2AxWQ8pzwqMKC+hrPZSW+JNTsTb6ysQo37qZTFsJn+Xn+rd3Sd+1HYm6Qs0c+C/8sN4HaNHT3H6C5ouNXDDY9q6ufaylPhiEItezqFR+9AcWxYAk8SXLvIgCPXcNsrcBMPrdsTf18KVEFOJE8Vvs7dbQEB22fu8xLH9qgpEKp4V3e75IQIfirN/U6FFka9EPFK2cM4goRH1o3Mgv0myLr06v2uyK4qotxFShkaHOnxlP7Dm2eEVjlruLRhh2fRTQyMSOXzzdNHAXMg7wAW5fxVqrjf6ll8NSZ1989NsToR78nttf48gqfF8+kCayv0fxI+nc9jbLwP8fgpwhGfdgvC0z3TQGRtmx6rDGdVp9gyEd1vPdtEIMiHsVqqR7Uud0FYa5d+YU5Zj2J/4+mZTGPtNN1AckvOhrrADSD4tV5szDb12/Y8gnlBJl5i2qXZ+laXVJoC2BC9BLgivpY0cWwks8c64H76MMAAAbW/ITcb5pRwFY+p6b+0dULQYfGid36vV3d/2V+7pBH6xMhwTzJW/Gj24eTUweKYItpj9/MF4kGuBRdEvi3qU3Wf+nocMbqfOp4t4uU4oRLW3ugphPjzCet3G9OpZTq4CyqYcGMuvjG8Enfi87Voeex11A4AW4J82oEEP3jJWeLSlEGkVL9ReivXACc6tSB6bDSFE4wgmWI5fLonB087B4QE2Tn+uQSsWonT1Lr+GNhyNoqUduJAL6VVZhb3imecqKwFDhHeFpZY5aiFv3K3VOKF6MiqaBgWGG6IwKLS0CVCOazS9fXj+ufpN4Am2EZXc7nlGxd0K0d0OjAFiPreuqaE7XPbSiRzeFxl21R6Y5gYqjrUWCKwQs4XUQm2Cg5LJSFKW1fAMY8c9DPfEuAN43ti/xOxQCFFxf9l8NCipoA+36E5xWIQUwP67wSCUeOfmr4n/zYFehP4KTy+g7P+Sl5OxwL4vcKTz1RT+yf9LLbWhmSeFEfGgsQ8QwgmniJBUpWFXOZM2La7lqiiP1CQA1meCgpTN6B+fggPgXUIO8it05h3U8nt5Nm4Q0hZxjvLjL7nb91hu9xZHaby2IUeMBN9tPHhPx6i+rSeanStbq5cIifaN7cpNLgCdzEgZgVQDaMSqQLzan6eMDn5mEEkX3hLT77BLWMRq6TxTGIlxMThT18Wva1/2ETOtHlBOawy+nIF3IBo2KM3fXms5qWg76l6kVpPQyUcfAGYcR8tA7OSbzmmKZOtFgsbFxfkvImDuklzdhS8quZnamyMBk4QA6m/ZSJdMAK9LYnQSgDkvnGbstZVO64n5UfO6SKQjqFWNiI93YWvznm3T6Q6LMtZQW7kY/XW9PAMLHHd3vTo5lLCgzey7sjAv+yHxd8rVvGHP4s12tEmjDVsnBX+HK0EJsXV1XBN553sldQ+v3+X9rnAo0XFJykNRJsl+HNZ0sg+96P265bka4GWBMX7i7EwQ1Yj09giRW6wQMXKO1jAVUmoRsBpkyV5XgzDDH5XpR9jzkepQMkjQrlYf1GGcBzlyigCrcXpeyQ8OouyNeHYUZVvmBGkQ5LrozaWDBgeeyHVRNN7wrKe+oun2lTRTLIPzghg+pNISYv6ZKiXYIq8HezlBZDastLJnlfqg+As4ELPfnZVn/JAthlDJMgtqPS+FD8sm8ay5TuSAFsT0ZkroidtAa18M6Fj2NqzZeoglmHEyTIxfvWckCr1Zd9v4aBT0EgTBB2TAvkKTT30VpC3M4ToghsDLiS9SsZoqPJP4hWRkIokmeGxVNZ5fn7dNq/5R63BKBoTz8wHpOZtSXz3lkNx4JVuT/XD9Gw130RWhahxc9z73H97OkymnWeLMD/eLve3MKbMyuG74Fr/zEi5XU0lQ8fJenC8KY2/NJylaI/yFM3682zG7QjvspNXGmFaYs4D02SZW0PsIBhpSXGI/t3juwfDrFQlR6zjss8txeb8WESFTgpcYtXjDvJu8Njcya+TFdUGcgFOkI1lHxOJLKpZnyiP9SrMyWv4C/67cuKs/eCyhlgZV0FTiSq6M+pTaCVLmtejSI5AZS3jmcBmMwW7490NQKNjWxd0JDqDk+irN7Pxf1sf9PaDJqYYL49HCK/WfP84vwJbbOuw6pbdpx1i5Ke6TlAey+pdZvE8mhJqB6RCjrjkZZ0+bozL/URi1GE9R+kV7gS6duRszRGaH0uytlBh1Pe6aaR3UPFVXrp4eYpIx67ZjOxv105/61WFv4MCFoolTz8Q2N3V10UP5JeDyaOuPgQLBFqnX+HGeh6FxKzP+NmdpdXC97DspWEp1XzAZWEPHmkvpMBb47o2X8LmDdikjRIbe79crDCrgDHR8RzKRJ/Rb4za4/JS8vQYJhQ5AvpDQbXkL6Q3zawNIDVqPwj23ONGREH2qikactZfpyxSxr0ni5YkPtzAyUUepehhzaI334SB7rh2kfzCzY+M1L5Um7u7PyHT7uSj+AAmXwcLfZG+2Fm2W8eatVYyxZf5rhw0V8JJvCptz40eQZLaHMR0+r3GVvvugmo1am1j3uRVWu5fsq1iwHRWz4OpO0hBqYhjdUrh1SBYlE6kILUykeaEYo91PVUl/CsBGGcO49GPMHIWKYyKgIjeYRPOPlnmb5glt0hQvtdTbMix5glFFcz8sfRpqQArGQQNwWJ0ffqM/cpfvC34lsNKPSPJVUpjcqNg7ZQoT3eWZqdrfQ1mQ+QGo4Lhn7QYHbRkAscDrnonKHgUvnP+z6IKgg+ctsON0mhgM1mDpwaagHYJAPxNktmkITThcf8s3FyfvZ+Mcav5sRyLaPUg54yJhJY82lb+4J++6LVZCgSaN0+LNpmd+kM4J2yRTi3BRut1rOrgHoLrG2fnOTd8MwGbZBODuyuc59pL0xbYcQwPu7k1ei3fKAQZWHAFNw4w2NILdYwlEQy4eP1+VSmAeZpfuCpEh0cC5nOjEWOmPsSxAI69Z2kpyrTSb6ryYQRQ/7MI9c19jh7uIpHdq6CZrgQlg4J/7yhenCTnbf+3VkV9r/F6qCDKO6g2b22T7K0ZTAyU2sFLjn16DKsvIys8RCnPk7Yld9RUPttx84GUSIWeYFGq4wS7iCHzAgp0XbE/mkdHmXgnOBUawjWY0aQKDfedVWqQ0ODGBFK6FgWfrCslIJoPEoaeAZXrB+fHQzzzL7TmYpe1+KR0VTIvbT8r+jnv5p0UKzZIEcg/UYxfevQycYOXSggBnOgf6fqmeE1WDkvP0fdqOOyEK+MLdERX3QTeUD28jWwwRZfYZWddMX0JZ3MTLBnXRYc0dCcOhsv6epjvIf5hHE81KP8jNCVLVjzZyBgEVsOAUTKpEObsbQGdHg05N+1XtBB27mOeftyGIepmpv135Bjn07KvaKly+t2FExnOr5nU/OnZ4tEn0u3HIGxy5pKYH75FLlHylqIUzwCKb4AH32OKsMIvjp26Jw1Zc6mUy3YHlMJC3gqQykQyIUCgSmxxL3HMAod1gqv6xQWTEGPFuc62dl47glstXTBm9ouzlV9uWsV6x8KlBbfFMGSs7I/knd70BD1ffIcbNM7q4ca1r22V4xCVFiATsU1nSEvmMBnTrqkfvkpc9/qT+vTONcKZ7vknnW9rs31NnJqkn/JnDx8YVNk+HkSdGsttqxlel5lBnrKLj7609zxhF8DtspYt7UFthB2j5mkvgYTvSE3EO1P1bnVJRBOHkuUkqythPFArPrM/zXSmhnPmYFAfIjDqjXfC1G2TUoBjryjnyMBGWxgB8OkqDOuQWmNfww/sDD3u6rT+sOEWFWkDa2soKm7I2xJizPJvQd7mJbqiEaH5glChjjqPCplT52g85/6co+uo3MTP/4sRH3NO2QYqXOdb47SD4u1YGgVs8vkAAeECQAGf4LMsubgAxN4V3UmjAup2Ca/ZormfVoXvmKHwwlNQb4sc3t1TtzQXRCQKBa/DdJixwyVFV7HttSyMka4VSsO8dUksitC5CVcDS0UzBMbHJjUecUR+trvBCLfxJl7s3eD6s0JvNm/mK/FCv/IidX99amwXTVBqacckii4qs+Tob6bB+UWHrhApG2rLlw0Z3TTLb19ALXirrYJRjVQYKm4I0Uqz08La3g09/LdoOpIF+dWlc1cBWOKPQ0HH4fCvWoXm/zDcn+kwhQ34emEeW1Yqw5DGCocMA3Poo6+7+kVFQB714pLH9Xa2jHu+f52NqHIJg/IUsmVn5a4lO+YFGdO3uYVdw4mHmf/CfLjUKuCCj0/hzv0jUKWQdTSoWtvPYd7EJvVlvxFhRL+vV6atCodQ+SQPLm0ScvoF6tp0hPvh8i4rDke7I1q4pvubsL0ZGNew6ZnwYV+q/Uae0A2ltA/9eY5AdWvkReE90NHkBPwPq2y5r8rxqc+IBd3uFrs03pGhwtqM1tCG4xir+Wa1yTZ7mBV9SB3iP2rdK6Rw07B7uRfGwm30l9+4zhaJ3+Kj7jvPznPtbvXUmm3AWGKpV4Xu1hWFk7fTxWguUOQ+b9RFJqSyhPlGUKiSTfWpre7D9/KUuwdV28GkphLmlUctKPhzwUVrXh3yuYlYXzeMaQIF2LBX8Rvmp33kXWYq2BeBkB6rKAUJImj3gLb+GnRePlm9cgDhpJ141YXjfZwQGm7hxIH9UPwqq6ZBVNMrT1Ui1eSQKFjEkrS2DsiuqDt+3XZE3XK1/e7NFdkBFI7PVgcD2bxAuy9HbBjHF6muYqKl9OCQAy1vwAV+0FmOKWMiFmQEcL5AZ6a0u/eg4nP43Uxt/tzfcRAEZ8rlLQGENU6us5ITRrgc5+pbOFjIUNRYCxisMVi7OZ4KosXy8d6EO2YW5Eqj4fXLOY+zLS4dyPUMkeeC6JIsnpYt7zBl78VZk15HKUO/h0aRdeblqttgy+uZ4YOfRatVoVyrVelWT8wx7eKOuER5imdlPoe/tUDSERCNMxfr0ie38GpBDP+0AkIPC04Hz1MDMqazfcxMX+FUpmW1FPdjY7qTGY93/5LX1u/SmNj53vLcKaV8Zm7JA+U/Nc77xwjQGpFhLBjqZF13Yab3EO7/k/sf3LY9gfxx0gdvDWG4kSfOsqkXlDpuueI0O/Odx6ayCepcHAg31oanSIqHWNv6lvkZHiDU9V7wiplfyxtmpIYALjaU6wZhP7YUr6dhoh2jUgjEQBTw+L51+dKLz/Kn7omuuuQAP26oifn7r1wo2E8LHo7xi7liiSO8CW+aNI8LpZZ7RNMkvtKulqD2D4YI4R4ndGxp5q/aCT7/LN05nSVIjR+/lqq6WQqHnyDpZZ0eD4uOjCpjEYH8F9ra0URi8zmiriPg2R7wTlGcw3jDlBlFdMHTb8WfWdre/FA35TJLs4MKRaUHTwrd/n1xhvr9jM8FZ1C5opkJ9Ck1mb5xwORtSTx/DW14IiGsBKx9C7Xx+PPYKLnmgeNyVABemlUH7IbjhpuTFIxWPjNmBU56ipJJpeLwCHZhje24wEHiGv8zFCF3TPf878bWdDftJ8sr1GBAUPaRwEwaoiDJFw9+8YlP7GNOKWkeyFqCWslR/8lRvjiHo0O8DU/fDmB0yb+RUgRXA9EwLENY/yZUl2FZ1c9RAvqEEv1T3qZSRN9XucfZmxZSTr8tlFKcnC0EjzMyzR+zWQkTNy38fmGaK/Nz1jLQDATZ4ZiiWP0uUgVvqsVr9+PGy/XHdfvi9BtQJ+1w3vOfHE2MsmNpKmuBuPVKtYTj4baR6l5a0vhmEGQJx0/O414ZBRtnOpkfIUfp8a9C20uKdzpwcPNzC7EQ38RMEaVOKsWDQzBQ0Bkpx4oa51NhrZJX8SavqM5Uv06IxNzJlZFqfvH1iWp0AT9o2RDo75iyRB7doXKXYCytu6M8qdsrOS5KyPBI5JFtmlrtYh1e3e4SJiK+yPGxpbJVvxKqU9Ib5HXM2QFP2xeU/LwRuhNNVqaLJxgyN0Z6QWAa1QBHlkUyMJmDUYuCfrHSbS0KXOEiqnobREBSkT3k9eT76YSQTMgQjmaXIzLTIrbBkxUQwhAwifTJZmG4cMceE9rvc0rTbEsCBltiONBALTQ180icQkXws9tNeW4AzdPf0k/CwYRziI4cXmiwzFRdHG5Zioa5WTu4GNFuOoaT0oWNVoxY99OCkVOe6BjpE4FQwsxuEB33Y2oCziFjRHBIDRt4ehuOtnRlauD6rxdM3uLnl/VanCjHNBlc3OegYrBUC88H9UHsLniDQ4wG8J10oN6rPq2yjTA4qFIxJNkV+npWFYnSjlsK+TzNR+ykzlVz8hprAITpnlH1WskQcVqQMYM4/HNrHWcLF4v7VJhT86NThmFbCNXky27okNacZs+l7+ABFapXJr2a9Sr09iu16pVkQoigxO7AWbNNT5A116ckKq1haZlb19Nep6CCHCSfD59209rZdrIrMRhyt/sSI1S2u57Dk25p8ooCW51JAhY8QXZk/329G6FWDVaflrc4q/hhHjywPgZLMonchTj0XEADDxWSUEfHMNPEFyQ/S8bDiaBzJvmWulpemBV/VD9ddNZ2fZlQ2WSeWw1Srx3/8yJZHvvmdPPmpINc2I0Qu83vj/Z01kd5eDlWHRo8cIS9dphjjJefNaLnl7YVptYThpSN753IWRBLHA08XGQnfGIT9413fv9WdJo7tHuiVJ7grigDG5VU0phQEfvv3w1uNSgh/c5b8VZLuNLtYN1UCVCUcx2t0ee/cLHjnLW9Ytu7TD8iOqgfE8xZTFFiFh1Ed8SP0dAIFSx5/859HdreJptLsWQaLgapGCDn6K8sCEV04101/szdkacIyS3pRQHlb8mC+LooxyFUN2QnkgTLnEZcqD4G9RUFKGrskNDBYE5D/4r41Gt/NQ4ovboBHi2oIPdckg4YT4cwo7+IHKOxc/CXZ4oj7jkLFT4IwcWYIxw4xitTnBmSogJafGKYv/gKdANa7EHvW3qOKRbwDTDl8N1aIS6ZlgLibnqDlLwubsgAWlt20NBpVbtkYWuni/2NS8TyUwiYkrf4ydkiYE2TCG2LfprgkG/DeIi6cq2Lz8Ch1/+iTRdT1VxyPWyDAy9uZdJv7jaw7iRyC6rBdaZEIH0wpSI+9vMTrKEu1DDM0dT9WN1Jr+KvS3KMCb4nU8CJATpxXZY+R4URT+8MH6hVd51CJeH2ElQ7C/OJoqk2rhbAQqk4PAngV7wwOdqSo7iZUhRVGtb/m4CHw0qChJns+Rj8fgw8/hAbRlMbACNFLgl+K/rYXKHx1K7oJQkPkC9zHadlYSvdAjXjhoRpYisn7IgYj9dbSACEH0hQFqFlBovp6MSsJtTEebJpsExsVxfSNmQpmdPkuL73ynJ+MX8g96Xv+TIaShNfmub3kAvGLWvblGPtY8NXf/ikF6ZDOszRh1Oq8qfJumniLjYOz59lteQgdSLUTGV0KRCqY8WjL5NvUnhzqQmFiSdd+mbuQ1c4ugtoFo9alWb7dCm7PotGw7CHZR/U9IuUky6p4YGw2oz+UJb1UaAkM3oWjojQFWrFdQT9WCMasyAvppPa0uBGtLp5D1bpNWGZ61wmt1v9keDpr04qYOyppgeaHuBN78+DAIoRX3q08S3MPWC5eG+qCF0rnR0IrqAwa7BzyyrFCikaUG1i9Nl5UWpLe5iINkoOhk9HFQ1jQ4LJP0wY7j52jviR5L4Wu3UMqu0NrqwqqVi3CCIFB7KfA8BY5c45xcb9+9asL/EG5eWM311SAzqfUaYNtuK8R63ChgHTvOT/4563oKl56KrKjeqUMW2U/l9Z+rhPNmOcvO3TBUCpfZrvRhL6j3A9yjcwz4Sp6hSMdjyoRJ+QcNf82O6fG2b/0+2FRPmucbf4XbsrAD/r3+2Q93rKPaOT+iAi1kQ7vB8KozmGiDxcv1M/7xr/2AZYKSJNXRpAe6sFNSabiGwCoYrKXMHn7QdTe8fh31ZRDkk6aXrlTpzsfE2vbl66ujUng5OjuevPNAHpfcK+CpllNOYSXfi/yQvEsv1/h6fdzK73wT8H3e3MoueFmzomy/ZvH2GzC6OfO8YtTSKJ0xuVYS7qUuRr+vn+YFTZJy3Z1R4jIEU9vJqpGoXetxUgBAcQG/LwminRKpsFY7u8EcxkVu8bWHqayAMEC0/ZyE2Y5jWJr2Ewn3y56h7w+/V8znhABBFYD2PmEeATOEpUQw3Hh7kQags49eoq3OCL60DT9ETTAgr088Y9gDw0zbbHE+iLHxhHu374dkM+3+zURB8qDYafXYvwJJSomMg+Il/kC/Yln4Z4nsi+BunHJLEXh7DFqS1DDwWWRxj4vfLZNCPpxBb2efwpQab7a1SmnT9SWH23QYO3rFwAlSX9nDn+TTW9i2LTDRLPorRVMXP9jyqLikMsn3zFY21g3dgv+3VeersU72Fgo4Ws67qelIV+bYa2WGYQbVBKtfdft5k2Vm4+WgGDB+CCxTVcyK+OSb4sshDVbxTN7G25tmBAdm0F4gzuxsetLnjtmFoeyF9GgDmeGpd9sohF+Qf6n6hXtp8nvKpWa+WmO8XgOREXNX4Prp5H3rmdahOKnAJ7gQZ8YjE3BZvRtCBFroSamWAPTWocqnlFQ/i+qZfc08udlu4dhkTEiP9O1S90SmjDaWc8KwIOicYHPL2S34GW1op0eeK8DmB8xWNrO6rtjulaNFHI34Xb1YJdkzlywiRZGM6vmeV9K612BjhxOJ0g5kubjn/LKSxQsiYrKOI0DeM2P6fPC4RhI9dwytd1PTvQYZNwhK+sQV1rutmrpTLO/8Xgz7djRxI5FlObOjXJ7GuUYmrrc3+c1ZujMX/NdSw2xTBjyvKxtF702I/b15rROodQksazQMY/+0tltAMOMq8o+Fj8gjeUwM5t/SiwMn4dgBpWDn5tGWYiZIDBfbblXDNN+Fjua6UDSI4i/QzhMplaZGXZSJYrbGH7ntDr3pIECK2nmMwp/qxIA0mGqF9fmUHlM3FFJtksSjngb8kSPu9Vj47uPHALEI0EC6zdM4AYIhtJPCjHzLg5xk042g/1Nk2qohevZvKb0Twmg2vngAgvFnQaAo37anGveL5SNyHRYgNa1NnvkwXTdu4uXKfWoQwVd6oErFThrQfiipj2gz3x1S+tiPCPJI2gmcL6Fojkr44w4zVZ5fVMI671kr2bMhNGOzNz/kqpFlzZjcSAX8ZaGmpfH4SCQ+z+lBwzQBBEQD/yNcoisg7oOrZpRx78zSZ6dKF3zpYrouO1RGhD5tS5nRXKRCXAS6ipTWMCYeE0O28oKL6p618M8d0MRwaFfvmkw8KMTXiBav2OGRUWCIIWuNbWLwHPLt1Op5U0+M3ZJn37FKTVOHjsv3LhWhqzsX42h8dl95hKp1vJpQ11a8N7IEjqmZEdOiFOJzH7S6/74mzTnm/k1wTxVng2LsdjdYNV2sdvs50zL6oY8YLvSD0kHO5cBeVEm8PxC/iaNy1s3+3a/41ymglX9/ofLPjJ99OS8hsoBFQiz6sdQ2SGH7DD0o9pnbBBuFOYuFbIzqdS6qCRq6uVrsko9hBZwKKuLmL1rJ6vjeW2TPoqM4zxHylsAsM9+n+xldZMhxD2wvCCL18YkttNYdu/mLj5CbUckmoukM1Bu4T/SzJKTwTPlUs8xZNttn5l5ypp23KCcIPiv/RVZKRBZKkyc50+uPDvnKrJTKm9TOhy5wKRpDc0DWCgJXpkCLUTZiq4IqARo12rWRXzfh+O0yNeERyZrChpvjwksTzgfvYBDRiqSuk4Y5H481vuYZZfEfT7ongjtelAJQoRCPok8cFKZ/D0yNICNs8lyUmUIb8VT1VLQOQb7zT0eCb76kzNLX5XMTO+wDMUjgDBYX2KwapWdOSl+JqcGI23JYAl8mIoY4ZhcioWc9YyCNi6bqvwlBmwAdzR6k+T9ukVnC9Og3Jem4AYxXdNTmULvDxCF9qzGse3yzqDCwnYmv8jhyPLxZEQ1nnx6iZKK3cSj//CyCJ4/dpehsvp5rpd1228ovOkwb7hEvBZqmj5vM5/GyKsep8REaEF2HMypOoFKfsrs/CPhTjE+MOBN7oBnlQXlboGjRYqGc1PM4GK2tf0fv+tvHov6mwFw41h8sknQX1h8mj5xNylXsmtCqjOrnGhFJz3+1mclz2Su26zm8B78mOG48TX2nLSb1NO0oBcoAlSKDXiA5wmEnICBsV+VemXfxl/iwZ9hL8TNxV1xXh6cve44Kl4tavBCZcjx5+7KhqOI3ruELR3RWAGew2sR9Y88JWbqy3dTD8FMFE0pLjyMhvAh0drbdMH8c6wOQMUi3qqJKuoGwnJet/oXQnJkg9t6vknNON3X9P0ry8o0tyLZr8Q4gzeMtvmPExMK2jWPnmgABrcdUbThKI4UiDXTzc8AtYuXRU4EI5eX4efI2AFRsxIoK/9Tk5nCd71ptsO8jc/UpRhM5mBvOdeK2wSCU31LG/VmNCVrvixHh/pQaaNLXRZXYevsbL8cC6mLA+ZTe6wVkadEnk4DX1CDvm3rVWsEb9oyLxljysdTjtG8KE3IJQ1IsMagO1VK8/sziuCl2Ndgryh7ysRX5/qhAwuMllqwfcD/hW4RrTdheVzEOONrmBreq0XRGLz+q5NFxzLmlHUYqtf5BHZgdjwNikEu4RRzNd4X7Mga54ZPS+7HCdLj+N7CXVfP9+FAmO6kycmx0+8cnVWb/3nHgAl0bf0SeEsvySzN7ZWcoxiv/gEzxs2t16lC/avsf4D+RXHsLaeZM+h2BbfqRbaP6+7qiQBx31Jb03CE4UOZ9oT7/vazhUqSOMlwBOwsj1RqkpPb14oDwVY1UidrCI1oGTtKadE46uglU9J9JIS1MM6bQqULPg1m3+bMCqIQiKVH/0RGLCxCb49TuQdL2sY5GAYf9xxR6LwhbS0qVJQCKxt9YgZB9NEFs9PivpxlswRQIheKra4SzBnRtojEBBth4TzCCYUCYCqj/TBFBEQKLO4tv09O2DB5tSEap03gkoL2en0F1bi6Ur4S+7G/ATIOisWHSdsyrIdSIVQ2UhQx0mShFI6GYHilxDupFLBsroL2OeqH+S7pAjBj6kLvJQZxNZGTT9ZKFnXcGyZPUTXQPLBhIArS+GA4G2vmx9s9gYCzyPe4Cxc++CogW8rNwPW4jzhbMk/S2NbxurdmeM3Ecy63j9SBVdKFLlKDCHWum1E5OoYOej9NeiJ4aeMePs1CRBUsICKGC9qfPIu4vRh5UI9DWAI+D7UcBJYjM+F4h1LG57PqCcjfMT63Vp6X92orNPxDtHaR5HoC/hUyx0nnDpuXM4j1NR98Qt1S5L8oe9+saCjcSbV9epxLnqVbCt3fCrm1Y3q9Zvb7vw5HxVIKmRPh1u5aJvG+9XMlErs693sXetlngEF1CEyCpw4N8POAJb+DTRwEy8eOYpNO6G5LVAYwhVDqEj0xvjpHoBBmlNIhjofH4ZIb/cAWNibaz6nyTOX+Znj0lMDaoO1Cs++IYNxp74s3C+SxNYdRBiwOiecxtaCa4ySPo+BXD+wpiHF6uVt+F9Lh7TNeSF+EZ3/t54L5NBdLf4IVnPQhr3G5kHQqO8TbCViBWtJbKd5mZHtIH1NZDbGgYbMOvdsp9YGPE68rROlqupgVPgaO68C0m+nkuALsBGuAJdYeFFF38sqr9EVzwkEJJ2dviGNYP2ENwOGM2WJWD8Gdg+JQhBQmaww5l46HvsWZBb4RgdoGjvYeR3NwEHA2ORWiW8pZKlEo9TUwN0m6aOtOecYSgr4SNeS+wqLG60fAKLuoTHw4y4MBjRpuMT9znVerZjL/4ZMcsoscwxwRN8nXtLXoy/LNy2xuhcN+EABVPptbNO+JOqLMfboGJ/C/RS4omWY8nux9/VCvYnvqFqHlJtl0Q9H7wKefGHnp2MVFkxzX8RcT19AkNO4QOWJmu5jscVclWqTHyj8xPP3YbOkb6wnTTvg6JGY/V68VeKSooBl/KBBjkuxJZu56rceOpc/NNWt96NMPsU0r4Jw6Q5Dn84offr1a8kY4uJDiiOT7Po8Wavf3Kewa9Vga+elCyOoV88Em/vtcy6Ef9HNmgSDcdmX4bC86LwNJsMipFNzs8+EQWjzZ2F5If1kCeGkRs+ioKiXpBU5ZirasUe/3+7DahLBKA2lQ8UBHJWSgKiYTUN8l7KN0tSShEMTIPs5UNyOBAZzvlUHqmFfFmVd5koqD1/9olOu2LB8m5UTlRkj00ymMARpc7EZTdQulykoiiRjcmoNW7lNlKQyjTLhDmaSKsiNDJBxchO4j5YOvBzClNrrw0xYiaAaboO3p4UBte0nr1JNiusGZmHoQNOn9Uy0ZIPOslASGSd+ySfewHhacofgGgXtv9zbueJWScSudOT9s5eoqX+r7hgl+8ikjbrP8mCCtWVRFtIM2N6JX7+8zkpQYuiNvILJgJ462ul95ZiRfwjR2u5PF2qk2fvkEVlJ7rnFwq+IZgVm0v3Vi5otIq8nucyiaqCMNXQ3qM9CT6Gp5xkCM57uNGiq42OtARS2h8CSs3Vd82FPwNMv5tKPA+rD2HAQa2hEt5gVzTVOb9D6JxgOzR3QnSvqGWpiUm+EbHLm0lPpHu+eZ6fFgQAa3FrFNfVkX7zmbnOCP7jELJO4xC+DuXV2TOcmDDbTipR01Rw3yfyCLWgkaAvW5ZvnMtXLpJB/lXElLdhz8XaTTD1KKgwCxF9EC70twIU8zL8rAL3kNNiNLNCy9litnXYWH4Pz1rK5hkqQV7OsXMW1uLpf8rRwlEteLs7wDTbPPCvERmYPSvp2Q7xvNPGexVjikABUNrXJrn2zNHPpAme1l1tBjsjcW0O7yFFCWnhnEjRTGB7rMsxoqJa6YuWN6wVGWTmac/ZQVkvCxQN7OHubKomXTUHtzxm/EcFkVPix2zwzdsad2WYAxjp8PyrRxv1pkCycfGF2o47DJUhLm+N02dyZbA4QqPspNfKVAa7O8VjMqKcFcmI79LTuxijrTEDTd/4RtXA6S3nwlTVQBAIg3sOzfWZ15cVEIMpg8d+q/aMjC++Wh5+mWRc1TVKM+kItIx4ef4udzBlFa1F/P1hVcHToqQPY/3xVfkInMFyIE/nFCrZywa69qTmndC/Cdg+NBPHi1Q63bzu+bwHb0MhIv6QiWruQeqXWNE8A1woS1tQ5THSfiKM+hNhlwYMLF0Y/2fiWomfJNa8GRwgpkDVqfvwUfzcFp0vxjA7BNPRMc+LtbgvuvM3VA+GQk4E+/ToEMBwN/8+J9Oh2iRaw3EOjpuKbTPea5ystX8UMNyGoP3pikv5Go/AHtOr0tyJ+d/1QNrGu0DJ5kjFrOD4mXLqBcWszUjLb1EO1V7wvRB3B8lvM6tetsCh5aeCWr0MX3U34Ec2vD+A1pLCLbzpJvEdeeyP7qMsy+FMn5oM8pGsrxkncNGkYljgtjQDgbl9Z4q4l5U3sIY4omJRzD8crkWOZQ07RbmHxWWk1lL9kZLMHlzz0GC3rJua7k1Upkg39EGw1yaLQ8DdrYr2U7hClxlx6hhX0Gv8RkyntadofOYpLpDAl+vr1lwbpi0sK+IQ707F244AmztKP3xuhWRYs9AMRvf9hZennkFPFgymY2EBocvZnN9BHov+ntiDJsI/69aViQhkUk59xAtW2VdqvIm1lPKICGzpVlO4ykUx5JsGYcdRmJwytulzPq+2bw0tdqEg7wqvDg6ONGxWdjg2eubzQKZSEP9roCR5S2o7V/GBCB/dOFtkT6Rm0yV668vd/WV1Faz38a0FDcxEFCjzkP3FOjpKI5Jjql8GpUVlQVJpuBvTX2PL6YLHxyerRciWnFYkM9Uwq3IPq8lcgXbuS2AimZt2RwWTNwah87/sFagVVMXjmmy84rTIcXTWV3ni7uAYucqN5paYIxGToGwj94h6n5+2xpxKyZWD7i3mfb1RxVqUIP9bddKijDtVxCIgMzKc4+CAOc81i6lwHCGEcxK/lUIOumbPwCGOUi0//TLKdFuWheR6/aZzjq3rP+qFYLREcDZFLkAZCA5a+zr7jgZ9J0n8So+qJGAGzep8tZjwjHxAyfhk5LFBwU9oSeV4ysFrdmPmNvhsT/V/4RbthO3OodEr0xUAuQT4xtquBr//GrT9b7bnIIAUNFe8+WXZ5w4CSdne0MUCIMjvP03zCi8VL70tfkgsj+jLVUe14VFtmPGOgE9mf53u45ZMd664iP+5XyGXpbZP8yQ0DEwvZCfHDz2pO9uJkbznoiqjqKZ2YQtHqlsJIVfKKdkETcvoORq7gEmaVUp4UF1q9LXm+ndSmyuXruB6us5HXC4UBkHmjwyKtM+q52qdH/yeynOl+rvMlIceabpgpw4LRfLoxRKI5w2kGLgP964us3ERxsZsNNwLUONrnq1jGa8VAxycI5J94w+mG9BIrAv1hlp/iL4OGP043eHGBD/Snj3edpTO6/hf0ISIwQRSV9ODacc4IMsArJAFr3wxDoeJVSBv5hpjsAb5s64q54pBE4NysZsYqXLnLSTgP0KSZLvkmvyEkLrTRqoY4FnbLS/TWqyQh25JlTxNmwUUJaJK1QAFXhYX/JZlN9sTyZiU6x0gd8O48rf+OpUfKOeSS9RnJy/BNK75q71EKoqUVHkTWsBdG19ZGE2rj02l7su8ZDpV+XzKpa4kBtvggA3sTb2hp4ZB0tGdCo6g4d4WO0KP6Jfh/pbJjYydVrJfyOlKAN7fWRDJKQtV+8X2nH6EQOonj76hY/eyngyK1778Yq4AzMCCRKIVWqxK7KKETcYeXDWWnOy1mlcu/bFUs9uk8bvD5jloxQH8L9RUHbWI0YYHqqEYgs+Sm68ROqxOGvD5g2mvaj5JHrTWsO6/ivQ0PLEiQplzJZ0PK9cdMST2G79bjtHXvspUhSFOfcbMaLjPmaysdUR1DXyb8rQWvrbaO9go+REsz5Pqi5mMj9/Mrb5WMwxlzjaCANUx9STDdhDEfjnip3Zcwqvy7jgq3XTOZGbaMQMV48l/BvzxHMjfCNhVGLnq6Ppl+XTV1rZnYg82tDhrA/ZAA+9z7nKiS2B0QvyggoBj5ARbvuVaCa+te8SyFgaxF6sKhbGDxroTHKNcocmkDkSyvkgYMvfWTbTKFZpa+OlFSE8DIGOfpo4c3tGlpTm1rnWo+ps1+bqRxuQZ5rgyiE0ZCpKcNI05p7T9uh2JfxRlLUUvjQ4bkyeU/AQyaNv+Sl/M0KVLvPXDyn9nv685O/c5dKUbnEuH+P7WGE+8k9Xvt/EAoX5AkS3paZ+P9Yfa9sIGqo3cEWQj5DPIff27U/+oP9OxVbbdni9P807vFT6zK27+ugVW8QfZ/XAwbx/paZ5tBvwcCQ9KKp2ejHMlPvaTkqhedwM7TR+yYTY88j5qPv+Xa18r8mePDIZmDwJYL89Hqlzsk+8uNwzBOFiwi0vDqDk+RHYIb2fMEj3tpS7cfiw9cw1F3Dr1AT301jVXvFyg9qubAf2EkATPSRuEGQbvsXyg/u3wlrsDnzuYjcePxQNUaaX9c2ssfI7GGPlXgmDul5940ldUDp4p8Gi1q7fqgepsw3LIPGyD23I664+mCARJi4eFFCCtocJLkRRwmBEtBFS1qGjyAWdAAqkMRRUgwBHq/H9ZYyIi6J5p1MXmuWhqEA9TnTPGYXoQRu024rMA3ZiIpG1YvCXMatczRCxAb5/oK9l1QIN7ere7R/QRIo8ag3z+Eid2QpoXz1GVh7N5HniERWQ7dq2irt7xkAoI8hUOlmGPi3vCIBFx5PXxexO/8dz6VqWAcT0okIpLIll4dN+QbrQ3xVEx5y8KJmXbI10bU+RYOQQDsaV0na3RbremywycTtAjHMpVxx24dzvdHSHK+Fi+HGtr0dTnpA7pOIfhygKhrqz3eWVbcRDqcWyBp0vopAsxL0BtlN4uKFQXEiPYY7YNbnTcv8EyFPgQdDw6JZfH+CM9PA8ci5ro2n31OfEF7v7mAzMoGLLvk7soMHmLT6398iWSTmv3eY8crTVh3nVUGRpd7hJKdkr/LGE0GKZeESxrbQ/TiHKXyVTQD2UnwFrLwtAA4iSw/js/TACHhtPOQztGWqEYWRK8tgumPX6HZX0ICZrMBFmXhH040bmAY1QIo5n5dAhzC6b9dCZGEB26FSb9KdeOyvo06b2GjWI9PlFDgSz0aycTBladWRpibkWzEUvH+tE2m8kJ0+lGpknMog2udwy+3tOdP9f6spCdiXWd11g+YyUlE5bw/AwXlviTV2oMqk9sMP88DkdFogGbjMy8EdvFDyywQsEyAqrSeUT2l12PsRJNmdlFq9GxEJzwgeA/nrD/Fj61Uhhek4lTPyc+5LVmCkJq01zBNhKCRCyzcTqMz4W/7dVhWBxbyrftoDIjfpfvpXFP4LcbHd5LMIyrdKnMSse7e20QjCpWP16r5p1qChF9ZRYSAwkWvzeqlrXEjVyx1upQkAQuUmG6kj5hXX18hl5qc0NJPi11QrvgPzwFJScIATrmYlmyPsGJktpCPWUuWZWeuCouH91rYVQ2xEXY0sZ7h7YQrj1EoAJR2Smu24Y2WClb2fxxnly5dCbPBKOsKOZBrBCFiI5wyeSvuLDBMWpWLOHqIhSEGr2J6XR0TzifoLMOfHzAG60njUEFM92uFQtouXCdtTbQy6iyIrbYn6p4rEJ9PY7KnOQmSOTaX++TmScQOHgX0dbVrjx3E/uOdkcK45YRHmRbMHRTOJWc7tBOgEa/BA5OQcl1JCa0giRSyG+ds2xbCoCZy4F4nkRbLf5hEGZ3ETKwoqBN0WrjfVAhxj09PEWEbqcQzuL7/sDO3oCKdmo7EoOL6mBGG5ZI13N/2Xd2Bm80ZaA7By37MPyA/Xmeed3+SrGOM0jwCZ48CF7K4QwnPDPmaAaNMDmWZRGM91zwFcBvbqhGO0iO78LMJ3QulPBB7HJd2BHxCaz2fWgrYRbYpW+pOuSzdMqiQQMzf3JtLhDc5MMb4XGczqv7zXdtUK6uJQosk061PTxjmlm8nhHvjiwFLZbbFE6gR6g2KNJSFd0RUuqv1u9zaEcZ2HlvDmd1TclfPsEwZ+NcZkXg7NmkYnwygbfPbF6PhegZg/CW3Un/E5+I9+Zs4uGcHenFcAdqp+kVUajAxd75jpBTTSPD4WOvNj56ndpbsxWkAP8W8gWOnmWoNiaxYI0DkhRcMHMgTy7Ukx/qwuaLH+6RjoQ1Lotw0aVYeXAow49/hnvA0WR2hfZbXxdNzxkNufWIsjWz0PHfie/BnRm1TpKaf6N6XLsp6L7/ZEuzXWdy+Sr/UzkcKawwwRV3ORI0dmGxNI5YgEvfhqwMDkZOVmgIZO2aTdvHbWmPpcowjhGTVv+Y8Wrd+9c803vA+UHkDUe8j03SHl7a2Y8qcJgwJMokl3o9wsIKBeIVEF+4l3RcX07b5FFVk0JkoLm4BmtuYWn1uiZG4hrLSbBU1VtlbKaCmdo8ttr6tNskvywpskORud/cjzHkfk/PQQQdm7X8dEf1oOgnnBPnC0LLr21zO15dNYigPHwOYyw+48NqZ6B6IaettfrKtK3APn0/F9gsG+YvtM9Hqju1intkw2XD90bbdFhf0RT+3EvEKkuCWXWQQW0oj5a9MKr2zgbgiP8nuI/T+g9t/m3LFHdolrtZvsOBBhvSwAmRvkpuOMHObeDIZNoG1doDjgMO70O/39oriTHNf7wD5yMSth/fVkO/m/quekQpAp8LGr+sZjzK+OCbuTCSgZfdRIwZQJAuUZnlL0iFeRiGgQ+8Dd2jsZsiHPPo23e/VzOt3krRvQOYygoERFXvFpC5oaEK0QwaoC0n8JY0Z+w+he0WFelE7DBalERlmAbBdzyrCFvtRKEAvbFmN0v9fqEZUaXK7l+ZRNLvphQha9wONUgrpxpiIePz0/bc/sieQdPVJeDxeB6hyfIZtoPbsCYckG0Kx9uNi+P2WX49u9oQwdP7TdOX/RFTqxj034egDSGo31N1K4Dk3KJCW+8T82Y8fkWl49Znxy/Ytw9TWjeheTi2lD6i7ZMo8E29B11/1t6xhS5brdVLyH87SswqvGAhcwtUJEO8pzX2T66oJfJZywPyBhsT4UxYe4k97wk4B88mAtJAyp/tD/HAtNwEULRvfm9Jy/Q1IeCjhQXf+XytQa7RqAYXUt6V7TpeHKGSNXqswRDptI19yDIUDQePren/NeRYLHANRPZa1c6X7cPaU58ufAdDU+WYk84g9oa7rij5bbAFdAhUVXe8No2CdDVEJ6eobN2PY5E31t/scFgOPel+hodqEe6xOok4APh8DpYjGjy5ulEHxa/YzYJqTvkW2Ly9saMiXH9/F5EO9Vy4LpsIjOXCXHqY7m9pyUS7gDP8yh6xnwyzHq2TJggcbjlGH6j2my2SYUDZVHKGHRtPUcnPq/gOrrNowqOqkl/DgQYiMjyCzknOKsHgLZYsjDxLKHqlt/TcjGzT1J1NDrTpRtoZXbnCQYMPjmthr/wrg7b+cBRVljTxw7UYXg0JNZhA+Z3kjj4nxUEOhzdjvBbjmzczOtXs1/LjoewPK+qlZwqEpW7IFT6QhcCrJNG71qABEqkOGmRBRLxn6SzPivQc5q3DGuDTfB30wyb579/SmFeqETe7D+Ko0g2VGKJ8MNyNJn5aYj44EgW/X9sReepuh4Bj+yi3CEbQdQFUsvksPbbkqIrMGHMNdCNmaJO544ogJnIGGkCj4CW6QttCrZrkDyd+VRRAiky4xFjagcO4VccQEb+Oc0ROe6pYksHk1kX4OlXGSGpP5uxSuN/KOcp57IpRgpJrLB1f1IEcSLan0FnYzTm4J63v5hAdwCd7+9/C7fzhKc1nWFLiAKns0HRhuZkgA5jiXDks8gIrhiaGDl1/2L1197zetdZpFqFM69yxm9otZmGuDRQjIV1VH8HO8jP3mt2OZ1E3P3VrG3p4SnP8bvncsIaw4vtgkCV4rF2PsdpPTl/9miywWes3QLBbWA9DnMPBRCFsK0o1aAReG6bAcC9tIm3Jz8rEu2t7tgN2FGTYD12Oi24PaD4NSXA0fBKvqHhfA2JjWsDc0rTfTNT94Z4upmmEItnTePu6kWOaYJ7dT3SlxJRd3+uUk7i3N/5GucKlmjKf/ti21bOBm6WcZtlivP/GeS+syPoGjatRb1yH3eIESwpCmgAavavfsib6lIGqKNPZUd2TqZvZ68yHWlf2aA6FygQSyAis6Axvmbk8nRB1q7vpepI3b4L0izuxwkl8Jq/9Qn+6dslwEBGXKuSFNHNaJaz/G8N71eCl2CthaYK8fIN3Ghu2liQR7H9+GGau6aLPyBs5iZCc8gpxcKmLUDUWJt5Ll/LQlfaxJChNusy+1++ucI3YbBF+QLUa+rGpPyP0kJE68YL+d5kcog5cc4GWo1aAhxln+kUgDloZqP48i37yRO9jDmUYbCkKhvsLkjKINgf+Io0QVSEuSE2f505OOYY8Ri4MEwNVJJXevnBvROp88TQHoZhIYR/HiEVFDGjp9AxQBGBmFfD+JUCz5mb0MVPib0QGhP9lzlslxZD5iMDXJyVnL3LpRuV4hO3RmHuRGMRzYic+eEfnRDk9qfcaaDUP9AEfZGLJICAD8M8O+WB8VZVH7Wthnn4DWqnqPvb2lVpK8toqPtQSFKC/XVdKOByHSQsguIWYtu6LOW7vLCvfGyjbTxeS7x87aMFOHEah0OIi5L04+eKbGi3nQ8KfdvVWssenxOfcGbHOFfEonf3FXpJe8Qf1Um0k96LMeAy/9WNvAsUFUupxVsx1+iZ2GxyHmuK8yUL6rGLy/4lUnGSEaEgrHUmEOHj/FR2XpAp90r74dlsP9GR/PP4rZPariz11o3NxSEV8QUkh0VyS/VNUaJ7IU7oQ4MDl1IcRqH4GEfNRM/XqGyss2Fw7KUXEN/9ld51A4hAzX57BOOZcON+SXghCBaL5JvK14RYxZFCZN4naDwQqquXYWGPQl3RiBZucfxmexz4nyj6z8EH+gIey+91meb9tSK/Lgr7L+sBuHhYalqaoCrKPy44mejVY3JY9AYAkSNISg88tzd7VX6UwPrWgkrxu9gQPySesiocdOvRW4cdq60dIR/00579Da6ULCLkqg4wcjvX6swH8Eynxn22beeA3WBTYCAOcmhO8V0yqvkQ/TSzwq/JnKs6d1/cCYzypX8cm4Y2xr6UQfmqhGrcmXCE+S06xtoLP7FWZyfPslRWTySV8rMGBcwuGpvNvCqr3iF/HopsEUsT5unTOyi7eWrbpyvtpIP0gPDgYt5akes+rh3wFhEIOT7XGFVwLEQgcVVWOkcsSKCkoI3K5d/gNlwYHiXuvjiPh/p9v/lcWPh9GP/aFi9rfctakSLpT+CvLr4SMdWq6SG6MnzoZw1OK/ThxRNQpgsX2sFFpokdiuaFcYaLCU6uNU60U7BXNNp1/FVn+01jv7JHfJ7yeq1Iw2cvdoiQ8ksePjboE2mvp4DVa+FrPUfli5GMQi+A1RcY3EN5QGBK9RzfzjK2Ftaduyuy6SZX0uocOTxM27ClTYri9J6kIcQ1KCQX1KzUA1nLr6g3XwVGZNRlJYLgF9+iIng/juaIkBvO7ZNOB2oHVnw/d5JYNhFMX/7SI6TQ5nQpMfnry7Ai99knLcQkuJjMLpBoFFxmGQqrhwphQXZhIIu7Q+4IjNoMBWI/FCLVua9ZJjk6B12KMOB7QmcYrmjwuXWDyQuOomCMDAov0OAlBu2DwLgKzxitssGTcctkSUxwSu0mzC0iaw1G27x0PXiQ9V4krovbeNFFrXiJ/39TuBL3FkKIfCKBPuDhlC/t2xwMwF9i0zvdi2ltJG+DzXOyQACxHlDVmVynBDrBnIOF2iij1nIn0viEDNrr+FMfcRoLkdvYZw5Yud2QC9mQ/3iQtQBAN2UzRA5xG6jnoN9wUwM4cjXgmInolEUsvyQvmkybThj00ZsRksMc2UX1DAWOmH3FnZnDwf1pZFLgJND685Myecy14Mq+hR/N9ltYEc/AgnBR7/bhO7QZptuJ+M23LWd7uPKlRbXYBd6rscsX1qCjX8f430Rcpro94hx/GdTNUKFH/JanqCUjvTWFAEiUiZIKCoKxMLbG4pvl4v0CKJ8fIoZcEUPkGDfoKbJsRwnEOY0K2hzKA8/smEmB7dgHsOvdtCJ91GzqYAFoiT14u8qjGR9SRKZqxoQ+8Fz5VxnmFKibj/+dU/fHy9kSFtzgYxvqWSDl1iH+pCdBmVQk/FRk2k3/r28srxjtQk3W93p5/tQ9G6cizHuxd8LAGywxoPuuLOyQWHSS08FGTj2ub8S3GwPiARmMPB2vtCYnaazKTLzKkjHKgIvqn1WLsQP0na1l7knghzCrnM86ZpQmYyw04lcnwE4A7oS9uQnYAOCRHcByqq8+mehthq2Lc8zBpwUm0aCdDbkWqbT/z2qdkppchHSFgdWwKBZXGsoQPWxzDsBgW8DKj0if/z1NrKKSOOzK7xT1nnnYzUmLkldIGnv3cS/FZtTEQEY6vs5fOakutO+cMgj3MZW44xWzbf5aovv0ca1bwEdyXNv8A+9FJwWiW7IkNTBANOfWkI8TQdQ/imxfEhbQDfSaw66ClL2qmfULyCPQN0t6wQhBbj9cNj32Bx5ekD4D9kUaN04lH4KLtd2rL8sHHp42JmoJ4pC1/c/1ZLYzJ6oSGiIzDPhDMPEsg91imeKnuZiyim8rmM/Y1fXXe5VFyAqvwdRYnzYHblGOMo6zDD7XFvilYuh0D6rlN69hI5P1pzzBh8PNd+3mglDT/Zp67c/CBesNvRjyFITUKR70zQNxE/1OL45mf7hGYrg2+3WhQl900CGRPml4CbUaJ7YnpPkwewi/Jhl4AiYlb3lUPmxyguI2blvybrK2uHIP6areawEq5REH30NMSw+0hZ2cl2wik1Qz0amh3zTwWCqHoZ1CFiackyndekfak2UcXCzxbSJ/xNQ4VA3e4FZBYtJ1LuBdekyyHRYSONh6CPEd/gwTMvcBPGsgoeADNMLt1kW9LZSEz1cjXdWQRfbB2ZolpV5kPyWmJy4rGimq7hwyM+V5Fao0+GY7C2tFF13ojprrPiLTVqnqeoUZa0MZKT5mbkSNwJkHbsQbEY8gIcI6jzsxJNqu6kuU2mFgq4rP/FCn3ZnQxGmDtHgkFBJWPgYNr3eSwsXXlBN7C3gqogYVtaiXkmYxRyZDPFVCkDFgrld21xdkdK+GZpixFLG/ASej94Iv90LBsFLVk8UIeVra7TztEJOAbC85KfI2YeIjYopNnLvgPBG4C5a9v/9Ix3iakC+oVwiLY/+/12z2FL+IX4xaRln3Sdv33lidwQubcQpYjcmMdMxe5fWNTvPIt6MRPWr50HeQaPvvD8PEPTj+/Pi4Ze27TTIo7o6/z/4/WblXNGBGJkmQWm0hFM28oqs1at9E1IjZve6hrWK0VYQ7oI7uQpGWrtLn2KMKG0aQ0RsmxCB2xSc4KqnPvrTp+P18dPC0sd0i1+NjmsmIRYCY+B5vF5R84e9Q5g54J29xhbQ+Umnkaec9blepHJG0hZS2iJuOLWZ7628jF90R1l91psYjDw574IJIB8WY6qFU6Mc5qIN7l2rBcWqoplv5yLLKmcZ/nmbpUbPx+RJLKtyR3f6BN0b6CklqPiDlb5h5NCAqnywo5Ui6+dBwbOqsMFgsYbk0fSZCGUTbt9MbDZBFwFIo6mN5f6B8l+QtYFccm1lCoF5oNfFOTwuvETWu+mKQeB9Ri1BqL13hlUNEPWWme/kiqkNIViaxACBEqjqlWbFL8p+bBwMeLYRKV+pJfWAvF4DPiTZE/+QYW5XpjsK1N2GcPX8qHQDdDoe0CnZnVe9aPdNnGFQU/0Bih1tE9y9UO3g8adMU9bZA6kvH5w7N0Zf/x9U0Nfm2B11rpyu+rlwIb6RoX4xnZ8E/AYvAn/MBuZWF7DsF2HVJqABBn/sb0bblFLFftw/9YJ2yDGa524et6XY1nVfcW6i5d+nV9G7Afnmol4pOb6OkPYoIdx8eZJ+aK0akxsdByRm3BpDDKd/iUnEoP8uG8ZMTndybxX2rgHt9wEkS0+Ctjph7BbuJV+Q/MTHKSJYRdmyZL8KtEzf/5hBLCJVJ8qi+PcmCNY/WeiVsbn+qEow9k3Vow6Syc9Rto9yRwGpjuj0liL3Sql4Ju8JUo0R5xQsbGfbCbGC0YPaoZvfVyWO9yVfZ1rEQplIWGcji5ceOsmXmX0njPtuEnkuHy7yve4Z9ulzZ4jMaDPb0+ALIKaYBjMFBSdVsYPlpuLzMfHFzkPHJn6GCCpHIlCGpi7pVlsgFxpTqP9cinSEcTS1ajS0wQ1USKiOEj19piVCNKB7AuXBqN3maN3gm3+MCSbjPnVDeRwlAuiMGHtVZoWUxbhMOhZEkhOGPqadSgbpuTe6e9Q6UnOUfhz/PEuvLzM1u+uVgEy57t9jWWkMlVq8ZKK8NrfCrtelnFsVsXS29xrfc4U4Oe3NnuwwSMfKqR/5cQlM27D9D0ta/3W98KTEhvbsBKOK/nI/5FTaNYgB1UVUJ1CcLSxTi71ZElwg+T3qgoIR6dwmL10uJC1AjPn1eJMyRaQBQeCusnFYr1PpFmgnzBP1ni29eEnII1jXmvwcFdgUOph6CICGngNcMRWWdn/6W6SSqynub8aJG55SwEdv98czmFiSpEYAtBnCa38VPBBczS9jNH7VWsHj/4jJMlkGUqPYGjbyUG/beZa6Ot/mSUTxQLZ00tcwGoPsvNmvMyE2P10melfnNtFzIOAPEnJ+IAfCb5znQql45/5+zTdmm7QI7MAgkcB4mghGAcfyHgS5l9LR9zwYgDEIfvXb5TCunwuq/x4giDUfpS6rxUdOMVwjGrS9s35wVOTwg9AP3ofE6Y3XTnhnXzwZ66RMMgEuC12WE7pr3T/B6OVhlrtl/HaRGllZfCDOrGRYQI/3l3kHR3wUaMRQFIU6O3Z4382Y3nCA5TStYNQdFperOQqOvv71GW3R7ewQjS+2vNEe421H0wBqdhheKKaLeerfGkHQLi5Nef2o9TM7A/jUyjIJy/2QYNP2hpzpKu6RLN2QeTg8QRTLvTNItQLrkdOYlOVEVah/2wkRCDIi2ibhdCtVoNWRfSjDmVdoMYMRZBnho5ZjRu6Pa2+KfV9Y04IjE6B8ojh3CUkAtkAGh9agwVuonUHaleHqOxC3O9Vee/qNqeFpPG+z/5LgrPswSCKUN9t4Y2uku2KC3nDM1Fa/aAO38HFWp1dgpBJGbxWMvSq0ueYljhCCEpDL6csoec5soXfd6XKL7vZzNBUWD3EqD2uWNj0OxAeB7/NFEjq8XFfVsbW77oHE4mEA+bTiUTErThUhyafI8qrUA+ZJM4t8J4n9GsKpqBqB6djDfOV6it5VjS4OAr/+xxlswzpTGQ3Dgm+2qkgmeaKhPztEmiWES+1mC+i/8wyy+SNX/t58RVcPsiZMcWBk/6ILGHDGN+O1WeiWLBdREbXDDUvtc20pX9z/EeiBNijf0LT7qFKOnQAUBQ2h2n/JJ2Itt2Bv8EDmjcXCVZq3oO+GJnTcZSNMYpKDdsWDUuxbXAort7+M8uuNRkocob6WUkvT8XeyPdmAx9WlLjHgkoJshbqDcPML1RTMQgkjeC8lTOlw57ssfCiJJ6qJzgHcVjPtUG+g+RR/OrOeugqeVoa1alAsx3czuoH+TwxXBtOalp1Qs1BfEVIONXmTHej0Bi9dKP1509vQSxQrR17+RamtjrEE1NzblbmacR4s1n/Feh+N8Jx2Xn8eOJ/USTGIPipLSsmJhws1Tm1Wj7xuAuNjXX2VjHS1ZEaWilouM5mKh+YaYxOmc2MsvQZQ2WO4vjXZpH8PKQ+e1kiJ0ydngmp1OlZWYrXMT3LSo0XouAKn/yACtGPs3ZmctTc76bbJKW7DGjUBYtPQcMtG6/3oJPJZmPaJ1N9XjHZhNg3Uzvziu+bTSpmIDA2uyqDB/2ZEQUO/q9JGbiJ2IqZnczysAXZ4HIiv758y43hxDYm+Ya1yW1qDYKMnvQO4oiDubUYzEnSg7QH0Xtsf705d/VjDaXidj5zxHXBD7DyxTXlq8P/or1xbK/RPMohnBRM6GtRYK6ZBSxAKroDy70O+L6Oumi6mWAXkVnjCR1kdwD/bWYPGQi6nf/6c8OtQBcOZqVTtBPpY5M1pQBdRu8MC2G8zzFKPr99w+XSQaqmXrjczBRDQCqynaLf6iWYfGDl0sMGz+O219ogHOWCtnXBPtXHRBmdsUZpzWnJ+4XCXZJGCSPkCNOm8bME5F60xMlQd/O+JjoZFixiNjmu9dqoToeQhHoNpumjxJz7bY601pp/daFOGqoUg2+ZqjZy9JBlGPhIZGWCqI94iTOycV3WyWpYZihi1az0wIYY1DxPXrQKBfuathIbDxgYKfROTosnMTF9NLHuh2WH1LN+O6RaF7WTUbyGmevRmTcTCi7zOc0ThwNTouHBg9WZ7FmObXLl7g7Ed8GAt8eVmstaQkW4k4P0uihgiiG6sQZm9We63csrtnZyL6Z0mKrq/GX+b1ItiBoM/wopY6WAki014oGCD9AFakkjNowBRlmngFxXI2JFYnT76PYZ2hDtgrLEZLr2AmJ1PBv9Q9gQoYfXykMrVzR/JFuBXXPNY8wBXaZyhAknOwvpCFoUXcW6w2dXa6zm4RT3T2RvmAPV5I6or6xlzuMWhCJzM/yOoLjxkUMNiibr7FpqIciDDv49YfREtdy1+A9DfBP+iLV0lA6jrmAZst+y3Z7dyMEjyohGsizhZSlTEcDhm3VFw1Olu4BxprlCGNRLf753fv+SuM/SoUo651WfBtoc6VgIQmpUS57W63uvjfeuJS8+9qk28QRFQSn+4IoTOfvmVsJsDmDoG0K2Qw3t8Bx0EwwMQBPZv9d66apYR0u/tODaplYMuOyk4vNWbhpaadUVKv93JJgWHXjDizauHVRuEk6dCfSb/HjKw56VmIciIW8A+sDoIaOqfSA5KTgpCSoG8ybDYD9FEcvrpGgyfvxXlolaDcGl32m3QoGwXuxc33Eu4y75gIXWNYJTsfn+jFscKcGMt5DTbYYicFzvIVD3j6kTG0kB827i7nBOoOROZkTAFVIcvG/5w+WLlIer767xgLndDt8EgLhdUByXUWLtshkcezuebF5hsLsseuvlZAwEcKC/dnT0mDKl3vNL+WWZ2mzYLoWgsALzrCyt7JHrm2YNPUHTxV0pPnYIlLCbynulIajthoE/yM4XzaOn0k2xRhWTnK7DrRNy94WsxwKJas3j49ljSOxFF/tOD2jPIP3dzFnyD9hbQwzZDv1kFSo2bQ+bpKUB4Ag+L33X/L5L8r5JCwornV7xBUO27w0CDSu0007dG9Ba23lS3wpZkVOiEgO+qvQaaRY4DjmRQuJUKYYHeC/VPjyjI2B7BPmrNuuQqdotTq2m2+ifz5mzhe9X/r+t05jYcdYGJOfEwtUUVqUhHCqC2ro7Gabk/cIOb+PQW0M8c3YeqtpufKxSi5Ndf7aYJz0KMqNPCbs93WiucdYC1+5TJIV+7y9yy6HikXTKOguBx21HgwWt41hyTRFhfUGBzdfoUVw3VJLwJnVEsU4nIjo/LgNNDr9CaW61iwu7g2BnTkvoxgXm8gsNM152MaBQbZztk5Xi8A3kDXncEuzVbZh4Fkc+c31tK6eBrU3xEWU1+u1NRwE6Kh4qw4KA2JWTAEPgllg9OIFQkFQ1jFmIw/QXj8Bvcym/QWSASPySpX+RvEgUwHqbfgMkdWkNNScxzBkLHiq1g0eVew+e0jtL3fexbKWxT0fFahKqANJWk3rddutVp4nrxdK9RThnFly1FUtvnsNcpTutuvUsllN/heC6Ijyy6cAkd5UklpneWPEzhYXYlyvoNZeSh02IKLSGu1HxptX8fiCK3wP3hLL1wLdVCuKAJogNpeOkqOa2+Gake81kDelJJ1EgK9BMQoa9ZsyVIQRu15YP3m+WP6Rt3nX9ATq/9IDpIBmqsdj+bjVBLm2wHnZfCE91meG+Mikbzx/dKk/TZSgo8pceI6hxCmCf/r9uRT0NCyhRcEXM/VPF49QztGc7ErB6IMJSe1eWcxBHveCqXhcs0e+aUmhu10kCWlS3HineMmRQlxxOAoRkmo5AW91LUb8Xp/zv4b8GsMYvU8ox1pbEnj9nI2D4fo4evMBQZn44ybifgaW4K+gtpYZr1P2RawsCNTd83jfZMzZk/iNke0Y58iX53s1Z8YVyyZbAbp4EsDW2jMivNhSBV4/F8y6Xfaym/Tzs3al3YVSqj17HfUor9VyYfiFoD0yCGOKdMIcXx69tMZVK3RMPlTF/a/iuQWF/B9zXAX+ylqXgw7I2Gk7G1zSSxrdZv8QHkcHeak7D0Semk7vHbzPuDaaKrlOn/eHIa+y2IRo2dsAkvJD7gEmmOj33de9Bu1vkoZ26WGas1qcbBB6Vu7huEuBpW8ngXWySW9ZKkpCqykG5QS1mxYGbKPfuSbtUJpbp5w6Iqj2XOnpchqgU8LHedvWVnOgeAqVLFx3TUVSTRALxCwP+Ygo9fXWSN4+tNrEbibpykzwv5A2qXbKZr8gi0fLzO2Xy9alG6JlBsFIe/hLYL0VHUBUKDcoBR7Q4hkxAbRJ9bU2QOcRLDxCj1JW3xfgAIsc+Yrr6xwZO3m1oCkUUzh0kJHlCPwD4fGHaY74TqUJ48RllHDQNz0f09PXaiC1QYyRdyjWeWwOIBHovUBRp5h8+QiC75S5o8aygkdoKmq4BjSAYnuO9peVixNKOR412YLkm1if3gjpANFp8Lre7u8Pgnyuxk0kuepVZ5shMRLC3X5babOxKdmhAkt3kDub75+THcrFwBlweVJTwv8NbqhEFKr+9sGS5828WsaPDRCAGI5Gdi/4LhJfPTAnObsN6KPrfLQxm434WcLvSLqA7qkuXaSuwBqPL1/F3gDzvsnqNaV7Q3zIR3x8KSLaSOdosH1HiXoqluSLc3eIl2vAGCIDqnxMYfOLr4B074VmSt/x0hi7PEV4gVdriuSMMYOfWg3ZSkU8SCCxi+DEHM84OOtCgIDvjD79WFKpN6eihhn5ttGK07SdPy0HzDKIzw1YBOXhxaFNTxUtYM7QOZTdr6Ee0lHEdjOS6mtVClE7J7paGicDtHQrs7sclrL70iAkMwI34bNkDslkoTBoDPxYg748Nkzg2lDCA8eMZPHpzgo31HwpzH8gmT0WLoWaUOcJlkaz4ePs06uC01aJMb0pSfNVUxmPAEzoGp2j7JXcvR95L0Q6Zm/0B9BDL57vEu1/1983LhT3TT3TZCBLWeCRi0ClaPVNrTnodG1z/HEllCES638Khjs1FhV33Iyio8u/QfNAYy+8BGQyk0yltv979kDU694noqiz7AYQ+lUUhjEjP7RYWwyD//FEU+1AAuI+UJbBUCDGXJXkTMxRrJX7drvvkBjMcH3vNwT+0MT7P0Z5BylsvjFx49BpF4EpWqdgiww79o8T5upaHT0zpkoXkCHlkuVLYXfscrOHNc3zQzHNPdYf197AwLC2Za7z3qEEDnOGj2hh2duJa0KCkP/q6iEOFfgphCyv9khXpqxrSV+xNqVqATBO3mSFR2vrpOE0hyy3DnoNP/iQi42aVs5Dm+mAEXHwl9XTOZpTwNc1itmJC/3cU5AYKJhx+cFuFdI8A6mGhKxhjgfdEZROCMnbvk1oYTyMxkHfga2YWJbofhnnvuyLWh23mlal4a0FSkehdz16uUG6aqgiH/nKgr+odc1RHRlY0oW4a6DU0d7UUf2dnLqhIWMTgJKTlGHjn9yYsvTQQHa/Z3GSDGjpLpd7JOHTXYyD8d2/T0rmgKoZuTj6NZrHAlj3rUluhnHTPeD1zl9GdBq5DR4L8ykChv4DhfaFIJIMBbV7O3Kv6wBbpafRd+Fgq9uCDHkizTjmxe0PFn5Hu9XkhjlxJrao1NKDxdff9LtFZOpTEXDbfCUAwUQ1/MdGmWn/GZetHf/Lu3bUmHINQERsGQoIxCtIGor3C0Sl/9pNyS2opGAq323rQqAJeBWgTkVwFObUH/A4w9gx1WS1N6y6T4/3EKgSW02Zain0+JyWD8PELFFPUSH1w8Uh0m/b7A1SWTcm0W4dtOujZouuC6MqQ4eFOE531BH5DlqNXXLCCG8LyxTKBf9DG5aIKMzp0+iyS+ElGYESRonptn0cVzJ6LfkPrpWInzYU+av5tF8bXHLjHZkwcHuHS4y6Z3796FPkJ90PpNZLoO+jxs3i6eJ1DbJ+vexF4Yu13TfuZrnPBEpW9CPDz45qsNpgTrHnhXKPfV3cwG1KLb5IhoqK1zYgSqtw3cAaJmrxBog5mC+YzMGm9JvHoXQQTgyyHWudI32Idzi06+/k4nH3/mVGaK+84M7iPjj/vSTVIwv/oSb7lroiFj/LztlAo2AVu3T0KP/NG4aUP7H3vhcdZmGS28gH8Ph+c0iomvy/dJ6pSLr7tHhCPqZU21qcg8MR0Cm86GvBa3Ydim/QJxSoga5WLKrocgi+8VkvhxbjP5dAw+ndxE/Szo0GhwwcqAnClum+YKqFxcvmwzIGdL5wi72jRYMK9Q390wKUOY7uzuUOot4fpvDsgwa5SleTBv7Y9uhfkhlT/v9g9FX+nxdELPKZdgRqdW8vtS0wZk0cUY2iEi8TPFFn9Kof4+DAEUhsxjEn1wVoFuk1YnwPwVm09fW82GrZywahT2oSO8Tcgj4QVd7zZ0a5BK0mmJXhY/tBtd5ewMsQC+PNfEXWO3wANyd4fPdKmyl8lGShtKIgZDPINX9qy1B2rNZPDhuGJDikzy56k+G587yd1CNFR9rPDPE9hTK0faJNYMCyZKBQKDJVjC/pk77wDtcj6d1P6cbJuCdBmYqDWTbR5PCugC8IPLkN6UHmpEMwRbA+7aSC1pZqMBIUrbXsPY4hRvyl+R/YQ1U8i8Efx+dguecdCNhAeWUEX6aPtumFddYhIKuP1j3iycH2BYRqlbcRv2ga4ONyUn7XBudXfnZjSo6jmddrU82qgouOPm662/H0lwDBx/x7XytbtpidkBgMLRd/kHzHkxt+QPBPkzPrpzyUjOwB+76TbC7Ptl0d6eDPE+ENhiZBwn5bgeI/066w3ubFCfQmqXHLTbBJKVmLOnY1rw5qdm8fcsI2tERKIhuRY7sck+PNpm0D8eKuTiMJrZ0O4a3kufpDQL230ReXacmMBhYgRSc+Ryv6h1F9aWZz22GA2yXFWybauPXa5VOg5mJz/70uBiX2EBMDYZgYGeMWpjaKRwCMEc+zwG8h4bAr/ewsbIfEZdd5pAJgv23YJ/YoIYECz7qTFG1jFUHbv3Mod8xA8kHDaP+AUFo78sQ1m8gUJcUlPGl/R83nfNHRtA300h0Vg2Q4nBrFOTw3VrcuMekXAFvCjW9rpVNp6PUzcKr7YcokbA5Xe/kN7JoUVPtQhyDt4jl/H6hCtB6dE2BHqRR6kQ1iS4bHPlNKfyyXfbLhVN/vXWZZGSvc0aU4RmkX7RhZj6oIqlovAAMrS1lx1VHOoscwF7no5IqRZwqf70/GZW+1s1Bwpi/m8cGxLASXoarRejt7PdwbJwctaMq9284G5ADkbInJvc1jhmpMh0nHTy+CDFtB/WWNMj32lS881B1g54wuK/g1IIcsiEs70SgzF6CjQo7YwXNIh64tUNako5QwAdvXMOZnb+FTEd5pen6QjKGhQAnM4VWClt9fX1f3p/5t+14TPvbCp0mGiuiwFNQIGW8LJRWrOK/u36kSVqz70FHcS36YBxkR2Dv5fgvXya4bUXIykn0hddY87Lzs20kY2XKaQ1N728YSufWybd7tnYjyRbZteX3gA4TalSSIAiIOMT7WgPJLO9dgZ1jUVop087sdaoAcpW4hq+qCrGrJUhDKIy8xbNYvqbcaiRuGh/4exrRJ9RuPJxp/F2c0XuY3L8WlAn8f1QHAPkxfxbF4BVkK3Hn2bynmoKW2QVcIWc5ybpxphbxQbADCVKIBI2nWIoJhrvgF5eIaz/IupPM6ddgi8Unq4hm0Yu3LVZw1FVgAIdx6CpKrW7zYXLr8IyCG9INHxwYXU8fUDZ59qFr4XQ8PYoDZrJdjUuScu8Qx8n9YlpySb8XCGw1MVeoMWWmYGFGxUgh/XVDDDALAr0ebgCY8CN+LU1F0yZwU1SG8kgaJRpt4F71Y1vn3YEFAj3eyofaDViEg2Vgwb8qIDkNtRnh80SWQl+EiFpc6H1RUpwCdKyBgdtLGGWukQ2CICG8pvGImZxSvAOOqK+Lr3/GGLjUkOTvUQoscM19mZe3ro/g4PoQjgyrKjdQda+7LtoEE5+kO3utrwg9gwTo3/uzbvxyFVkgukQ6m5J6v3wBmpJysBhGbz1/3rWieGMPHz4duuhocKqseWVir6h+u0XYime9IPPpg57cYuRWUbsnemKTT62e4nFT6bhh/8AWskcJ4uHPPB26U+rhl5mJ7I/lpdEiuefLeuN6j7iqtxM3hBIuf04xWXMAl/PpNxFbSgJNNy+GM7aJ2oZ9IwgkTApfHyKqMZZ9Qrn2Fh9+aPY1fuUvvWNjA1e67/FJJp80CcnTgEW8PU1OtkfFBn6EfEkiP0PtXAfwATyVl2bSbyIrRPe01Gc+QjwQX6WWvfCQq1wESfZn2aGETWzwuCPGq6GdUbtwAYIOeXF5qCFYvJSVrsw+60GSSaGpRQ2nAVHFhrcHZ/6pv54hIhOqUlfpEJD63aISRezIicKVEYdskGq5AeKLzTnSfPnMcHVU0Q11oGHFrYxgebY029cLXjA6IaVKsZlhNAIVNINvn4sf/VK/NMhRUyzAgr1RfML+imPeO4kb7C1+2nO+CajxvfeWgQhxydyEAAHsfFo4cz+QHRBOSfKxmttuuKpUvYfQYz58i0lxjrK7MIHngYcpd4ip63qB1NhgVEvEn1UGWcfOAGEFyV0sV1Q2164rcSJojywThhXNNGT/s3l4T4zGVyuUq28QFpSGYup9nmVY2A5QWJgPs9LV2n+A7I/IcJteKHyrhDjX2Jy73dewya/PUFblSjkZquJhD2HQWCQmKOm21+KSqKpMouBipOR300RSP4MXSJY5WE1xXsnTR2bMmonk6PHmlSiWjEB409EeilpNLf136GB7b4tK90qiAnGtPeElo5URdllbc2fQslXvgOgqpIWGkR4evs9Vh6h5mGGQ/60aTqcXVlJv4cTu/ORueBVa12J3OpKqx5lvLgQUStacmP2Ch/Co7f1Gp2TrP4Yp78u122mHZTFNcp50JGhTpzq660fI/FlkJYh0hZhNsYIhkj9r8UGsAiQVKNQsR0yWYRPed8Xh2pPMWosmQBVEQ+A2yihcaOa0gmEQ1oDwObxhJHMmsolTnvPQq7a7/WXn80bqZMIBZYurxnK4Wc1ewdAXuTHuS8P3ObWLEnNEzvNS0IJX/RBorAscjR8F7Ub+FdTWYrck5vEccSPnlvh1LDbyTOnIqbaui8/w/Sr8sDBmgwVZKYS40Ga9/rDQsQH0VTtwUW30lwFDH3tbRHuOM6ok1didZiqUTacgLddU+vgVkSYLMD8hBifpXZsDouekEoQFHqf0p6zLV7Ar9ES+6QVW5otH0qEj0/NCJc+yR7BE4d3A7ZahuFFJTg8NSM853wY95Dd1q3YV67EwOpEXV/3KJ0qTz+flBAdN3ndnRhMNWvqGH4Sylq9EbjM4i6kLtTs3eV35/QLJcFqerLMGYuqmV/xtco6G8e1c3k15wgui6rRMHlZS/q9zrO7hs0lq1UOxSqrstEh+edWipJZp391vQXcFQlcC0LgLQG5EfOFvyGo88rzKyrzUqgNH2QtiNWpLaju4CP81XgVvG15+T+Pa1SDOlvPpB4Cl8EbiENtMQr+c9Gx+y8RQrlz34l39eDwK1CMEUpWkIkO6ZdNPm2v94ytwNKdHGIYOSEQ4RYOArr7iUgQFjtAUvPWEQEYQrHpDAJFBQBjzNNnT5ZXS9FM5/7NLlnXNKiEb+a6BhQBZSsXAGLmmE050J414uW+fI30vIRSBv/XtTcQypK1GOnQOaa37JWBM3gBJufk+3TbpAK+FHDr1Gebs1fl1colZ76NgooGxDqMAK2drLiOEhjpn3JKSTAs1hmpVT1viodiGqfzv2/zEhdLUOL/lKBr4QTu1zMxLRvkoegvuKKh1rnFq51mRxywKf3258j8/Knqx+gIA6TNy2+/y0Lt4yJzSjcrRZxIveGKvd3xkUBM942pMbX3CDqtPAc4YEYkpqR5fKtwQWXDyluA/VA8FOMQAcP+Dtc0CzhxGJY362lEEPw1k1DLlyfnSsmCMX2pvAienXzYZEHZAouKf0ULm7WVIMvX71AGWR3t+ZsoRZnAaTRnJnqTv5QEpHk71Df2QKdJFPd0Y59xwcWCWG1OZs08yuQ9gnaEvCWx47fpgtLtoZdy7o2NcYQH/HaJEhp0LE7nkXZ1IL3BhFUrVDct0layJm4CFR2Ml6xLrfLqI6VpzWdqQB0rZ50bKYoKAdwwWbFlsAVYWEWM/x5tHKWXPvl0Lj0jZAmKgOh7l/rawZoQGTxrAN41HS4cqqjJmhlFmAdrtEGWpDsQ9ZmTIJ5jmbiWy0iinZzzH0xtqkJvqWxZm4c/1k1G0foPJlASvYhSAPnovKiIuEaLs0fEezPNMT/PuBvnZ2qA2HowBpKvW8k2F3lG9EgdQK5LfaR1yMBTQuMqox1++mfggcM5kNiGBRgx4ygCOoH3Ly+leW+JSDCNuDTwUc9RzCCBOcs2IWmXm2sfGnXrBu9alOrt7aT7CAbN6CeB7tICIi2e5O45SefZIAj9bqN7GtlSQlOOpAu3qsbZGWU7mSNRg6YVMpjobiI58LS9ER8E5lPQVS0Jg41GHWU6Ra7tkdit2LJfvGP+cMlDFjcH6voJ6ZF6qEmybhJlpzN6JE0riM5SElshbUkr5IdYz2tIZHPu87Yf2X43X+cujIhEE95/bkFAImXYh04W6IhkZHXuALaaX5wPaw/CrfyGTEWxws5f7C1+TC/LKbEdVwsyasUGICiQYFkWCSjSBnmuGkMtnH5E53kzlN+2uDyY8dAkYhqw2pTrFaH1i0e+3La96R4dhih29Qdu132ntb22UBJh1stPPPZBRxmH/UzfEzfEzp2m6jbZ9b/8vGAgNumftuPfBb7tGHMxh4uD+dGL3kMQ4E8CABCIhZMaon0rw/kRSH59CdskUZztdLq1Gsm+HskIlT6eecvv8Ws5rc8epGIpPhaXM8tqX3uWvSVLYnlhAom3rHapOa+pnSeUms6SJBPstd40jz3hM5mR2L7qJ/ByBCsdhhvhy6aUWYXhtK8QBHjlSqzGdoet/19uCsA+LRw5r9XX3uwWvCbtonuyxsitzz+8exGOHhL3ZVDIGZOqs132wiQMCImMzNVRbkFDQdRp/36pYfISFjbMdvdAafeROeXQZkY+52M6GYg2Pz/OGXSegmL4L0LKlGpLRCreRTPdQjOT5dZfEnxXVsZ2CMa0jzxEZATiLg5gB9plLJSDw5PKKEWzh/zgz/azNYJvf41xHZ3hiXPzXhAWnWAxUJv1f4NDArpUUW39t8yTdRtQneTrMNTgZAQqjOspM0IUxNWvpHBMrEN1V87j3E9p3UT2I482ZT57onn6Sr+Fx9+rZPvedXU5ZYjot/9rkKuKuvzP0Xh1a8/HXUGu7R+sJosHu3cPpCWbeAn58OdGDWqkwGElKAHbwLsL23tfRcX6u6lu7JwEPEwVPqyMTBwH702lcGuQ8039T4tT841n1LDdnBJyKA9W5k5VasM2tCYSetekkXcxkxFu//100ZOuGOecmNVB22moYvrw4kDa0h8qhn1AqV6h3TANIHVzhJQhrnmdGux4Z8BFaUdBRjj4+JjaLsyhqasYioSrzJ1XK6FVsBboJAoQqqruQfGhF1wxvrkiHa3ktdJV6l1WKGN3Q7GGGROxTcJcXPp+XiPi+IjoM/uoYKMKCPiW7DeqaIodbk8dl6GmKLTw6fqtsDyGB/4XrPxRmAvLccT6r2L/Ma5Kal6vkkJeVDA5IECrSLprsJZkmD06xWXaUYzFvlNLrO6V87a0lZ66P1EoFrsQMrk+kfUPMPLRf0MeC5wpSTcL/MvYEEnp94OEyjLUKKA1Uh0O4tRzQ7EMA0xN121ZjwnCtLdfG/dBAssyc5vzsuyLq33I7K60D4pUx9/NPJIYswLrnaiR+02K0FHQFwUJF7GFLHUnfX4avpchxWAQ9TRv70KEgCIBVyjZO3qOK8Nl7Ne0mWNM+RZt7drLQKLFJV6hDvstQaogQNoadfzmQe4mNB4i0XG/jNHk9WVqNaVa+rPppn4FKUIGtEQi1JNBTcQUuAXkbIL86dd/o/wW4Jqz9T0YRlFz69PifvaNTwfR7PITatjlzK/PiRTdQeWFd0pJf28ojOkx5pdsIobzpbjfNrl4N+aD6gSCGKLn49cFz82lMCmOSX03HNqc0F0oNLvZNcS2gvRUpFx0lixS3MYQSWgq0FdaXHc5kkS+zF7tXeLugPVrYscwpR2PwyDHl7hAsiK2SO96p6135vsI1v6TJz3r2pihHr0ZsJKpAHl3TqxyTbTi2C/ZMmqwihZujqFbKQIvj8dCDYgFPZJKAdbvKNy+a9XgourWCOfDTt46mxWY+gQD9v+spBz9I0SxqcwG+9bNVF8tl1opFaUz5KipkAI0vKiTCwKNDm3vqK39IXXAomIWPyS3GuVhR+fPE2yEp3NzIPQzDVMzBjFmtQQcgTDj3NFQNCWdY5RX3TguMmQbeXK4M/AefDiSFPcAdArN/no7Cqey0kL41P3iPASOee2qCyadZK4yHkPYyZ5XuxHEOeyPlUc1jXhq3a1m0i2uYofc2AvxZ9QOfbabYYp5KVNAQfSBu8n67vDwBXPpYwW8plE8sJV1gODFhILdGJagaX2onv5oek09u4xUrsqtct+Gabpe7pIxMzOtvd++rkX/LpUE/5ULk8EzyNV4O6TnaeZtiy5CNvGaiS/sSdLC8mjdSnL5rHOQBHaJz/j/pLGUBiZn8QqzoY13s+ZWMhFnhiJq9eYfo9WaV0jfbYpqOqn6Ial9y3Gs89PTr+jYKivtWU+hBIirI6VlnG41bESaVVRQnKaUkjQpIDGPOdcZ7fDta4PKdHSdDOMs4gDuZowl34KbXdPpD8MCl6FaGKaYhn2C/nXga6ozqQfLlsp5fUaTRC0ClKSUoQYTWkGPo0xZ1Vdp4xr7K+TNHhDdqx7R25wb/sz/SBsJliK81yxMTnWYa+Cgth33XPCHE5mPh7PbcIyO99baKJ2o0szJWcW2ofBRWaHFOx40StTmP46kSCl8Z5UuzIeDz6n1BniF8Vh53QXpfWqg2/XpAyd5QpGKkJnAveV9TUw+Eo1EEQpJSqXvhAjdFpO7M6r7SH7plUK+/MRGwoel3Q5Xn/px5Ge7r82O/2/zYUefCiijzLRaKQrP+h8NYsr4GGxmZrhKJeFJ6npOwyWBwZHk0bThG8REwKCdGPv2VikllFvGEB9UhhJpSIWSK24vw0iIpk0oGY6Pl3qMqkb8YPwZExx3jxI89kO5j7OWVtIDgxLpnna6+CiUDfD9d2fy49ol0giEjW4AC/+EC0s3rshBVsBs8qROta0xGeGqUowgIGZ1JJQxomuvNPV39ZzSlVOyV1fxkKGIY0b/Wpa63tGRA8YLryrX7yN1jBXvyPDfynI9hppNDGJ3Uf1r3cwrfNi0Pllizx30lQR4xJMbOkwKBy+an/VCz8OXD5dpInR0mmWbduJ8vr04GNleDbiO0uKPCXsUz9LslXn53tIR4KDpoyPiEYDGpxNWhB73g/ACHNvWxD2pmnd6L+LM+L92x0NLRxEc2nBEBkft+ncEpVhCPoO69mGs2Ivxg/Cmf6Ph+M4vJD2ZQK4SGbqpgUcfM6idvl6nGQPqkNlLfnPlJLhuoHwL56kKe1PXU2hQ4jw6NafvQbflX9TGOd0DeSMHNYNUGAEI7TgTX+NA7xiB3/RMP7Hdg2x7toXfDEOLQam8KOVJlZ56s1uoJo+l62l1xbPPyRiHEXKReefjC6bVaWvmLtRecZJ6+0MnSpub5TQ7RXLqn2kvQ1hTqpy28KDmfyLaKFOMNbIhiAC+y7d5DCfsoJo6JtMPdazIXXfeL0d0Ql6m9lTeGw6eZJ12YgRuZSpfvf1SrdsNfCcOOTMpDRmvyMcZrb39HMZV+j75DKMEo9EjoldL5OC5tWXkOj4s+8e4b9Xz3GhecLH35r4SPqMkIy8Ac4DwT4iW1UOWu9OZiwARQbfXc9tpiypJy1vMJZFdHh9jSXZfTCH4lXX4l3k8rXMxc66x0h8J1WOq2wgCQD7g5n6vujlO7fYAIf77SF34572WbbXewRsBwUqhY04joU26pgKHRsrpbKIZZc/UkJGXA8xwSCXyc7+o3Sm3Vf2If7TZsn42ltr5Y4Lvp5Gm8/nJalta4Qkum9E9YFieViuP0lAa35baffbj1cH8akJoWGkF+WO0i+PZZgLFmioLpQDP2jhlS5AzN63Q2ivj17HTOPq/tDA8MPaClkx9MOB+FJitUc4swgtbQP4m7m1LyrmHDO1HlN60H/QJgW9v0QZW9AA4toyQwXaLXS/oNn/Hme5uSZv8EPDhSCorvm/i3L+tj55BT6Dwfh+3WtSEHvaQ68hvAEjNPkjli/pLQVnBWp6P+2k/pQmCWpZbWPM3FBAl3XR5dxH++3M8eKpcJwQaLRsMeS13hXi+sQiQqakUkWPa2AndUyvwyXVHmL3F9ZCTOgMZ9VTMriwiK9vAcyehQIE1pXSkdBPyNl4BQq2mXzk6+v6Ooro1i9BTvJihiKvhvo9x+gdj+TE3e4n6D1AQAAHzEMI70icYVc19ttis6M2NcqPABDuye05HcJw0IeTO8AJNIvjLi4FVelFSt99mXJMFFf6oTK4nywyNCZwDP4xW3cFhCSnC7EzzqyFBAHo9u8wzgynHOYqI1WPqYNdWawFtmBaxqI25hW4BHZUFiLa8SMLlGmORgKrEcqieaf804Uial+uwBZOdcbNrWh25Z1ONgmywyciXaWV59zM+vDxV9Am/zKAJVOi2hGkZo9mWY8JlPXc27wxEa32xoVhFqViE5qEoLi7/ewm4OEL0JepsaG62SeyKeEJxiRJQAbehAfXxuVsxftHv1h1oKxD/7ntnI05derP/AwLUG9sfkBbWt20YlkiRHMkUYZs9iTvk5t3Sj34AxPFN1BzmMEhRCVLvzw6OFAVPVyNCX7AljmK4qRcMZ8NUlQjZi+y0qLL+Srag4uwNYCOTQ9tAKXKiGwECxhLH6JI2QvZkT8n9RU/ApXHpc0zZngW7oGiOdZ/x9lXVp760QU9rcHxd+KO1qn0Bgk8usmR/UHI+ZlvhcxxgU90iuAqzEaQ4F+A+I7hBccuYL22cd+qAa0YNDaMO3ESV5yB2G+6Am++QnQs+3k1AjHGl/RoCIBN/w7xf/eg83bSd3GduLU6letgRtZjMUqONwOCJrnZwVxTN/sLJotAWjSsvfvTcVp/qrwtTgIClCyrkeb8cJKe6/2og5Z+Wnx7BDsqFmEW/r2RegnAPH43H5kMZvOod3IEWplbyErVAddQ9w90AzjVLGb8C5ILG7//kLXc7vmnv10AUX1FqaXYXBvl/bszUfl2CqiOv5ODBRNdnijOxVjbUGxmIOtYMkTSjlncMXUhD70eqFjHOHcdDonIlalwEDdHZaUDnOv4neIJyXR/qNr0545KcMkG+lV+FFgEQvB/y17UZjBcg1F4W5r1UUdgU29pTL629rkyKCo5+ZeaQcuLHRnhxpmkIZ3LhB+w2y5ITKFrZ49JxGnaYWHZCa7ZSx76DSgFTjBGyC/R5iyjtiCOII63XsZKaUXZrWjse1WWwC9Ls9+473xldBavFFVk/KaXj5YALsZzGTfUsipwHozwQvd/Icuf0TcKRIrJbrPmRyG22pD+BtP5Tk2K+Z7/G+CXFiuhaDIEM6ZbxRusvJxFHwcC80Z/g7nIaCg5Bf8DxtcsRFJzoC/r4ga8XhdurjQlNljWMShxrr4WItT5CgvLGvJoC0ucjxw0CVvHgFvm6cR+8CAUgUS360QsW9scbNONzXBm25/BH6mKb/K4GZbc6wf8bLTEsuoZv/Jx68WyFgWlkED/fjqib4CnVQnWRr5mJqc8boYJHqXJa3naG1qY+R15YgPHfAWCPrYdWAIMfvtzX9cqNZopkqhOAKlAU+tPnY/UIwt3LTrmix8mKwxkzfGOaTy9Jx4yxh94akhMKOxBFcc1Ifuve8/NPGhC295HhVw7E/2CDrz1TsFn10UfoPLCTTCqA3FvxVT9NuJ/DzMYt9fPqPvcIf78yBtzO7xav6D28ij+8wui797lXAC3Ag+2mKwBqx5e4cIZ0KlTa9nKdB05DaHdu+nqg6DS5zEcAaw6syVdxYE3XCNVtd2NxrKhEHA5MmB3uLwJ4afK+TGH4IXPckScEkl1nMwUyyQwhCALwQ5vTfnjfsmLcSI2Ghf42HEOzV8A95gk3OZsIDsvJdAhiSQrnisxh7eMeDRa0NSSV+CtXxnMRVKXpa9vygqUvMkQ/8KmaTwWIuqFU+CrYHxF/A8vDbOf0I9hdhaWX8e9tD1TX+Fsn4DEOCTMvyde/6gLqissbdMwzw0JSrPlH0NAoRSENTVMdK4+6JgaA0ds/2TxGkQ+rAXmeObF2Fwl1IfNnXngM9PI9wDwGq9+lTVdTLfDTePXsdJLryUl6nkv2MsACDl+XAJvT/cOOYE6ItoFDOsW+v9gPgvHrtrej99w1UdJUziXzsHlccMLzMKkS/DiWTW3iglMNPO5Px3m6l+qmtVhXsRxOckQQcClysYOe6NbjJk5FBdtM0iztLNw+MJHoUbK0YGkdgyiYZoZxZ+RrrpGL8HzqJDlkEX+lo6Lny9/Vgi08mDJC4YkcMQP6MXdq+kYo5qVx6Fav/5EsPikcgxGrwGKfs4UCn7fdt/vAq5K1wRIt6o6JonaptmHr2Y4xzyI6Z697aj1fKi2QaETMX+fMm+zRdtK1TYwf1WGIK+9DKqbUVHc+LGfJJI+KOHLWgRlqyxcUGMsK/79Snif4qJJUAQIqwIBUsnN4IxrQbmhg5NqseIv0rOvTbzfCzTTL/FV6odFypJmSZwD+6wBXb/lxCZTAPBZ9n/zC98lo3EFGCR6X3t6bf3o8xmt0++RaB68Eu0LiGUNFssAfC6zATyKMbP+/xOxNaerKDlyj8Ox/nQWrj30LSUFaWOj5nqWJm5TXv7DRvwYBIp8A5sP9w1GNDe9BA2g75F/Cz+Cl3QF1D7kSeIXzqTEf33xYoeiZDNwU+fqfyFaUp1B6UTyUJYT6ZBnEUSu4rtq6PbPm0XHOdvlwL/GbbM78CaDUWH4wo2LW8DDSjyz8CR2WgwzUKC0oQbCsIBHF+1jtWGepHanrpTYWQg/g/xFib3aZtW8JlHKoCMup+VfkhWFzcAU5xp2dYxgijYpxwzby3yDlODDGvimHW6eHbTpUzQ/ExeiKDNir7a7MpgsietSMOj9LcRHrUcaCtB4ylNadadsoNT5GVkWRjgbcDMV1e2iTV9c8Pc078vdza8j67HW5Zg38yDg199FdX4Vh2M3sst/ERBFVZCGTX++ZOBi5XAkBFmabGHiq25OoWjQDklQjFFFWtvgMGEH6TnpHx49hjKW8mbVCzNXCWjKNWuZJgnAM6NgOgnpTO4fHdxtxr107F/il9r4qE6r+O6/zeO0sJunBTRG9Iu+RA3/gogS3GihYpUPBZyVsqCpdhM0U9sds3j4ZxqGfoPINditTWS+lTv1BQvm30c3RbJ30lljTTjXNuvi+ZtVrK7h6gOVQmh5P2+wDBj2R4W7Dk2SwKvND/jLvHnwxtVpglvVGLhInXUi8kUew91LNOElS5EFgF+sP3NhaPzqvagdIBohHzddJwrMEIgNqmcgRG0FVN1r2YjzDfhV/eKlCFSbmR/eT2Ar96HnJzqugzE3KF44qJwyQMXU3dqWtt5FN22v7Bob69i5jYr3Yvw5rWlmueec/RUi0KLtfnoZwg7s/SKN6srV9y/QM0VoZ+P99lMcB2UsHbgVh9HI4NFAA0UGPl761M24i/TFAs0eg+kGpeKbCZnH+T8upvk/fyz2D3Eg0Wc/nbxWSamxFHfF2JXaj4uGpk2Tnzj13omap53DP49xemteRO0RLOAUzMZAupCReFVpmD2Tl4tgrPa0/GaKatWp3lfdUrMfcStlGreborySTf9Dy+q0t+G8Hit3HPwsH4AopIsA6Gm4+gAzygBANLkLNsYCK6lpA9LR+tQdnl4/ZnBZRQ3Ia5bsA2Ei9PbIUITuXJN7AfL8V11D6nVtCXvArVPmCEF5nz7ypN+Bpn62iba7Wp5T4W1hysQngHZjyYAOC5pJ2h4royzXLpvfmzVQkcZCWlN/i5br5apSjCYDmc9KQ26JHNuIPHqtJp5bMvO+tu9OsOr6ZrMis64Bj9nb8BRVitekIHDhkuVwgvhjAAnDjdnl+V+qGoevhlvM5Ssawp6SaHjNI89EUT4jyZMpcltMWyRYpy9wfp2P0kjsYtFGDVHKKRrF22IqtBZEpfIp4NgZEHNJwxhMhRQ4VD7aiaByQW9tfYRo6cuxQ7V+VIoYoFWcsX/8Q0GrKvAoxAAXLoaAi2Gn/8457ch/RezwZDWpmJaRpFBX7edrHz6C8w8Si1fkv3cezmpNQN92yzBWRiSuqULtkdctp0FDdtVM8JGVmQfEDFmDbMyVtdBXAfSHOQBAYTJBvUIjvBKxz6HPrA3YZNjBWpLsFCGbh/xrVFw8wNRVeUexFUO+4wWnPr3jc4+MkWnWroUUsmwbSbphU49bgB38zPtpGJU9ZAcNWzDYZ9IV8Fk09m5DHORdrzlrjzEC6pjW0A4/mMxMBEw8c7foGeN1Min3ICTt1cydkGAU9cM/O2SVVeZUnCg8QeaNgRHJ7pNhv7gwfbMLst7h1PwULgjRcJkuvsao0NoJB6tR8fPY+tFAFjUcRgs/8q2rL68w5KbbdILcx6kP1Wnnmbd6jFqdVtUQR9gVx4izHwJc6YNWGTB3MHpc22FZSP4MiZqyZI/jIK7y3hNXimxsz5LqzbmtbejADoaEiJuFnEeBU+0950L9+f0YUTkST98dPY8GnBXtYMC2ZTI9OVul6vSJvjRgriEIRzfpQ9L871eJWyOwMF+X6oK2mpZ9OhfEhwZYDe21accmayOgiA1c7N9lp6pav+KCYcXyEEbLmKqTVY6kpQzoudbXOzzo6wytENMghYR90BfNHGowzcpd5xqb5u8IDM7A7BRPKRBNEax16gKRWyKGQJSnGMYny38Fk+Xpeg1u5Ou8L1AK5vYhiWytb7opvWkhcc11r0sQTwRLo4dNxA3CnREXFWfJVns3Y8FLRjWEfXYuzvKIlyCi96BoC2eLPxPHDBJnnEeHR9/BW/zpDERgFrBQRn1spLg0S2wEZJJCvgyEhSXI5i8Y4+EwY6LN0W/YA2wV1YzlQPsHvB76JP1/XqejvDXaoES9aTKzpy5G1Pt1al3qukE4vYp1qPRq9WqmG3Ublj0jNYCTyzISyy9h9HJPeejVvkHGmYknOPOgBmUaVI9nY4Yj9ekP+IyTyuzC8ENvOxaBpHMhBMnlzV1DvdK25OAdJNVn4uFwmRQJvwGYGP1cqM8lNE/f0sHMl5kvsBok96HQl2bwxOlUbuA5u0OCoeYoQ8uTVdCOhyFoIVdzIhEaYm2pv3QZbEADrlpjRqFp8fehie1FVGEz5EYlmU6cPgg42VLPeKscZ2TDoQmiCaJTt2uTuZ7rNlXUS+UU6/oyMRlhUvZg+pyoOhQnNe5iGNGQHoeuyoE9P5axdJ1uwp/1Bm+MuULSyi0voKVDsPuio4jiCqXU2wBLm464b6JkXOAxlOvgiOxRC3JUCcag93RQVumFcYonF30z48O8jFFsfaw7eLr9gzVge2ellLrQyiuzsUlWtv0UU1WL9Jbzw8oZRE8gpLsbj30JkH2Wt0ODBbFdxmH3BHHblAWIoqQ9neoAbwHUqAgDvMhjYkm1Sy1ZYxEzCmYQCp7FXVYSovz2/rYcJbd/zE3AG0GBV8Ya0hrV1K4oU14aLfqql0BNk6rzFIaQ4xwwJnLMSXj8GBSlbfl3oLEaWnSc+fss2jdaglnmWrWupRsXsUgoAYcj8kBbmvx1pQHCM1UtN6CRSiXDWXq+ZUKFGEY/QnH+43qnNkLl324MhhJsTpzxVBUMONtx6gVFm3u1gcSTTlR+YMGDrkwAz2AUxWy72Z2lEJkP/4+OV/ANNkXirVuhTY+0gdJEBy86udePSi8lTat+YFOBb8xgZBNeQsomZeZnEGZPoKYqQkBeJgTzkzzTxE50f80tU8DuCr8htbfTI7kq700oii6N5hgFN3C66KOXhTTHvi23E5ilLBmj3Md6SP6mXAmyZklGTpiEZsN7hzYQWqIAeLPH7s562rKk+jVqLhtUF12UD95MjTPL2KVoNQ09962unhEisjAKxEXLe73dH5fEqqOKmihANB/DdohSbJIuefymteo6x7A/oOTQC6unHhqO6/FUilUcLV9fpeMFPwjsZ1JBzd+m+A60hzInYZnrguNRudcQLZzaIB12qnPmIvlZNqgkNsrqF79rKUrGFZveQqqRnE3yORhxARPizX0OrOaXqTqZXiibRSuVPAr9iginRS+lX4Odp/NkZWT89vKvixOLdw0JkNEY1j6ZvfN1TlJQjtdqMfqg46yycUh98X7xeG1YJmZGsXNKRSY37t0XZAnLqFU2sNuNctUuqtdb0CrHH8cGbvzslfipYiXb3N88DGWrqBKFBXEMM1hXs4hJmHo4R6ioucq9jwpt0YSMnMIUYQn24lkFLFVbxYK/AXhOoRG7sSUqRLJmGGe210JqP7k8pFcSyviMssCnyVutECr226R6zyUXqo5UNo3kpen4i3mfdJ8UDLAoPU20IaM5Oh5/85ZI8HXHWdzRKKDesKMPz0riDU8FqOv8dJqSly89WD/cNUCQQKCNanfIMQjP3C76gEHjWOmCtUZbnGkZXze8APomDNhyhlVrVJK2yM8zdmKvi9seMkftuwW3n2Nvqj3H65zbI+vaXwM/rhU7iN0H5IPzuUal1i6uowpDZVzd8UPZ6uJK5n52MnGZHQKYehd2w+E2UHuoLNdGI0rQ46e4XmliK4fdZw23hXuQXMggc7FNIOv6xEXMZnmD7lK15JfFYlY2FKkCLiR18GHrEzhJCDSY/QfYjYMkxraUOMYqNq00jlHO32SgWZ08kzOL2wusqdLzMOhd1zDqoWNdJxsyOU9DJU2qXbByZ+oggEHuYnRuvBkPAphgEF8GdVWC66gDEkh3zaoV2LNHH/6RXljNfrVqu6c9DOO3LlM5zgnAnlLw+pkknsq3S3oY9xerMw4KJe/3VEuNhVG1HgJrHwX98js402a3BkppINvhrVm5YN1N8LPYrg6h26s/0RnqN/I/AnLQWN36+5ZSVXyIXUpUzTcYjTSO5AXN9Ho9SkMkyPAMzIGsiTiJnnYdkti2oOsBG5oppK2tL8P3c/k+OhG2iBUDc2rAJ+g9rhXErNdc4F3S+dz6dEF80Tq0shZYn4VyqS47YUtCNg/oaO1nbKXOsIDwjSpSY4RMtW0Wx4pRyCR3r86YGvHjTUhYtPqMG/XCWN7WiXN1gcQbZX3YFTXgGBiuronrHmWsBwF/OakkrgTsDdkYD1cclExgNDvvyKvsYMLzg9P6yABaClSublwMUvPh64ZRi81ybGCSwqnf3lNrfr1SRsUDGy4ZtFK/q68TZT7BGk3r9o/HgTVBfw4iQoAJTJuRavA13Ij+1L4AcT+1v/9eoM5k5J6GyMb7KJJEip8DKMREj69ofezDtRWbiHVKDLlC94SXXxMb/v+Xd0yucksvNQH4uEcxH8H5qos09fg2nchakRn2zGCU37wkkLB+GSGHhWuhPzzURyZmSCyLJBjKil+jC2f4lFBVFh/dVwXoWqlfju1EELuHg7kxYH5/oUHC9D15qgTlo1hhlfwxkc4bBRuEVEMicFy7/Cq0F/n//2DEexmIb60pao4MMiBHn1h3hdRykrQCftBnqZXWcdPFmWm1iym4fFIX1g0kz4w7V3mVNEsULghjtBq/jcn3LqGgLeyqw0NLg1nKMmz4FfGJIlbV7MdxSa3XgCZwSkuYd6zeKmKBTmataizFukqmqNfEmoLrBkcIJMRflCzLHGd52yvzPy9BCVwidE3kaqSwPCEcoEUZZ+Z0IwQ4fYF0kzerS/o+skxmSCmu7uB77qcYU4xbp+Xef1PjZRjb9dScnkGnTNEVH7Fhb/C5VcP/aE7g36PnCtYyt8lbEU+ZzYvPAC+Be+jUZto0jTu4Ds1Ek5jOLIFpjGGes4cXx8JnPCYFfbsR1/uZZVU3pKjZnkhsT5jKqknx/3clKRkBrR8fCiZfrTSPyaq5vjGrz4TeD94AteK3toVWJuUajsGSM4BjMWmgKNiou4/XeW7lBc26xxJBta6CVHiJPcCLQSW1Wrlwiio3L+fkURyImXrS3+9vTjYfUn7PXe20uMOO6VxJ4yb7zhffLYX6ZVgZJZFJ/dUtBaYecbiqINddko7t9deHNki2SjOrn7czX90SfaM7sFI8XuuD9lCxck9mELIKxLsPzgVWtr5CSI3Syl9HcjfGtDTa9Qzx2BoeHJSH+4B2kLMvZLQnSMDecqrcsNzKRe1wHxvZ7u0O39oJ2H39Yg4w4xRfap3x3beBUCPuUbcI/n+FLvBKqmMQNGhIMPQWMDyNhaXoFdMmSURWiBe5brYEz3fuCCCCDS6rqMFpCiaCrcOVkG6chBzign1uDGSeBxkNr6lVhBIKun81BAlaI/wjeHOGlBaNWG9EmtqRkvEQ5hIaSYL2rQBbvvJwvfe0sAuMN9NDEe3w7oJZA0JiyBna32IrUmrdk2U/LrOFhWVJsfAgrQeTtuyNzUEDe79+UGbwsLcJMn4WBsPI4IfvnDRivskFF/0/ie1eMwDFTrR7/1x7CMVzdDukUdSCYcuUS2O0GokjFUW+Dn5Ty5d3p997BB9s6I4U9hqy8kQRBCFeWI9we7baTRQlghhcYCNldc1749f57UjmCYXNeC4vSEq2kvvPdNrPtp/4qOHpG21YeLO2zjLEI/9RP85vF3kDeoXU33SZ8TF1mx1kZS+tX8p7M8//SE8bynRj0gT08UW/Drymoq4dvpscuyLcmme6vBMDs5nSdTstrUNY8O9Us0pss6Af6z4oVYZNbHZP0OztEkyIo3kcVu+nOGnuxiSYnmXbUqONLIsDsGfAd/bGhrz92qgVgJt1rJlVNfMNdx9k7itSf48OPZCX5xmMvICOpKuCFzAuNR84/1cvv9l0enP20K1kitNzKYg4lqfRkKkEFUVZwJJzJrAEG0tapMJ6uFODRf2FcoKL3aLMdtAdCtoW8PaNZ6o/i61+w/YO47w35sKjE9mzsKgTr4fWCWUPtqOjpXkM0mOYD/1Ju1VKOSUqWxYJrIkXa902socUYgXxaEGK/59WaSJzjnzfrfw1ESVSWpH5v/nwL15PVdo5jjEwVPGnxetK/yEkFO7sbb1Na0NKIsKky9HweMF7HnyC27xg7o882NCFmyTzVB/xiOc18LjjAylMaqo62kEYv0UMZCcZxILTzZ2XWoGKQ34EXsHwHqNBTeosN3p21c3DicUAPWbDyiqMqAq7XZ1TqdoO0yE06rQtTqPOWEOHAs3EgbTYXjsjNF3ZhoqaKyvyHLxNRTU+5wZzV0YArRQ5hCEmH2Jr34JyZwO924ri3YnDl7ReEbVN+MlYh/yjVqkamHen/a17teT8DLXH7YWNj/poEydagNBNMWGy8B80oq9HBYeJ4d1X787IJcKmQSjwrvohb4O7jQ5plmA7uMYeFdPlrhAKlCWPODqXZTeBoPrrxKh+yn0XCmc0zINQxoUUXg6uDW9d/RzAh0ScBAJoYqF54H2P8AbvMRf6S/sKMlG9Ysq7sjVj/5mtlT+nK7j4kP99fNOWU2PLlmt/9fzdiAfhweuR0fwKncFcUofXtCVBbfYJUpdZtCHe0KHOR3lO5aROR/JO/U7hfzW5ppieP2FteD7bXOSqTT8G87/NerDHOBngHG6D/i/4COJhuYlQZjcU4w337uqiWoo9U038EteNbUbMO70WaWEpVmZMUbks/EV130zYXf/Fo1XpLYCnBJMxEax/IpE/E2qwvCYdkXKce6mgz9MZeG67K7dlJYNm8d+cWOpLWHIX0TkCivU2LWOE5FzL2WReZ4Div603fNOAG4W7oD45zVMjhGTXZHoyd4qB2M9Lcn61658NSri+NjvY3rNH603kF8teDEc5h1DQKFoqPWbJWZPkhY8cX6yt7KZFFJpDZWYwifZUSWvSTi/+fndnaDPXlIz/HAgdnhaKjCSIqdcjcGFAmbAnMqJqDasFUSGS7NvUx11SYG4dUgNOEZTaNTX29r4avPjIVI9dXCM3CnnItSC9jiIljMC98HoE3UGHWYkZwhkQF5Rm3QsFHtEgcK3cR7ONNlh3xtjYr6eciGIvptQolX6Zhj5i/aa05YkI9idhnaFdE+1OiNy0mUo+qZqmXo+YBcJPXv2i3z5EaPXi6VWC1ldtcH/UK97I0AUYYNEipEFSHV1CrGEDpgLnjk8o8z27gs2GbvtUEg8ThIR9BDRQZ03R5mlloocTdBVaZoAE3495gO95xaFXVidUptnm4H/tgoJZAsnb+v9/4gzWTb1VVv7AH1r+WIpa4CC27YDAOI58L69g/yOwXvU3hM5uzZUvq5nuQej++Gxs3Sj5/4p89Vixk6DjgHbX4ii3BaQz/CL3fVKp8DxApsNdCiesmUPx2G77tEMyEZdfPjHMyimLMHMcdJqhGhRY/ZFuT94McXmTyVMBLQKM4hA4mlSajW2G2PJdWz3nVMvHb8QpMgE8SmZVtQFhKH2NXvcs7hWQauUGVAlDRI3b2kD9/2B5Agguma4/uTnVeQ3CIaoMaH0AmC/63uZoCi4jr9PojTSYhEudiwkI0Kz6fyFAPyoRYZNCJsprqy3PMORw7VOZ2gtAhzim28iR9lQBbHkB8UVjeMbiLfwmpS0f+rUA6NLnp6WG23zlAfBkoYZv8rZYxizvp/yA9w4qMRv45OHKuR0hl/17fy4M2+oYNbluN7KX2+PHpNx3kM6lDMGboGN3d117L6wXYeWUhXMYuWvKP3oUyYax1wZ1EqbDhAfl1BKGLrmJo7e6D9A3+TyaaxwQERCtB6/8KhRo4yE6iI0J6F5IzUjdvVcTFlKgKR9PIWcpZj+ZfHRYUK7P2pM/w8zsWF+mv+SgpNjz/sOpECV+8GMmiRGIF+IQi9jjaT7JdXLJ7rMI1xOsVwXJ5MB+ffS1FRoXLIwZZN8+0CiylQk/3OK/N0IaRnkU37PiiHanJqd3z0V2226IDo0UsBXhtoswErhnoPVq3wxKA/IbM3Ifs9qsLIHAM4K+7n8KiP/zfXCTrkR/4EP6nRUmKF3EQTWIpSj6kv0lPhKS7gZ+N5zNptWrBw2FZSUe1MKrGpxlHi0ubWs/IKXFsWNiHqoLOGMKK+cTcpfolQLnNRyJpfz1Lm3Mv9fQoPc/oFkoMLHDgtE60mZwUiQxMpiKcVXgAVqto/Ui4NBoswyZr/BDgR3g4NFZfv55ZH/AW3fvx0Za/4Fspw4bvYDuFyl92Y2Xd2/ElZtMXTO4jCVRTFkOTapN+TgZLIAxAqwwgjvs8fMmlzo1iqDtst/BrlNhld6OKfRFOpwKdwn1ZJRDU/4cRORqa4WpEMvEnZV9F9SG6MgTfqAkTzm57JUA2CDVDZX360C4ul3pFZ9SjKQwjokuYps0+OxzAmcfDJaV0ThnmMsH7o7jV5Qlu3yWmnxhg3HuknLR/29/Zqz2gPifGZja+HcLxzGjmmiH3zVYdSwb+JDfpDbo/f8N2X9niCI+xnpvHMch5lnrKaG/wwogEga3Sh/0LM/teNk9EDEw2ocod2FZJXJBmRwJN6PLcKo7PG/uAx/maD2lmXhblnRLn+2jnVxBE0ghlLT4fcSRqzjtafmcV9XXTB3KjcktOnTxbCNWLuLuH364qyCNiAgpyWlf8w7oyNK55j4+cmY6rxzpQkFckdVNyBNhLsov/5pNW7FeOSKAJb1z5O6ggIC9yuXJ98CmmVXZG5vusEWjgDtbNoIY4GetTXWKgVuOlI+W8GEaICRp03SFyITMVQn7XdAd+muSy63R4Eh6HKdjEnwviz2Zk5zWH6QkcPjioXTcXQTWYD5HStsvmb+v+5oJvRPPUUxdvXON53DfXsRYTe4rYl69NqGoM6k3B1HBuKjSxSzc9fOdkyBPtZy4me7C37zuu8wyBnzecg7lrPU7hlZwrYbVHha8GRP9wGIHsk61kZ6JMMkLjZlDniGz7vtblITuBPkcc1M6am4V5ltXAWHEwApqxJtO0Y/bcTsHmXAle2eBzSAQedP3rBzlT4W5lhqHEWp5tX6VmKgOwMbhLuh2i+pvP6iP5HE1vUPJ2yEqACUaM87EB4jQHKXP6ZyZtwZT/HjIT21VG8X9x69pAGBLpKzj7zedPTJkOZpOsa0rIjCsjsORZkl5mticSWYN23vDfeu4EIsX/ZB3udCcaYZ04hzjRWZhkl1SC5PdpbjC+A3YnoSbeHDJzkL4qE7tawORJBOu1TSE58yYv49A6E21s87wqEHBf6yB1ck+QVCbBh6Era2iMF1oDnBTNuFgk9q+a2vgP1N0SS2Vqm1nM9d59AWxI5ymbTUzDNsFjRMRY+wF72+hDsCmVtuGULyKJElME/F36PwjdMVoX9vCwMyKXP/Wqxvt+sTjN+xBIO+lxSfqUL30nUwe2bcOQiJv5C74wx9ZvDsh3khV5HZhMCTHK7wuwL9LYz7vOmKaF0e9Cw59pMRoGIAa0KZj1zwIUKnfRQnNVcdIAqD5nc2u0LnSgAsLYnEo11gmKI7wltaUxgt8deLcfyCuONso7V/7T8CXB5us/ey62aD/9oaxMFqX4s9HFvGxBO4QOahta9q2TgSuflRW5BnXJUhR+YDdeStZNMi0pbH3xnPhEUi0fm/UwH0MoAupwd0PttdAS2wUUk6K9BUVfilWOmvjbXlrKSHk7r1xnY1ahDbSQaciaGuILmh4UN54Z90Jv3JW0qnd1Y6A0JmFhYR//1rQH1cmO2bcveLicRqOVkb7cPFh6DuqPZoYMXWRimjlbpv/E5Wt7QKW3cIVavoVRKT5hHipCMI2hntgU5LDyePMX9cZK9ZyXS5OplFI2mi4zrCm1TXNUsUWEg6ud303tKoPmSXjnE/Eps5TumPAQDlDVxzCGpa6x1loOkzcILQD0cqUUrCW1pHtwAt1mNSj3H4NXTC8pUodhkKkwRWa/O3fYPidcoC4RCeF0Wu0cGzuuK/mxEZdr3Ijv8KITikyaXD+rZsm5+wu2jJTHug1xhhZujUJbXVWHq47xaKGe5EQnhTctVMo86ccI2xVI6DZN7sJk7WHCX7qc9BGN/Z2DYjqEH3YIhHj/OMd1jqKTC+2/WN1wabEEMmxVALZq6k1EeZX2zBEKaimytkW8jfvyjEsE+Vv2dpGENadWNKskS79AszGJZiubmZdsjUvj0l5M5U9XX1VSV6q0xRaLTHC7RsOzQ6aYwEm3NdaF+RiN6rowzDwGd+v/FYgZJFyUeHFZ5nQDTEsRPM9wHmv6UA73EBK1yX1wabUALiSDEkduH6n6FYeLzvUXFrk/XD1afRdsluNgxQqxaYpYWu2yYgisF9bOyUA52zlUSVDEahXTB5exzjOkD5XahGmRDkJld/IQrRanCNeFGWsMyi0652ir9Gv0HUyP9n3d+UXmFN6fBqTFVN9/TOvOPZBBL8BcNeHwo9fRSJDiRPI+4c9CVU33guDv9IJTiAQBlF/LxxHlrn/iShWhsg0uuglFaaaIcUeF0uBavzVmGwm2N1mylNgwN3/putfYrjtW1jAodkw1A7H2+EHdiFFw42XNPbqL0EhhkghIrhR/K6ldeWL+gAp3P36GSevA/JnH3vg6iAHg/Gu+RdOMNwfXWWZKroeuTTmpkRjNKEV19yM+DF8CBRFL52ackFTtOxrzT6Yuk95Vj1qEatoq+uqvL9kI3fOUUKRgyFKLnLhgZo6U/DvrwpJXAFfgDnu9v2V0R4ABpSto038V68YQZtW3SxOWIH5fY2fGGzRqWKm5PyohKLDexFShLvSRGHnLMDovR5Tkq44tpPMf8ospe/eWCOJdnQGpIity1eEqC3m5uyuo0e7x8L20+J4uZJQONIRxQCKXKUIdpU/PBrOzdGaY/d5RuJnBKpCGZEB/1JZ5uFIrwXJanxKfyiyKYNuaSfg0BcppRPMksoBWsZi7ZZ0ZgdGX/D/yOjZqqxytZ3rvL3XH31oMwxd67SHQuQXferW9OH64INOy7GN1FQSJZQcwiimCtFRaKiy9yIqcaXHX5/7lcpaHsWzpynaevXcBiepo6pvuwDhr1rbJ46Tsoozts2A3wHac5vogQFKpacijs11WmtIUMHa9a7sAu4drVqLHAjLwbzKrsF2Bz5kFo2NpoI8ydSknLDsuNBvwP2aPS9WOwDPreaj/o6fx4Yiy12nuaZCLsxtIEbAWOFYiwDUlqpvzSjPc6Ru1RXE9U64U1YmridnAfubWYgQxuhcPBQczLhebv3ybgnWUC0xQsS173e0hDXzEQAmlqXFEp0HgkKvutyci7DoDxvwddSchOBTt2MXNk64JEUCqcSNnnplJbm2iPvE9+faaBOBqys9hIlOtLVUCOUnXTvvLX4XLr3PFIAAabR3/CrXIqwgcuwShPZZTKniqkLSU0MaCPr8dvwGyhdeDtsjN46QILCWi9JuMoiALYQCkAyvmNd5NUhIKMqG5yxY37A6pxo1nM0EUESLDXAu+NVPYY8gdwN4PUajthIKkJ7UGpzS1Ha0H9JYqExscr09nVvYFD5xXYH+FTH9rK2MVAqsaNBADMYKC3D4xA1AHIPJGN46G8xeEsKtABYRFYRbaLYTiMPyTvT/JxetiycYkMRfToQMBtkjhKNG5JqQ5b+1DnrL25nEjwDVI3QGBiPxZoueXnohA5IJ+LzzO7WtNO7nZpp0+EN70vDBOgibQ+48HzbG0WQtjnbbKn2fLYLfijte+FG7atezeaNJC6ZgBOw3G3WuTqigkccd+OApHnT0aws5Hsb0ID8t9+kFxv/UlduCRIhyCYLFX7Z1n31FhOS2q5ZZfB6sD+w7Qmzb01VasNfu4FSUCcIf7V6YBz80mw0+1vg1xvm4ZNDeWzPbR7x3fnfl2IYyWqVB5NN69lF4+A3SeGobuYTsFatkoDTzZP8Hfjwl1SEGnWX6epiNUdfnjE3aMlPhCprB7R3CKle1zslu7HJ+5FTn0k+iyoDsrQzCM2bStxma9TKFe0bM9EDA0cnskyzxPg9n7CBnnD3hSz+l+7engYomtDurcsRMRTpGymUr9UeT1B0Ksr0DhZ/ujzoAwJff4NfgLiOQ7tjCFIDsnOUlZiV1cL2BbF2d33lggbheowS/3n+z1KSwQIEsAr+CEFaKHghRy8k8IYH0QHkZoEz/mkcSnWQJGRYa/o+oQJ6ROo74x8PaSLdeyKMDfQUNrUnRSOQjdHQU7j5hqioOPaxOAm0fXf5yJuT5MRUsX+U1cqsH7TACuoNc4uE9gCVr1/K5wrdOORg+e+NsO8ZwlW7TePt95JCv9RtkwNztzouQ1eWL+2ZJeO2Z1KRq5GU6lr30+sbDyTtzYx3Gzoy7RSIxWHYRv1zPMoKnh3xyLK+NseMAtW6o0EjV2MrhUXzVOxECm75F0u8ZE/JtIcWMN2k0zhr5joqTZw/F9DKZxqzg47kElGUa8p7KAJnVJADUGvlkfV8srxTaq6QJ7v1uBZA5378YGeYItBts1VuSNGgyCIucHvb3pKuOYoWuEk/Km2rn4xRwpDOCqfPWIaZNGRKLLD0nPcFcy68AoLScsJ3kpScZEHK6JilSbzE+duhEzdGFW9TlZInIdN1ArAMqAh9lYq4MUq63+erfiyDGpocfPCzpagESfr6zsNITiK53nC+0i2SuV5tzHVgqwDYQlm1YSbKeJZ5IfsSbfafpQttjVnO9R7oBeJLfvUNB83X64ZxBj0K7eqK1lbbBPD1MLBvl8PW5qXeh8Tg5KXu3qLDlcROOrcjVOQ+YFWD5dtx6dguHs3+9wb4PubRyqA1w5HSvWq1WeSDpZmQKsquSbmCQkfPKuTk9vZAMkN+hwBysF+eWjAhDrDlAiClqzFbMH0q9otJ0itn4i1Q65E58iNl54t0sTY+7tL0bG2V7tJqcQoLQyCKllVVBWaYmn+16IOfFZR/i6McbX1vBQT1Io2U1ZFQNueDy3HJwrK2aFNlsulzwhCoM78QN9sBo2eFO+JFtyEJrbu0chw1QPG1iAIlA2PGruJ7BifRleS8hWQRsuBiLy5cKlS0tyrYgt6bj0TO7M9f4BWSRnCW3BvChoXfOG++uJU841ygE2jGad1XCh1hDvSAQRoDl3B1Xh6z7fDZO8x6pel0VKYDsr9Lcl7mrSNTL/7YnuxOf5UjjYcn8cW8/WrTAm6qWJohwYuT/a+Az57bov0LoAwbJmj5GJz3Bf4g7kmNA9ZgVVWcEtb+1iSy6q/lY9Uvp7lmJ2nwk7CRJ/W+GotbWYqghrcNk63BmaXbVHo+ILw241BJL4z1YnuslBeNtw59NMkZywW53UcqgMhURd5NR/2YqXmssST4luW+dcK86TA1Dsm7hRVW4auYl+cOYp32W7Z7oQZR2RWIYUEtIpuSZnSTXt4uH1TUWJK61fglyUSdqy7hquAdxahfPWGGypICuwVOYGrfVYuETz2daJOs0IzIcupYlTO01+G7IeQU21L7TsMnP75lyOT6YlrVHCbPFfng48R6k9BAxq7t6xW+1HlXoXPL/vKARVcKOmJ4AVXmM5kwE4cN7rsHWRrIrVTG2VEmU/H9Ex9wv/XuhGG9UhVg0tU1n0K1bYlPQfrq9CSWHS+6/UugegmoXbCPWdTxhjRgFH+NVCH0lHS4+Ezd1INtr0K1qE+VhuRSVc17hAg5+cmTJOpl8SsFKXg/6CaaaChu6ABVRrtmJXtCpBkdvm/mxvNt3Bop1AIMAq45N+KwkW/vMrXmsQG+HnQtfq15wiNnu7bJ1xpSAxSvBAWofjcNg7qf9FrG/EKUI65hgBzPb1y6lm5wjO0nL/ej6M2c8+3vGJ4p18xuHFLgzsXRUHVF/khsIA3KNoNDk5H6rGJ2oBO0UB5SLakfJ1DIpy+8H3VBZCeLzWd74PIVcGM7tUrjSn0hBZHEPPEIi5c08FS22hu8yR04D6YTkiK6YJrANfd7xDn7UpxQYDuOcPgH++eblhHslcbTVSEVtbxXPVc/Q9RiAFVf6jdrQ+K81UjCUrLb66WnSOdVC8IHyoYJuaZxeMjy5eHPds6Si+IroPRgJ2yactjlgz6gfHBmIUFl+6XdBILNO17yodCV5q6km8dXMJYM4sCAFRvvH9xHL1HxLhw99cN7oZKCV//Xy3U8zRk80Gd35Fn43ayL+pqvtYiPmvbx0/DKRz0qRGZRsJV/l/00pF8BbS8yzmvgVj+j4ADvapu8unHXGL0RqVNehCzP3ES6SDAGmdU9oiU422WvOAbuwhyFATgyT07h6TMEkbBr0HfGPLVRwZEWANpSckWhkz/rWrOqUkdPHeka7eSKqyQKcUTuoL5O534eCYGo1kineKU4fiDOPugDhHQgF0fhGqI6EAjYSAGFZL5jjgTl5/b+Sn1DVgSDfjIId4Romlop/0hsUMIRX983i/IUV5k/Xw/WHWqllfLfHi3MkK/XqM1K5eE8wSyRHASOICcuzhNRSgqX9caPpg/E6x8CCcSl8a3bEXvHiexzC8StkBwa7VwHU4upA9BwPqCbyJKaxeodBRObdCGqVHRd4QO3+Lp2OfrIAXQbzQTD8W5ukzL3pfKy3AqZkoXZkGjS+wW6ccS8cPSf5HCEsONNhw3cwdguM1gkWvunAtsj+wAfKXsJROoHwC0zVLEogxGXtXgbxLdGK+cppKZNIGGMzK9tSom/n7jDLIAam6/+++ptSvi2245DM2m6+yc8R8HiVtb6BxxBYs2TGWVVZZkgcevzlYCpua1zqr71T4n14v8TlvZI45qFMO0wC5SlTaJILMX881HzDHN5hyKExAkgQXt2M1sUB0/vUPziFnZN7IHK+dwuWJIK6AfCLeKVfzK47EYdQ1L4HWsQ5FUocfGaLrjSkFXRGZTJ2V15qPY4/XljdEugovyK4aAtI7hki1oHKX9RBr+hMp8tjiQvj7EtUd+bMkvU/fRRhgSg6U6aNzQUn3Y63QPyAT4CiqOFytXP3WBJEpOdd3O0xnmKWurUgEF7SjpVnVgJo67ILQSbTkAfP6X3CwKtK5q+sfVikbccMf45Zo06VUwzxfPbXs5bYONjYtzPUrC0WZiIdXYWZh1A6Sr6YCYravUJPCcfXY31cqyShFyu5H0/84nV2JaGoc+yCecfX3InLtvE8YIbNsg+Bp+bij8nBmTD9ruljbT5YDektrNW6tTZDwY7u5gZfMCaxos2O9a5abuK83xiT0qAKwUdDMz+hlgR3QIEAlmF598KxNsLXUEEwpD3Al1jL27c4wprXMYZymm84VQSPLiardQEqfSiYnKL5PFI8VMIXlOzZ6PZANZERee5TXJo/muXwmpf8wOmUnOx2jc3W5kEubklANFpLlazyp1iyCzn2uPefuJL0twBqK/5clefoHAFv0JQQ0vGhVtW5kFN19MJtJPwTZcizpPjlTUnT5RKBVPixYvSCGSH8XRFjIXCSG31rcIlOMWZc29Xxge267/weNQKUR/9+RwR3UcCb0icaIVfIBLSWR1z7zLiSD4unqrhbcMXfk0HCVINCjqDMpsXYPQsQNmJDbO+JBI16J5wGzRqbi4mdORx1DtEIJ331U79YwPjFECaK9ZHgvmZ4BIl2VpYe4mCfCWtwwPgctGgmB6BGI/m6sqexye7BvzJoo84CAg2qaL6vPx+kzLC1ul+59+kHuM4nA1ZXXJQCV6OITfz75gJHYPywjQCytUdGHBlC9H4Ung28KfTPbAXyHlfTM0Qx7kIRXakVfWtKxDcNtdgxhQsrfkk5dy+sP5tLAnQGH95vYiFOH4Zs967wUTfEMIGw04MVU6pPqaO2pMgf5wXxRfaD4Eun8hC5KPsonwOUmuvd+JMUMHKLfBdtELa0a7vGsolb2YnOMFWOhvi56FMl6bzdSCrtNN+EA2DTVyaxhSVzop81hlkVKVvGp9aTsCmdKTXDR0JhJPrfNP3EzisMQwrliAB0n0bgzpvtpOhxq50Vw0YsQbN2vC5nMDd4ZyEX90PuloTGcsFL0xOEMLSS1X6qsH+bPniryfyJ9TOvGrAN7H/I45+h7rzybKK8eOoyrKer9a/pVhZ206yki4pDcQCfsvl1geW0INjSy8XQvEJNoW6Dw8Cun8og+9uX83dYNuhYkw+955IdEFGr7LAgZGmd/LBUsVCaDQp/8JbGnch/+l5dkph/6xUo/WZuYrtLmhl0B9mQEucspdbPlqWUdgRRlvXc4+7+1XenNK8/bLd3NQOw2TgF2O4MqBp76/abvzxrUE1k0AWm8JSvQzr7kn3iIjzgSjypWz14aLczZrFC+MAuZcXPiV6/I4BThGh6vaNIUGUOm+dIIOdiwJPaFdfxet7n0Bvqbnue4F8cXW+q3FhcYl8WXUvAISRiyRsZ9i1Ja8DnEV99rbZa7uTa5Cx2OFRiBFm6Pp1ZINjn0bgmFyd4uvnxVH3uEgYjN6L23iLETOm7Q4fvPmnZRIVX/I90x4miCNK9+5HimMTLS+ysONalAGbEYGJXivNuSInA8qME9jp3b6p4l1TlLY7ZSnR7ifO3QovIz4SBcq70ueHoRizGyLO4kPBeoCM6N7SyZp003KSYhoa3xKquB81lm1/bytnBuBp7x5VunF/ZyI/PzyUREFQTx0wnBcWMAhbja4P1HHxJkV2LMDsKzted9bTndELYWbbhKlReFKpCyZUEfPn6t56MAz56Xt+85RT9ueF9WMwxGZDhDXlc0FOLlvqvJNWwqN/RsTXVRO3IGRlxqNEAiYTO7UbUfDfu6K7MjieKRG3To/oJCCj+UOjl/3nuf+3XT6Zi+Sqmbhd1QGwIUlnzekV+677C4Vk+4oWUEulWIzLPsLdKLKQnm6wh1Kkv7QIpdL3S1XA+DLKibSELpRH/E6JMYuNWT79933k1/z0fGfrmjioGh/YI1CS5GE4Gy2sIgBAc1k84PSPK8+RjSSPc5BGHDkRK+UuxNceEUJJrayK3mWaXQ82JHEbAT2aL+jXIKWWtLvwG7N6EZCYfAulHpLwIjLeTBujD8TMCpF8Rq82b5YYBjLbf7tur3fUPscWzhu9erSBJjf2rbBCgroMfsanNDopPpCSA7ZDRZPigaiRaOLbMQZ3lHNvEPAl4px+gw4DJavG51pH40zlQbeN1Ne9qHv7NRRIeNL4cQwxuBDZ3mS9YJG31Y/eVAD4qksKNAcFo/2xAujuse0m15SohK5/SiOHuxDwnBenxFnlvlVqv6oI+X2TzDLOlIAYX6QfqfPLwDAJJa0Aic2WXQ9bQ08ilCpRlENBMj8RIVPyleyyZ2+SdBK0XXiF9MfN5iMsx8kvmyIN0CdpEXy6EcMfuYdOxl++i/82as6bbiZkaScUanaFEGwhtYsTI5TP09MR4up24fGfN9TdvITRe7Cs5xwS/5zAdagVjBL3r0Ota2SLLNFjYGdSrnOPFK/ftFdW25Y/ny92dFmOpJEDknDSsAoMsBBdHdZ8QL4KwZab7JPQgAkwD00UAAcN6Ftem/1QN8lPuqeueso/Gh6U96Xs5ZmtNyzZGk9T86edAY0uDXmGUHmp8TLm3WyUGunuDIvqnqEqoUkzvFt1kNfRu0drGrQylubTrEEFqmgVJrNQ7QIFk+h4r36nPqzVqhJJ8WGn8Wk4ILbFNSzPdsP7PYbvMREanEyJqusqEd2m3EE6m/4oVJ0B6MUmW0RfFJKVAdfqYLe+taLIiPd1Mf0XumfarqLplzj6fexgcMMfdPJZ2q8TzUO9umMuXXf9iWjod2mARrF4C39ngtUiA7xoNX9qzNtilCpF3DEis0aYf4ZKhv22uzLJiORE0ZYY8BSt+EVcyAhrfKHZjzxMPrLnn1dzmMZP9jNPIjkC/jL/84/geL8N+/0puFOWSAhPC5M75VauC6WlpGF4ZMRH/cz0Glsm3d20N5pWuQ/vSQlSz7Xsf04VJwb04acXM8MozG1VuCovcyakKG8yjqk1Gtl57/R77DAvcRLbVVQLfuEyPZ3vfjkDRg7W8n41F/DKmofHM2TvDzH4vxjIRzAaNbWFzo9L/nlsD5b8+irmQveqWkDzE2nlojEJPbqhZlFigvs9jGDZ/Sk/myyz96xaA0lHWUIQvRKUkxydZQG5Hf/yYFqRMioBE6NmNPFtyi1hLTIZ9G+PPXvYm+uAsC/XAtBxriZL2w7S18jGdT4tHTJjoB6Owxu37O6joxjj0yPj5XtYJxkbaMhoeIGU4lvQAl8wUlCRQkn0s61xMh8wxG2YdXSz+GLs+FK2b60P6PVpAWaTZZAlVPhbO/pHl3rJ3HDkE0e8d4zp3xLUmg1PJ6eK1yFs2HLVG+Q3+e/dc49jcHVzvVey/SWB6R/3By3O6F8HZqQgkDcWqpXYSMUivsp06WS8YTwtQIhM6ikg1czecmgvWzY7o30SOfBE3nFmr2OwyJHdMefD0+hdMLDqBQ7oBskEn8J7yZYI9qsiX6HSG2oWbXJhpbPw5qSGzgf7aPqHaBrJLAXnDC6nWsRPWuRejG12SssOyExfDaPyXwQ3HtvvG4LZNKMeIOnIS4cqEUugWcXYKYuhLPm9xxPOPhE9uWeR+/VPX6g5aDRlBRG6jz0kuVSyT063JDbT5e/OfBQK3IhXiw7ft7FfQFXFpuDJvmDYooLhzrbPAYg3WP2rVE2NE4N3/UVafaaVJS0HP6Jkm1LfttqzBLZxailHRqfaZCNZhV8Fgrfe76J4iua3vVfOTxknGnO7G+O2z78m7vWLRR8EvJhxjW2XluLh+A6+nMtwXgHx36yWOThTRaNDur1Z9GUxcoeqi2mPEr7h1g3gr1bVHfPdLRCiq4nycccaQjY7Eq3bTzfzRab4twIVwN6gLwZ6m1o1r7PtlTamegB2jtAGRhP3rXVCsaWeSNg5SL45Bcr2oCyF7oGo/rhO4JbJd4QXRVyy5TQ8zfel56XrRIrEaQETlqFA7AOm4ImEUyjX4kRG1vXgGL8/nHIxyPcM/CcJj4AlGYP6jRIDqDmj5J9pPIoFkpZOhzf4ZDz4Lhlkqx1Dn1C/bcVjFaTK2dsRBclrit/Nj+mHvNGrBUH4u6gbViWInj0BUiFeT8yA+KTNFZ0i44dkebyiRY7/b/W/Rmy/BmvLGeZCBrZH5oAAMejyN0gHQMhAizUit7wtRnYjhe61U6pWuPNJRa+DUVDFGbL9OOt8Ia/Qjma2yC9n14/IdtA8tc7/s3dTkgjmeINhZc3UDT6zTei5FYYsrS2nmcKJD+/o7gbl5fNxywa12aj0XIx9FvSpphP9MTwh7jOPDg7+FRgkGGL6upKUqm7i/BEHCeiXpQUDvo2E7H4sE2fhXDi6LXoGpEwOXyI8+IvzWArKgea/T+8XpX2qBua14p1csNOLi9bShvFFSNSVq331u9Gqe8sYt+EMPRs13C5rJYLMuxUcBgN49SuB4mmQHWPzNVJHEm1NVSOLArHejVPuH1mzoJcKQuBOKK2kDmMrfolOpNkUyEn1P9R8CWKusas8+lrCDwTYewnHcrPFn3ARb7yR70zbCkUk+FRz4MNxNeaOOVY0vt764KU8OAAh3zzJHsawx8csV4HywgvzniSjT+O7TcOzD0u5UcDvcYGSyR8M4inAgr1BJU8nuyf7JJpjsAKXctjufKoHS0BuA0BXfqabECinFqbHy28xEXv7WszNv59FT/zJOmFjND4WCZa9PlrPFjjp3ll+/kDqgoJZoSW/0aaKe79UMf0+bhuOtgDWerm+cwNTJ8ELMb3mWV3z6jhIRygIZ2PI5REUcN7/Ay4KhWVTDUqYPJHJjUHThinhZ2W4DWmI2mEj42z4bsBdxRHLJaunz2/g5+B2NwfNM0NcTfTvArWVVqfp6zO5iK5GvrepZkggIL2Way4Bn7+rj9VWRDj2stJuAfWE9rm7IcKCiHSunAmNMQOLfdoQudzKC6uVmT7BLVpmbUqmkCmzHAcsFQyDmAYA6g11Tet44zAR4HVxG4fRnYYhBK6nlxSajqoA26Fg7qRFnp5u7MT9ZprmXhXQSWXNVqHHXDbjXDuZl+W5QFzKneX97vYkFz3Z1A0edBcPsXFthh8GY8DuTZHo5WGrJgBI4bHLBCP6zmUPlx0/M+MoZbzIhqXZbPhJtPTUKo0dEIZ3h2qVfcXiGezlWRfD3Y4FLKT7DrCZiMnMHsbeA6xd3jm0QXUVHB5MVbGwtC2RaDWMmlGoO478fVInuUToFOYs60OW7qXbJD5mGsKc7wLvuJKz0TaZsMRRuw8bXdLVY9ZXwm1d/39qk1BJax4O9GlMCNjm9bbDyBcUh1HMP3dDHlbe2NaZLPrbMPIWzNfsSkxNqBAAJNj5HnkAXVbWsz7Ir2Sy6qKai31XdUomskUeNfuEszYhn84XfM6VSUCzX0l1b449wkMvYhTIu2iDOB/pnldLxVV9mpE81t1eUqFI5W4/3FhYSU/lfCMhjzWoDvtcqNiZcTOooQ9ksNeLuD7Fy0TTrLREiknlmCulr/lNdwBwX8KTmDbOkrlD85w0TQQeKvaYBRVIaqdbXi567baOT3qAg2im+wQYb6x/KasrBry0nlCaC2FqEZ8+CNBxZ8vwEWUTzHefORvqnT43Lr+c49D6lGKXRscLdxufhYjKlgbQ01XReDn1EXK65CIhCkd7f7h1gqLs8PVVc4mLaNCkSzoj0GC2OLLrpwicbZYM74df3vvo/sB+hLIoO5mB/olLeTm815GWmOL5Cf9bqqjyPaEJoBKj1qtletcbi6i/bOHth6Sib0yi/V+UodyOeNgnuV/WVUiUcNGMIvFVuVGKlQigqrQfd60+mZgkUyE9Zl7Mc47gLt77nM3vFzWDejRdwcC2SQHy1E75cJhkIByHpK8uKb9GnAz87WGKc4Us+OrSVzL9lvTGdoHcFkTDklPbsmar1nfxEFiu5GRyvMBoJyiXpqQGCrnE4KHCu+B8nylemvIrQtEYLhPkZBSLdSnlewdZt1Kkb5ezBBvY/WFg5Ack8oWDzv+864sSXIDaNo/Ngp/onTC4APLtVL5uMkrR/f2TMxioQgfZvdo0vZu/f6IVfWtz99OKc4bl4vobz9csZRiDU2Mxwxarpv/N6v+1OeE9kA5MbRR6U1mD3M/wMzGJuzucQltUF9PWByHKnIgEEdI+A14usbmo920ZAEVpLr+XUItlxqZuAEJuh4Sq8V9PNkKOr7OgkXXLeo3Kys6SGL+MnB7VTtWdMIddan2iqJQ7glQcjW1ZrHYY2a/sFAs3h8c7Fgm7SRyPbHRIu4VnfJzmZqZncyQ/L1iBq8nVtwhZimtXnjKaOW4CvBVJ/NwcTA14qJpB9mEpzpTjBTAl9PuZeiLONBHr6O/Etjdyga1zC16pWXpzXhzofa5Kf2UiHZnozKK1jy1JgV+b6mxx30XyJFiW4twvd7KFsKdx0FpakYvlt1WddsBwL8A/Wu8SfZFNZuIR5jzPJsof4B8q825eFjCETvQNLzDKP3e5HTL3xbKFoOgoYtuCGjAHqlhFK+YNCNRa5Os7Z9ZWuz77OaJncvBLRrwm4n9/4KvxPB/jCw7TZvbHGmgX4A/4gZdDhIHUxvE+e34IYKmaZyb2BPvr+7bNCIQHsoGrJkKkYY1S9yQw5nrp/bkHurgnGvuHleceuPAtl5qNvtcSr8SpVpOShYPHJecizkdZnJ+NCIF3vxKZHH408DI0SiB1Ocf4+ShOAWm0WDKkNpGz/5hUE8SuhcQRJMvUTxGx4fHastWuHYwQ/QVAvRiTt2QwddCgD2NS63+tTLdVKkzS1m6C6e8K8d7XCXshipr/ipbGHPla6q4CnD8Xs3NQyEEmbVTwjjSy3ntJ3ji+wOvb9ty4+1XcxE+fGd1bQ5INcmxt3GPx24vJEqw7d8ufEkG8Vmz9BsF1SMSy4x1ESJ0t9FKw2a6mtbCE8BJ/NTGG4W2PyxWtIf5VMN7i2ps+e8ZRZA8xJtHqRBLEFRita+Cy6cyM3GVPYZD825b+Uia8IBz+bfdos0QfnLPqDQNbputT57iifRxf7lE6SzPj7Q2KYh1Vk5EYyvJMhWdmmVtWjwwBQHURdKYn+SvsyQGz4BEipQYPqP7R6mRYNXJxGIpGVuNMSClaLBgddrlrSp6WPo2OsoqvgGOLsxUnYWfXYyO7doWkekUxrbwc879g2E2dMLc3VsXymNEFJ0W0u2h5BvNSLOhPrmkbIzGxHGgD0TbT5HkLE0fMBA8+F9SDI/e/14T9I4RsKcDt+j7NJ59LposV5N+ZFm4TG7ZzVOCZq6HTQ0wTkrKtCxdTNwBRfUFyxrb5oc5zc8EmPCG/mWs3ZoGjOAKtZBQ/tqZl5+44SgltcoQFC4sINaxn+6ZMONBsPkr6nXYuzERyqMY6kp3ZMpHUj33wGh6VgBH1P5AfCkCvpXpNds8N3yHazLxuzCVrnElSnq3wWrUqUGux3KGFXJqJhL25evKMNYzEs7zSt/m/4ml61lcbNztyKMeqLNAFIJt1OIcQ3CEXXzNZKnyTOrRckKYC5r4c3DQcr2WdUd2n3AbsFQyij6buyoC8VP3PAZtkMVgxuB4TWNDGQ9sjyUGbNTiocX2jq11UsjMYMNmT4LuK2lkBWHRK8nJpRiZBwebmKGEGdgpSCFC3gYvVMMOvir18BKekKS/QcWETwC8KNMfbY4ktUtrpN7sRCf1qo8hmhifEA3XBmq7qLksJfx4p5ylN2WUXznd+VbUzns21ZTlWgXslhwC4rTLboNRwf6w5NRAdULuromdr2pS/7Hl8+cu6aDlsRaeWz4uFmlev1pWZ/IWOmCcpakxG9PP3dTAT5j2kvnsqpgZ2IDuGvcLFlhO0xzxwszGx4l2uPdIr40AKMO++Iqg81ylEdRph+Xc6EmYU23s1s8dGLM8yiItHdPOkaKjrCzVGGwbJFDlNmIdLBDY+ThOdDRm1+WqYMeIXUaBHpQWZukvWqta5W+bVhMN3+PpCElmhzyw/XanTJ1kEElF8g757ybbZ9h+HJpknxVEYia0/7XqZwy5Fu31mtmj11BumEGBOqbdK/Y083PqQnFW71DqrCJBOVPNdGx9dG8D1bPmB0jwYwtNg/pWCuDlAOfCdDeoZm2ssA/4hnwrOiZ6orpELkILNcF/2HqZHFoWyrMBEms0RiC2X62RrdXB5PbJCWlgf5AS9nEwi7gqwKXI9K3dkMOYNimD270NA04iG4QWSMUDb7s5r6HUFVzUsBR0tdn7G8ReFBI1dot+b1izjdLB5pxl+hgPS7q61A6IBln37wUZvDYzRYibFYz0aFK+Cd8mZjBuQQuwhks7G+wVCY7LHRZnuDgKTRnCnikWejKZLePGnLeZaXc7lHklHA1Yo38tEAULdL/Aj+ctK6qjqBr7U25LSJrOWtiLG2fs+kKQvmQhdJie65f+ww53ymB7Rt+Gktw1LVG4zxJ5eCXyfSqr3LhE0o6cbM1osF89jAy26WRErqSbJvBGAETHJn+CUcC/aKx+o2bKZSsO1OtSQJPT7Q33OHMz1I8WwbP5zmY8QxAEqcMb8OV1OKV59xnqXg1iEDj07cgzJTvOMy3LwdAr9akuB6yXrHBm8OZYcFlw+5SvtobuBiJDdqrMAqXOj7w/OAZGb3rgLYn0b2y4HWKZ43QIAEDlpT7EhuKqxGQCdc0K272vGNlcnBBPmStm9Bg1vmKUKiWwt3BMJh+pvKQAsE3mMdTOZs4OOWouuTxuObDSMQOjgHC+AlbD5uvW3VIflfvEml7ent3UtS2hHPt4yYOU7XucaKzRpWJIRfnr7tOmQFaJ57ZTrzBy+259ZwSR0OHqKyd0eZdnbREvAuxQVFZdBJvoO9Vjmb+f9bRvjTiCjcsRTYCIfZZY34Iiw5bo85lJvgjS/5NBKCb3K97c7J+2HbnHHUv2g2pJIc3IfPFvWXdCayznou5/0aLB+4KyL81fcGaP7VA84BhaoDc+GKsJt0MkgjGU28RTheU8bAff8XzaP8eaavGaLvviUAoyvFCJMS0iq7gwLtGrgAr58qlqRMflkD1HDODmkOzJYewYmISs7AMjDPDThismRqo9naJbloBTghnnPENQxpHm1v1+vVzX83tX7ZZwp5L9KpKpiDnHbOJvzSaO1sFkMQcP2cCaq9kJXD+Q0BgLPbelbsiWw3d2cHeaToJn34xhr8QZoUwd42yw95dlLCqJkxOfsKxfc5J695DRcfOdfXtRWLWmBR9XVkoscMs21HyZxf9S7wEn/a1WmFDdRlzYM705NCtWjsaBTqb2b5JTcv4wXuMQJZRXd2bz40hV4tTRwB9/jEV/dMYFvLWmtV4Za4E9csYsfGJgj6fMdbOOcDSxFVaBKBp41Nuhe1m8ihoig8z2X1B/A6LNUh6P3CkNTnryOrHWEOpOTMF9ZYDqDwWvtWP+KLvRTfeqFNaSXBl+0dv+zRj0QlBHuiF/tQ5wT2hbUHAj8fMt/ea/dFp+nMR4eIdOT/uGlAM+JrKp+rVgNhW0Ik3lP24Yhe5xe0VQ9o7SghJ/5+4AlUPc05rvWM5rAdNLMa3MBNrc/th1W57UZXP7npt0t2rmUxulsfYlJXq31iR69EmveYTUlKqRIE2pyUwJdo0F+LyijB13gM73i91cv0LrUi4AvLfCqoG7GGXDkkX6VvCNh09oNQO2NMk/xubcNskzfL4hnRx/7ZGyyQdKm58sPAe7SxsRtc8nOWZ+OtBu66mMdu4/AZ7jqahMUCS7KKOXVYwmpLn11rRGNORfkuxyIEA5r9l19VhbMuqC3dN+rBYZUMYBlO3CvuIMe5GXM5f8LQULyO19GHFQ+fszaq+0Vo0fgEmHndELvc8nPIBoN5aaTF2O9a3uQ4ytlxKy8huuus91KHh9RpYN+79OZNBtJa8Wod+6qB4PO25lmFoNcjDYPXpdkAZmkIea/Fm9Tm3h8AhVPXt68TaC+A/ct28pVSSTBP/3jYr1PM8nOw+UlmSZbAze4bNrcdXulEz0OI2zmkAA5bJ7452c0NMJWCd5uGUDGDCRztmEvTVDt98PX5BeCtk1xswakn09mDuKhj2CZesxECTp7kOnGLKvFmud+GRxUt+BonBAVqtpnX3tPNi7JzxxNutqTnBi08AuC3AVQaeEJEECeWX+wiFTfY4RBgKEhcNy1nkBlvUMVZJNN5zqyheaplih3kXDyWVSmaBK9YBWD7YqpGYbaPTw4Dpn67045PIB9oq+NHmJdRYhdi41X7GnsBNAXHAnhLiNEo2sLOk8FH/ulbrs4aGlCYoi6qkcPXIx/TZdUoGBRIHKXQNSCvamhV3c35dhRyy7M6SdhrrWRhrFUHFvimdeuOeYhW3wAh99LPnldTQa5GqA2FM1iq/jXgbafWZCPjMx9psbgINAs5L6XYi+PrmVIrcBY0F/p+1TtaDOAGQykjRlwNbwxBVAXux1Dp+X7anjedZpSilfP3M7733MBBvwsp14pGZv5ySN5POdG6FHXoX3X2OvOuV1v+1qFg7pWsVkrn5wdEic260eCQXc4UvSz85KFIaW8IHXUBlrGe7sLFeKrhj/bQTWDjEIrLkc3c9OBJVs+Yn2B+1Nno4Vz3wue50cAE9GOj/6p8qnvgw1B38Vt1jUrkawJIQMr42DIqxvm/2NZUoPatUKK31PmPO/gyN5XyaWZ8fQ7EQcvlkin44HcWHP33d04YjOS0qOkKGIHCU7PyyRPvSYG5pGThVc0TXgUayybdrjFTlvGcVek9eW38s0IHnUr/0gxG1vDh4J+ll38iRPNPoDQGcff1GY1Hc+zqWEgXxgqUL4gYwG9zKv3nJ+h2AnR5gg5V90uMMj0HfiE+oOGfTDBFuBTNcwaxYZ2uCER+SAKcckeWlI9X64e49GRaqc6G3RYHtuLihiPE2OfrpoMvw9s1FibizJskINCIcXdTd00w2T6Rc621cGT1eWXoYTHe//sHiJDH4CHsB+uw1uLxgYiuzP5AuJisswy18ZAZ/5szQgY/PwBoOKpgY50RxyI5TdK0l8lH/Y9zRPdhR/wISmmwq7hSEf825qtZH5884XOtmmAfCzv2uc4DaHqBRgyYssasyRf9rLzQuwoEeOIzOuh+J/N+F9YOJyQCmBcVxHdSdF3YugtVH4Y/5sSPKLks/7CjCDdcYoG+qRbHI93t57gMIxDYwEL0Qpr1Izvgzy3qRAnHw6u9wbNGR+WnGeLPW89OnNdWrjAj0zCiMxXNJOHvFQm8xw1mCNlU2u+zQBn/zJf1gid0yZuY5RqXXjpvzJqiS5bX2vJaL8HUa3M7xyV1bZLq3gPp+OQM5PUeAGY639ASVTLVWJ+dpDJ+iIBbhJ1Ydgq+uEZ4K3u8Eh/ffU7p7EAVLXuSjyFpJXji32R+VYP4k8fIGGIvq3/p6FYK1pD2LTSeZlBEfLhSfccrq81qiE3HRN72Fj5ldubRYDaSEXYi07ZawXv2OXJcFy4w1Jj0AM2ZbajiEkRp5iaJsVo2lJ4sj+VzAxUjGYqiEJo9XkAfDv1j/uUF36xND4hG0AZ4tEIklnC/UgkN6SQ74W4yS4qQB+3rWd5ofo0y1nSvHcZqzuUKsLNjE1dJYfkIncfk7jsOLMjC4v+d59+xUS31uhCoQ8+7U0eJgg/49gNuDGXWKioPXasFYrPVwrj1Dphqd4XKOfabGwHXtPWHqvy+vYhoY86Geq0zTgIGCAdbvNo6i9ym2OL5WNVsK+vJzi0Qryyc6XkUWzw6/6ijm6U8BT/ZwjPAlXa3j+KzGcPDzP6KLtvlmsLhj+HoSXtmdPBHCzY1Qr/7TxsGRL/qG8zakTQmjMJTotlx3AgKY3NyjopLh4f2514G6SYRSlDeWOFy3FsjmzDNfcREyE0Zsga5SKTsEYmKQwBKM/AcIe9FSiSDLq1X03jMWJbd0AHdAduRtsCI2GxPGitF43e6KN/KcMZRb2F2GgZ7TPL5aG2nBmX5EM2Fumzs1BXFQ8fekltWhaisxgEU7gUFe/LkbdMkti59zcv84Ot0LVgGlwue2OEa9/2dZp6PMHXDZYBLv/qzZrfcqQ7KxgjYQ/Wm/Xrn4yDxmYhqSRJXsrfNBZZDK1sGle26qVQplUKdUk2kFtLJ/PzoLO4ld62PuSqjBIEP7eLCYrbHvtZB1x3f4xOtD/73aNn5XddatOeuRIzkRUEl3Op779qT073WgxUMzy1UDgmp56dpfBwXXPtCYbUc5F5jkQaKauSMKjDGJ9LuxwWOWm/0TTjccY6XYAaFI/1ATO92s0uRS99X2GQBuMPWismXzbicF/x3L6aOIMcTJuKlnc7MLWQSlsQCu9c51beiBaBmbLWew7hiQmKYl+XSpCUgFeyJ5oY5Oysdlx2MJUNQjjlShYfKHzcezaVRzteQZRgicxxsAAkbGw+K4UJymQWwFvdDY7Tl+J0yWJsFshpyrdTVjiMXDHnSnZ8EKAr7JvL/U81XzbVTYVyMfnwZFCEO46BGtE2kZF6opRLDqwZJSwZ1zlFYczRTQ6kI4Yk1ltEZoYLLmyhI8IfiX/GmZk9k4Q531Iz9SgFwX+LxdOdPZkW0Y0id33HTop8soAnuUU2Xj2qIwGaQ7JRBC5QLll3lJWLNCorXAWCfBnxuuL32XweyWVqCyG7Km8hkZwHUXfkHsUX+PkEdi4AwZE8Y/UNynQDjuiSZl4wSPtrJUZ2Ibpyt6J7LDi6/pwzjJO2gxned73FeTKLzheyqOLJ5Q0EIi4/qv07o2HyDxcRPf4RVfBgW8yxC6aSVdwo3WAy5P+lmhKxaSuCP+yHJ085uVkWFM4CliNuptMebdpq8lJoKjso7cvq39NbIe3nXI4IKH3v5R43HsM+uowSOUHmhGlBaINg5KDChCwL6XKQkVKrN4l4sAGmmZyN87BJrFLZdSIDxaiGDAZPZwagCMqM1K05iO39SCynU2PStnnaORYLMIZpcHuVahWi8PRsSMsiDhtnzUE8nRISYL8twHbyPqWvD1lf1FQFg9V5IWk7HxED+T4P5NW2I0Kj7PNFyW2032ZSENuw13Jaz1X0Pmq5PWLT+JVQJ/6N4EsBhD60OWe0pQCOgIM02LoTUPXJrmk6DOqmfaKgsQ1UwCxXv6AQsn2EAzQpUcnDnEAuXZB2fYjnw70c0h6KuLxweh+s14GP3T+z7d65wi0yBTkbM1z3wtjT1Qu4TQSGOCMeXs7ESGKzQz/aQ89sSc1Am9scMKeJiYZRicLEmlPC7xtwbcQ9XdPBz8JFLIYHI/oeBVzDOlYnOD5fO8x7riGjPnsGSnFLs5HmjSk1YRcRMPcoBNs20aH9uqy+LW993izKzNXITFPk3PZ7oKMViMGR9g4Cda5+1fccSuwjlltA9l6ngj/Hh0UZrss/3zi4cApmNNTCEMx1ACKCrb8Yd3IZOZs/U5CPKD0CdP8hZiR/3Phczjf+P5KzK6NJH6PTS1mw/8dJKQyykRWlcmyK5rTsurA8exc4wbA00gzs+//X6tOezJySYsaqMspziDSdNU+lDBtsxCGcr1g0IYiozCz7IoxMNJmm1bvdKZMFNv3l1c/6vYTVMLy3HPCXjPjTkDNdqJ3J/bo5e4dudrrivtK0cTNRIkSIeEHNrXcmqtEOCXD7ivbDvOYPOmLnE9PWiid0B+4ivWLJczQ/k2bgOqqiHCbu9DqT+hdZH1UirciHJHZBKDi/hq26r4UnO8XHT1Yt8PVegGzWfBE6hLfPc25Kt+xB3d61h+S2mCFgnAop02hLzbAXk+oVabMCK7MXfVuM5aQd9YCoKhVqGAfcQ/O2zxxUkChdKpg+uBRA2z65tdP+8dnTGM6OFurKv7eVxGMftQM8m3gWg3qMgMGvstdgDSp99nbhYLk0o2jrFQqBsYn/rx5xIPV64Y+Z06PjJmQF1q8LXbKxmLAyNlG4sgKVssjV4vFP9wp0TXokJa2av3BnT5f0ZBvXGx5rS8M0Y7ppJlABnADYaYLcLrX3fluau+JNOYNH54xtcf4pCxClhPmsUv73Vxmi8z6Tk7xxoZMiwZExm7CMnRicTBoUeAb6jn0HxlhqZWwTTDzF6sx70Hs7/+6ZiKZydw6rRlJKnNoJSOGc7O+viE81jdMltfOF4ZaLlS47gt+G/OWVzjdemT5l65HUNEeecTb2MUhyEeoVEzi8vPmPWTkNtDprY3sZ8fQkJIiFqWw06jgMr6xthS9f1zz7OIvrDUMpy0YLDZ3jGHs/CGtAAfMQq9csf9GzUA31IhjgrTiqId61Ogdv0mOAo5ZEWbMC8KvbQKv/DN7hDwRvL/5MpWiXupFS62IYXXxtGWDl3Wv6bK3Fcd8bVI910YQ+TUoe0cPf6iwm80bj996hiXj8g6ssdSIA5v0VZXZ9gv4N0FzO+evisf/CZGobQjb/tXMn224/pLlP59FyHI2nS7ka70iWRdagTnKR2kIW+RYbwACJ37/DbzRfahxJl5muf9Z+Oex26G8YClBiOe3vcGhfkVeAJMMgjP1wLBxr56dCzhva2FagTVgW5WAn3Txo16BlSOsX81Bkw2r/hVITrlq6Ws5dfrA1g4rRhC9MjoaUYJKhljSPnFxpxkXnyZyYAaGoTPz6BWJy/SEyG1IYRTJL39JWBaxmr/T0f5i/pDAjqRdSFI6hdww23SWvn1ZBZBe6zkMax3ZwFu1ZluK7NceIcNuV87wCKWX0FMHdglJYSRL31o0NWEAM/YtG0P2ij3N1kupfjEefV+Mfp1IFIzNl+o1F3UtmTaIUAQ3Ckx4uReh2WGabdt6kr5F4oGWdrsO8iYRKC2fepaHHmqggW49inC8Qb0/xJuPanFO/75Y26e6SQNVXsheJN91vzgRQMenyz9uEWrnYfu5h6rMQeUnkv7C/z4OA1sZ79fbh6UQ01QAUfA5PHD/F6QenSV3BgKeI9NjXJiW3vZ51gVEB9oS373BeNePllGHMQSzsSqg3V9inu41e8LtOcaz8yHtza+NcVmIHCU+fUa1mZo8YqZs6iVW65+6jVDKliuH4siAu6nzTBZSrKCmh8UANY7H1NlkCCWjQurnIKkb2cNpKIA3U8lB5wnOdr7uN+kJDtDjGIUGwdyFlXcCcbdc38Ug36tkLmqWC0ms2UDv6s02dEd+sOrlWlpY2bxOHIr+/PO1Phj/qbDVZhVxYCv7zJFPbWKY9yimEySE1X+DM/DOIi83od5H69a4ZeDQw+8cVD3jg07VD0ckp9sCmZM74OTQF7CXD7tngjdPZeyMXzeKplA2NRldqPvxCmy/I9EhAZjvEHQqPLCdNvqh3V45qzp8PmQbOVJMSZSroK3ovvG40McYxOF65KPJkrIv0XAZSRmP9fmqV+cMtDnFM6NNpFc1Pz5Gep3skNYO9K36BMJyfaqGBVD9OcwIjNBq9Ei0LxNp37xK1gp7GwaErHUwBUz63JRz+4XtllZ00WerjVDMAZjChk9LdJKcYiEqB7ssDDFE9uqun+056mJi+qtSiRAXjv8rVhl+xUU8xHWURUURHXPtJVqvD/2RQaBWSJ0pl+YNvNgYVV/1+0fsQaeEd85hFZvicwx0lLpX5NDXL4ehOLgWxh+cbG9ZwYfwXND/3ad2MkRUXqaS9d9JJAv/mAhjuV2Ih4iGVLqQ39r3l8tGMVOAuQgfJRfPstOH5xDffFZqP8NHZQeHhMWJFbelFg4rIPPZzlzAMr12H7+VfjhGyo7oqaqXIOcRdgBzdVYC/IgJHjd1j5lmf5tUSOJp37L6rtPGzQKUKLAH34WLLenUu9VukSG+uzxmYRt8BXI/pEzLvENoFvgYeUNT76t4eRGY5XMxxGQ7Q0ApJipbdX9clBmBCUmf2OhrqJ9OisHB+9uGTuuvjf+dsjjEgrf/neTtm8wDpp5Vw97b9JCrfasmpaKMAYctKtRx1YVPqPaGuRnPDwsTCFX9OLRcYVLL6DPD2oZtrZndgvdGNBpp70dSDpPfNnuR6QY1wMfWu4+/ceDMoA8xb8CpPnP1Pg5uArqYjKkVqMAoP94pft7QbrnjAxPWkKbrJLxN/Y93ipV9nVYIxJDm6YajXDMKnCBSElBmDwecFH/SukibRyPUwd46F0E83jF3fP9lRjsJjMjZL07JifbDdCqmHjZn1iSF+xrBW23Ls5lbsRxNQ3IYSr0s12DlU/dqj8fbSO0Nme7xKy28Ew4fj4E5vPwcZI3O2R8z56e+87kuEUlbI3+gKXPBkWFFWUoULgn8QGGjUaxLV0yrhKHsPk1eyJ1OHzVyi7NSOrJ9lU3Z/T8yGBmeEfrH4wgHxv+XQ5E9nGOXSwiuw8NA4HPIKXiDvKyTCX4csDon5gDCGpXZOV3ywsOxCPrnFfEobEADc2RvOh9mtZfxM2eXgnVQeOpJO94MslW2HqA6S3gXHGY0aSWQjL6rOirp8RIFnyU+vJKfFFoC9z5gWfQMkXDhHKOWfRto50mrZz+fcDt0CXRHEtIGPtJ8n9qZt5LPbMF5lCHF1x2tZ/CYaiOO+/fzil9Svsyq+c98As4Hv961WB9iPB0GkwoCADU1HTI6EtOgPNkI06Bz7OAWtu2V2hrfTeMfDLognHgB3dRwuEiS33rsv3zXSDsAzLLyhapl8LRUPir23Xq3vpn8Msby+OWbPt7Qr+C31ysM9JrtF1jKYi1xqces/OKP2YBKpJJFry5iJcjD7hQNPeUGMCvtotchyL3FdpXWH3O7p0TIFenLoZWkorvBqtD1QgcLAvy22c0DSwKb9asc7N8SQaO7UhO2wyMt0rLQ8TX0rX1xyk9XGmzljdMrtZEh0wk+vpyQxGujQXWEGq4xXQlhghnWpsHE3mtfuFieFVUutlHHeDRwbJSnWeIrKjpjPdgr+H5K9GL9EUU360m9h/34fZcgogyizAI0KIybkk84+hSIdGdOU8uVRXnhhjk0zyLl4RcOZeZWXfr2T1a0otCuUYQbS+Ri48a6uzSkabKpE/L0qj4O/Jeyq8XXyv5WAgQOf/lqJXxrZOm49PMwd5TX2FzF1jZ6wAu4WjAzLwFSfcw2wYc8UR0GJGP1xZVKP+TpP4ud1QrApsYYAvYAO44Md9fusGEFS5rPSHR6NIb9SGXpS+VAUYI/DYyA2VtkRjpmrzDZqHXQTB2n8bpZbT6ms4DHW3VqIQgOJzhbBaKe0hGLen8i0gLx7NovRz0bYR2Rdr4VKWOPRCBHGdUYzih9665lIDCUN/pglA0LxB6MElli9tJO2AiKR72Fx+AHJavg56uALoqlhEcvZOIb1FTXdTl4huKRAtp7cMMRXSoQi8UYRnmoE7lYyn/h20ftEx2TDrSnK01CXGDEvUfWxWIsjfSYvGoEAdkP/OvVFy7GIYzVY8vLhlZSxU++g+08+A5Ne5wKVUyqQQWI7NqOdDlTCI6KjWyx9zEeT5OEQAGNVMTXkwUisAiXzUgIJPOD5tu/US4+9vCK1E3rLThaIRqRZ4zMqHOgNKO6G7YZxMsOF2cNpyHmkaQrljUQDfNjZKfgVVLRnAcMe5kr7y7IWjGAtjJGQCvWHkLvqahNCBP6HDjYSQlBtqYX9cy1JDqWCVPPn/mA3CfTPh9fl70d48GCgTQz+peTgxH8nYGUJfvzNidrTiaUwLfnjwLbabfzV+F3I6Ni8mMk7b0f+BeaPPWhEBz66LgiIDUPEJmD+UI8SlqpyZJtREkse2NkXPqDK2vAP8wbdJXOAg+U5MOzYcnF0ZUGYC/73T4JISgq64eDLjg2+trPDUQCi695WesZo9kearRXv29Flxmefd9y2isl7LZ5p3MSuXeM6BCNU7feR+keocGQIqZgb1eH/TfTifVFv/zy7F1x+ZYmvKyQSNhnnB9Ni5Y19nhLj1aOPiM0Z+V+le2OdLlaehvcmk6EZmFy/za+matIo+HGqBs2yciiIWYCB4ldqmpDeDFFBAsGHEDdP+YuM/f9mmA8nGWFjNJbu45ZUaT123cYBl5Avchw6QgEP+lQqr4kn2i/GacIq/rrTmL8qzlDQnnG8oQX+oL5vCQXacm0aIRACZQXEI87mXf5gHZ5lWpJcw2WbfFdXZdd5CEiUC07I81ns5q9BSiwZ567s05yG5ppn5FBLJMtmrQASZ1qhHO9XzuVP3yl+f2TeDm2BvFe/1JfHgMbLRHW3bCRiu7qVBsVE66T8unS/5PcePRvoml0hLWIMjHMxwolY2ig9bwdeUFggE+99yDY/w8zezz923I4t5ToPeMRd783EyCi4SAE82LhKOpTVj7lHzRccgxtLN9P9S8NtDZOGRbMsieGzz2DZjGs/Vdyb/s5jvLQMBwjnjhz5hn/Wp17h78FwKqKosuM7EcRGFNPppwPN/hRu0JDxx69D9fYRHqAIWJmshtIsVJmHO1P6GcP4UUGd0qsC1MQNw+P/MvX8ZQ1wOR4/fxhtXBk+vY6sog/OhK7F+E2HptuJQ8URtK0tSa7XClXLMajl1PB8VL+hmWXky8/As3cN/a0nFWeiqOB+OlZz1tkSybN1Cdu0FvZ7Yk5HgcoQuhaVOtr5pxpo8ykCi+O2tmH4bOfmBfEZn3pOOWTuprjCcAFioL3vwQcOCo/8LRIPCs3lKpdlkKjqNj1Iu4zTynLotKKwn/DH8yxxog2tX2H7ywV1rYlL1M8bzz6W/9Tt0gpsLVQKaSYNpcAB6AvhAd9yjb5eiIZjLscXsGVuV3eBrS/eMvVx7XN+9QTHyh0XR8FnylfjgliD/xpZkAbOybMhbWra59pDGwEjjOS5+Rxva3PEGsHzjVSgjuMfVQ6UABxKui+YBTdl9kGvuRt3I7SFiFMEeDVNHM0QEjPUw4qGjzJdivpSHM/DxFqRRXgkYKpP2HBeJm2JsnZB0HJVjVO9KJpjt7RBlPDHj4JZqp9Shn3RhLMk72aH8eMThBr5/hzxYcrR01oR52+Nti3LNxojzoRDKiRZmyaBaZo8+QjHoJD3Sy1z4fVP/PSOjpr4Hg4I72oC65YtnrCUaIAPa8Tdf0SvYT/P1wwVT0+kXzAVqD68B9xo7qMe8NZL40a1M5lt+xZFYLRT8UEFm8vfSZJWrZemNxssNqy6YGjl8DJKfXncJx+LJMw6B7mZPLtQztHhVqffqAYYAIIEIcANTiR8F81kuqVMU57tZvXWMpBQGPO8I6nLs82sfAB1yArdihj4idFH6EJaVhOSN/KWOIWP+gsrr8TRuIILiqBztIHqt+haIBL0wg8DaHHh+PYW79YteBn95XxJ/7JRg7qHwhfF0MF+NAGbRQFqEzepW9jTw0JU429M4Oy2kSdcQRG0Zne+zJ8yxJrOA8u9yi2acOT5r9QQIybQz7yluFB5a0Rzx/5pXz3y3MOpzVcR8b9nhUhmdXVQZxf8idy87eXgHzN+mei5wwLxeXqAs+BPbl+3R3K/G7l+ll1sbYRioLHyLodbg/cZSOQMvOrXhPq46lMZctGo4lgZLBvFQMQoOdwQ8wZAkLSHZkxxPD64mlOxa5tgcHnw4rvUkWDMVJAsBzf6mfxc4myB2fjl3AGvYsdrWP4If68ttbDU1dsSXIFRybVeoAgWRvnodoPu3Z4jFgZ69y1UAJ4N+MDmo4gMECuKhqKafKoCwWJgfjjRdNq47186A6bHYNudbKZwiDeZo2ff552Y/ZUowf+m4cWp5DPfs0xtTxXuR8dc3O2XCaHNAM6qQehGtWWic6iZNsitCLWux4e7NNFtEAACWIXx7mK6cAAaO9bcpcUFL/Nc2HrtV4b6A0iiax+CLR21S/tR2JDIQGykMWB7FgatKzdzfPZlLW97azSS9OtYgIlDh9Qt0pmyC36yAwX4AnwphQkCcikjpvlNVSvtoX4w3FaJQ6a3NV9usQ9llrkps2aWJ+tgDU+pF7nLpllz2wN9MTBPfWjI+hM3PfZMUIpTeDCSyuSGF6U1IVtJeY/8KwdLQQ7C5rER0d6lccR7GpncyYbHeGZx+IE2KA3n2zk77oTitDSBk+DK+Pu8Ig9SfqN14ZcafdPQN3aBQfYgpvR0eOCaM5+vH8pvzofAnhaqVfpr9qm1pUkMq8Z1OF69Su6J8b4eEsAN0PZont7pJ9+4zan6ZsrsZReIUD1oxFAz8D2JC/Lw63BBQf6a3Olq3MSbGXIJk4tuKc3/C8R7rR1yoS0ysUXREDuR05/EYVcMcl6j57BN87kNoT/9IiVXj+20kCyw7Fn+ChBxfybKhKxgxXV4t5DXbN5MCijTnofa5lGer6xOY7x1iDdI8QK75hxvyAkLPOI2dLq8iR8VUhokdIcvLg9F/WEynWT2j8yBD2L5JYWseTmsos2ATl0FSfW6fFTp42sXINyLSf1FZuH+LzL8//nMUuiAVCcJNGNHA+meimkX1z4Dmv0wgykphpzSP4+/hfUhskGO//o4F2pza8oreZ+APyNYaa/rqJQUXg1Ap8idk5Bx9WqlNN0g2frMTF/MSivIdTp+pJT+0u72Bo77LXK0d7jUZ8N5gZGOhMkAnCEqCp5hx+0BJPfBBaa+o3twUID5unbiH4WXq/toNS8wnNwkQBtG8g3qR21o8WG1JP7FV+7if3MHUTK039rVcYs+INoCf84m4oakwXx38FtZBLqUIxwUeec2gsHeRdeMi5FXcKRoHMn8VXMOKMP9JIfCXd05vCcfKHv5CspV3zOdVQDm2UdNkQYVDcyD770D27OpKca0lslNU9BUHdsEMaZwTV0SE5sidhzmA2ZZZ29sPvSyPJfNllzRNH8EQt3WiY0K1Llv2XHKUhxHnTy+BT2SoTI7ZkqCft4Bq4nLYMxoeEGYJ8a8e0io6U+jrHvU4WUBy1O99aVI9DZ1l7L5jZbW/iaeeDy6FcjUjhdzyVTLmWyq4opO6VDly7yTSEwkYADsweY+6pMwA2CB0Ael/syN6L4K+6/omkr8JGxWz9tx4zmXlSakVGAssvlkqP2fSw/4X1X1z9iyn1YJFElmhONl9IaJh+1UtNE87d2SjgR5F/T1zX0Mw2EUFEc3XHYziIGF/ORyZ5mA8w+n5ym7bujbzYuePwMuhgU5Ic/+KwcyDmpnSxY2HvrKNdsoBR6e0sHf+BNZdJ4XtH+oS37xtV4BYFok26cNJPm4oFkp+YSoJmTPHrjeaRxXLWfFuwRAfh4B+c4rZrc3GM5nglkOaBCFOsRUwXjJVj6P9utxlRbGs227DWf3myJfKrA4QgTjefzOXicXowdbtuc1+ueCM0ehroloqRFpVkB7+GIFbbIHd+XyVfbHnR9B3rGA9z/h57SVcC5ndTScZDGx02kxB26MVRzJRc1BApomq/BKXbPOH0z2qLatzbU/DycDnCO/07Vx+aQfuFLSnrsG+4AOcJc4KIdCr3CN8AeXwQiWfTcNSwINskYr7VjYrSU/jJDMpOkVAng5qY2h5FS+eITcP3MOBI+yyKSD12bDYN5HXzI2jUBBtSEPrzBJMphEY48K9JI5vx1XqpH5gDYLDeUvWNwNtoBjy+w9eVCNavzrSKTLioIbWcLkcgsFiXNH6LycYBpFajkgQCO1qUOJn0XpumqcoeFr7NHXp9ZijeS8bjIVepj/vDCEBlETjGpoukpvW6JndNxA/mZjzMVIyRaCUszD4wV/SfwqBbQ8HRGh7VdblVZqszPebxHs9Bcipkva6qrOl6/alAynVafQpJq6xwo9jBz+SoD+s1l97nrukQH+iLKjI6tQ4v7Hr+OGKqpRfjVqlL+gJv0HKHZIuC5YBgA3J4HuZfQ71HiWDZr6j+1DgILp7WSjXyT9ITRj8yrYyfa7NkQljBVkAvST2IpK3MO68xDld9zMylwKQ8OMZnJ3rnRF4nblr2HyV27q084mN23nh3wtwhTGvcdFsMYFsoMLkWIPgMCY3DfQlD8gDn0uaCQK27j98qwBNv/paRu5+ocnjnsJr7Hi9ovJzB5SWJkIPYmjFDf2JBZFkrJ/FUfAEthmx0kxtdTqrgUaVxA1CaG8qZJ+MaI7r2bM9+lFolFEeMl+nwJhgnKT3cxEGyaxnRJMxs2NU1UH3gJoOCPFKza/DCYn/yE3/aX3I9UbtSD+Z1RhpiTfHL2cQvQYma9/rkmEKR8jWQT4FctJvbpHnIHKnUtin5YwGWdZXMj+EtSahz/kaOxqqyZ1eIvQ3eNFGGuO2WDoint5bwnpar/urFM3uI0qMOrqv8bLkuAVGTwQ7tCwSBR9oPMyKZ/aYJLpjPW2uibYi297ZG+rKZ0fZ4kDYSJegyZlOLB8UVvBE08A2CRfB3HYESEU4m6DTPaNiZFCz3fy9JtjBLPPeaZ/6rvO+UhjOnbLbVg7WOYkxyTc5hUl4OpMWEgt9AhEtiUc/4iKzksNQTjd6eu+74kt5JFLeMeOxSANhtNRHDBpOJcvMCdQlkO3vMleegnvuAb/UVEbzts3xVCS8mn7zuJ/UVK6ZJm7gbSFrqxGmjkxHdoI91LilaFLfN++vJ+tAhwUrL/um7jPHiOen2iMFCmtxQMeTBvYFHadwVlxOPeQhwxs/vDvTWrA5KkSGoYhADgvLeWCIEKV0CWsD9kXad1nPlkBkgqByFGunzUqF3Vy9AeDbFh3LhN1tMcMvPaXNggkfjUy+JnnWNeP5+ZB6pwKLybFwH31Yk8Np+2xRywy7XuEn8UlX839cLTuDStxEpue4WDcqP88hmxXVplbW5DkF/WMm7+abF6UK7K8fGQMBdkV0QdlTaxdawgbj7T6ra8qygzG+2L5WIbh5YUbqdYMgnSaYxTFZh2Ur72g4JPW/92Ke26CU6HjilmYsSuWz3Ntipek6l+W6GNtANwGXLf/z6ilzc1TQ/7nSgaAKYhN6CAOUD/7c1qf/27WIvY1BD+Gj19JAEpEjVIunKUCvxhXbRml8nzV/pLtb9BJBU0j/Ybrxc2tQvAgHPgRQ4r5Xnl/LE3buQkDmusuz8jooosQ0zy7Wve/5GiE/VmK5xGUAJUUq/93zDU/LUIIlhdio9pZhnhxz4JZSPnaKg/9uz4ip+ZP0eCQlll5jqJDQD2Osena8ch2uEo9gqbIIGhSoZgCNE2f3ccWJqSThBBw0YXHkkdyi/Vcx79JSFPpWz5tIeKjuy7BWjLVgAGcq08ooGnu/ePb5T2PbWKxNxUkCxisXZE2FITwwOUqgZNKJfbuerQSljlM27Fhc/n9FBxeoTQOmuf3tYoL1RmzOd4Bqgv6oZQ04tCAnQ2MADn2I3JFvcftwtdRsyaCrxftr/OWIQ/W5fxJLhI+sD5bZMrH1xEEO6SczmalmUzICdHMQhZM+XG5aHxxqAK8YcQ9TLP3BpY7sOT6jatTtu4AHe+SyrSGHdVtLjPI7/suMDAiWi/W9cbvsNhCb0nO+9UL8ChDEAOU8a231K9KT/iKxRZxW8Sw7Xl8dptI62IgfMC+jZ0Sw9SBAPB6WfF16kJc1+UyCCqWtJ7+rh+1Qpi+dLk30Lbf1nhggMWPsaVQdnfWsa+a3vHg699GWRetGtqiu3Uyyqsohf+xlm2CskMx7iyj25nZK5GRCbTxIFNcWjbqmLw0rUjh7Wl1nfW5TLXAG3coz1+5e9/2dFT3DD7oS7GsY5aVorF2ZK11DNIugfFScfqH4Cpzqz4k2uSQbCJUkdJoI5SO+ub2cRgfkIJLtGP82iyweD7dVr2mSUp8JwIQBBVZFkvN61pPEjyk1E6MeCuaXs5zUM2MazHEiroLkxKa7uoy579mF+XZ+C+yd5YXDvzLCMq+BreqKKjYzFocOZHhk2nRg6DHglJOpPutYOUuOkrAZYsHFu6LxSYZc1z8kVxZfBhLMW0ai6Fz73uxCSIc+6t9X8RZp1vpt0Q2qibsv7vu8NZGR/tz0G9EMEq2TYo1fYpfUtZfJohvuXhHGsnpCzbyjS/mOq23F8/PqdoT6mQlc1BQxPtK3s6BQZXuriZtwuUYS12LKh2xnM3mHtjiK7yNMGLDErKQpcawaxmwoPSa+ioSOKeGFH1odZIrvv3osatBRr9Y/fOarfIBDgoIkoLvzFVk1UlNmUeb4NyobgQNabA8WjB4lwXJyrQkEcI/FTH4J0OIyeJb8uLSLTX0eCULZh/GOEiHFSgN72u/UPxH9lEQRXJaUhsyylmtJAOJTUdC2bPOe9AtdSr8SQatfXyz4+Z8/9kGnp3DXHK0YUuUOXpLktJ4e8jh9DmXy5cBbqIOAUF3g4jC5SOC8/iB3r6bP8kdxfbp1T2buyL0277WzXlgWWXNs0SI30kK+3hlp4f/X8yOaES2dwP1EYZ4c/F3G0YQymi10g6AajZH5B9aHrhfzuWW7M3hkApcZzT+UBRDsPwbbmNu7fWXr2if6IcQl2byFMzyF5fEl46t12mXV+NY0H4E4xPSbrq6l5kjkjUVZFskngRltKs0UyeB6uZWTaJzYbCNRNiRmbf1fnJn2dIh1t2ouFHC19s1iG5h3ZrFlMfI7rOcj/JBHX9vOJBpbrRq6x6TrgNc43eBCBcAsDaH6HIRhJ4AyVcZ5nANModJbjvRUqrNv5SVREU998p3fa4Jv8oEgIz34J3IFYx9SbroAIPer1y4MbDvN2fWqwY563g32WRsFOIoPcQfzx6qYj1Ru+YhT08v3acv4twyXCLzUHz09wBTmf+uNNgk2jaib3MxCZaKVvqMWK32jRbYXVggMUDa4u4OBCaXqYOQP4hJ+6HpXniwl3IhQAY7H0QsQAEcTYgP1/5h4jNI19VcPeEY895gj9de1Z/SnfvokhuKKC7h6hRxh14L8xb/b3YLrMlocfPZzOVMVzNraBBTYMbxS8r4ttTknbZarf+35qzYpGuvxV697h9JYSWDSel3aeUzeqMqPVTEjMQzic0iCDJBRpUU9L3zHNgPe8B+ixJwM/Qo+XccRw8ycyFQ6giIDvxGfdjRN8o5PWt4wGV6/JWlGRTaSrXiQUd+sUaVMXi5vbyfs6iWqw9TiIJBFRKmGLDQCXMdDEB+nwvuOQ2QuAwnTvvQ9DoEw/kNvlMHlQri0B5YzGUjFxtVUWw6zXx0s3e/c+SaJk78y3YKEZ6Gi8MIk/s2e5oPYsutnLUajv1pfXl4JHBg++tuvNBiXmZDk4t14GrqOeSK6Fqan8m1k+LYFf8rrn/3AvYVwN3/OIGvwsN6V3MUaKmR2nyROxNz5GrIRxbuKQSD/y00DyGOdBKLuubq8bmusqpXWSGXo1uMGodSFsMse29aR+3PZpUcl3kr0SA47teqrcBup16UxP15kTCPPKQt1t3eRUiBvPfK3vanePbXbcy1firE4HQCKrMcL6/Gk8LuDV62fnDU2hpPTB1VkxgE9Wy+hSdeB+tcu0sZzkPJoWTsFLTDb43PjgqssgH5nPrtMrHxwUYgfkFUJRtPEyKBSyDaRLnyJn8/Zr2A8eyvI2c8tdYcx9b8OpnG5U+xtAvWf7xR4yH9XQ/+DWOgJKhdWDF5JfetNzAHM8BqY4D+QSp/Zx653tG88TH+8q97TxcFIGYjnhByjwbJKZPEyNuf/H9uO50X5g+oFWjmd3y/6woj9//8c8TgYanNcAaQKAPgRzkixtTmaLvNz+1A6RzjSa7DpOlxEwdbVSlfw01fIcQb/C4KQesjwcLESNE7B1NyFpYLLEO6hk4lbMv6ggwYk9/SgvJOkmIoR9J0OGjIRaKBOwrcPH+6pLq4sO+ryXixprA5Y/rUPn9fng80SRlESxhH+QZ3kTtr9AVqmahTGnlMO6jA3NFSDz0MNtLDJpjdoP8WCcEwbhnLchvdTwucCE7lJLBhBeHbKSqJI88s7ejM0yKNT6HkLsx5+bLnaxo8Qh6x1BstNM6f9l7ABsU4puqsRllG65S6kDNgysV30OMQJdXvtvAysPVdrPfZ1SFBaz6tEb0QJ+ais57rWCXQea739DVw0xU9wa9Nt7KcAQsS6jdNbrdT5IYlYxdxT2VGOLMKFqUnwXUmZrVcMa9+UprXzbT7gDhfMOo0QY68ziygN1s5BkbWuEO9V0kqSvqnED6NMzDzb+X/xfDHpGvkN1nfLy2y7tTJGN76nLnYsFAAzC5HTurgZV7UsaOWIoNIDqmQ2kvp3Gm9vhrutLHCfeYtM3h5DG6ylL/XTcsSo+k9LB3/8cpwTG1nvP1XQClsoJ9AbKOG+pTufhidm1aC1+8X/o9X+dM+PbEBkgHXYL2gQYdcUh32rJVxpYhIQBZSaKQVeDkw3XtrLV0N//Qxq1Fx6P8uq5KKlHY2wevxs1J9Eg9ZVs0jzZwUZwwlY8YDoQhZRWicnfnnBtaVUseu0kcdce7L7n8XGZVhiNXZBWNkHx/zXeytuFK5etZIBnFNTeDUVOR3x2ix0blRCVi0RQy+itQJeGD+PfWtWnDs+CrDCbRptw3CVQTWZZbidKZ+2wGQ53q0thi3+9tL8xweEsegripz/Kwz4UrsKZpeiPYrsvuGQCjMnYfHANXCy1aX3JP7OSkYQJkmLb4Wqvyb+6MyATnnXLLUvrQbnbMKqU1RmCbw2K6E74CdJlQePIymnxF5/LhyCYl5pxnVEIE6nLsXnLDpi5AqLn0mdkm7w1PYS4wyAnueJ0X3OvQ86VibcJaDSfxZUzMJqGPJl5vEHP6ttbTq85Li9cOubtFcc0K98+s+GgoKzWycfRafafKhfaFD0kd/+lpPqJoUmWmTNZ9KQXJjUpEtygpdFDEafD0gBlXEP2uyQMkA+OSOyeg7tNZn6o7civXxK70ntAUr3wxAos9gg1anfX+SbTWsGPV3qQE5Fvp67pb8dYgdaCDp65Y5IHuEphOAvtqgR0Z4XwyBuIgmBjZ4VlN5BxruDjM0bDd0CRNXFMxatViB0J9regPtoaR/tiOTUzV9F5g7ciIxrGN6ZMUDmKlCvxNMemJFKKOJkZzwpwAHVPh8EcYW7MesTDKiIPDls0eCiOmJuNWNKNKH2f+BGX38dAAf16K7eZrwkWQqHM7iFEH6zVpbrIQcvnhOAj4PWJO+eds5osRDeEfgH70+44qg9u0SQjNlslpW3WGN18C/EGY7h8KsCZ6kI1inR77Oi5Y2tOGcp6VtbxYUiwB1b8SEbQu3CjE3m895W1L5a5wxra6lnRbyvhP91Wh3gIPKxZ6i772mgiLvLH1MwwxuRs2MZQSG96/Y4JMIwQy/qJscfyzF/x9WhEpw+g+4N/Ga62FI0V0nQA6JDNu7sH+rfife5WxH6VNeVvE/aS+mJoIkPRpFQzbGf58ff0rxp5f2se2cCSQZ+CVPKfiWbjoKd8rWdsxpkLOvcK6UirN7HrTag/f7heDUVOssbmrhMuHWkf8r+PtOjF8CM8N8FNFslBmknHiNtADPelfu2XJ+DiE8VlVVsH4Zrbs5fLzFWOmQ3vF9hx97ELIyFa39hks3eVe6SIg7qN0bJSMuEBEU1SxznE7m7ALC5YMfRiBUbTxdV1O0dp5QMkGOmrn7o6zKirXHhQO3el1JKZiOvah5zyf+CYJxNeKL3BGWDYPmxPt1rYfEhOH88XGUbWAUHTWGItdVKNiDOptSw9n1pQm65qoM4w33YRuat636s65jPxaPEEP4jiTvJal8Rz9jgkYIzkQC82wqYVIR8mCBsTXe/LBwpRGTOD4UL81uiII7ctVfw5invkHqFTKVmZlqKYy4UJIZcXK2cEETT4k8gl5Ji+j2bwWYfnwpeu+FaJdwbsXfdGo2BGxHuHKCIT2k1Gd1Cln/CVIWNsYL5+YTe4y/2DAm55wEcc8WajMHPIui4BRFL1ONZA1atM0TO8fYo2xN/SAL3QvE6pLiBsA0Z2iN2eDDSLHTMZ9WFFW0kxAXKdcbZkU5OFRDA+R3Zqelk5OvNMPavu1hltZLnCUYHLfAh14uHnp7AtiaUdxOjBSMj8K9BAFVQTc3mRIw1aOngRhguDn9Y28z8YAnUKpnCL3gPD6JT3LF+NqpPo/9EEtP+lkKzvfmvtnor2j/odMLb+QdricsN6fhFzU2ufMJqhhvw70N/KgUz91TRPCwyfMOp7cjcaSYuRAXESP1p0wEQ+BY+yBM64iRmsGM91EmOWL0cPfZOCdy8yivtZSu4KiXhQITLINcvvHhmDsKh7lC2ws3Mr5X/VIJH/qCZH84Qt7rGmYgVj/kGJC+QJmNcit0dAIxU+o15MpS+vQgWPmojUETOQPcstGkH3glI2nUyTL+FdGd5RZyJDRmSSE8ZL+1LsbfoCs0C0VuzxVeqIXd8xcZu+sr6E09qXGkM7f1i5r8+fn8SWcqlKIoJaxWo3RWpnfvDrSZ2gvZnKWrpFSC0hdAbKuHw/n1jwKK3rebfLcI08ABc/OJQBB/rhtMdTfQxqGHk9esjkNScF93eGbWk9nPt92SuiEBwI1jhFRp9/PT+FGwhBThst9/sn4fRxUt5Sz1r9F/FWWdeuemMH5bJu4tRQYtjcw0B6UYin5FPaIT6jFjbGjxcJxBy2dw1/Di/4kUaZJFgZ7XqJJxkCG5OS4Ueb47pbe2FJsnL+JkdZQXo5VPlnqKByIseIzHnH2ktcgHFd8ERD0y13xtywhoFfKA+/9jYmm2p2i5kB7gJ+LdA+gXl3+fQm2Xt7KC8bmE9gCT5VELh82JGaTK1wLNC92GyY8KXvQM5uLUncxV0I674xHO1SBeZPFo80yA56wW2WBVX+nURkLcElWl3Mx0jUnUpLRhsNaFdu+iQtRAmxSt5/PXbi5rgBAQcxfLT4meRVWrwMHescmzEqxAunwxGSvgw82uspBOu6WIk89ByhxBSAo0RNn+3lN6/uYJ1aDytt6ua4moVFdLlCDJ8PbPRhR9cGuXq75EITCWfzHB4NItZus4avpa1mXp2THLl2De/PzPkLHS47S5glh9z3cEw6G9SbKanbIb47PVkOgyL+rFhG5xq7Y50Zt2cbJqRkBRyF7AlxyZJCM8nbdA9WAScb/ITsx8YTIHzRSlrIuDhnYRzQp1AJrGk2OArb6q9o7c/ANiprZuHOV//386X1iYk0rAKWJh1Byrk0aZegUowGuCkeKxM1kkIB28sr0m/yw2aZ4pKj65v05rhSf6Y+eKWn518gOpKcyAoh5bWq0IhGgpleeI0JaFPsxVZfATFeviuzruFvU3sWzhlFTI8sihKkaygLUFz5/orR5viehfdwicNbtNPQ3by3Nmc9pwgx25Xn4yi4VjY0FSkrwM5fEVGq4yDhH7gKq4E10CgN4LIEWxEYyk+gO2kHT06dHbg8QTkd6xVg59utcxTj0LCXWLuCABaRMp7mj/v4TNGOzhxplQTXmVN5gD7SLDxZY8kVNSR1LgBWmM9qjvtxX53bqPFt9WVDwg+7xiOshjz6YycXNUOEHDVQIYHOLQPAWCwANHTgPAA+Flcy9ep4QE6IOQqbtw+jWbJVxOVgQlj0iN1OkrmxOpnu6OIhRh3HC22mdUYCkkcZ39dhoo7PxuSvNKS/b26sHbcLYSSn1ZspoKmeJlGb7r8nsWYarpqbjpdFOBAMRqqxqQQQpX95x4ElJ4T7hJD8RQt6hQILR6ZMyEdTuZmRjRMnvsUNcu3B8gO1qKPl8021XIxURrlekDP8in1yLGuiVOCZoYd9xeQMGou8gybV2F2I53d5nZQg9w1L8OEwmXHDC4k+eVOpvOn03yjy3G1hzba6aB3+pW9gT8/YRhDIMMQ1gaydKvPD0+AG5hxzRF+3svq2PlodAthZ3clfSaYwEZC1HeUYGL6i2a4IfrZCMha5KxfXhm0B8WIvvloXRQikmu4voJYze+D40q1hlcdBFN55EbcL7UAcub6dpzJHN+92OOHYqG0oCV7fFRmfDks69WwffshQrdoWqCdiNkjbFLE+tP5g6dRO1JPkgn1qnfb14TrP+Ewsx7jmKpVozvyDNVbt8oR7huU2wmtScel20EJMG5RGuFkmrRQabtxNeXgdt1BCBtUV0U00wFdlDOQ8ZGIbyZ3YJf1K5HhNYiEnR1NCiUk78KpQrUPDjE50yD71Bx1iHme+YTf8Be4kk8gj6Gv4rXiuDHIr4hd7BLdcD5T9/wt4eQD4r4EsCTgbb2BTfY7QH9PdVaHCYoDp3nOD2azs42QIP/8ILwG/dxYUab2b5R5r6+n128VRmvMNnKNpf7JQ+mgE0tzK2HWyZsMz3cRFiB93bFnWhGd44nxkRZnzoRdndMR8zozyp8GJWwWBBl7a86/SVFsTnD8ErigFg57ZI3HUUvsE52D2SHqP3qK5RzScViVVt88a5+7iD7ljC1b4SUspIpkDW59o/sTutQ/BQHLBXsYA3tCE5bIEVAUf4QzUMRc6kH4M+hZiEpLVfgvHyTB083LmSaBHitdWNOECSj3A22mPaIiXZNw8ThRDGgehPKx7vduEyL28hS2EHzD5dp/ljXCOVeAgD9CAkKDBzAoLWDbdP+nZCriRaMjhDNUQvs3zwIQSFI63x2wuKxvynvSGCWEz+5nxZHljBJI+OrMHRFCBCwkxxOsAhYqWTadt/LzTlUXC0L5H//UXBZrDal2bDVuOqZESXN1FNcMZz7Cb+rcTadmqzg/4rAa9S1wXrOYS3sAas19tcWpdb2ZAHri8Ja/1r3GFgnN/pEb0ZB0Py9HVrXlTe+4mgR91bRyWveYDcd3OeYeZUJTGwhTRmo8aUnDaUy4bv3m14DIhTXT/IanKa3beanm4oIMqmQldPARnnwBFNCrFaaBBuy1GwuOVfcriA3UmXna3fF0IejiIFy9Oaa/raNFp150VNYcgDroFDd3SKNxNwKI1sSoQKomHdK3o5uIaIgVYloJXU1EheZsPVZ9IYvymi4GmaiGKQGHJLZGLb2tw3gDDkKO5y83+ZpK9HmAQLtUPQMStJ5FeP2cxwOby4qkXiFQ3wJuFUuLZt/Y8YYYozV7HGa5GB9IbcZFD7sg60vs00BuRIih5GNbs7Tq2ku6l/jPQvt+o9Hd4g7JAQvspyF9lKlgJCfAS9TWlqWFQMdlcjo6ymeQ/0JDMDq74P1MgXTaFrmYXsFxiNKXT7ZVtX5/UyQW8wbSGy2Dqm7W/01Hyr0EXyxZutsGJYAusbWJ534Sc9u/7q/+fI0LOnQdCWL9SNJzIvsdEf08P2W/EDmCPJo5csi4+ctyU1OiiPuawzJNVlAP8NzUTgfoVpXO0clVScU3IyDuomOWkiIira9SOGw4zYtCcewOtMNCkHj0WuhcN4gVDi+4wHobiIYsULgM1WNMqG6mwTsp3mmMwSe2sCL+L5B7ZPrO2fLzc8vaHc6DEvekTzQc4gfleHWmmwP9knHyDXqYwWtX7Z/NNemfiBT40UT5s5f1/u2faN6HDTKbfUewd/sKk61i08GKnOIPSNmGwyBSPGDlGCxO433wjASv4OKuxP/1xs7h2exuZNrpIsbWyzy6ode/UmKANDpruWXJQS17IQG2hXlP+Eog6/JSCgXHnW47E7t7ofxKwFJ9ANgS5SxmlBujj5zJnzy4byiSpkX2hnaXPsWmhQdZ3dAL92znOoUSjWGT+hfkAjy0uglsgEq0g3xAlBAImy4qEIgP/umKMI6353IvhkRUXjN69h9YUoEgaS6DxVfSdmcODBs3wG/tJtxLSFaa/oTvgog95jI9F/4jggF/neBuCByR+xEHDq+2bUBVWUoeOcNU13dzXCmDuDKzokCXP7gMfHRIOfzZVfqgh5RHM7uS1Vs3VcIkIbyOrXXPICLXUBvxMFRSXbJJkbwAv1jxotURMlz51CnPErtKN7H4X8Lbhn0sEk1iuy1qEIh1epskgNr2mNRkhxpRZztI0oUp87CzDpL30+/W9Bp2rkFaxaiCZVsY77QSgtLkuaAY7RII4iFoN8TRm8cSQ4xEpu5NfBp8ILVNDxXD95u6hV2h222uYUMqIei+hLzwQvlqRZTGMMwf3pRCNpWjxDLED40OREiAAAAA"); }
.novamobili-madia .nv-foto--8 { aspect-ratio: 1536 / 2048; background-image: 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"); 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<article class="novamobili-madia" aria-label="Madia: storia e trasformazione di un mobile">
<p>Ci sono mobili che nascono per rispondere a un&#x27;esigenza molto precisa e che, con il passare del tempo, finiscono per assumere una funzione completamente diversa. La madia è uno di questi.</p>

