diff --git a/docs/understanding_bigbang/README.md b/docs/understanding_bigbang/README.md
index e9bed1711c7b128cb5b1f3ec8c866238be50db5d..51dd762300fe920ab9f8fe86834e6f54c7bbdbf7 100644
--- a/docs/understanding_bigbang/README.md
+++ b/docs/understanding_bigbang/README.md
@@ -67,3 +67,15 @@
 * There are multiple implementations of Helm Charts (Helm repositories, .tgz, and files and folders in a git repo), whenever P1 refers to a helm chart we're always referring to the files and folders in a git repo implementation, which is stored in /chart folder in a git repo.
 * Additional pre-reading materials to develop a better understanding of BigBang before deploying can be found in this understanding_bigbang folder.
 * If you see an issue with docs or packages, please [open an issue against the main BigBang Repo](https://repo1.dso.mil/platform-one/big-bang/bigbang/-/issues), instead of the individual package repo.
+
+## Note about Snippets of Architecture Diagrams in this folder
+
+* The intent of sharing Architecture Diagrams is to:
+  * Act as a starting point upon which further understanding can be built
+  * Improve a users understanding of how BigBang components fit together, so that if the user needs to modify components or workflows flows to fit their use case they'll have an idea of what the modification might look like
+  * Show potential use cases for some of BigBang's core components
+* These Architecture Diagrams are NOT intended to:
+  * Reflect an accurate default configuration
+  * Prescriptively say you must do things this way
+* These Architecture Diagrams should be taken with a grain of salt:
+  It's difficult to make a generic diagram with high accuracy. BigBang's Helm Values are variables, some values can produce significantly different workflows. Nuances specific to the deployment environment and hardened configurations like SELinux & Istio CNI can slightly effect parts of implementation details.
diff --git a/docs/understanding_bigbang/images/kube-apiserver_webhooks_diagram.app.diagrams.net.png b/docs/understanding_bigbang/images/kube-apiserver_webhooks_diagram.app.diagrams.net.png
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diff --git a/docs/understanding_bigbang/images/kube-apiserver_webhooks_diagram.app.diagrams.net