<p>Oggi la associamo soprattutto agli ambienti contemporanei, alle linee essenziali e ai sistemi contenitore. Ma le sue origini sono molto più semplici: la madia era un mobile legato alla vita domestica e, soprattutto, alla preparazione del pane. Capire da dove arriva aiuta anche a comprendere perché sia riuscita a mantenere una presenza così longeva nelle case italiane.</p>

<h2>Da dove nasce il nome “madia”? Origine ed evoluzione</h2>

<p>La parola <em>madia</em> ha origini antiche. Il termine italiano deriva dal latino <em>magida</em>, a sua volta collegato al greco e al concetto di impastare e lavorare la farina.</p>

<p>Secondo la definizione del vocabolario Treccani, la madia era tradizionalmente un mobile rustico costituito da una cassa rettangolare di legno con un coperchio sollevabile. Nelle case di campagna veniva utilizzata per conservare farina e lievito e per preparare il pane.</p>

<p>Non era quindi un elemento pensato principalmente per arredare. Era uno strumento di lavoro che faceva parte della quotidianità domestica. La sua struttura rispondeva a una necessità molto concreta: avere un piano sul quale lavorare l&#x27;impasto e, allo stesso tempo, uno spazio dove conservarne gli ingredienti.</p>

<p>Con il cambiamento delle abitudini domestiche è cambiato anche il ruolo della madia. La preparazione del pane ha progressivamente lasciato di essere un&#x27;attività quotidiana e il mobile ha perso la sua funzione originaria. La struttura contenitiva, però, continuava a essere utile.</p>

<p>La madia ha così iniziato a essere utilizzata per conservare stoviglie, biancheria e altri oggetti della casa, avvicinandosi sempre più alla funzione che oggi associamo a una credenza o a un mobile contenitore.</p>

<p>È interessante notare come la sua evoluzione non abbia cancellato completamente il legame con la cucina e la sala da pranzo. Ancora oggi, infatti, una madia può essere utilizzata per organizzare piatti, bicchieri, tovaglie e accessori per la tavola. La differenza è che oggi non deve necessariamente trovarsi nella sala da pranzo e non deve più avere l&#x27;aspetto del tradizionale mobile rustico.</p>

<figure class="nv-foto nv-foto--1" role="img" aria-label="Due madie grigio scuro su piedini metallici nella zona pranzo"><span class="nv-visually-hidden">Due madie grigio scuro su piedini metallici nella zona pranzo</span></figure>

<h2>Quando la madia diventa un elemento di design</h2>

<p>Il passaggio dal mobile funzionale al complemento d&#x27;arredo è probabilmente la trasformazione più interessante nella storia della madia.</p>

<p>Con il design moderno il contenitore viene progressivamente alleggerito: cambiano le proporzioni, compaiono nuovi materiali, le ante diventano più essenziali e la struttura può essere sollevata da terra attraverso piedini o basamenti.</p>

<figure class="nv-foto nv-foto--2" role="img" aria-label="Madia bianca con vano centrale aperto in un soggiorno dalle pareti scure"><span class="nv-visually-hidden">Madia bianca con vano centrale aperto in un soggiorno dalle pareti scure</span></figure>

<p>La madia contemporanea conserva quindi la sua funzione originaria di contenitore, ma acquista anche un&#x27;importante componente estetica.</p>

<p>Non è più soltanto qualcosa che serve a conservare gli oggetti. Diventa parte della composizione dell&#x27;ambiente.</p>

<figure class="nv-foto nv-foto--3" role="img" aria-label="Madia bassa in legno con vano aperto centrale e lampada da tavolo"><span class="nv-visually-hidden">Madia bassa in legno con vano aperto centrale e lampada da tavolo</span></figure>

<h2>La madia contemporanea conserva ancora la sua idea originale</h2>

<p>Nonostante tutte queste trasformazioni, c&#x27;è un elemento che è rimasto praticamente invariato: <strong>la capacità di contenere</strong>.</p>

<p>È forse proprio questo il motivo per cui la madia continua a trovare spazio nelle abitazioni contemporanee. Dietro ante e cassetti è possibile organizzare oggetti che si preferisce non lasciare a vista, mentre alcuni modelli integrano vani aperti che permettono di alternare contenimento ed esposizione.</p>

<figure class="nv-foto nv-foto--4" role="img" aria-label="Madia contemporanea con finitura lucida color terracotta in zona pranzo"><span class="nv-visually-hidden">Madia contemporanea con finitura lucida color terracotta in zona pranzo</span></figure>

<p>In questo senso, la madia moderna è una sorta di evoluzione del suo antenato: non serve più a conservare farina e lievito, ma continua a risolvere una delle esigenze fondamentali della casa, ovvero trovare un posto alle cose.</p>

<figure class="nv-foto nv-foto--5" role="img" aria-label="Sistema contenitore basso grigio e in legno con vani aperti nella zona giorno"><span class="nv-visually-hidden">Sistema contenitore basso grigio e in legno con vani aperti nella zona giorno</span></figure>

<h2>Da mobile tradizionale a sistema modulare</h2>

<p>La trasformazione più recente riguarda proprio il concetto di configurazione. Non esiste più necessariamente una madia composta da un unico blocco con una forma prestabilita. I sistemi contemporanei possono essere composti da moduli differenti, combinando ante, cassetti e vani a giorno e scegliendo diverse altezze e configurazioni.</p>

<p>È un&#x27;evoluzione coerente con il modo in cui oggi vengono concepiti gli interni: non tutti gli ambienti hanno le stesse dimensioni e non tutte le persone hanno le stesse esigenze.</p>

<figure class="nv-foto nv-foto--6" role="img" aria-label="Madia chiara sospesa con due specchi rotondi sopra il piano"><span class="nv-visually-hidden">Madia chiara sospesa con due specchi rotondi sopra il piano</span></figure>

<p>Novamobili, azienda italiana specializzata nell&#x27;arredamento contemporaneo, interpreta questo principio attraverso sistemi componibili che possono essere configurati scegliendo moduli, ante, cassetti, vani a giorno, maniglie e finiture. Nelle sue proposte per la zona giorno, materiali come legno, vetro, argilla, cuoio e gres possono essere combinati tra loro, anche con soluzioni di illuminazione LED integrate. È un approccio che porta la madia lontano dall&#x27;idea di mobile standardizzato: la composizione può essere costruita in funzione dell&#x27;ambiente e del risultato estetico desiderato.</p>

<figure class="nv-foto nv-foto--7" role="img" aria-label="Madia bianca con vani a giorno sotto una scala metallica in una zona giorno"><span class="nv-visually-hidden">Madia bianca con vani a giorno sotto una scala metallica in una zona giorno</span></figure>

<h2>Una storia che continua a cambiare</h2>

<p>Guardando alla storia della madia, la cosa più interessante è forse la sua capacità di cambiare senza perdere la propria identità: è nata come strumento per lavorare e conservare gli ingredienti necessari alla preparazione del pane, poi è diventata un mobile domestico per conservare stoviglie e biancheria. Oggi, può trasformarsi in un elemento di design contemporaneo, mantenendo intatta la sua funzione fondamentale di contenitore.</p>

<figure class="nv-foto nv-foto--8" role="img" aria-label="Madia color bordeaux con angoli arrotondati accanto alla zona pranzo"><span class="nv-visually-hidden">Madia color bordeaux con angoli arrotondati accanto alla zona pranzo</span></figure>

<p>Le <a href="https://www.novamobili.it/it/madie" data-wpel-link="external" target="_blank" rel="noopener"><strong>madie moderne per il soggiorno</strong></a> rappresentano quindi qualcosa di più di una semplice reinterpretazione estetica di un mobile tradizionale. Sono l&#x27;esempio di come un oggetto nato da un&#x27;esigenza quotidiana possa attraversare epoche, stili e abitudini diverse continuando a trovare una funzione nella casa.</p>

<p>Forse è proprio questa la ragione per cui la madia non è mai davvero passata di moda: cambiano le forme, i materiali e gli ambienti in cui la utilizziamo, ma il bisogno di conservare e organizzare ciò che fa parte della nostra vita domestica rimane sempre lo stesso.</p>
</article>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/credenze-e-buffet/madia-storia-e-trasformazione/" data-wpel-link="internal">Madia: storia e trasformazione di un mobile che non è mai passato di moda</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></content:encoded>
					
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		<item>
		<title>Come pulire gres, parquet e pavimenti moderni senza rovinarli: metodi, errori e strumenti utili</title>
		<link>https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/come-pulire-gres-parquet-e-pavimenti-moderni/</link>
					<comments>https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/come-pulire-gres-parquet-e-pavimenti-moderni/#respond</comments>
		
		<dc:creator><![CDATA[Redazione Bricoportale]]></dc:creator>
		<pubDate>Mon, 02 Nov 2026 11:30:39 +0000</pubDate>
				<category><![CDATA[Manutenzione e riparazione]]></category>
		<guid isPermaLink="false">https://bricoportale.it/?p=244358</guid>

					<description><![CDATA[<p>Per pulire gres, parquet e pavimenti moderni senza rovinarli bisogna adattare metodo, acqua e detergente al materiale. Si parte sempre dalla pulizia a secco, si usa poca acqua e si controlla la finitura prima di scegliere qualsiasi attrezzo. Come cambiano le esigenze tra gres, parquet sigillato e superfici delicate Il gres porcellanato assorbe pochissimo e [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/come-pulire-gres-parquet-e-pavimenti-moderni/" data-wpel-link="internal">Come pulire gres, parquet e pavimenti moderni senza rovinarli: metodi, errori e strumenti utili</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Per pulire gres, parquet e pavimenti moderni senza rovinarli bisogna adattare metodo, acqua e detergente al materiale. Si parte sempre dalla pulizia a secco, si usa poca acqua e si controlla la finitura prima di scegliere qualsiasi attrezzo.</p>



<h2 id="h-come-cambiano-le-esigenze-tra-gres-parquet-sigillato-e-superfici-delicate" class="wp-block-heading">Come cambiano le esigenze tra gres, parquet sigillato e superfici delicate</h2>



<p class="wp-block-paragraph">Il gres porcellanato assorbe pochissimo e sopporta bene il lavaggio a umido. Il punto critico sono le fughe, che trattengono polvere e sporco e vanno controllate con regolarità.</p>



<p class="wp-block-paragraph">Il parquet sigillato è protetto da una vernice o da una finitura simile. Regge un lavaggio leggero, ma non deve restare bagnato, perché l’acqua può infiltrarsi nelle giunture e gonfiare le tavole. Il parquet grezzo, oliato o cerato richiede invece una manutenzione specifica.</p>



<p class="wp-block-paragraph">Pietra naturale, laminato e rivestimenti decorativi hanno limiti propri. Le indicazioni del produttore del pavimento hanno sempre la precedenza sui consigli generici.</p>



<h2 id="h-errori-frequenti-troppa-acqua-detergenti-sbagliati-e-manutenzione-trascurata" class="wp-block-heading">Errori frequenti: troppa acqua, detergenti sbagliati e manutenzione trascurata</h2>



<p class="wp-block-paragraph">Il primo errore è usare troppa acqua. Su parquet e laminato l’umidità penetra dai bordi e può causare danni difficili da riparare, quindi lo straccio va strizzato bene.</p>



<p class="wp-block-paragraph">Il secondo sono i detergenti sbagliati. Prodotti aggressivi, anticalcare acidi o sgrassatori forti possono opacizzare le finiture o rovinare la pietra. Usa soluzioni adatte al pavimento, nelle dosi indicate in etichetta.</p>



<p class="wp-block-paragraph">Il terzo è saltare la pulizia a secco. Sabbia e granelli trascinati da straccio o rullo agiscono come carta abrasiva, quindi scopa o aspirapolvere vengono prima del lavaggio.</p>



<p class="wp-block-paragraph">Infine c’è la cura degli attrezzi. Panni sporchi, serbatoi non svuotati e spazzole piene di capelli lasciano aloni e cattivi odori.</p>



<p class="wp-block-paragraph">Un consiglio pratico: prima di usare un metodo nuovo, provalo in un angolo nascosto. Se la finitura resta uniforme dopo l’asciugatura, puoi procedere.</p>



<h2 id="h-pulizia-sotto-mobili-e-lungo-i-bordi-quale-formato-aiuta" class="wp-block-heading">Pulizia sotto mobili e lungo i bordi: quale formato aiuta</h2>



<p class="wp-block-paragraph">Lo sporco si accumula dove scopa e mop non arrivano, cioè sotto divani, letti e mobili bassi e lungo i battiscopa. Prima di scegliere uno strumento misura l’altezza libera sotto i mobili, perché è il dato che decide cosa può entrare.</p>



<p class="wp-block-paragraph">Chi valuta un lavapavimenti senza fili può guardare i modelli pensati per questi spazi. Il <a href="https://de-store.tineco.com/it-it/products/tineco-floor-one-s7-stretch-ultra-lavapavimenti-e-aspirapolvere-intelligente" data-wpel-link="external" target="_blank" rel="noopener"><strong>tineco s7</strong></a> è descritto dal produttore come lavapavimenti e aspirapolvere per superfici dure compatibili. La possibilità di infilarlo sotto un mobile dipende dalle misure reali, da verificare sulla scheda tecnica.</p>



<p class="wp-block-paragraph">Nella stessa serie rientra il FLOOR ONE S7 Turbo. Confrontare le due schede aiuta a capire quale si adatta meglio alla casa. Dimensioni, capienza dei serbatoi e funzioni vanno letti con attenzione, senza dare nulla per scontato.</p>



<p class="wp-block-paragraph">Per i bordi più stretti restano utili un aspirapolvere con bocchetta sottile o una piccola spazzola.</p>



<h2 id="h-quando-ha-senso-scegliere-il-vapore-solo-su-superfici-compatibili" class="wp-block-heading">Quando ha senso scegliere il vapore (solo su superfici compatibili)</h2>



<p class="wp-block-paragraph">Il vapore può aiutare contro i residui secchi e incrostati, ma non è adatto a tutti i pavimenti. Ha senso solo su superfici sigillate che il produttore indica espressamente come compatibili.</p>



<p class="wp-block-paragraph">Su parquet, laminato, pietra non trattata e finiture delicate, calore e umidità possono provocare deformazioni, aloni o sbiancamenti. Il parquet grezzo, oliato o cerato è tra i più a rischio.</p>



<p class="wp-block-paragraph">Alcuni apparecchi, come il FLOOR ONE S7 Stretch Steam, integrano una funzione a vapore. Va considerata un’opzione occasionale per le macchie difficili, non un’abitudine quotidiana. Nel dubbio, meglio un lavaggio normale.</p>



<h2 id="h-checklist-finale-prima-di-acquistare-un-lavapavimenti" class="wp-block-heading">Checklist finale prima di acquistare un lavapavimenti</h2>



<p class="wp-block-paragraph">Prima di acquistare conviene chiedersi di che materiale sono i pavimenti e se il produttore ammette il lavaggio a umido. Poi conta quanto è ampia la superficie, quanto spesso si pulisce e se ci sono animali, bambini o una cucina molto usata.</p>



<p class="wp-block-paragraph">Per una casa piccola o un primo acquisto può bastare un modello compatto e flessibile come il FLOOR ONE Stretch S6, da confrontare con gli altri <a href="https://de-store.tineco.com/it-it/collections/lavapavimenti" data-wpel-link="external" target="_blank" rel="noopener"><strong>lavapavimenti</strong></a> in base a ingombro e serbatoio. Per cucine molto vissute o superfici ampie si possono guardare modelli di fascia superiore, come il FLOOR ONE S9 Master, controllando le specifiche aggiornate.</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/come-pulire-gres-parquet-e-pavimenti-moderni/" data-wpel-link="internal">Come pulire gres, parquet e pavimenti moderni senza rovinarli: metodi, errori e strumenti utili</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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		<title>Staffe per TV: come sceglierle e montarle a parete</title>
		<link>https://bricoportale.it/fai-da-te/tecniche/fissaggi/staffe-per-tv-scelta-montaggio-parete/</link>
					<comments>https://bricoportale.it/fai-da-te/tecniche/fissaggi/staffe-per-tv-scelta-montaggio-parete/#respond</comments>
		
		<dc:creator><![CDATA[Redazione Bricoportale]]></dc:creator>
		<pubDate>Wed, 28 Oct 2026 11:39:02 +0000</pubDate>
				<category><![CDATA[fissaggi]]></category>
		<guid isPermaLink="false">https://bricoportale.it/?p=244280</guid>

					<description><![CDATA[<p>Una staffa per TV libera il piano del mobile e permette di orientare lo schermo verso il punto da cui lo guardiamo. Per scegliere quella giusta bisogna però mettere insieme peso del televisore, attacco VESA, movimento del braccio e caratteristiche della parete. Il lavoro comincia prima di prendere il trapano. Un televisore può avere i [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/tecniche/fissaggi/staffe-per-tv-scelta-montaggio-parete/" data-wpel-link="internal">Staffe per TV: come sceglierle e montarle a parete</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></description>
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")}
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")}
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.bp-tv-guide 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</style>



<article class="bp-tv-guide" lang="it">
  <p class="bp-tv-lead">Una staffa per TV libera il piano del mobile e permette di orientare lo schermo verso il punto da cui lo guardiamo. Per scegliere quella giusta bisogna però mettere insieme peso del televisore, attacco VESA, movimento del braccio e caratteristiche della parete.</p>

  <p>Il lavoro comincia prima di prendere il trapano. Un televisore può avere i fori compatibili con una staffa, ma superarne la portata; un supporto orientabile può essere adatto allo schermo, ma richiedere un fissaggio diverso da quello previsto per il muro di casa. Anche pochi centimetri sbagliati nella posizione della piastra possono lasciare la TV troppo alta o decentrata rispetto al mobile.</p>
  <p>Conviene quindi progettare il piccolo insieme: schermo, supporto, parete e collegamenti. È questo che consente di recuperare spazio senza ritrovarsi con cavi tesi, prese irraggiungibili o un braccio che urta la libreria quando viene aperto.</p>

  <h2>Staffa fissa, inclinabile o orientabile: partire dall’uso</h2>
  <p>Se il divano è di fronte alla TV e la posizione di visione rimane sempre la stessa, una <strong>staffa fissa</strong> può essere sufficiente. Il televisore resta parallelo al muro e il supporto occupa poco spazio in profondità. Prima di scegliere un modello molto sottile, però, occorre controllare dove si trovano le prese sul retro dello schermo e quanto sporgono i connettori.</p>
  <p>Una <strong>staffa inclinabile</strong> permette di modificare l’angolo verticale, utile quando lo schermo deve stare un poco più in alto rispetto alla seduta. L’inclinazione può aiutare a correggere alcuni riflessi, ma non rende comoda qualsiasi altezza. La rotazione verso destra e sinistra richiede invece un supporto con questa funzione.</p>
  <p>Il <strong>braccio orientabile</strong> trova impiego quando guardiamo la TV dal divano e dal tavolo, quando la parete è laterale rispetto alla seduta o quando serve accedere spesso alle connessioni. I movimenti disponibili cambiano da modello a modello: estensione, rotazione e inclinazione vanno verificati separatamente.</p>

  <div class="bp-tv-table-wrap" role="region" aria-label="Confronto fra i tipi di staffa per TV" tabindex="0">
    <table>
      <thead><tr><th scope="col">Tipo di supporto</th><th scope="col">Quando serve</th><th scope="col">Controllo da fare</th></tr></thead>
      <tbody>
        <tr><th scope="row">Fisso</th><td>TV frontale al divano, senza necessità di orientamento.</td><td>Spazio dietro lo schermo per spine, cavi e sgancio.</td></tr>
        <tr><th scope="row">Inclinabile</th><td>Piccole correzioni dell’angolo verticale.</td><td>Inclinazione ammessa anche dal produttore della TV.</td></tr>
        <tr><th scope="row">Orientabile</th><td>Più punti di visione o installazione su parete laterale.</td><td>Ingombro aperto, rotazione effettiva e fissaggio a parete.</td></tr>
      </tbody>
    </table>
  </div>

  <div class="bp-tv-photo-pair">
    <figure>
      <div class="bp-tv-photo bp-tv-photo--fixed" role="img" aria-label="Staffa fissa per TV con barra orizzontale e due guide verticali"></div>
      <figcaption>Nel supporto fisso le guide sul retro della TV si agganciano alla barra a parete. Va mantenuto accessibile il sistema di sgancio.</figcaption>
    </figure>
    <figure>
      <div class="bp-tv-photo bp-tv-photo--arm" role="img" aria-label="Staffa orientabile per TV con braccio articolato aperto"></div>
      <figcaption>Il braccio articolato allontana e orienta lo schermo. Le misure da controllare comprendono sia la posizione chiusa sia la massima apertura.</figcaption>
    </figure>
  </div>

  <h2>Compatibilità: VESA e portata vanno controllati insieme</h2>
  <p>La diagonale in pollici è un primo riferimento, ma da sola non identifica il supporto adatto. Si parte dal modello esatto del televisore, riportato sull’etichetta posteriore o nelle informazioni dell’apparecchio, e dal suo <strong>peso senza piedistallo</strong>. Quest’ultimo deve rientrare nella portata dichiarata della staffa, insieme agli eventuali accessori che il sistema è autorizzato a sostenere.</p>
  <p>La sigla VESA identifica l’interfaccia di fissaggio sul retro del televisore. Nella misura utilizzata per scegliere la staffa, il primo numero indica la distanza orizzontale tra i centri dei fori, il secondo quella verticale, entrambe in millimetri. Un attacco <strong>400 × 200 mm</strong> ha quindi interassi di 40 cm in orizzontale e 20 cm in verticale. Non si misura la cornice dello schermo.</p>
  <p>Lo schema deve essere espressamente supportato dalla staffa. Controlliamo inoltre che le guide non coprano connessioni o aperture di ventilazione e che il televisore non richieda adattatori specifici. La dicitura “universale” indica una compatibilità ampia, da verificare sul singolo apparecchio.</p>
  <p>La gamma di <a href="https://www.vogels.com/it-it/c/staffa-supporto-tv" data-wpel-link="external" target="_blank" rel="noopener">staffe e supporti TV di Vogel’s</a>, per esempio, è consultabile per tipo di movimento, dimensione dello schermo e schema VESA: filtri utili per restringere la scelta, da completare verificando portata e istruzioni del singolo modello.</p>
  <p>Attenzione anche alle viti che entrano nel televisore. Diametro, lunghezza utile e impiego dei distanziatori devono rispettare il manuale della TV e quello del supporto: una vite troppo lunga può danneggiare l’apparecchio. Lo spessore della staffa e degli eventuali distanziatori va considerato nel montaggio, senza improvvisare con viti avanzate da altri lavori.</p>

  <h2>Quanto spazio serve per aprire e ruotare la TV</h2>
  <p>La distanza minima dal muro descrive l’ingombro del supporto richiuso; la massima estensione indica quanto può avanzare. Nessuna delle due, presa da sola, dice quanto riusciremo a ruotare lo schermo. Contano anche la larghezza della TV, la geometria degli snodi e gli ostacoli vicini.</p>
  <p>Per questo la dicitura “fino a 180°” non assicura che qualunque televisore possa disporsi perpendicolare alla parete. Uno schermo largo può toccare il muro prima che il braccio raggiunga il proprio limite. Per una posizione ad angolo o una visione molto laterale, occorre verificare la combinazione precisa di staffa e TV nei disegni tecnici o nel configuratore del produttore.</p>
  <p>Una sagoma di cartone delle dimensioni dello schermo aiuta a valutare gli ingombri nella stanza: tenendola nella posizione prevista si vede se invade un passaggio, interferisce con una porta o copre un pensile. È una prova dello spazio disponibile, da affiancare alle misure del supporto.</p>
  <aside class="bp-tv-note">
    <p class="bp-tv-note-title">Con il braccio aperto aumenta l’effetto leva</p>
    <p>Allontanando la TV dalla parete aumenta il momento che sollecita il fissaggio. A parità di peso, se la distanza del baricentro dal muro passa da 10 a 50 cm, la componente dovuta al solo televisore diventa cinque volte maggiore. È un esempio del principio meccanico, non un calcolo per dimensionare i tasselli: il montaggio va verificato per il sistema completo e per la sua massima estensione.</p>
  </aside>

  <h2>A quale altezza montare la TV e come riportare i fori</h2>
  <p>Come punto di partenza, il centro dello schermo dovrebbe trovarsi circa all’altezza degli occhi nella posizione in cui guardiamo abitualmente la TV. La misura si prende seduti sul divano, senza cambiare postura per adattarsi a un’altezza scelta in anticipo. In camera da letto la verifica va fatta dalla posizione effettiva di visione.</p>
  <p>Per esempio, con gli occhi a 105 cm da terra e un televisore alto complessivamente 72 cm, portare il centro a quella quota significa avere il bordo inferiore a circa <strong>69 cm dal pavimento</strong>: 105 − 72 ÷ 2. Sono misure di esempio, non un’altezza valida per tutti. Il mobile sottostante, l’eventuale soundbar e la postura possono richiedere un aggiustamento.</p>
  <p>Prima di forare si può delimitare l’ingombro con nastro di carta, provandolo prima in un punto nascosto per non danneggiare la pittura. Osserviamo la sagoma dal divano e controlliamo i riflessi nelle ore in cui usiamo di più la TV.</p>
  <figure class="bp-tv-figure-wide">
    <div class="bp-tv-photo bp-tv-photo--position" role="img" aria-label="Posizionamento di una staffa TV con smartphone e dima di riferimento sulla parete"></div>
    <figcaption>Gli strumenti di posizionamento aiutano a riportare le quote. La scelta dell’altezza parte dalla seduta; la posizione dei fori dipende dal supporto e dall’attacco sul televisore.</figcaption>
  </figure>
  <p>Il centro dello schermo non coincide necessariamente con il centro della piastra a muro. I fori posteriori possono essere decentrati e alcuni bracci, richiudendosi, spostano lateralmente la TV. Dopo aver montato le guide sul televisore secondo le istruzioni, si riportano le quote usando il metodo di misura e la dima del modello scelto. Centrare la sola piastra sul mobile, a occhio, può lasciare il televisore fuori asse.</p>

  <h2>Il muro decide il sistema di fissaggio</h2>
  <p>La portata scritta sulla confezione riguarda il supporto nelle condizioni previste dal produttore. La tenuta dell’installazione dipende anche da parete, ancoraggi e posa. Al muro arriva il peso del televisore, della staffa e degli eventuali accessori collegati: non basta confrontare i chilogrammi della TV con quelli dichiarati per un singolo tassello.</p>
  <p>Su <strong>calcestruzzo e muratura piena</strong> si verifica che il materiale sia sano e che i fissaggi siano ammessi per quel supporto. L’intonaco è uno strato di finitura: la zona di ancoraggio deve lavorare nel materiale resistente sottostante. Rivestimenti, intercapedini o spessori importanti richiedono una valutazione specifica della lunghezza e del tipo di fissaggio.</p>
  <p>Nei <strong>laterizi forati</strong> la presenza delle cavità cambia il comportamento dei tasselli. Occorre scegliere un sistema indicato per il materiale e per il carico previsto; anche il calcestruzzo cellulare richiede fissaggi adatti alla sua struttura. La modalità di foratura conta: nei materiali forati o poco resistenti la percussione può rompere le pareti interne e compromettere la sede dell’ancoraggio.</p>
  <p>Per il <strong>cartongesso</strong> bisogna conoscere la composizione della parete, i montanti e gli eventuali rinforzi. Un braccio estensibile non va fissato alla sola lastra scegliendo genericamente “tasselli da cartongesso”. Il sistema deve trasferire gli sforzi a una struttura adeguata, secondo una soluzione verificata. Nelle pareti con montanti metallici può essere necessario predisporre un rinforzo: avvitare direttamente nel profilo non garantisce, da solo, la tenuta.</p>
  <p>Quando la parete è di composizione incerta, presenta parti friabili o richiede un rinforzo, la soluzione va definita con un installatore qualificato prima dell’acquisto e della foratura. Servono il modello della staffa, la sua estensione e il peso dell’insieme, oltre alle informazioni sulla parete.</p>

  <h2>Montare la staffa: le verifiche nelle diverse fasi</h2>
  <p>Per preparare il lavoro occorrono metro, matita, livella, rilevatore adatto agli impianti presenti, utensili e punte previsti per il muro e i fissaggi scelti. Teniamo a portata di mano i manuali di TV, staffa e ancoraggi: diametri, profondità e serraggi dipendono dai componenti effettivamente utilizzati.</p>
  <ol class="bp-tv-steps">
    <li><strong>Controllare la zona di foratura.</strong> Verificare il percorso di cavi e tubazioni con le informazioni disponibili e un rilevatore utilizzato secondo le sue istruzioni. L’assenza di un segnale non prova, da sola, che il muro sia libero. Prima di forare, disalimentare i circuiti interessati e verificarne l’assenza di tensione; se il percorso degli impianti resta incerto, fermarsi.</li>
    <li><strong>Preparare l’attacco sul televisore.</strong> Scollegare l’apparecchio dalla rete e sostenerlo come indicato dal produttore, senza esercitare pressione sul pannello. Montare guide, viti e distanziatori previsti, controllando l’accesso alle prese.</li>
    <li><strong>Tracciare e forare.</strong> Riportare le quote effettive, verificare la dima con la livella e rispettare diametro e profondità prescritti. Rimuovere i residui con la procedura richiesta dal fissaggio: la polvere può ostacolarne il corretto funzionamento.</li>
    <li><strong>Fissare la piastra.</strong> Utilizzare tutti i punti di ancoraggio prescritti e serrare come indicato. Un tassello che gira o un foro che si sbriciola richiedono una correzione del fissaggio prima di caricarlo.</li>
    <li><strong>Agganciare e bloccare la TV.</strong> Operare almeno in due, o con più persone se richiesto per dimensioni e peso. Inserire i dispositivi antisgancio, le viti o i blocchi previsti e controllare il livello prima di completare i collegamenti.</li>
  </ol>
  <p>La verifica finale comprende l’apertura e la chiusura lente del supporto entro i limiti ammessi, controllando che lo schermo non urti altri elementi e che i cavi non trattengano il movimento. Se compaiono giochi anomali, rumori o distacchi dalla parete, si interrompe l’uso e si fa controllare il montaggio. Non si prova la portata appendendosi al braccio.</p>

  <h2>Cavi e prese: pensarci prima di chiudere il supporto</h2>
  <p>La presa di corrente deve rimanere raggiungibile e non trovarsi dietro una parte della piastra che impedisca di inserire la spina. Lo stesso vale per antenna, rete e HDMI. Nei montaggi ravvicinati al muro, lo spazio necessario ai connettori e alle curve dei cavi può essere maggiore dello spessore della staffa.</p>
  <p>Con un braccio orientabile si misura il percorso dei cavi nella posizione più estesa. Si lascia la lunghezza sufficiente al movimento, senza anse che finiscano negli snodi, e si utilizzano le guide o le clip previste. Dopo aver raccolto i collegamenti, proviamo nuovamente tutta la corsa: nessun connettore deve lavorare in trazione.</p>
  <figure class="bp-tv-figure-detail">
    <div class="bp-tv-photo bp-tv-photo--cables" role="img" aria-label="TV su braccio orientabile con cavi guidati lungo il supporto e canalina esterna sulla parete"></div>
    <figcaption>La canalina raccoglie il tratto fisso dei collegamenti. Fra parete e televisore i cavi devono conservare il gioco necessario all’apertura e alla rotazione del braccio.</figcaption>
  </figure>
  <p>Per un intervento su una stanza già finita, una canalina esterna ispezionabile permette di organizzare i collegamenti senza aprire tracce. In ristrutturazione si possono predisporre percorsi e prese con l’elettricista, tenendo conto anche delle dimensioni dei connettori da far passare. Alimentatori e multiprese devono restare accessibili, non murati dietro lo schermo.</p>
  <p>Se la TV entra in una nicchia o in una parete attrezzata, vanno rispettati gli spazi di ventilazione del suo manuale. Il fatto che la staffa riesca ad avvicinarsi molto al muro non autorizza a chiudere le aperture dell’apparecchio o a ridurre le distanze richieste. Anche il sistema di sgancio deve poter essere azionato per una futura manutenzione.</p>

  <h2>Se si cambia televisore, ricontrollare anche la staffa</h2>
  <p>Una staffa già montata può essere riutilizzata solo dopo aver verificato nuovamente peso, dimensioni, VESA e geometria del nuovo schermo. Vanno ricontrollati anche viti, distanziatori, stato degli ancoraggi e spazio per la rotazione. Conservare modello, manuale e componenti identificati del supporto evita di dover ricostruire queste informazioni quando arriva il momento di sostituire la TV.</p>
  <p class="bp-tv-credit">Fotografie: Vogel’s.</p>
</article>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/tecniche/fissaggi/staffe-per-tv-scelta-montaggio-parete/" data-wpel-link="internal">Staffe per TV: come sceglierle e montarle a parete</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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		<title>Postazione fai-da-te per tagliare e preparare la legna: quali attrezzature non possono mancare</title>
		<link>https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/esterni/postazione-fai-da-te-per-legna/</link>
					<comments>https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/esterni/postazione-fai-da-te-per-legna/#respond</comments>
		
		<dc:creator><![CDATA[Paolo Alpa]]></dc:creator>
		<pubDate>Thu, 22 Oct 2026 10:01:10 +0000</pubDate>
				<category><![CDATA[Esterni]]></category>
		<guid isPermaLink="false">https://bricoportale.it/?p=244207</guid>

					<description><![CDATA[<p>Chi utilizza una stufa o un camino a legna conosce bene il lavoro necessario prima di poter riempire la legnaia. I tronchi devono essere tagliati alla lunghezza giusta, i pezzi più grossi vanno spaccati e tutto il materiale deve essere sistemato in un luogo dove possa asciugare e rimanere al riparo dalla pioggia. Quando queste [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/esterni/postazione-fai-da-te-per-legna/" data-wpel-link="internal">Postazione fai-da-te per tagliare e preparare la legna: quali attrezzature non possono mancare</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Chi utilizza <strong>una stufa o un camino a legna</strong> conosce bene il lavoro necessario prima di poter <strong>riempire la legnaia</strong>. I tronchi devono essere tagliati alla lunghezza giusta, i pezzi più grossi vanno spaccati e tutto il materiale deve essere sistemato in un luogo dove possa asciugare e rimanere al riparo dalla pioggia.</p>



<p class="wp-block-paragraph">Quando queste operazioni si svolgono occasionalmente, può bastare uno spazio provvisorio in giardino. Se invece ogni anno si prepara un quantitativo considerevole di legna, <strong>allestire una postazione di lavoro stabile</strong> permette di ridurre gli spostamenti, lavorare con maggiore ordine e gestire meglio le attrezzature.</p>



<p class="wp-block-paragraph">Non serve necessariamente costruire una struttura complessa. Un&#8217;area ben scelta, un piano di appoggio robusto e strumenti proporzionati alla quantità di legna da lavorare sono già una buona base di partenza.</p>



<h2 id="h-dove-allestire-la-postazione-per-il-taglio-della-legna" class="wp-block-heading">Dove allestire la postazione per il taglio della legna</h2>



<p class="wp-block-paragraph">La prima scelta riguarda la posizione. Un angolo del cortile o una zona pianeggiante vicino alla legnaia possono andare bene, purché ci sia <strong>spazio sufficiente per movimentare i tronchi</strong> e lavorare senza ostacoli.</p>



<p class="wp-block-paragraph">Il <strong>fondo deve essere stabile e regolare</strong>, soprattutto se si utilizzano macchine pesanti come spaccalegna e seghe circolari. Una superficie pavimentata facilita la pulizia e il trasporto dei materiali, ma anche un&#8217;area ben consolidata può essere adatta.</p>



<p class="wp-block-paragraph">Conviene valutare anche il <strong>percorso che la legna deve compiere</strong>. Sistemare la zona di taglio lontano dal deposito significa trasportare più volte gli stessi pezzi, prima interi e poi già lavorati.</p>



<p class="wp-block-paragraph">Una buona organizzazione prevede <strong>tre spazi distinti</strong>, anche semplicemente affiancati: uno per <strong>accatastare</strong> temporaneamente i tronchi, uno per il <strong>taglio</strong> e lo spacco e uno per <strong>raccogliere i ciocchi</strong> pronti. In questo modo il materiale segue un percorso preciso e non finisce continuamente tra i piedi mentre si lavora.</p>



<p class="wp-block-paragraph">Se la postazione si trova vicino a un&#8217;abitazione, bisogna considerare anche il rumore prodotto dalle macchine e la distanza da finestre, passaggi e zone frequentate da altre persone.</p>



<h2 id="h-quali-attrezzature-servono-davvero" class="wp-block-heading">Quali attrezzature servono davvero?</h2>



<p class="wp-block-paragraph">La dotazione dipende soprattutto dalla quantità di legna da preparare e dalle dimensioni dei tronchi. Per organizzare una postazione funzionale, gli elementi da considerare sono:</p>



<ul class="wp-block-list">
<li><strong>Banco da lavoro e cavalletto portatronchi</strong>: il primo serve per appoggiare materiali e occuparsi della manutenzione degli attrezzi, il secondo per sostenere i tronchi durante le operazioni per cui è progettato.</li>



<li><strong>Sega per il taglio della legna</strong>: manuale per piccoli quantitativi oppure una sega circolare specifica per legna da ardere, quando i tagli diventano numerosi e ripetitivi.</li>



<li><strong>Attrezzi per lo spacco</strong>: mazza e cunei per lavori occasionali oppure uno spaccalegna per affrontare quantità maggiori e pezzi difficili da dividere manualmente.</li>



<li><strong>Accessori per movimentare i tronchi</strong>: ganci da legna, pinze forestali e carrelli aiutano a spostare il materiale senza doverlo sollevare continuamente. Per chi ama il fai-da-te, una soluzione interessante è anche <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/esterni/carrello-portalegna-fai-da-te-in-ferro/" data-wpel-link="internal"><u>costruire un carrello portalegna in ferro</u></a>, sfruttando una struttura robusta e adatta al trasporto dei ciocchi.</li>



<li><strong>Dispositivi di protezione individuale</strong>: protezioni per occhi e udito, calzature e altri dispositivi scelti in base alle lavorazioni e alle indicazioni delle macchine utilizzate.</li>



<li><strong>Spazio per la stagionatura</strong>: una legnaia ventilata, con una base rialzata e una copertura che protegga i ciocchi dalle precipitazioni.</li>
</ul>



<p class="wp-block-paragraph">Non tutte queste attrezzature devono essere acquistate subito. Per chi prepara poca legna può essere sufficiente una dotazione manuale ben organizzata, mentre l&#8217;impiego regolare di seghe circolari e spaccalegna diventa interessante quando i quantitativi aumentano.</p>



<h2 id="h-seghe-circolari-per-legna-quando-conviene-utilizzarle" class="wp-block-heading">Seghe circolari per legna: quando conviene utilizzarle</h2>



<p class="wp-block-paragraph">Uno dei lavori più ripetitivi nella preparazione della legna è il <strong>taglio dei tronchi in pezzi</strong> della lunghezza adatta alla stufa o al camino.</p>



<p class="wp-block-paragraph">Chi acquista legname già sezionato può avere poco bisogno di questa operazione. Partendo invece da tronchi più lunghi, è necessario effettuare numerosi tagli, spesso tutti alla stessa misura.</p>



<p class="wp-block-paragraph">Per questo impiego esistono <strong>seghe circolari specifiche</strong> per legna da ardere, diverse dai comuni banchi sega utilizzati in falegnameria. Alcuni modelli sono dotati di un supporto basculante che permette di sostenere il tronco e accompagnarlo verso la lama con un movimento guidato, mantenendo le mani lontane dalla zona di taglio.</p>



<p class="wp-block-paragraph">La scelta dipende soprattutto dal <strong>diametro dei pezzi</strong>, dalla <strong>frequenza di utilizzo</strong> e dall&#8217;<strong>alimentazione disponibile</strong>. Una sega elettrica può essere pratica in una postazione fissa con un impianto adeguato. Le versioni azionate dalla presa di forza del trattore, invece, rispondono a esigenze differenti e sono destinate a chi dispone già di una macchina agricola adatta.</p>



<p class="wp-block-paragraph">Per quantitativi limitati, una sega manuale e un cavalletto stabile possono essere sufficienti. Quando il lavoro diventa frequente, una macchina dedicata consente di affrontare i tagli ripetitivi con maggiore continuità.</p>



<h2 id="h-spaccalegna-come-scegliere-in-base-ai-tronchi-da-lavorare" class="wp-block-heading">Spaccalegna: come scegliere in base ai tronchi da lavorare</h2>



<p class="wp-block-paragraph">Una volta tagliati alla lunghezza desiderata, i tronchi devono essere divisi lungo la fibra per ottenere ciocchi più piccoli e maneggevoli.</p>



<p class="wp-block-paragraph">Per <strong>pochi pezzi di diametro contenuto</strong> si può ricorrere agli <strong>attrezzi manuali</strong>, come mazza e cunei, a patto di avere esperienza e uno spazio adatto. Quando però si lavora con legni duri, nodosi o in grandi quantità, lo sforzo fisico può diventare considerevole.</p>



<p class="wp-block-paragraph">Lo <strong>spaccalegna</strong> permette di affrontare questa fase utilizzando una spinta meccanica, generalmente idraulica. I modelli disponibili differiscono per forza di spinta, dimensioni ammesse dei tronchi, orientamento di lavoro e sistema di alimentazione.</p>



<p class="wp-block-paragraph">Gli spaccalegna orizzontali sono spesso utilizzati con pezzi relativamente maneggevoli, mentre alcune configurazioni verticali permettono di lavorare con tronchi più ingombranti.</p>



<p class="wp-block-paragraph">Non bisogna però scegliere soltanto in base alle tonnellate di spinta dichiarate. Contano anche la lunghezza massima lavorabile, la facilità di posizionamento del legno e l&#8217;ingombro della macchina. Uno spaccalegna troppo grande rispetto allo spazio disponibile può complicare la movimentazione dei tronchi anziché facilitarla.</p>



<h2 id="h-confrontare-le-attrezzature-prima-dell-acquisto" class="wp-block-heading">Confrontare le attrezzature prima dell&#8217;acquisto</h2>



<p class="wp-block-paragraph">Prima di scegliere una macchina conviene partire dalla <strong>quantità legna che si dovrà lavorare</strong>: quanti quintali si preparano ogni anno? Qual è il diametro medio dei tronchi? Quanto devono essere lunghi i ciocchi per entrare nella stufa o nel camino?</p>



<p class="wp-block-paragraph">Sono informazioni utili per confrontare le caratteristiche delle diverse attrezzature. Nel caso delle seghe circolari, ad esempio, bisogna verificare il diametro massimo di taglio e il tipo di alimentazione. Per gli spaccalegna contano invece la forza di spinta, la lunghezza massima dei tronchi e la comodità nel posizionare i pezzi durante il lavoro. Anche peso e ingombri meritano attenzione, soprattutto quando lo spazio della postazione è limitato.</p>



<p class="wp-block-paragraph">Per farsi un&#8217;idea delle soluzioni disponibili, conviene guardare una <a href="https://agribongioanni.it/categoria-prodotto/abbattimento-taglio-legna/" data-wpel-link="external" target="_blank" rel="noopener"><u>selezione di seghe circolari, spaccalegna e attrezzature per il taglio della legna</u></a> e confrontare le schede tecniche. Se restano dubbi, il supporto di un rivenditore specializzato può aiutare a individuare la macchina più adatta, verificando anche la disponibilità di ricambi e assistenza dopo l&#8217;acquisto.</p>



<h2 id="h-dove-sistemare-la-legna-dopo-il-taglio" class="wp-block-heading">Dove sistemare la legna dopo il taglio</h2>



<p class="wp-block-paragraph">La postazione non è completa senza uno <strong>spazio destinato alla stagionatura e alla conservazione</strong>.</p>



<p class="wp-block-paragraph">La legna appena tagliata contiene generalmente molta umidità e, prima di essere utilizzata come combustibile, deve asciugare. I tempi dipendono dall&#8217;essenza, dalle dimensioni dei ciocchi e dalle condizioni in cui vengono conservati.</p>



<p class="wp-block-paragraph">La <strong>legnaia</strong> dovrebbe trovarsi in una <strong>zona ventilata</strong>, protetta dalle precipitazioni e con la <strong>legna sollevata dal terreno</strong>. Una base di supporto adatta evita il contatto diretto con il suolo, mentre una copertura superiore protegge dalla pioggia senza chiudere completamente i lati. Chi preferisce realizzare da sé la struttura può prendere spunto da un progetto per <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/esterni/costruire-una-legnaia-da-esterno/" data-wpel-link="internal"><u>costruire una legnaia da esterno con tettoia</u></a>, utilizzando una struttura rialzata e pannelli che favoriscono la circolazione dell&#8217;aria.</p>



<p class="wp-block-paragraph">Accatastare ordinatamente i ciocchi facilita la circolazione dell&#8217;aria e permette di prelevare prima la legna già stagionata. Se lo spazio lo consente, separare le cataste per periodo di preparazione aiuta a gestire meglio le scorte.</p>



<p class="wp-block-paragraph"><strong>Preparare la legna in casa</strong> richiede tempo e lavoro, ma una postazione organizzata permette di evitare molti spostamenti inutili. Con gli attrezzi a portata di mano, passaggi liberi e uno spazio adeguato per conservare i ciocchi, anche le giornate dedicate alla preparazione delle scorte invernali diventano più gestibili.&nbsp;</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/esterni/postazione-fai-da-te-per-legna/" data-wpel-link="internal">Postazione fai-da-te per tagliare e preparare la legna: quali attrezzature non possono mancare</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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		<title>Lavatrice non scarica l&#8217;acqua: filtro, pompa, tubo e sifone</title>
		<link>https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/lavatrice-non-scarica-acqua/</link>
					<comments>https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/lavatrice-non-scarica-acqua/#respond</comments>
		
		<dc:creator><![CDATA[Redazione Bricoportale]]></dc:creator>
		<pubDate>Thu, 20 Aug 2026 15:09:15 +0000</pubDate>
				<category><![CDATA[Manutenzione e riparazione]]></category>
		<guid isPermaLink="false">https://bricoportale.it/?p=243519</guid>

					<description><![CDATA[<p>Se la lavatrice non scarica l&#8217;acqua, non partire dalla pompa: controlla prima programma, filtro, tubo e collegamento allo scarico. Prima di aprire il vano filtro o scollegare un tubo, togli la spina e lascia raffreddare l&#8217;acqua. Se i passaggi esterni risultano liberi ma l&#8217;acqua resta nel cestello, la diagnosi deve proseguire con un tecnico. Controlli [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/lavatrice-non-scarica-acqua/" data-wpel-link="internal">Lavatrice non scarica l&#8217;acqua: filtro, pompa, tubo e sifone</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Se la <strong>lavatrice non scarica l&#8217;acqua</strong>, non partire dalla pompa: controlla prima programma, filtro, tubo e collegamento allo scarico. Prima di aprire il vano filtro o scollegare un tubo, togli la spina e lascia raffreddare l&#8217;acqua. Se i passaggi esterni risultano liberi ma l&#8217;acqua resta nel cestello, la diagnosi deve proseguire con un tecnico.</p>



<h2 id="h-controlli-immediati-prima-di-smontare" class="wp-block-heading">Controlli immediati prima di smontare</h2>



<p class="wp-block-paragraph">La presenza di acqua nel cestello indica che lo scarico non si è completato, ma non identifica da sola il componente responsabile. Un filtro ostruito, un tubo schiacciato, un raccordo intasato e una pompa bloccata possono produrre sintomi simili.</p>



<p class="wp-block-paragraph">Prima di muovere la lavatrice verifica quindi tre elementi facilmente osservabili:</p>



<ul class="wp-block-list">
<li>il programma è realmente terminato oppure la macchina segnala un errore?</li>



<li>il tubo visibile dietro la lavatrice presenta una piega o uno schiacciamento?</li>



<li>selezionando successivamente il programma di solo scarico previsto dal costruttore, si sente la pompa entrare in funzione?</li>
</ul>



<p class="wp-block-paragraph">Quest&#8217;ultima osservazione serve a orientare la diagnosi, non a stabilire da sola che la pompa sia efficiente o guasta.</p>



<p class="wp-block-paragraph">Se la macchina non dà alcun segno di alimentazione, il problema appartiene invece a una diagnosi differente, descritta nella guida sulla <a href="https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/lavatrice-non-si-accende/" data-wpel-link="internal">lavatrice che non si accende</a>.</p>



<h3 id="h-lavatrice-non-scarica-leggere-i-sintomi" class="wp-block-heading">Lavatrice non scarica: leggere i sintomi</h3>



<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><td>Sintomo osservato</td><td>Prima ipotesi da verificare</td><td>Controllo successivo</td></tr><tr><td>Acqua nel cestello e filtro pieno di residui</td><td>Filtro ostruito</td><td>Pulire il filtro e verificare il successivo scarico</td></tr><tr><td>Acqua nel cestello e tubo piegato</td><td>Deflusso ostacolato</td><td>Eliminare la strozzatura senza modificare la posa prevista dal produttore</td></tr><tr><td>Pompa udibile ma acqua che non defluisce</td><td>Possibile ostruzione nel percorso o pompa bloccata/inefficiente</td><td>Filtro, tubo e raccordo di scarico</td></tr><tr><td>Scarico domestico lento o con rigurgito</td><td>Ostruzione a valle della lavatrice</td><td>Verificare sifone/raccordo e rete di scarico accessibile</td></tr><tr><td>Filtro e collegamenti esterni liberi, difetto persistente</td><td>Possibile guasto della pompa o altra anomalia interna</td><td>Assistenza tecnica</td></tr><tr><td>Codice errore che ricompare</td><td>Anomalia non risolta</td><td>Consultare il manuale del modello e l&#8217;assistenza</td></tr></tbody></table></figure>



<h2 id="h-come-svuotare-l-acqua-residua" class="wp-block-heading">Come svuotare l&#8217;acqua residua</h2>



<p class="wp-block-paragraph">Prima di pulire il filtro bisogna gestire l&#8217;acqua rimasta nella vasca. Aprire direttamente il tappo con il cestello pieno può riversare una quantità importante d&#8217;acqua sul pavimento.</p>



<p class="wp-block-paragraph">Per prima cosa <strong>togli la spina dalla presa</strong>. Se è appena terminato un ciclo caldo, attendi che l&#8217;acqua si raffreddi. Prepara panni assorbenti e una bacinella bassa davanti allo sportello di servizio.</p>



<p class="wp-block-paragraph">A questo punto consulta il manuale della lavatrice: alcuni modelli dispongono di un piccolo tubo per lo svuotamento di emergenza, altri prevedono uno scarico graduale attraverso il filtro. La procedura del costruttore va rispettata perché posizione e sistema di apertura cambiano da modello a modello. Anche Bosch ed Electrolux indicano di disalimentare l&#8217;apparecchio e scaricare l&#8217;acqua prima dell&#8217;accesso alla pompa o al filtro.</p>



<p class="wp-block-paragraph"><strong>Controllo:</strong> prima di svitare completamente il filtro, accertati che dal punto previsto non esca più un flusso consistente.</p>



<p class="wp-block-paragraph"><strong>Errore da evitare:</strong> non aprire rapidamente il tappo per “far uscire prima” l&#8217;acqua e non lavorare con acqua di lavaggio ancora calda.</p>



<h2 id="h-pulizia-del-filtro-di-scarico" class="wp-block-heading">Pulizia del filtro di scarico</h2>



<p class="wp-block-paragraph">Il filtro intercetta lanugine e piccoli oggetti prima che raggiungano la pompa. Monete, bottoni e altri corpi estranei possono ostacolare il passaggio dell&#8217;acqua. La <a href="https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/manutenzione-lavatrice-pulizia/" data-wpel-link="internal">manutenzione periodica della lavatrice</a> è particolarmente importante dopo lavaggi che producono molti residui o fibre.</p>



<p class="wp-block-paragraph">Con macchina disalimentata e vasca svuotata:</p>



<ol start="1" class="wp-block-list">
<li><strong>Apri lo sportello del filtro.</strong> Usa solo il sistema di apertura previsto dal modello. Prepara bacinella e panni perché nel corpo pompa può restare ancora acqua. <strong>Controllo:</strong> verifica che l&#8217;acqua residua sia gestibile. <strong>Errore:</strong> non forzare sportelli o tappi bloccati.</li>



<li><strong>Svita il filtro gradualmente.</strong> Lascialo scaricare nella bacinella prima di estrarlo completamente. <strong>Attrezzi:</strong> normalmente non servono pinze. <strong>Controllo:</strong> osserva se insieme all&#8217;acqua escono fibre o piccoli oggetti. <strong>Errore:</strong> non applicare una forza eccessiva se il filtro non ruota.</li>



<li><strong>Rimuovi i residui e lava il filtro.</strong> Elimina fili, lanugine e corpi estranei accessibili. <strong>Controllo:</strong> le aperture devono risultare libere e la guarnizione non deve presentare sporco che impedisca la tenuta. <strong>Errore:</strong> non danneggiare la guarnizione con utensili appuntiti.</li>



<li><strong>Osserva il vano della pompa.</strong> Se la girante è visibile e il manuale consente di controllarla, verifica la presenza di corpi estranei senza smontare la pompa. Bosch indica che la girante deve poter ruotare liberamente; se rimane bloccata, raccomanda l&#8217;assistenza. <strong>Errore:</strong> non smontare parti elettriche né cercare di alimentare direttamente la pompa.</li>



<li><strong>Rimonta il filtro.</strong> Inseriscilo nella posizione prevista e serralo correttamente a mano secondo il manuale. <strong>Controllo:</strong> alla prova successiva non deve comparire acqua attorno al tappo. <strong>Errore:</strong> un filtro montato male può provocare una perdita; Electrolux raccomanda il serraggio manuale e non con pinze.</li>
</ol>



<p class="wp-block-paragraph">La presenza ricorrente di sporco nel filtro può inoltre contribuire a cattivi odori e depositi: la guida sulla <a href="https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/come-rimuovere-muffa-dalla-lavatrice/" data-wpel-link="internal">muffa nella lavatrice</a> individua proprio il filtro fra le zone da mantenere pulite.</p>



<h2 id="h-tubo-sifone-e-collegamento-alla-parete" class="wp-block-heading">Tubo, sifone e collegamento alla parete</h2>



<p class="wp-block-paragraph">Se il filtro è libero, la diagnosi deve seguire fisicamente il percorso dell&#8217;acqua verso lo scarico.</p>



<h3 id="h-controllare-il-tubo-di-scarico" class="wp-block-heading">Controllare il tubo di scarico</h3>



<p class="wp-block-paragraph">Guarda il tratto accessibile dietro la macchina. Il tubo non deve essere schiacciato contro il muro, strozzato da una curva anomala o piegato durante lo spostamento della lavatrice.</p>



<p class="wp-block-paragraph">Bosch ed Electrolux includono espressamente pieghe e ostruzioni del tubo fra le cause da verificare quando una lavatrice non scarica.</p>



<p class="wp-block-paragraph">Non esiste però una quota di installazione universale da applicare a ogni modello: <strong>altezza, inserimento e percorso del tubo devono rispettare il manuale della lavatrice</strong>. Non modificare la posizione sulla base delle misure riferite a un apparecchio di marca o modello differente.</p>



<p class="wp-block-paragraph">Se il tubo è deteriorato, perde o necessita di sostituzione, è utile separare la diagnosi del mancato scarico dalla <a href="https://bricoportale.it/fai-da-te-idee-progetti-e-guide-complete/riparare-tubo-scarico-lavatrice/" data-wpel-link="internal">riparazione del tubo di scarico della lavatrice</a>.</p>



<h3 id="h-controllare-sifone-e-raccordo" class="wp-block-heading">Controllare sifone e raccordo</h3>



<p class="wp-block-paragraph">In molte installazioni il tubo della lavatrice termina in un raccordo collegato al sifone o direttamente a uno scarico predisposto. Anche quel punto può accumulare residui.</p>



<p class="wp-block-paragraph">Metti un secchio sotto il raccordo prima di scollegarlo e considera che nel tubo può rimanere acqua. Siemens indica tra i controlli per il mancato scarico proprio la pulizia del tubo e dell&#8217;elemento di collegamento al sifone.</p>



<p class="wp-block-paragraph">Se il raccordo accessibile è ostruito, puliscilo senza spingere lo sporco più avanti nella tubazione. Se invece anche altri apparecchi collegati allo stesso ramo scaricano lentamente, producono gorgoglii o rigurgitano, il problema può trovarsi nell&#8217;impianto e non nella lavatrice. Per comprendere il percorso a valle è utile la guida agli <a href="https://bricoportale.it/ristrutturare-casa/lavori-in-casa/idraulica/progettare-impianto-di-scarico-domestico/" data-wpel-link="internal">impianti di scarico domestici</a>.</p>



<h3 id="h-consigli-dell-esperto" class="wp-block-heading">Consigli dell&#8217;esperto</h3>



<p class="wp-block-paragraph">Quando filtro e tubo sembrano puliti, non acquistare subito una pompa nuova. Il raccordo fra tubo e scarico è un punto di diagnosi facile da trascurare: se è ostruito, la pompa può funzionare senza riuscire a evacuare correttamente l&#8217;acqua.</p>



<p class="wp-block-paragraph">Fotografa inoltre la disposizione del tubo prima di scollegarlo. Serve a ripristinare il collegamento originale senza introdurre pieghe o modificare involontariamente il percorso previsto.</p>



<h2 id="h-come-riconoscere-una-pompa-bloccata-o-guasta" class="wp-block-heading">Come riconoscere una pompa bloccata o guasta</h2>



<p class="wp-block-paragraph">Il comportamento durante lo scarico permette di restringere il campo, ma non sostituisce una diagnosi strumentale eseguita da un tecnico.</p>



<p class="wp-block-paragraph"><strong>La pompa si sente, ma l&#8217;acqua non esce:</strong> ricontrolla filtro, tubo e scarico a valle. Un ronzio non dimostra che la pompa stia effettivamente muovendo acqua: la girante potrebbe essere ostacolata oppure la pompa potrebbe non avere più prestazioni sufficienti.</p>



<p class="wp-block-paragraph"><strong>La pompa alterna tentativi e arresti:</strong> interrompi le prove ripetute. Un corpo estraneo può ostacolare la girante e ulteriori cicli non sostituiscono la rimozione dell&#8217;ostruzione consentita dal manuale.</p>



<p class="wp-block-paragraph"><strong>La pompa non si sente:</strong> se la lavatrice è alimentata e il programma di scarico è stato selezionato correttamente, dall&#8217;esterno non è possibile stabilire con certezza se il problema sia la pompa, il suo comando, il cablaggio o un&#8217;altra parte della macchina.</p>



<p class="wp-block-paragraph"><strong>Filtro e tubo sono liberi ma l&#8217;acqua rimane:</strong> aumenta il sospetto di un&#8217;anomalia interna. Bosch segnala che, se le verifiche previste non ripristinano lo scarico, la pompa può essere difettosa e va coinvolta l&#8217;assistenza.</p>



<h3 id="h-diagramma-decisionale-rapido" class="wp-block-heading">Diagramma decisionale rapido</h3>



<p class="wp-block-paragraph"><strong>Acqua rimasta nel cestello?</strong><br>↓<br><strong>Sì →</strong> disalimentare la lavatrice e lasciare raffreddare l&#8217;acqua<br>↓<br><strong>Svuotamento secondo il manuale</strong><br>↓<br><strong>Filtro ostruito?</strong> → Sì → pulire, rimontare e verificare<br>↓ No<br><strong>Tubo piegato o ostruito?</strong> → Sì → ripristinare il percorso previsto<br>↓ No<br><strong>Raccordo/sifone scarica male?</strong> → Sì → liberare il tratto accessibile o verificare l&#8217;impianto<br>↓ No<br><strong>Il difetto permane?</strong> → eseguire solo la prova di scarico prevista dal costruttore<br>↓<br><strong>Pompa udibile ma niente scarico / pompa silenziosa / errore persistente</strong> → assistenza tecnica.</p>



<h2 id="h-prova-finale-dopo-filtro-e-tubo" class="wp-block-heading">Prova finale dopo filtro e tubo</h2>



<p class="wp-block-paragraph">Dopo aver rimontato filtro e collegamenti, asciuga bene il pavimento e le zone sulle quali hai lavorato. Questo rende immediatamente visibile un&#8217;eventuale perdita nuova.</p>



<p class="wp-block-paragraph">Ricollega quindi la macchina e utilizza il programma di scarico o la procedura di verifica prevista dal manuale. Alcuni costruttori indicano procedure specifiche e quantità d&#8217;acqua precise per i propri modelli: non vanno estese automaticamente a tutte le lavatrici.</p>



<p class="wp-block-paragraph">Durante la prova controlla contemporaneamente:</p>



<ul class="wp-block-list">
<li>se l&#8217;acqua viene effettivamente espulsa;</li>



<li>se il rumore della pompa è regolare;</li>



<li>se compaiono perdite dal filtro o dai raccordi appena rimontati;</li>



<li>se il codice errore ritorna.</li>
</ul>



<p class="wp-block-paragraph">Se compare una perdita, interrompi la prova, disalimenta nuovamente la macchina e controlla il componente sul quale sei appena intervenuto.</p>



<h2 id="h-codici-errore-e-intervento-del-tecnico" class="wp-block-heading">Codici errore e intervento del tecnico</h2>



<p class="wp-block-paragraph">I codici di errore non sono universali. Per esempio, Bosch associa <strong>E18</strong> a un problema di scarico, mentre Electrolux documenta <strong>E20/C2</strong> per specifiche gamme; lo stesso codice non deve quindi essere interpretato senza conoscere marca e modello.</p>



<p class="wp-block-paragraph">Annota il codice completo e cerca il suo significato nel manuale o nell&#8217;assistenza ufficiale del produttore. È un&#8217;informazione utile anche da comunicare al tecnico.</p>



<h3 id="h-quando-chiamare-un-professionista" class="wp-block-heading">Quando chiamare un professionista</h3>



<p class="wp-block-paragraph">Interrompi il fai da te quando:</p>



<ul class="wp-block-list">
<li>filtro, tubo e raccordo accessibile risultano liberi ma la lavatrice continua a non scaricare;</li>



<li>la girante accessibile rimane bloccata dopo la rimozione dei corpi estranei consentita dal manuale;</li>



<li>occorre smontare pannelli per raggiungere pompa, cablaggio o scheda elettronica;</li>



<li>compare una perdita proveniente dall&#8217;interno della macchina;</li>



<li>si avvertono odore di bruciato, fumo o anomalie elettriche;</li>



<li>interviene una protezione dell&#8217;impianto elettrico;</li>



<li>il codice errore ritorna dopo i controlli esterni.</li>
</ul>



<p class="wp-block-paragraph">Non sono previste in questa guida misure di tensione, prove con parti alimentate o alimentazione diretta della pompa. Sono verifiche che espongono a parti elettriche e richiedono competenza tecnica.</p>



<h2 id="h-domande-frequenti-se-la-la-vatrice-non-scarica-l-acqua" class="wp-block-heading">Domande frequenti se la la vatrice non scarica l&#8217;acqua</h2>



<p class="wp-block-paragraph"><strong>Domanda: Se la lavatrice non scarica, è sempre colpa della pompa?</strong><br><strong>Risposta:</strong> No. Prima della pompa vanno esclusi filtro ostruito, tubo piegato o intasato e problemi nel raccordo o nello scarico domestico. Solo dopo questi controlli un guasto interno diventa un&#8217;ipotesi più consistente.</p>



<p class="wp-block-paragraph"><strong>Domanda: Posso aprire il filtro con l&#8217;acqua ancora nel cestello?</strong><br><strong>Risposta:</strong> Non direttamente. Prima togli la spina, lascia raffreddare l&#8217;acqua e usa la procedura di svuotamento prevista dal costruttore. Aprire bruscamente un filtro con molta acqua residua può provocare un allagamento.</p>



<p class="wp-block-paragraph"><strong>Domanda: Se sento la pompa ronzare significa che funziona?</strong><br><strong>Risposta:</strong> Non necessariamente. Il rumore indica che sta avvenendo un tentativo di funzionamento, ma non dimostra che la girante sia libera o che l&#8217;acqua venga effettivamente pompata. Il dato decisivo è il deflusso, dopo aver escluso le ostruzioni accessibili.</p>



<p class="wp-block-paragraph"><strong>Domanda: Posso usare un disgorgante chimico nello scarico della lavatrice?</strong><br><strong>Risposta:</strong> Non va introdotto nella lavatrice o nel suo circuito senza un&#8217;indicazione esplicita del produttore. Se il problema è nella rete idraulica domestica, occorre prima localizzare l&#8217;ostruzione e scegliere un metodo compatibile con tubazioni e componenti presenti.</p>



<p class="wp-block-paragraph"><strong>Domanda: Il codice errore dice con certezza quale pezzo sostituire?</strong><br><strong>Risposta:</strong> No. Normalmente segnala un&#8217;anomalia o una condizione rilevata dalla macchina, non necessariamente il componente da cambiare. Il significato deve essere verificato nella documentazione della marca e del modello.</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/manutenzione-e-riparazione/lavatrice-non-scarica-acqua/" data-wpel-link="internal">Lavatrice non scarica l&#8217;acqua: filtro, pompa, tubo e sifone</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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		<item>
		<title>Trattamento legno antitarlo: guida pratica per mobili e travi</title>
		<link>https://bricoportale.it/fai-da-te/restaurare-mobili/trattamento-legno-antitarlo/</link>
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		<dc:creator><![CDATA[Redazione Bricoportale]]></dc:creator>
		<pubDate>Fri, 03 Jul 2026 12:07:58 +0000</pubDate>
				<category><![CDATA[Restaurare mobili]]></category>
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					<description><![CDATA[<p>Il trattamento legno antitarlo serve a bloccare o prevenire l’attacco degli insetti xilofagi, ma funziona solo se il prodotto raggiunge le gallerie interne e se il supporto è valutato correttamente. Prima di intervenire bisogna controllare fori, rosume, finitura, stabilità del legno e sicurezza d’uso. Situazione da valutare Trattamento consigliato Livello fai da te Attenzione tecnica [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/restaurare-mobili/trattamento-legno-antitarlo/" data-wpel-link="internal">Trattamento legno antitarlo: guida pratica per mobili e travi</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Il trattamento legno antitarlo serve a bloccare o prevenire l’attacco degli insetti xilofagi, ma funziona solo se il prodotto raggiunge le gallerie interne e se il supporto è valutato correttamente. Prima di intervenire bisogna controllare fori, rosume, finitura, stabilità del legno e sicurezza d’uso.</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th>Situazione da valutare</th><th>Trattamento consigliato</th><th>Livello fai da te</th><th>Attenzione tecnica</th></tr></thead><tbody><tr><td>Mobile con pochi fori e rosume recente</td><td>Antitarlo liquido nei fori e sulle parti grezze</td><td>Possibile con cautela</td><td>Fare sempre una prova nascosta sulla finitura</td></tr><tr><td>Mobile verniciato, cerato o lucidato</td><td>Applicazione mirata da fori, fessure e retro non rifinito</td><td>Possibile, ma limitato</td><td>La finitura riduce la penetrazione del prodotto</td></tr><tr><td>Legno grezzo nuovo o restaurato</td><td>Trattamento antitarlo preventivo per legno</td><td>Adatto al fai da te</td><td>Verificare compatibilità con impregnante o vernice successiva</td></tr><tr><td>Mobile antico, impiallacciato o decorato</td><td>Valutazione di un restauratore</td><td>Sconsigliato senza esperienza</td><td>Rischio di aloni, sollevamenti e danni alla finitura</td></tr><tr><td>Travi in legno, solai, capriate</td><td>Trattamento professionale o valutazione tecnica</td><td>Da evitare se strutturale</td><td>Serve verificare anche la resistenza residua del legno</td></tr><tr><td>Attacco esteso in più ambienti</td><td>Disinfestazione specializzata</td><td>Non consigliato</td><td>Può richiedere diagnosi dell’insetto e metodo dedicato</td></tr></tbody></table></figure>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img fetchpriority="high" decoding="async" width="1024" height="682" src="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-5-1024x682.jpg" alt="Trattamento legno antitarlo 5" class="wp-image-242657" srcset="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-5-1024x682.jpg 1024w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-5-300x200.jpg 300w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-5-768x511.jpg 768w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-5-696x463.jpg 696w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-5-1068x711.jpg 1068w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-5.jpg 1200w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>
</div>


<h2 id="h-trattamento-antitarlo-del-legno-quando-serve-davvero" class="wp-block-heading">Trattamento antitarlo del legno: quando serve davvero</h2>



<p class="wp-block-paragraph">Il trattamento antitarlo del legno serve quando sono presenti segnali di attività recente o quando si vuole proteggere un manufatto grezzo, restaurato o appena riportato a legno. Il punto importante è distinguere tra <strong>foro vecchio</strong> e <strong>infestazione attiva</strong>: un foro indica che l’insetto adulto è già uscito, ma non prova da solo che nel mobile ci siano ancora larve.</p>



<p class="wp-block-paragraph">Il segnale più utile è il <strong>rosume</strong>, cioè la polvere fine o granulare che cade dai fori. Se dopo una pulizia accurata compare nuova polvere, l’attività può essere ancora presente. Se invece i fori sono vecchi, scuri, sporchi e senza rosume recente, può essere sufficiente monitorare prima di applicare prodotti.</p>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img decoding="async" width="1024" height="683" src="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-4-1024x683.jpg" alt="" class="wp-image-242656" srcset="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-4-1024x683.jpg 1024w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-4-300x200.jpg 300w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-4-768x512.jpg 768w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-4-696x464.jpg 696w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-4-1068x712.jpg 1068w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-4.jpg 1200w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>
</div>


<p class="wp-block-paragraph">Gli antitarlo per uso domestico rientrano nella famiglia dei prodotti biocidi o preservanti del legno quando sono destinati a contrastare organismi nocivi. L’Istituto Superiore di Sanità definisce i biocidi come prodotti usati per eliminare, rendere innocui o impedire l’azione di organismi nocivi su persone, animali, materiali e beni di consumo; a livello europeo, i preservanti del legno appartengono al product-type 8 del Regolamento biocidi.</p>



<figure class="wp-block-embed is-type-video is-provider-youtube wp-block-embed-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio"><div class="wp-block-embed__wrapper">
<div class="youtube-embed" data-video_id="Jrm_BTHnloA"><iframe title="Trattamento antitarlo legno: elimina i tarli da mobili e travi | Guida pratica" width="696" height="392" src="https://www.youtube.com/embed/Jrm_BTHnloA?feature=oembed&#038;enablejsapi=1" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe></div>
</div></figure>



<h2 id="h-come-riconoscere-un-attacco-di-tarli" class="wp-block-heading">Come riconoscere un attacco di tarli</h2>



<p class="wp-block-paragraph">Prima di acquistare un prodotto antitarlo, bisogna osservare il legno con attenzione. I tarli attaccano mobili, travi, cornici, parquet, serramenti e piccoli oggetti, ma non sempre con la stessa gravità. Le parti più vulnerabili sono quelle poco ventilate, più umide, grezze o meno protette dalla finitura.</p>



<p class="wp-block-paragraph">I segnali principali sono:</p>



<ul class="wp-block-list">
<li>piccoli fori circolari o ovali sulla superficie;</li>



<li>rosume chiaro o bruno sotto il mobile;</li>



<li>polvere che ricompare dopo la pulizia;</li>



<li>legno che suona vuoto o appare indebolito;</li>



<li>gallerie visibili su bordi, tagli, incastri o parti rotte;</li>



<li>elementi instabili, come gambe di sedie, traverse o cornici.</li>
</ul>



<p class="wp-block-paragraph">Una verifica semplice consiste nel pulire il mobile, fotografare i fori e mettere sotto la zona sospetta un foglio chiaro. Dopo alcune settimane si controlla se cade nuova polvere. È un metodo pratico per evitare trattamenti inutili, ma non sostituisce una diagnosi professionale su travi, solai o manufatti di valore.</p>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="576" src="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-7-1024x576.jpg" alt="" class="wp-image-242659" srcset="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-7-1024x576.jpg 1024w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-7-300x169.jpg 300w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-7-768x432.jpg 768w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-7-696x392.jpg 696w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-7-1068x601.jpg 1068w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-7.jpg 1200w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>


<h2 id="h-trattamento-antitarlo-per-legno-quale-prodotto-scegliere" class="wp-block-heading">Trattamento antitarlo per legno: quale prodotto scegliere</h2>



<p class="wp-block-paragraph">Il trattamento antitarlo per legno va scelto in base al supporto, alla finitura e al tipo di intervento. Non tutti i prodotti penetrano nello stesso modo e non tutti sono adatti a mobili antichi, legni decorati o superfici già verniciate.</p>



<p class="wp-block-paragraph">Su <strong>legno grezzo</strong> il prodotto viene assorbito meglio. Si può lavorare a pennello sulle superfici e con beccuccio o siringa nei fori. È il caso più favorevole, soprattutto su parti interne, retro dei mobili, sottopiani, fondi e schienali.</p>



<p class="wp-block-paragraph">Su <strong>legno verniciato o lucidato</strong> l’assorbimento è limitato. Il prodotto entra soprattutto dai fori, dalle fessure, dai bordi non rifiniti e dalle parti interne non protette. Applicarlo abbondantemente su una superficie lucida non garantisce maggiore efficacia e può lasciare aloni.</p>



<p class="wp-block-paragraph">Su <strong>legno impiallacciato, intarsiato o antico</strong> serve molta cautela. I solventi o l’eccesso di liquido possono macchiare, sollevare la lastronatura o alterare la finitura. In questi casi è meglio fare una prova nascosta e, se il pezzo ha valore, chiedere il parere di un restauratore.</p>



<p class="wp-block-paragraph">Quando si acquistano prodotti antitarlo, l’etichetta e la scheda tecnica sono parte integrante del lavoro: indicano campo d’impiego, modalità di applicazione, tempi di asciugatura, precauzioni, dispositivi di protezione e compatibilità. I biocidi devono essere utilizzati secondo le condizioni autorizzate e riportate in etichetta; non vanno miscelati o impiegati in modo diverso da quanto previsto dal produttore.</p>



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<h2 id="h-trattamento-antitarlo-legno-fai-da-te-quando-e-possibile" class="wp-block-heading">Trattamento antitarlo legno fai da te: quando è possibile</h2>



<p class="wp-block-paragraph">Il trattamento antitarlo legno fai da te ha senso su mobili, cornici, piccoli manufatti, sedie, cassettiere, oggetti in legno e parti non strutturali. È invece da valutare con molta prudenza quando il problema riguarda travi, solai, scale portanti, parquet molto estesi o elementi che sostengono carichi.</p>



<p class="wp-block-paragraph">Il fai da te è ragionevole quando:</p>



<ul class="wp-block-list">
<li>l’oggetto è maneggiabile e non strutturale;</li>



<li>i fori sono localizzati;</li>



<li>il legno non si sbriciola;</li>



<li>la finitura non è particolarmente pregiata;</li>



<li>si può lavorare in ambiente ventilato e separato;</li>



<li>si può rispettare l’etichetta del prodotto.</li>
</ul>



<p class="wp-block-paragraph">Non è consigliabile quando il legno è molto indebolito, l’attacco è diffuso, il mobile è antico o il prodotto deve essere applicato in ambienti abitati senza possibilità di aerazione. In questi casi il rischio non è solo tecnico, ma anche legato all’uso improprio di sostanze chimiche.</p>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-2-1024x683.jpg" alt="" class="wp-image-242654" srcset="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-2-1024x683.jpg 1024w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-2-300x200.jpg 300w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-2-768x512.jpg 768w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-2-696x464.jpg 696w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-2-1068x712.jpg 1068w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-2.jpg 1200w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>


<h2 id="h-cosa-preparare-prima-di-iniziare" class="wp-block-heading">Cosa preparare prima di iniziare</h2>



<p class="wp-block-paragraph">Prima del trattamento occorre predisporre il lavoro in modo ordinato. L’antitarlo non va applicato in fretta, in una stanza chiusa o vicino a tessuti, alimenti, bambini e animali domestici.</p>



<p class="wp-block-paragraph">Occorrente utile:</p>



<ul class="wp-block-list">
<li>prodotto antitarlo idoneo al tipo di legno;</li>



<li>pennello piccolo e medio;</li>



<li>siringa, cannula o beccuccio dosatore;</li>



<li>guanti resistenti ai prodotti chimici;</li>



<li>occhiali protettivi e DPI indicati in etichetta;</li>



<li>telo di protezione;</li>



<li>carta assorbente per colature;</li>



<li>aspiratore con bocchetta morbida;</li>



<li>stucco per legno, cera o ritocco colorato per la chiusura finale dei fori.</li>
</ul>



<p class="wp-block-paragraph">Prima di aprire il prodotto, controllare sempre:</p>



<ul class="wp-block-list">
<li>se l’attacco sembra attivo o solo vecchio;</li>



<li>se la superficie è grezza, verniciata, cerata o impiallacciata;</li>



<li>se il legno è stabile o fragile;</li>



<li>se l’ambiente può essere ventilato;</li>



<li>se il prodotto è compatibile con eventuali finiture successive.</li>
</ul>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-3-1024x683.jpg" alt="" class="wp-image-242655" srcset="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-3-1024x683.jpg 1024w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-3-300x200.jpg 300w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-3-768x512.jpg 768w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-3-696x464.jpg 696w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-3-1068x712.jpg 1068w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-3.jpg 1200w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>


<h2 id="h-procedimento-passo-passo" class="wp-block-heading">Procedimento passo passo</h2>



<p class="wp-block-paragraph"><strong>Materiali principali:</strong> antitarlo liquido per legno, carta assorbente, eventuale stucco o cera per legno.<br><strong>Attrezzi necessari:</strong> pennello, siringa o beccuccio dosatore, guanti, occhiali, telo protettivo, aspiratore.<br><strong>Controlli preliminari:</strong> verificare rosume recente, stato della finitura, stabilità del manufatto e possibilità di aerazione.<br><strong>Errori da evitare:</strong> chiudere i fori prima del trattamento, applicare troppo prodotto su finiture delicate, lavorare senza DPI, trattare travi portanti senza valutazione tecnica.<br><strong>Sicurezza:</strong> usare solo prodotti idonei, leggere etichetta e scheda tecnica, non miscelare prodotti diversi e tenere lontani bambini, animali, alimenti e fiamme libere.</p>



<div class="schema-how-to wp-block-yoast-how-to-block"><p class="schema-how-to-total-time"><span class="schema-how-to-duration-time-text">Tempo richiesto:&nbsp;</span>2 ore</p><p class="schema-how-to-description"></p> <ol class="schema-how-to-steps"><li class="schema-how-to-step" id="how-to-step-1783070118407"><strong class="schema-how-to-step-name">Isolare il pezzo da trattare</strong> <p class="schema-how-to-step-text">Sposta il mobile o l’oggetto in un ambiente ventilato e protetto. Se possibile, lavora in garage, laboratorio domestico o locale non abitato. Copri il piano con un telo e rimuovi cassetti, ripiani e parti mobili.</p> </li><li class="schema-how-to-step" id="how-to-step-1783070639296"><strong class="schema-how-to-step-name">Pulire fori e superfici</strong> <p class="schema-how-to-step-text">Aspira polvere, rosume e sporco con una bocchetta morbida. Non usare aria compressa, perché può disperdere polvere e residui nelle gallerie o nell’ambiente. La superficie deve essere asciutta e libera da depositi prima dell’applicazione.</p> </li><li class="schema-how-to-step" id="how-to-step-1783070647450"><strong class="schema-how-to-step-name">Controllare la finitura</strong> <p class="schema-how-to-step-text">Osserva se il legno è grezzo, verniciato, cerato, lucidato o impiallacciato. Su superfici pregiate applica una piccola quantità di prodotto in una zona nascosta e attendi il tempo indicato dal produttore. Se compaiono aloni, opacizzazioni o sollevamenti, non procedere sull’intera superficie.</p> </li><li class="schema-how-to-step" id="how-to-step-1783070660102"><strong class="schema-how-to-step-name">Applicare l’antitarlo nei fori</strong> <p class="schema-how-to-step-text">Inserisci il prodotto nei fori con siringa, cannula o beccuccio dosatore. Procedi con quantità controllate, tamponando subito eventuali colature. L’obiettivo è raggiungere le gallerie, non saturare il mobile di liquido.</p> </li><li class="schema-how-to-step" id="how-to-step-1783070674992"><strong class="schema-how-to-step-name">Trattare le parti assorbenti</strong> <p class="schema-how-to-step-text">Stendi l’antitarlo a pennello sulle superfici grezze o meno rifinite: retro, fondo, sottopiano, interno dei cassetti, schienali, bordi e testate del legno. Su superfici verniciate il prodotto penetra poco, quindi è più utile lavorare dalle zone nascoste e dai punti di accesso.</p> </li><li class="schema-how-to-step" id="how-to-step-1783070688147"><strong class="schema-how-to-step-name">Lasciare agire il prodotto</strong> <p class="schema-how-to-step-text">Rispetta tempi di posa, aerazione e asciugatura indicati in etichetta. Se il prodotto prevede una copertura temporanea con film o telo, segui le istruzioni del produttore; se non è prevista, non improvvisare chiusure ermetiche.</p> </li></ol></div>



<h2 id="h-errori-che-riducono-l-efficacia-del-trattamento" class="wp-block-heading">Errori che riducono l’efficacia del trattamento</h2>



<p class="wp-block-paragraph">L’errore più comune è applicare il prodotto su una superficie lucida aspettandosi una penetrazione profonda. La vernice, la cera o la lucidatura fanno da barriera: in questi casi bisogna sfruttare fori, fessure e parti interne non rifinite.</p>



<p class="wp-block-paragraph">Un altro errore è usare troppo prodotto. L’eccesso non aumenta automaticamente l’efficacia e può rovinare finiture, colle, impiallacciature e tinte. Meglio applicare con precisione, rispettando le indicazioni del produttore.</p>



<p class="wp-block-paragraph">Da evitare anche la chiusura immediata dei fori. I buchi si stuccano solo alla fine, quando il trattamento è asciutto e il mobile può essere monitorato. Se si chiudono subito, si perde un punto di accesso utile e si mascherano i segnali di attività.</p>



<p class="wp-block-paragraph">Infine, non bisogna confondere trattamento antitarlo e consolidamento. Se il legno è fragile, svuotato o meccanicamente compromesso, l’antitarlo non restituisce resistenza. Serve un intervento di restauro, rinforzo o sostituzione della parte danneggiata.</p>



<h2 id="h-trattamento-antitarlo-travi-in-legno-perche-serve-piu-cautela" class="wp-block-heading">Trattamento antitarlo travi in legno: perché serve più cautela</h2>



<p class="wp-block-paragraph">Il trattamento antitarlo travi in legno è un caso diverso dal mobile domestico. Una trave può avere funzione portante: sostiene solai, tetti, soppalchi o strutture secondarie. In questi casi il trattamento antitarlo non deve essere valutato solo come disinfestazione, ma anche come verifica della sicurezza.</p>



<p class="wp-block-paragraph">Il trattamento travi legno antitarlo fai da te può essere limitato a controlli superficiali e monitoraggio, ma non dovrebbe sostituire una valutazione tecnica quando sono presenti:</p>



<ul class="wp-block-list">
<li>molti fori concentrati;</li>



<li>rosume continuo;</li>



<li>crepe profonde;</li>



<li>zone molli o friabili;</li>



<li>flessioni visibili;</li>



<li>rumori o movimenti anomali;</li>



<li>umidità, infiltrazioni o muffe vicino al legno;</li>



<li>attacchi diffusi su più elementi.</li>
</ul>



<p class="wp-block-paragraph">Il trattamento antitarlo su travi legno può richiedere prodotti, tecniche e attrezzature professionali. In alcuni casi si usano metodi specifici, anche non chimici, ma devono essere scelti dopo diagnosi del tipo di insetto, dello stato del legno e delle condizioni ambientali. Per travi, solai e capriate è prudente rivolgersi a un tecnico o a una ditta specializzata, perché va valutata anche la resistenza residua della sezione lignea.</p>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-1-1024x683.jpg" alt="" class="wp-image-242653" srcset="https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-1-1024x683.jpg 1024w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-1-300x200.jpg 300w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-1-768x512.jpg 768w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-1-696x464.jpg 696w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-1-1068x712.jpg 1068w, https://bricoportale.it/wp-content/uploads/2026/07/Trattamento-legno-antitarlo-1.jpg 1200w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>


<h2 id="h-controlli-dopo-il-trattamento" class="wp-block-heading">Controlli dopo il trattamento</h2>



<p class="wp-block-paragraph">Dopo il trattamento antitarlo del legno non bisogna considerare il lavoro concluso subito. I fori vecchi restano visibili e le gallerie non scompaiono: ciò che conta è verificare se l’attività si ferma.</p>



<p class="wp-block-paragraph">Per il controllo:</p>



<ol class="wp-block-list">
<li>pulire bene la superficie trattata;</li>



<li>posizionare carta chiara sotto le zone più sospette;</li>



<li>fotografare i fori principali;</li>



<li>controllare periodicamente se compare nuovo rosume;</li>



<li>verificare se nascono nuovi fori rispetto alle immagini iniziali.</li>
</ol>



<p class="wp-block-paragraph">Se dopo il trattamento compare ancora polvere fresca in modo continuo, o se i fori aumentano, l’intervento potrebbe non essere stato sufficiente. Può dipendere da prodotto non penetrato, infestazione estesa, legno troppo spesso, ambiente umido o diagnosi incompleta.</p>



<h2 id="h-consigli-dell-esperto" class="wp-block-heading">Consigli dell’esperto</h2>



<p class="wp-block-paragraph">Quando lavori su un mobile, tratta con particolare attenzione le parti meno visibili: retro, fondo, interno dei cassetti, sottopiano e testate del legno. Sono spesso zone meno rifinite e più assorbenti, quindi più utili per far penetrare il prodotto.</p>



<p class="wp-block-paragraph">Su sedie, tavolini e piccoli mobili controlla sempre piedi e traverse basse. Sono punti esposti a urti, umidità di pavimento e vecchi incollaggi. Se il legno è debole, l’antitarlo può fermare l’insetto ma non risolve la perdita di resistenza: in quel caso serve anche un consolidamento.</p>



<p class="wp-block-paragraph">Prima di stuccare i fori, conserva una foto della superficie trattata. Dopo alcuni mesi ti aiuterà a capire se sono comparsi nuovi buchi o se l’attacco era già fermo.</p>



<h2 id="h-quando-chiamare-un-professionista" class="wp-block-heading">Quando chiamare un professionista</h2>



<p class="wp-block-paragraph">È meglio chiamare un professionista quando il trattamento antitarlo per travi in legno riguarda elementi portanti, solai, tetti, capriate, scale o soppalchi. Serve una valutazione anche quando il legno è molto forato, si sbriciola, presenta deformazioni o è vicino a infiltrazioni.</p>



<p class="wp-block-paragraph">Un restauratore è consigliabile per mobili antichi, impiallacciati, intarsiati, laccati, dorati o di valore affettivo ed economico. In questi casi il rischio principale non è solo il tarlo, ma il danno che un prodotto incompatibile può causare alla finitura.</p>



<p class="wp-block-paragraph">Una ditta specializzata è indicata se l’attacco coinvolge più stanze, parquet estesi, travature diffuse o arredi numerosi. In questi casi può essere necessario identificare l’insetto, valutare umidità e ventilazione e scegliere un trattamento diverso dal semplice antitarlo liquido domestico.</p>



<h2 id="h-domande-frequenti-sul-trattamento-antitarlo-del-legno" class="wp-block-heading">Domande frequenti sul trattamento antitarlo del legno</h2>



<div class="schema-faq wp-block-yoast-faq-block"><div class="schema-faq-section" id="faq-question-1783073184045"><strong class="schema-faq-question"><strong>Il trattamento legno antitarlo elimina sempre i tarli?</strong></strong> <p class="schema-faq-answer">No. L’efficacia dipende da prodotto, penetrazione, gravità dell’infestazione e spessore del legno. Su piccoli mobili può funzionare bene, ma su travi, solai o attacchi estesi serve spesso una valutazione professionale.</p> </div> <div class="schema-faq-section" id="faq-question-1783073197335"><strong class="schema-faq-question"><strong>Posso fare un trattamento antitarlo legno fai da te su un mobile verniciato?</strong></strong> <p class="schema-faq-answer">Sì, ma con limiti. La vernice riduce l’assorbimento, quindi il prodotto entra soprattutto da fori, fessure, bordi e parti interne grezze. Prima di trattare tutta la superficie è indispensabile fare una prova nascosta.</p> </div> <div class="schema-faq-section" id="faq-question-1783073209055"><strong class="schema-faq-question"><strong>Il trattamento antitarlo travi in legno si può fare da soli?</strong></strong> <p class="schema-faq-answer">Solo per controlli superficiali e casi non strutturali. Se la trave è portante, molto forata, indebolita o vicina a infiltrazioni, il fai da te non è consigliato: serve verificare anche la resistenza del legno.</p> </div> <div class="schema-faq-section" id="faq-question-1783073222728"><strong class="schema-faq-question"><strong>Quando devo chiudere i fori dopo il trattamento antitarlo del legno?</strong></strong> <p class="schema-faq-answer">I fori si chiudono solo dopo l’asciugatura completa del prodotto. Chiuderli prima riduce la penetrazione dell’antitarlo e rende più difficile controllare se compaiono nuovo rosume o nuovi fori.</p> </div> </div>



<p class="wp-block-paragraph"></p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/restaurare-mobili/trattamento-legno-antitarlo/" data-wpel-link="internal">Trattamento legno antitarlo: guida pratica per mobili e travi</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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		<title>Taglio polistirolo: come tagliare EPS e XPS senza sbriciolare i bordi</title>
		<link>https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/laboratorio-fai-da-te/taglia-polistirolo-fai-da-te/</link>
					<comments>https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/laboratorio-fai-da-te/taglia-polistirolo-fai-da-te/#respond</comments>
		
		<dc:creator><![CDATA[Redazione Bricoportale]]></dc:creator>
		<pubDate>Wed, 24 Jun 2026 13:24:00 +0000</pubDate>
				<category><![CDATA[Laboratorio]]></category>
		<guid isPermaLink="false">https://bricoportale.it/?p=214708</guid>

					<description><![CDATA[<p>Per un taglio del polistirolo pulito servono pannello ben appoggiato, misure precise, guida rigida e utensile adatto: cutter affilato per tagli semplici, taglierina a filo caldo per sagome e bordi netti. EPS e XPS reagiscono diversamente: controlla spessore, densità, aerazione e compatibilità di colle e solventi. Quale tecnica scegliere per il taglio del polistirolo Il [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/laboratorio-fai-da-te/taglia-polistirolo-fai-da-te/" data-wpel-link="internal">Taglio polistirolo: come tagliare EPS e XPS senza sbriciolare i bordi</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Per un taglio del polistirolo pulito servono pannello ben appoggiato, misure precise, guida rigida e utensile adatto: cutter affilato per tagli semplici, taglierina a filo caldo per sagome e bordi netti. EPS e XPS reagiscono diversamente: controlla spessore, densità, aerazione e compatibilità di colle e solventi.</p>



<h2 id="h-quale-tecnica-scegliere-per-il-taglio-del-polistirolo" class="wp-block-heading">Quale tecnica scegliere per il taglio del polistirolo</h2>



<p class="wp-block-paragraph">Il polistirolo si può tagliare con utensili manuali o con una taglierina a filo caldo. La scelta dipende dal tipo di pannello, dallo spessore, dalla precisione richiesta e dalla forma da ottenere.</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th>Metodo di taglio</th><th>Quando usarlo</th><th>Vantaggi</th><th>Limiti e attenzioni</th></tr></thead><tbody><tr><td>Cutter a lama lunga</td><td>Tagli dritti su pannelli EPS o XPS di spessore contenuto</td><td>Economico, semplice, adatto a lavori rapidi</td><td>Richiede lama molto affilata e guida rigida; se si preme troppo il bordo si sbriciola</td></tr><tr><td>Taglierina a filo caldo</td><td>Sagome, decorazioni, tagli curvi, bordi più regolari</td><td>Taglio continuo e pulito, utile per forme complesse</td><td>Serve aerazione; il filo non va surriscaldato per evitare fumi e deformazioni</td></tr><tr><td>Archetto a filo caldo fai da te</td><td>Lavori ripetuti, tagli perpendicolari su piano d’appoggio</td><td>Permette maggiore controllo se ben costruito</td><td>La parte elettrica richiede competenza e isolamento corretto</td></tr><tr><td>Rifinitura con carta abrasiva fine</td><td>Piccole correzioni del bordo</td><td>Migliora l’appoggio e la precisione finale</td><td>Va fatta con mano leggera per non scavare il materiale</td></tr></tbody></table></figure>



<h2 id="h-quando-conviene-fare-questo-lavoro" class="wp-block-heading">Quando conviene fare questo lavoro</h2>



<p class="wp-block-paragraph">Il taglio polistirolo fai da te è indicato per realizzare decorazioni, sagome leggere, prototipi, elementi scenografici, piccoli pannelli isolanti e adattamenti su lastre EPS o XPS.</p>



<p class="wp-block-paragraph">Conviene procedere in autonomia quando:</p>



<ul class="wp-block-list">
<li>il taglio è semplice e non riguarda parti strutturali;</li>



<li>il pannello è facilmente maneggiabile;</li>



<li>si lavora su un piano stabile;</li>



<li>si dispone di una guida dritta, come squadra metallica, righello robusto o staggia;</li>



<li>si usano colle e prodotti compatibili con il polistirolo, senza solventi aggressivi.</li>
</ul>



<p class="wp-block-paragraph">Per tagli ripetuti o sagome complesse, una taglierina a filo caldo è più precisa del cutter. Il progetto descritto nell’articolo originale usa un archetto verticale con filo di tungsteno riscaldato e piano di taglio inclinabile, una configurazione utile quando si vogliono tagliare forme con maggiore continuità.</p>



<h2 id="h-eps-e-xps-cosa-cambia-nel-taglio" class="wp-block-heading">EPS e XPS: cosa cambia nel taglio</h2>



<p class="wp-block-paragraph">Il polistirolo EPS, cioè polistirene espanso, ha una struttura a pallini visibili e tende a sgranarsi se viene inciso con una lama poco affilata. Il polistirene estruso XPS è più compatto e uniforme: si taglia in modo più netto, ma richiede comunque una lama lunga, continua e ben guidata.</p>



<p class="wp-block-paragraph">Prima di iniziare, verifica sempre:</p>



<ul class="wp-block-list">
<li><strong>spessore del pannello</strong>, perché incide sulla scelta dell’utensile;</li>



<li><strong>densità del materiale</strong>, che cambia la resistenza al taglio;</li>



<li><strong>tipo di lavorazione</strong>, dritta, curva, inclinata o sagomata;</li>



<li><strong>compatibilità di colle, primer e solventi</strong>, perché alcuni prodotti possono sciogliere o deformare il polistirolo.</li>
</ul>



<h2 id="h-materiali-e-attrezzi-necessari" class="wp-block-heading">Materiali e attrezzi necessari</h2>



<p class="wp-block-paragraph">Per tagliare il polistirolo in modo pulito non servono molti strumenti, ma devono essere adatti e in buono stato.</p>



<h3 id="h-per-il-taglio-manuale" class="wp-block-heading">Per il taglio manuale</h3>



<ul class="wp-block-list">
<li>pannelli in polistirolo EPS o pannelli XPS;</li>



<li>cutter affilato con lama lunga;</li>



<li>squadra metallica;</li>



<li>righello, staggia o guida rigida;</li>



<li>nastro carta per marcature;</li>



<li>piano di taglio stabile;</li>



<li>carta abrasiva fine per rifilare leggermente;</li>



<li>guanti da lavoro;</li>



<li>occhiali protettivi;</li>



<li>mascherina antipolvere.</li>
</ul>



<h3 id="h-per-il-taglio-con-filo-caldo" class="wp-block-heading">Per il taglio con filo caldo</h3>



<ul class="wp-block-list">
<li>taglierina o archetto a filo caldo;</li>



<li>piano di appoggio stabile;</li>



<li>filo riscaldante idoneo;</li>



<li>sistema di tensionamento del filo;</li>



<li>aerazione del locale;</li>



<li>protezione da contatto accidentale con il filo caldo;</li>



<li>assenza di fiamme libere o materiali infiammabili vicino alla postazione.</li>
</ul>



<h2 id="h-taglia-polistirolo-fai-da-te-struttura-e-funzionamento" class="wp-block-heading">Taglia polistirolo fai da te: struttura e funzionamento</h2>



<p class="wp-block-paragraph">La macchina descritta nel progetto originale funziona come un piccolo traforo verticale: un archetto sostiene il filo caldo, mentre il piano di taglio permette di accompagnare il pannello mantenendo la traiettoria.</p>



<p class="wp-block-paragraph">La struttura è composta da:</p>



<ul class="wp-block-list">
<li>un tubo piegato a formare l’archetto;</li>



<li>due segmenti trasversali che lo mantengono verticale;</li>



<li>un piano di taglio in multistrato, inclinabile tramite cerniere;</li>



<li>un’asola nel piano, necessaria per far passare il filo nelle diverse posizioni;</li>



<li>ventose sotto la base per evitare scivolamenti;</li>



<li>isolatori alle estremità dell’archetto, per impedire il contatto del filo con la struttura metallica;</li>



<li>una molla di tensionamento, utile a mantenere il filo teso durante il riscaldamento.</li>
</ul>



<p class="wp-block-paragraph">Il principio è semplice: il filo caldo attraversa il polistirolo fondendolo localmente. Per ottenere un bordo regolare bisogna muovere il pezzo in modo costante, senza forzare e senza fermarsi troppo a lungo nello stesso punto.</p>



<h2 id="h-controlli-prima-di-iniziare" class="wp-block-heading">Controlli prima di iniziare</h2>



<p class="wp-block-paragraph">Prima di tagliare, prepara il lavoro con attenzione. Molti bordi irregolari dipendono da misure tracciate male, lame usurate o pannelli non appoggiati correttamente.</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th>Controllo preliminare</th><th>Cosa verificare</th><th>Rischio se lo salti</th></tr></thead><tbody><tr><td>Spessore del pannello</td><td>La lama deve attraversare il materiale senza flettersi</td><td>Taglio storto o bordo strappato</td></tr><tr><td>Densità EPS/XPS</td><td>Il materiale può sbriciolare o opporre più resistenza</td><td>Pressione eccessiva, taglio impreciso</td></tr><tr><td>Squadro della linea</td><td>Usa squadra metallica o staggia</td><td>Pannello fuori misura</td></tr><tr><td>Stabilità del piano</td><td>Il pannello non deve vibrare o muoversi</td><td>Bordo ondulato o rottura del pezzo</td></tr><tr><td>Compatibilità di colle e solventi</td><td>Usa collante compatibile senza solventi</td><td>Deformazione o scioglimento del polistirolo</td></tr><tr><td>Aerazione con filo caldo</td><td>Lavora in locale ventilato</td><td>Possibile inalazione di fumi</td></tr><tr><td>Sicurezza elettrica</td><td>Collegamenti isolati e protetti</td><td>Rischio elettrico o cortocircuito</td></tr></tbody></table></figure>



<h2 id="h-procedimento-passo-passo-per-tagliare-il-polistirolo" class="wp-block-heading">Procedimento passo passo per tagliare il polistirolo</h2>



<h3 id="h-1-misurare-il-pannello" class="wp-block-heading">1. Misurare il pannello</h3>



<p class="wp-block-paragraph">Appoggia il pannello EPS o XPS su un piano stabile. Usa righello, staggia o metro rigido per riportare la misura.</p>



<p class="wp-block-paragraph"><strong>Attrezzo:</strong> righello, staggia, squadra metallica.<br><strong>Controllo:</strong> verifica la misura in almeno due punti.<br><strong>Errore da evitare:</strong> segnare una sola estremità e procedere “a occhio”.</p>



<h3 id="h-2-tracciare-la-linea-di-taglio" class="wp-block-heading">2. Tracciare la linea di taglio</h3>



<p class="wp-block-paragraph">Applica nastro carta lungo la zona da tagliare e traccia la linea sul nastro. Questo aiuta a vedere meglio il segno e riduce il rischio di confondere la misura.</p>



<p class="wp-block-paragraph"><strong>Attrezzo:</strong> matita, nastro carta, squadra.<br><strong>Controllo:</strong> controlla lo squadro prima di incidere.<br><strong>Errore da evitare:</strong> usare una guida flessibile che si sposta durante il taglio.</p>



<h3 id="h-3-incidere-senza-forzare" class="wp-block-heading">3. Incidere senza forzare</h3>



<p class="wp-block-paragraph">Con il cutter a lama lunga, incidi il primo passaggio seguendo la guida. La lama deve essere affilata e uscire abbastanza da attraversare il pannello senza piegarsi.</p>



<p class="wp-block-paragraph"><strong>Attrezzo:</strong> cutter affilato con lama lunga.<br><strong>Controllo:</strong> la lama deve scorrere continua, senza strappare il materiale.<br><strong>Errore da evitare:</strong> premere troppo al primo passaggio, perché l’EPS tende a sbriciolarsi.</p>



<h3 id="h-4-completare-il-taglio" class="wp-block-heading">4. Completare il taglio</h3>



<p class="wp-block-paragraph">Ripassa lungo la stessa linea con movimenti regolari. Nei pannelli più spessi è meglio fare più passate leggere invece di un solo taglio forzato.</p>



<p class="wp-block-paragraph"><strong>Attrezzo:</strong> cutter e guida rigida.<br><strong>Controllo:</strong> il bordo deve restare perpendicolare al piano.<br><strong>Errore da evitare:</strong> inclinare la lama, ottenendo un taglio obliquo non voluto.</p>



<h3 id="h-5-tagliare-con-filo-caldo-se-serve-maggiore-precisione" class="wp-block-heading">5. Tagliare con filo caldo, se serve maggiore precisione</h3>



<p class="wp-block-paragraph">Accendi la taglierina a filo caldo e lascia che il filo raggiunga una temperatura di lavoro stabile, senza portarlo a surriscaldamento. Avanza lentamente, accompagnando il pannello senza spingerlo con forza.</p>



<p class="wp-block-paragraph"><strong>Attrezzo:</strong> taglierina o archetto a filo caldo.<br><strong>Controllo:</strong> il taglio deve procedere fluido, senza bruciature evidenti o deformazioni eccessive.<br><strong>Errore da evitare:</strong> fermarsi troppo a lungo nello stesso punto, allargando il solco.</p>



<h3 id="h-6-rifilare-il-bordo" class="wp-block-heading">6. Rifilare il bordo</h3>



<p class="wp-block-paragraph">Dopo il taglio, controlla il bordo. Se restano piccole irregolarità, rifila con il cutter o carteggia leggermente.</p>



<p class="wp-block-paragraph"><strong>Attrezzo:</strong> cutter, carta abrasiva fine.<br><strong>Controllo:</strong> verifica l’appoggio del bordo contro una squadra o una superficie dritta.<br><strong>Errore da evitare:</strong> carteggiare con troppa pressione, creando avvallamenti.</p>



<h2 id="h-come-costruire-una-taglia-polistirolo-fai-da-te" class="wp-block-heading">Come costruire una taglia polistirolo fai da te</h2>



<p class="wp-block-paragraph">Il progetto originale mostra una taglia polistirolo autocostruita con materiali di recupero. La macchina è formata da un archetto metallico verticale, un filo di tungsteno in tensione e un piano di taglio inclinabile.</p>



<h3 id="h-materiali-indicati-nel-progetto" class="wp-block-heading">Materiali indicati nel progetto</h3>


<div class="wp-block-image">
<figure class="aligncenter"><img loading="lazy" decoding="async" width="650" height="476" src="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-2.jpg" alt="" class="wp-image-214709" srcset="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-2.jpg 650w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-2-300x220.jpg 300w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-2-50x37.jpg 50w" sizes="auto, (max-width: 650px) 100vw, 650px" /></figure>
</div>


<ul class="wp-block-list">
<li>trasformatore 230 V AC – 15 V DC 500 mA;</li>



<li>spia 230 V;</li>



<li>interruttore con manopola;</li>



<li>cavo elettrico sezione 1 mm;</li>



<li>spina elettrica con cavo;</li>



<li>scatola metallica;</li>



<li>tavoletta di multistrato;</li>



<li>due cerniere a libro;</li>



<li>molla 6×30 mm;</li>



<li>viti, dadi e rondelle;</li>



<li>quattro ventose;</li>



<li>un pezzo di lamiera;</li>



<li>tubo Ø 22 mm da curvare per l’archetto;</li>



<li>spezzone di filo di tungsteno recuperato da un vecchio phon.</li>
</ul>



<h3 id="h-parte-meccanica" class="wp-block-heading">Parte meccanica</h3>


<div class="wp-block-image size-full wp-image-214710">
<figure class="aligncenter"><img loading="lazy" decoding="async" width="650" height="488" src="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-3.jpg" alt="" class="wp-image-214710" srcset="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-3.jpg 650w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-3-300x225.jpg 300w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-3-50x38.jpg 50w" sizes="auto, (max-width: 650px) 100vw, 650px" /></figure>
</div>


<p class="wp-block-paragraph">Dopo aver piegato il tubo per formare l’archetto, si saldano i segmenti che lo mantengono in posizione verticale. Una piastrina permette il fissaggio delle cerniere che reggono il piano di taglio inclinabile.</p>


<div class="wp-block-image size-full wp-image-214715">
<figure class="aligncenter"><img loading="lazy" decoding="async" width="650" height="488" src="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-8.jpg" alt="" class="wp-image-214715" srcset="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-8.jpg 650w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-8-300x225.jpg 300w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-8-50x38.jpg 50w" sizes="auto, (max-width: 650px) 100vw, 650px" /></figure>
</div>


<p class="wp-block-paragraph">Il piano deve avere un’asola lunga e pulita, così il filo può attraversarlo senza interferenze anche quando il piano cambia inclinazione. Sotto la base, le ventose aiutano a mantenere ferma la macchina durante il lavoro.</p>


<div class="wp-block-image size-full wp-image-214713">
<figure class="aligncenter"><img loading="lazy" decoding="async" width="650" height="488" src="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-6.jpg" alt="" class="wp-image-214713" srcset="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-6.jpg 650w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-6-300x225.jpg 300w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-6-50x38.jpg 50w" sizes="auto, (max-width: 650px) 100vw, 650px" /></figure>
</div>


<p class="wp-block-paragraph">Alle estremità dell’archetto servono punti di fissaggio isolati: il filo caldo non deve toccare il metallo della struttura. La molla superiore compensa l’allungamento del filo quando si scalda e mantiene una tensione più costante.</p>


<div class="wp-block-image size-full wp-image-214714">
<figure class="aligncenter"><img loading="lazy" decoding="async" width="650" height="487" src="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-7.jpg" alt="" class="wp-image-214714" srcset="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-7.jpg 650w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-7-300x225.jpg 300w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-7-50x37.jpg 50w" sizes="auto, (max-width: 650px) 100vw, 650px" /><figcaption class="wp-element-caption">Sopra c’è un analogo sistema arricchito dalla presenza della molla che tiene il filo teso.</figcaption></figure>
</div>


<h3 id="h-parte-elettrica-attenzione-alla-sicurezza" class="wp-block-heading">Parte elettrica: attenzione alla sicurezza</h3>



<p class="wp-block-paragraph">La parte elettrica non va improvvisata. Nel progetto originale la rete alimenta interruttore, spia e trasformatore, mentre l’uscita a bassa tensione del trasformatore alimenta il filo di tungsteno.</p>


<div class="wp-block-image">
<figure class="aligncenter"><img loading="lazy" decoding="async" width="650" height="866" src="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-5.jpg" alt="" class="wp-image-214712" srcset="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-5.jpg 650w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-5-225x300.jpg 225w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-5-38x50.jpg 38w" sizes="auto, (max-width: 650px) 100vw, 650px" /></figure>
</div>


<p class="wp-block-paragraph">Chi non ha competenze elettriche deve evitare collegamenti fai da te su componenti alimentati a 230 V. Scatola, interruttore, cavi, isolamento, serraggio dei morsetti e protezione dei contatti devono essere corretti. In caso di dubbio è meglio far verificare il circuito da un tecnico qualificato.</p>


<div class="wp-block-image">
<figure class="aligncenter"><img loading="lazy" decoding="async" width="650" height="866" src="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-4.jpg" alt="" class="wp-image-214711" srcset="https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-4.jpg 650w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-4-225x300.jpg 225w, https://bricoportale.it/wp-content/uploads/2018/12/taglia-polistirolo-4-38x50.jpg 38w" sizes="auto, (max-width: 650px) 100vw, 650px" /></figure>
</div>


<h3 id="h-guarda-il-video-della-macchina-tagliapolistirolo-autocostruita" class="wp-block-heading">Guarda il video della macchina tagliapolistirolo autocostruita</h3>



<figure class="wp-block-embed is-type-video is-provider-youtube wp-block-embed-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio"><div class="wp-block-embed__wrapper">
<div class="youtube-embed" data-video_id="HItXahtQSrQ"><iframe loading="lazy" title="Taglia polistirolo da banco fai da te con profondità di taglio 48 cm" width="696" height="392" src="https://www.youtube.com/embed/HItXahtQSrQ?feature=oembed&#038;enablejsapi=1" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe></div>
</div></figure>



<h2 id="h-errori-comuni-da-evitare" class="wp-block-heading">Errori comuni da evitare</h2>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th>Errore</th><th>Conseguenza</th><th>Soluzione corretta</th></tr></thead><tbody><tr><td>Usare lame poco affilate</td><td>Il bordo si strappa e l’EPS si sbriciola</td><td>Sostituire o spezzare la lama prima del taglio</td></tr><tr><td>Premere troppo con il cutter</td><td>Il pannello si schiaccia o si rompe</td><td>Fare più passate leggere</td></tr><tr><td>Tagliare senza guida</td><td>Linea irregolare e fuori squadro</td><td>Usare squadra metallica o staggia</td></tr><tr><td>Usare colle con solventi non compatibili</td><td>Il polistirolo si scioglie o si deforma</td><td>Usare collante compatibile senza solventi</td></tr><tr><td>Surriscaldare il filo caldo</td><td>Fumi, bruciature e solco troppo largo</td><td>Regolare temperatura e velocità di avanzamento</td></tr><tr><td>Lavorare su piano instabile</td><td>Taglio ondulato o pezzo fuori misura</td><td>Bloccare il pannello e stabilizzare la base</td></tr><tr><td>Non aerare il locale</td><td>Possibile inalazione di fumi</td><td>Aprire finestre o lavorare in ambiente ventilato</td></tr></tbody></table></figure>



<h2 id="h-sicurezza-durante-il-taglio-del-polistirolo" class="wp-block-heading">Sicurezza durante il taglio del polistirolo</h2>



<p class="wp-block-paragraph">Il polistirolo è leggero e facile da lavorare, ma il taglio genera polvere, residui o fumi se si usa il filo caldo.</p>



<p class="wp-block-paragraph">Usa sempre:</p>



<ul class="wp-block-list">
<li>guanti da lavoro, soprattutto durante il taglio e la rifinitura;</li>



<li>occhiali protettivi per evitare frammenti negli occhi;</li>



<li>mascherina antipolvere quando si rifila o si carteggia;</li>



<li>aerazione del locale con taglierina a filo caldo;</li>



<li>piano stabile e libero da oggetti inutili;</li>



<li>distanza da fiamme libere, scintille e materiali infiammabili.</li>
</ul>



<p class="wp-block-paragraph">Non toccare mai il filo caldo durante o subito dopo l’uso. Anche se non appare incandescente, può causare ustioni.</p>



<h2 id="h-consigli-dell-esperto" class="wp-block-heading">Consigli dell’esperto</h2>



<p class="wp-block-paragraph">Un trucco pratico è fare sempre una prova su uno scarto dello stesso pannello prima di tagliare il pezzo definitivo. EPS e XPS non rispondono allo stesso modo: il primo tende a sgranare, il secondo permette bordi più compatti ma mostra subito eventuali tagli storti.</p>



<p class="wp-block-paragraph">L’errore più frequente è voler completare il taglio in una sola passata. Con il cutter è meglio incidere, ripassare e solo alla fine separare il pezzo. Con il filo caldo, invece, conta la continuità del movimento: avanzare troppo piano allarga il taglio, avanzare troppo veloce trascina il filo.</p>



<p class="wp-block-paragraph">La verifica finale va fatta appoggiando il bordo tagliato a una squadra o a una superficie dritta. Se il pannello deve essere incollato, controlla che il bordo non presenti polvere o granuli staccati.</p>



<p class="wp-block-paragraph">Avvertenza importante: con il filo caldo lavora solo in ambiente aerato e non usare mai solventi o colle non compatibili vicino al polistirolo.</p>



<h2 id="h-quando-chiamare-un-professionista" class="wp-block-heading">Quando chiamare un professionista</h2>



<p class="wp-block-paragraph">Per il semplice taglio di pannelli o sagome decorative non serve un professionista, se si lavora con utensili manuali e si rispettano le precauzioni di base.</p>



<p class="wp-block-paragraph">È invece meglio rivolgersi a un tecnico quando:</p>



<ul class="wp-block-list">
<li>devi costruire o modificare una taglierina alimentata a 230 V;</li>



<li>non sai dimensionare o collegare trasformatore, interruttore, spia e cavi;</li>



<li>la macchina presenta parti metalliche non isolate;</li>



<li>il filo caldo non si scalda in modo regolare o scalda troppo;</li>



<li>devi tagliare pannelli per interventi edilizi complessi, cappotti, isolamento o posa che richiedono verifiche tecniche;</li>



<li>lavori in prossimità di impianti elettrici, fonti di calore o materiali potenzialmente pericolosi.</li>
</ul>



<p class="wp-block-paragraph">La parte elettrica di una taglia polistirolo fai da te non deve essere trattata come un dettaglio secondario: un collegamento errato può essere pericoloso.</p>



<h2 id="h-controlli-finali-dopo-il-taglio" class="wp-block-heading">Controlli finali dopo il taglio</h2>



<p class="wp-block-paragraph">Dopo il taglio, verifica che:</p>



<ul class="wp-block-list">
<li>le misure siano corrette;</li>



<li>il bordo sia dritto e in squadra;</li>



<li>non ci siano zone bruciate o deformate;</li>



<li>la superficie da incollare sia pulita;</li>



<li>non siano rimasti residui sul piano di lavoro;</li>



<li>la taglierina a filo caldo sia spenta e raffreddata;</li>



<li>eventuali cavi e morsetti non presentino segni di surriscaldamento.</li>
</ul>



<p class="wp-block-paragraph">Se il pannello deve essere incollato, usa solo collanti indicati come compatibili con EPS o XPS e privi di solventi aggressivi.</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/laboratorio-fai-da-te/taglia-polistirolo-fai-da-te/" data-wpel-link="internal">Taglio polistirolo: come tagliare EPS e XPS senza sbriciolare i bordi</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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		<title>Fusibili auto e flotte aziendali: un componente piccolo che può fare una grande differenza</title>
		<link>https://bricoportale.it/fai-da-te/auto-moto-e-bici/fusibili-auto-e-flotte-aziendali/</link>
					<comments>https://bricoportale.it/fai-da-te/auto-moto-e-bici/fusibili-auto-e-flotte-aziendali/#respond</comments>
		
		<dc:creator><![CDATA[Paolo Alpa]]></dc:creator>
		<pubDate>Fri, 19 Jun 2026 07:28:30 +0000</pubDate>
				<category><![CDATA[Auto, moto e bici]]></category>
		<guid isPermaLink="false">https://bricoportale.it/?p=242435</guid>

					<description><![CDATA[<p>Per le aziende che gestiscono veicoli commerciali, l&#8217;affidabilità della flotta è una priorità quotidiana. Corrieri, imprese di manutenzione, installatori, tecnici dell&#8217;assistenza e operatori logistici dipendono da mezzi che devono essere sempre pronti a svolgere il proprio lavoro. Anche un fermo imprevisto può tradursi in ritardi, appuntamenti mancati e costi aggiuntivi. Negli ultimi anni questa esigenza [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/auto-moto-e-bici/fusibili-auto-e-flotte-aziendali/" data-wpel-link="internal">Fusibili auto e flotte aziendali: un componente piccolo che può fare una grande differenza</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Per le aziende che gestiscono veicoli commerciali, l&#8217;affidabilità della flotta è una priorità quotidiana. Corrieri, imprese di manutenzione, installatori, tecnici dell&#8217;assistenza e operatori logistici dipendono da mezzi che devono essere sempre pronti a svolgere il proprio lavoro. Anche un fermo imprevisto può tradursi in ritardi, appuntamenti mancati e costi aggiuntivi.</p>



<p class="wp-block-paragraph">Negli ultimi anni questa esigenza è diventata ancora più evidente. I veicoli professionali moderni integrano infatti un numero crescente di sistemi elettronici: navigatori, dispositivi telematici, sensori, telecamere, strumenti di monitoraggio e tecnologie dedicate alla gestione della flotta. Tutti elementi che richiedono un&#8217;alimentazione elettrica stabile e sicura.</p>



<p class="wp-block-paragraph">In questo contesto, componenti come i<a href="https://it.rs-online.com/web/c/fusibili-e-interruttori-magnetotermici/%22%3Efusibili%20auto" data-wpel-link="external" target="_blank" rel="noopener"> fusibili auto </a>continuano a svolgere un ruolo fondamentale. Pur essendo spesso poco visibili rispetto ad altre tecnologie, rappresentano una delle principali protezioni contro sovraccarichi e anomalie che potrebbero compromettere il funzionamento dell&#8217;impianto elettrico.</p>



<h2 id="h-perche-la-protezione-dei-circuiti-e-importante-nei-veicoli-da-lavoro" class="wp-block-heading"><a></a>Perché la protezione dei circuiti è importante nei veicoli da lavoro</h2>



<p class="wp-block-paragraph">A differenza di un veicolo utilizzato occasionalmente, un mezzo commerciale è spesso sottoposto a utilizzi intensivi e percorrenze elevate. Inoltre, molte aziende installano apparecchiature aggiuntive che aumentano il carico sull&#8217;impianto elettrico: sistemi GPS, dispositivi per la gestione delle consegne, strumenti di comunicazione o attrezzature professionali alimentate direttamente dal veicolo.</p>



<p class="wp-block-paragraph">In questi casi, la protezione dei circuiti assume un&#8217;importanza ancora maggiore. Un&#8217;anomalia elettrica può infatti coinvolgere più sistemi contemporaneamente, causando interruzioni operative e richiedendo interventi tecnici non programmati.</p>



<p class="wp-block-paragraph">I fusibili intervengono proprio per limitare questi rischi. Quando viene rilevata una corrente superiore ai limiti previsti, interrompono il circuito e contribuiscono a evitare danni più estesi ad altri componenti. Si tratta di una funzione semplice, ma essenziale per preservare l&#8217;integrità dell&#8217;impianto elettrico.</p>



<h2 id="h-la-manutenzione-come-strumento-di-efficienza" class="wp-block-heading"><a></a>La manutenzione come strumento di efficienza</h2>



<p class="wp-block-paragraph">Nella gestione delle flotte, la manutenzione non riguarda soltanto la sicurezza. Sempre più aziende la considerano uno strumento per migliorare efficienza e controllo dei costi.</p>



<p class="wp-block-paragraph">Programmare verifiche periodiche consente di individuare tempestivamente eventuali criticità e ridurre il rischio di guasti durante le attività operative. Questo approccio è particolarmente importante per le imprese che utilizzano i veicoli come parte integrante del proprio servizio.</p>



<p class="wp-block-paragraph">Secondo l&#8217;<a href="https://www.anfia.it/it/" data-wpel-link="external" target="_blank" rel="noopener">Associazione Nazionale Filiera Industria Automobilistica </a>(ANFIA), il comparto dei veicoli commerciali continua a svolgere un ruolo strategico per logistica, distribuzione e servizi professionali in Italia. In un contesto caratterizzato da elevati livelli di utilizzo, mantenere l&#8217;affidabilità dei mezzi rappresenta un obiettivo fondamentale per molte organizzazioni.</p>



<p class="wp-block-paragraph">I numeri confermano il peso strategico del comparto. Secondo ANFIA, nel 2025 in Italia sono stati immatricolati oltre 188.000 veicoli commerciali leggeri, mentre il mercato degli autocarri pesanti ha superato le 27.700 unità. Si tratta di mezzi impiegati quotidianamente in logistica, manutenzione e servizi tecnici, contesti in cui affidabilità e continuità operativa rappresentano requisiti essenziali.</p>



<p class="wp-block-paragraph">Per questo motivo, la gestione preventiva dei sistemi elettrici sta acquisendo sempre più rilevanza nelle attività di manutenzione ordinaria.</p>



<h2 id="h-uno-sguardo-alle-flotte-del-futuro" class="wp-block-heading"><a></a>Uno sguardo alle flotte del futuro</h2>



<p class="wp-block-paragraph">La trasformazione del settore non riguarda soltanto la digitalizzazione. Sempre più aziende stanno introducendo veicoli elettrici o ibridi all&#8217;interno delle proprie flotte, soprattutto nelle attività urbane e nelle consegne dell&#8217;ultimo miglio.</p>



<p class="wp-block-paragraph">Questa evoluzione comporta nuove esigenze in termini di gestione energetica e protezione dei sistemi elettrici. Sebbene le tecnologie cambiano, l&#8217;obiettivo rimane lo stesso: garantire affidabilità, sicurezza e continuità operativa. Per approfondire temi legati a manutenzione, attrezzature professionali, mobilità e innovazione per operatori del settore, è possibile consultare gli approfondimenti pubblicati da <a href="https://bricoportale.it/" data-wpel-link="internal">Bricoportale</a>.</p>



<p class="wp-block-paragraph">Anche nell&#8217;era dei veicoli sempre più connessi ed elettrificati, componenti come i fusibili continuano a rappresentare una parte essenziale della strategia di protezione dei circuiti. Un dettaglio tecnico che, soprattutto nelle flotte professionali, può contribuire in modo concreto a ridurre i fermi macchina e migliorare l&#8217;affidabilità dei mezzi nel tempo.</p>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="1024" src="https://bricoportale.it/wp-content/uploads/2026/06/fusibili-auto-2-1024x1024.jpg" alt="" class="wp-image-242438" srcset="https://bricoportale.it/wp-content/uploads/2026/06/fusibili-auto-2-1024x1024.jpg 1024w, https://bricoportale.it/wp-content/uploads/2026/06/fusibili-auto-2-300x300.jpg 300w, https://bricoportale.it/wp-content/uploads/2026/06/fusibili-auto-2-150x150.jpg 150w, https://bricoportale.it/wp-content/uploads/2026/06/fusibili-auto-2-768x769.jpg 768w, https://bricoportale.it/wp-content/uploads/2026/06/fusibili-auto-2-696x697.jpg 696w, https://bricoportale.it/wp-content/uploads/2026/06/fusibili-auto-2-1068x1069.jpg 1068w, https://bricoportale.it/wp-content/uploads/2026/06/fusibili-auto-2.jpg 1200w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div><p>L'articolo <a href="https://bricoportale.it/fai-da-te/auto-moto-e-bici/fusibili-auto-e-flotte-aziendali/" data-wpel-link="internal">Fusibili auto e flotte aziendali: un componente piccolo che può fare una grande differenza</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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		<title>Fontana fai da te in giardino con elementi autobloccanti</title>
		<link>https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/esterni/fontana-fai-da-te-con-autobloccanti/</link>
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		<dc:creator><![CDATA[Redazione Bricoportale]]></dc:creator>
		<pubDate>Mon, 08 Jun 2026 12:35:00 +0000</pubDate>
				<category><![CDATA[Esterni]]></category>
		<guid isPermaLink="false">http://bricolage.bricoportale.it/?p=26979</guid>

					<description><![CDATA[<p>Costruire una fontana fai da te in giardino con elementi autobloccanti permette di disporre di un punto acqua funzionale, durevole e resistente alle basse temperature invernali. La struttura a colonna alloggia le tubazioni interne e offre un supporto stabile per rubinetti e vasche di finitura personalizzate. Caratteristiche tecniche del progetto La pianificazione corretta dei materiali [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/esterni/fontana-fai-da-te-con-autobloccanti/" data-wpel-link="internal">Fontana fai da te in giardino con elementi autobloccanti</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Costruire una <strong>fontana fai da te</strong> in giardino con elementi autobloccanti permette di disporre di un punto acqua funzionale, durevole e resistente alle basse temperature invernali. La struttura a colonna alloggia le tubazioni interne e offre un supporto stabile per rubinetti e vasche di finitura personalizzate.</p>



<h2 class="wp-block-heading">Caratteristiche tecniche del progetto</h2>



<p class="wp-block-paragraph">La pianificazione corretta dei materiali e dei tempi di posa garantisce la stabilità strutturale della fontanella da giardino.</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><td><strong>Parametro tecnico</strong></td><td><strong>Specifiche del progetto</strong></td><td><strong>Note d&#8217;installazione</strong></td></tr></thead><tbody><tr><td><strong>Materiale principale</strong></td><td>Masselli autobloccanti per pavimentazione</td><td>Elevata resistenza ai cicli di gelo e disgelo</td></tr><tr><td><strong>Fondazione</strong></td><td>Getto di calcestruzzo con rete elettrosaldata</td><td>Spessore minimo su letto di ghiaione livellato</td></tr><tr><td><strong>Armatura finiture</strong></td><td>Filo di ferro rigido sagomato</td><td>Ricavato da elementi di recupero ad alta tenacità</td></tr><tr><td><strong>Tempo di esecuzione</strong></td><td>48-72 ore totali</td><td>Compresi i tempi di maturazione del calcestruzzo</td></tr><tr><td><strong>Costo stimato</strong></td><td>Contenuto (basso se con materiali di recupero)</td><td>Ottimizzato dall&#8217;uso di stampi improvvisati</td></tr></tbody></table></figure>



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<h2 id="h-costruzione-fontana-fai-da-te" class="wp-block-heading">Costruzione fontana fai da te</h2>



<div class="schema-how-to wp-block-yoast-how-to-block"><p class="schema-how-to-description"></p> <ol class="schema-how-to-steps"><li class="schema-how-to-step" id="how-to-step-1780921870121"><strong class="schema-how-to-step-name">Fondazione, muratura e impianto idrico</strong> <p class="schema-how-to-step-text"><strong>1</strong> &#8211; La piattaforma di sostegno richiede una gettata di calcestruzzo sopra un letto compatto di ghiaione, integrando una porzione di <a href="https://www.betafence.it/it/c/filo-recinzioni-e-agricoltura" data-wpel-link="external" target="_blank" rel="noopener">rete elettrosaldata</a> per prevenire cedimenti strutturali; l&#8217;operazione prosegue con la stesura del primo corso di masselli, la cui posa esige il rigoroso controllo della planarità, determinante per il corretto sviluppo verticale dell&#8217;intero manufatto.<br><strong>2</strong> &#8211; Durante l&#8217;elevazione della muratura facciavista occorre verificare costantemente gli allineamenti tramite livella, dosando la malta per evitare debordature che macchierebbero la superficie esterna dei blocchi; l&#8217;impianto idrico trova alloggio prima della chiusura della parete posteriore, procedendo al bloccaggio frontale del tubo di mandata, eventualmente già provvisto di rubinetto, una volta raggiunta la quota prestabilita.<br><strong>3</strong> &#8211; A un lato della colonna principale vengono costruiti due basamenti accessori di altezza ridotta, progettati per bilanciare l&#8217;estetica della struttura idrica e per offrire solidi piani d&#8217;appoggio destinati a vasi, innaffiatoi o oggetti ornamentali.<img loading="lazy" decoding="async" width="650" height="703" src="https://bricoportale.it/wp-content/uploads/2017/08/fontana-fai-da-te-2.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/08/fontana-fai-da-te-2.webp 650w, https://bricoportale.it/wp-content/uploads/2017/08/fontana-fai-da-te-2-277x300.webp 277w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780921871972"><strong class="schema-how-to-step-name">Copertura in cemento ed elementi di finitura</strong> <p class="schema-how-to-step-text"><strong>1</strong>&#8211; La parte sommitale della colonna necessita di una copertura che protegga l&#8217;interno dagli agenti atmosferici. Per evitare l&#8217;acquisto di pezzi speciali, si possono colare elementi in cemento usando come cassero delle vaschette in plastica rigida per alimenti. La superficie liscia del polietilene o del polipropilene impedisce l&#8217;adesione del legante, facilitando il disarmo.<br><strong>2</strong> &#8211; Un&#8217;efficace armatura di questi manufatti si ottiene sagomando in modo irregolare del filo di ferro rigido, da annegare direttamente nell&#8217;impasto cementizio umido. Dopo l&#8217;asciugatura e l&#8217;estrazione dallo stampo, eventuali micro-porosità superficiali causate da bolle d&#8217;aria intrappolate si eliminano stendendo a pennello una boiacca fluida di acqua e puro cemento.<img loading="lazy" decoding="async" width="650" height="236" src="https://bricoportale.it/wp-content/uploads/2017/08/fontana-fai-da-te-3.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/08/fontana-fai-da-te-3.webp 650w, https://bricoportale.it/wp-content/uploads/2017/08/fontana-fai-da-te-3-300x109.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li></ol></div>



<h2 class="wp-block-heading">I consigli dell&#8217;esperto</h2>



<p class="wp-block-paragraph">Per garantire la massima resistenza strutturale nei climi freddi, è consigliabile installare una valvola di scarico a fondo linea, situata sotto il livello di gelo del terreno. Svuotare l&#8217;impianto durante i mesi invernali previene la rottura delle tubazioni interne e del rubinetto a causa dell&#8217;espansione del ghiaccio. L&#8217;uso di masselli autobloccanti in calcestruzzo vibrato riduce drasticamente l&#8217;assorbimento d&#8217;acqua rispetto al mattone pieno tradizionale, scongiurando il fenomeno dello sfaldamento superficiale.</p>



<h2 class="wp-block-heading">Domande frequenti su fontane fai da te</h2>



<div class="schema-faq wp-block-yoast-faq-block"><div class="schema-faq-section" id="faq-question-1780921454884"><strong class="schema-faq-question">Perché usare gli autobloccanti invece dei mattoni comuni per la fontana?</strong> <p class="schema-faq-answer">I masselli autobloccanti per pavimentazioni offrono una resistenza meccanica superiore e un&#8217;assoluta impermeabilità ai cicli di gelo e disgelo rispetto ai m<a href="https://bricoportale.it/ristrutturare-casa/lavori-in-casa/muratura/mattoni-forati-mattoni-pieni-differenza/" data-wpel-link="internal">attoni pieni</a> tradizionali, riducendo il rischio di crepe invernali.</p> </div> <div class="schema-faq-section" id="faq-question-1780921483916"><strong class="schema-faq-question">Quando va inserito il tubo dell&#8217;acqua nella colonna della fontana?</strong> <p class="schema-faq-answer">Il tubo idrico va posizionato all&#8217;inizio della costruzione verticale, quando la parte posteriore della colonna è ancora aperta e accessibile, per poi essere bloccato frontalmente all&#8217;altezza corretta.</p> </div> <div class="schema-faq-section" id="faq-question-1780921484582"><strong class="schema-faq-question">Come si eliminano le imperfezioni estetiche dai getti in cemento?</strong> <p class="schema-faq-answer">Le micro-porosità e i vuoti lasciati dalle bolle d&#8217;aria si correggono applicando a pennello una miscela densa di acqua e cemento (boiacca) sulla superficie del blocco una volta rimosso dallo stampo.</p> </div> </div>



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<p class="wp-block-paragraph"></p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/costruzioni-fai-da-te/esterni/fontana-fai-da-te-con-autobloccanti/" data-wpel-link="internal">Fontana fai da te in giardino con elementi autobloccanti</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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		<title>Come rilegare fogli a mano per creare un libro artigianale</title>
		<link>https://bricoportale.it/fai-da-te/tecniche/rilegare/come-rilegare-fogli/</link>
					<comments>https://bricoportale.it/fai-da-te/tecniche/rilegare/come-rilegare-fogli/#comments</comments>
		
		<dc:creator><![CDATA[Redazione Bricoportale]]></dc:creator>
		<pubDate>Wed, 03 Jun 2026 11:15:25 +0000</pubDate>
				<category><![CDATA[Rilegare]]></category>
		<guid isPermaLink="false">http://bricolage.bricoportale.it/?p=23318</guid>

					<description><![CDATA[<p>Sapere come rilegare fogli a mano richiede la foratura dei fascicoli, la cucitura dei fogli tramite fettucce di cotone e l&#8217;applicazione di un dorsino di rinforzo. Successivamente, il blocco viene unito a una copertina in cartone rivestita di tela e inserito in una pressa per stabilizzare la colla vinilica. Specifiche tecniche dei materiali per la [&#8230;]</p>
<p>L'articolo <a href="https://bricoportale.it/fai-da-te/tecniche/rilegare/come-rilegare-fogli/" data-wpel-link="internal">Come rilegare fogli a mano per creare un libro artigianale</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Sapere <strong>come rilegare fogli</strong> <strong>a mano</strong> richiede la foratura dei fascicoli, la cucitura dei fogli tramite fettucce di cotone e l&#8217;applicazione di un dorsino di rinforzo. Successivamente, il blocco viene unito a una copertina in cartone rivestita di tela e inserito in una pressa per stabilizzare la colla vinilica.</p>



<h2 class="wp-block-heading">Specifiche tecniche dei materiali per la rilegatura</h2>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><td><strong>Elemento</strong></td><td><strong>Materiale consigliato</strong></td><td><strong>Dimensioni o specifiche</strong></td><td><strong>Note tecniche</strong></td></tr></thead><tbody><tr><td><strong>Filo da cucitura</strong></td><td>Refe resistente</td><td>Spessore medio, alta trazione</td><td>Evitare il filo da imbastitura</td></tr><tr><td><strong>Fettuccia</strong></td><td>Cotone</td><td>Larghezza circa 2 cm</td><td>Supporto strutturale dell&#8217;asse</td></tr><tr><td><strong>Risguardi</strong></td><td>Cartoncino pesante</td><td>Fogli da 700×1000 mm</td><td>Collegamento tra fascicoli e copertina</td></tr><tr><td><strong>Dorsino</strong></td><td>Carta pesante o cartone sottile</td><td>Larghezza pari allo spessore del dorso</td><td>Scelta orientata secondo la venatura</td></tr><tr><td><strong>Copertina</strong></td><td>Cartone rigido e tela</td><td>Spessore maggiorato di 2-3 mm</td><td>La tela eccede di 100 mm per lato</td></tr><tr><td><strong>Adesivo</strong></td><td>Colla vinilica per carta</td><td>Densità media</td><td>Penetrazione controllata tra i fascicoli</td></tr><tr><td><strong>Tempo di pressatura</strong></td><td>Peso o pressa manuale</td><td>Minimo 24 ore</td><td>Prevenzione delle deformazioni</td></tr></tbody></table></figure>



<h2 class="wp-block-heading" id="h-materiali-e-dei-componenti-strutturali">Materiali e dei componenti strutturali</h2>



<p class="wp-block-paragraph">La selezione dei materiali determina la longevità del volume. I risguardi stabili sono costituiti da cartoncino acquistabile in grandi formati. </p>



<p class="wp-block-paragraph">Il cartone destinato ai dorsini deve possedere <strong>elasticità</strong>; per individuarne il corretto orientamento della venatura si esegue una flessione manuale nei due sensi, scegliendo la direzione che offre minore resistenza ed evita pieghe nette. </p>



<p class="wp-block-paragraph">La <a href="https://bricoportale.it/fai-da-te/tecniche/incollare/colla-vinilica/" type="post" id="211229" data-wpel-link="internal">colla vinilica</a> per carta garantisce la giusta flessibilità al dorso senza irrigidire la struttura complessiva.</p>


<div class="wp-block-image">
<figure class="aligncenter size-full"><img loading="lazy" decoding="async" width="400" height="234" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-1.webp" alt="" class="wp-image-242296" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-1.webp 400w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-1-300x176.webp 300w" sizes="auto, (max-width: 400px) 100vw, 400px" /></figure>
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<p class="wp-block-paragraph">Vediamo nel dettaglio come rilegare fogli a mano.</p>



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<h2 class="wp-block-heading" id="h-come-rilegare-fogli-a-mano-guida-passo-passo">Come rilegare fogli a mano: guida passo passo</h2>



<div class="schema-how-to wp-block-yoast-how-to-block"><p class="schema-how-to-description"></p> <ol class="schema-how-to-steps"><li class="schema-how-to-step" id="how-to-step-1780481223174"><strong class="schema-how-to-step-name">Cucitura dei fascicoli</strong> <p class="schema-how-to-step-text">Per rilegare libro si comincia col <strong>togliere tutti i punti metallici</strong> che uniscono le <strong>parti di un libro</strong>. Strette ben a pari le dispense fra due tavolette lasciandone sporgere i dorsi di un paio di millimetri, apriamo con un seghetto da metallo due coppie di fori distanti poco meno della larghezza della fettuccia (meglio non usare i fori lasciati dai punti metallici che potrebbero non essere allineati).<img loading="lazy" decoding="async" width="650" height="488" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-2.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-2.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-2-300x225.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481225102"><strong class="schema-how-to-step-name">Cucitura dei fascicoli</strong> <p class="schema-how-to-step-text"><strong>Impiliamo in ordine dalla A alla Z</strong> tutti i fascicoli e cominciamo la cucitura inserendo l’ago dall’esterno in uno dei fori del primo fascicolo.<img loading="lazy" decoding="async" width="650" height="488" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-13.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-13.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-13-300x225.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481226174"><strong class="schema-how-to-step-name">Cucitura dei fascicoli</strong> <p class="schema-how-to-step-text">Facciamolo girare dentro ed <strong>estraiamolo dal secondo foro</strong>.<img loading="lazy" decoding="async" width="650" height="497" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-17.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-17.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-17-300x229.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481227081"><strong class="schema-how-to-step-name">Cucitura dei fascicoli</strong> <p class="schema-how-to-step-text">Blocchiamo con un nodo il filo, <span style="text-decoration: underline;">ben teso sul dorso</span>.<img loading="lazy" decoding="async" width="650" height="494" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-18.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-18.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-18-300x228.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481253602"><strong class="schema-how-to-step-name">Cucitura dei fascicoli</strong> <p class="schema-how-to-step-text">Facciamo passare l’ago nei bordi della fettuccia, ripetendo il punto <strong>così da bloccare la fettuccia al fascicolo</strong>.<img loading="lazy" decoding="async" width="650" height="488" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-19.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-19.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-19-300x225.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481255028"><strong class="schema-how-to-step-name">Cucitura dei fascicoli</strong> <p class="schema-how-to-step-text">Tenendola ben tirata, facciamo passare l’ago nella fettuccia e nel secondo fascicolo (da fuori in dentro e viceversa), blocchiamo il punto sulla fettuccia con un nodo e <strong>procediamo così fino a completare la cucitura</strong> di tutti i fascicoli lungo la prima coppia di fori (il punto si raddoppia anche nell’ultimo fascicolo).<img loading="lazy" decoding="async" width="650" height="488" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-20.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-20.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-20-300x225.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481255891"><strong class="schema-how-to-step-name">Cucitura dei fascicoli</strong> <p class="schema-how-to-step-text">Per la seconda coppia di fori si ripete tutta la procedura, più facile perché ormai i fascicoli sono già legati fra loro ma cercando di tenerli ben serrati. Nulla, comunque, vieta di usare <strong>due aghi</strong> e di eseguire le due cuciture contemporaneamente.<img loading="lazy" decoding="async" width="650" height="471" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-21.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-21.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-21-300x217.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481258065"><strong class="schema-how-to-step-name">Risguardi e dorsino</strong> <p class="schema-how-to-step-text">Accuratamente cuciti fra loro i fascicoli, tagliamo a misura i due fogli di carta da usare per i risguardi, larghi quanto l’altezza dei fascicoli e lunghi due volte la larghezza (poco di più se, nonostante ogni cura, i fascicoli non sono risultati allineati ed occorrerà rifilarli col cutter).<img loading="lazy" decoding="async" width="650" height="470" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-22.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-22.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-22-300x217.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481259012"><strong class="schema-how-to-step-name">Risguardi e dorsino</strong> <p class="schema-how-to-step-text">I fogli si piegano a metà.<img loading="lazy" decoding="async" width="650" height="433" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-3.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-3.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-3-300x200.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481259903"><strong class="schema-how-to-step-name">Risguardi e dorsino</strong> <p class="schema-how-to-step-text">Si appoggiano con la massima precisione sul gruppo già cucito.<img loading="lazy" decoding="async" width="650" height="451" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-5.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-5.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-5-300x208.webp 300w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-5-218x150.webp 218w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481260736"><strong class="schema-how-to-step-name">Risguardi e dorsino</strong> <p class="schema-how-to-step-text">Si rendono solidali ad esso incollandovi i capi delle fettucce. Ad un rilegatore professionista, esperto nella cucitura, bastano una sola fettuccia ed una sola serie di punti. A chi non fosse pratico del mestiere conviene usarne almeno due.<img loading="lazy" decoding="async" width="650" height="518" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-6.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-6.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-6-300x239.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481261658"><strong class="schema-how-to-step-name">Risguardi e dorsino</strong> <p class="schema-how-to-step-text">Per dare al libro la resistenza necessaria aggiungiamo un dorsino, sempre di carta pesante, fissato sopra le cuciture e le fettucce senza lesinare la colla che dovrebbe penetrare anche, ma proprio di poco, tra l’uno e l’altro fascicolo.<img loading="lazy" decoding="async" width="650" height="450" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-7.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-7.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-7-300x208.webp 300w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-7-218x150.webp 218w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481264028"><strong class="schema-how-to-step-name">Risguardi e dorsino</strong> <p class="schema-how-to-step-text">Il dorsino, ben tirato e spianato sul dorso dei fascicoli dà un notevolissimo incremento alla solidità della rilegatura.<img loading="lazy" decoding="async" width="650" height="468" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-8.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-8.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-8-300x216.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481265484"><strong class="schema-how-to-step-name">Risguardi e dorsino</strong> <p class="schema-how-to-step-text">Guidandosi con un righello si controlla che la larghezza del dorsino sia uniforme per tutta la sua lunghezza.<img loading="lazy" decoding="async" width="650" height="525" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-9.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-9.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-9-300x242.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780481267789"><strong class="schema-how-to-step-name">Stoffa e cartoncino per la copertina</strong> <p class="schema-how-to-step-text">Tagliamo un pezzo di tela lungo due volte la larghezza del libro più circa 100 mm, e largo quanto l’altezza del libro più circa 100 mm. Tagliamo anche tre pezzi di cartone, due lunghi e larghi 2 o 3 mm più del libro ed uno lungo uguale ma largo quanto il suo spessore.<img loading="lazy" decoding="async" width="650" height="523" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-10.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-10.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-10-300x241.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780484759531"><strong class="schema-how-to-step-name">Stoffa e cartoncino per la copertina</strong> <p class="schema-how-to-step-text">Incolliamo i tre pezzi, ben centrati e paralleli, sulla tela, spianandone ogni piega.<img loading="lazy" decoding="async" width="650" height="476" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-11.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-11.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-11-300x220.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780484761042"><strong class="schema-how-to-step-name">Stoffa e cartoncino per la copertina</strong> <p class="schema-how-to-step-text">A colla asciutta, tagliamo di sbieco gli angoli della tela per poterli ripiegare all’interno senza fare spessore. La copertina si completa incollandovi all’esterno la stampa allegata a questo numero.<img loading="lazy" decoding="async" width="650" height="515" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-12.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-12.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-12-300x238.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780484761949"><strong class="schema-how-to-step-name">Stoffa e cartoncino per la copertina</strong> <p class="schema-how-to-step-text">La colla non va data sulla tela ma sul retro degli allegati, da centrare con la massima cura sulla tela e da spianare, senza ovviamente spostarli, finché la colla è umida.<img loading="lazy" decoding="async" width="650" height="470" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-14.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-14.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-14-300x217.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780484766192"><strong class="schema-how-to-step-name">La pressa per rilegare fogli</strong> <p class="schema-how-to-step-text">Asciutta la copertina ed asciutto il libro, stendiamo altra colla sulla faccia esterna dei risguardi e vi pieghiamo sopra, ben centrata la copertina.<img loading="lazy" decoding="async" width="650" height="454" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-15.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-15.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-15-300x210.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li><li class="schema-how-to-step" id="how-to-step-1780484767611"><strong class="schema-how-to-step-name">La pressa per rilegare fogli</strong> <p class="schema-how-to-step-text">Per ben che si sia lavorato, è inevitabile che l’umidità della colla, trasmettendosi, sia pur di poco, a tutto il corpo del libro, tenda a farlo rigonfiare ed incurvare. Ad evitarlo basta chiudere il libro fra due tavolette e poggiarvi sopra un grosso peso lasciando asciugare per almeno 24 ore. Se vuoi leggi l&#8217;articolo su <a href="https://www.diymadeinitaly.com/craft-e-idee-fai-da-te/come-costruire-una-pressa-per-essiccare-fiori/" data-wpel-link="external" target="_blank" rel="noopener">come costruire una pressa</a>.<img loading="lazy" decoding="async" width="650" height="480" src="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-16.webp" class="attachment-full size-full" alt="" style="max-width: 100%; height: auto;" srcset="https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-16.webp 650w, https://bricoportale.it/wp-content/uploads/2017/12/come-rilegare-fogli-16-300x222.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></p> </li></ol></div>



<h3 class="wp-block-heading" id="h-"></h3>


<div class="wp-block-image size-full wp-image-209208">
<figure class="aligncenter is-resized"><img loading="lazy" decoding="async" width="650" height="454" src="https://bricoportale.it/wp-content/uploads/2014/08/rilegare-un-libro-21.jpg" alt="" class="wp-image-209208" style="width:650px" srcset="https://bricoportale.it/wp-content/uploads/2014/08/rilegare-un-libro-21.jpg 650w, https://bricoportale.it/wp-content/uploads/2014/08/rilegare-un-libro-21-300x210.jpg 300w, https://bricoportale.it/wp-content/uploads/2014/08/rilegare-un-libro-21-50x35.jpg 50w" sizes="auto, (max-width: 650px) 100vw, 650px" /></figure>
</div>

<div class="wp-block-image size-full wp-image-209205">
<figure class="aligncenter is-resized"><img loading="lazy" decoding="async" width="650" height="480" src="https://bricoportale.it/wp-content/uploads/2014/08/rilegare-un-libro-23.jpg" alt="Pressa per rilegare fogli " class="wp-image-209205" style="width:650px" srcset="https://bricoportale.it/wp-content/uploads/2014/08/rilegare-un-libro-23.jpg 650w, https://bricoportale.it/wp-content/uploads/2014/08/rilegare-un-libro-23-300x222.jpg 300w, https://bricoportale.it/wp-content/uploads/2014/08/rilegare-un-libro-23-50x37.jpg 50w" sizes="auto, (max-width: 650px) 100vw, 650px" /></figure>
</div>


<h2 class="wp-block-heading">I consigli dell&#8217;esperto per una rilegatura perfetta</h2>



<p class="wp-block-paragraph">L&#8217;allineamento dei fogli rappresenta l&#8217;elemento critico della rilegatura a mano. Se l&#8217;operazione di cucitura non produce un taglio perfettamente dritto, si consiglia di intervenire con un cutter a lama nuova ben affilata per pareggiare i bordi perimetrali. </p>



<p class="wp-block-paragraph">Questa operazione di rifilatura va eseguita esclusivamente a colla completamente asciutta, prima di procedere al fissaggio dei risguardi e della struttura della copertina. L&#8217;uso di tavolette di guida durante il taglio previene sbavature e garantisce risultati geometrici precisi.</p>



<h2 class="wp-block-heading" id="h-domande-frequenti-su-come-rilegare-fogli">Domande frequenti su come rilegare fogli</h2>



<div class="schema-faq wp-block-yoast-faq-block"><div class="schema-faq-section" id="faq-question-1780480347604"><strong class="schema-faq-question">Quale tipo di filo si usa per rilegare i fogli a mano?</strong> <p class="schema-faq-answer">È necessario utilizzare il refe, un filo specifico per legatoria molto resistente alla trazione. Il comune filo da imbastitura si spezza facilmente durante il serraggio dei fascicoli.</p> </div> <div class="schema-faq-section" id="faq-question-1780480362860"><strong class="schema-faq-question">Come si individua la venatura del cartone per il dorsino?</strong> <p class="schema-faq-answer">Si flette delicatamente il cartone nelle due direzioni perpendicolari. Il senso in cui il materiale si arrotonda con maggiore facilità e senza opporre resistenza indica la direzione corretta della venatura.</p> </div> <div class="schema-faq-section" id="faq-question-1780480363864"><strong class="schema-faq-question">Quanto tempo deve rimanere il libro sotto la pressa?</strong> <p class="schema-faq-answer">Il volume deve rimanere serrato tra le tavolette sotto un peso pesante per almeno 24 ore. Questo tempo permette l&#8217;evaporazione completa dell&#8217;umidità della colla vinilica e impedisce l&#8217;incurvamento dei fogli.</p> </div> </div>



<h2 class="wp-block-heading" id="h-"></h2>



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<div class="aawp-product aawp-product--horizontal aawp-product--bestseller aawp-product--ribbon"  data-aawp-product-asin="B0CR36F241" data-aawp-product-id="67909" data-aawp-tracking-id="bricoportale-21" data-aawp-product-title="BENECREAT Book Press Rilegatura Pressa per Rilegatura Portatile con Pressa per Libri In Legno con Dado In Ferro Dadi Ad Alette Guarnizione per La Casa Scuola Forniture per Rilegatura 30x30cm">

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<p>L'articolo <a href="https://bricoportale.it/fai-da-te/tecniche/rilegare/come-rilegare-fogli/" data-wpel-link="internal">Come rilegare fogli a mano per creare un libro artigianale</a> proviene da <a href="https://bricoportale.it" data-wpel-link="internal">Bricoportale</a>.</p>
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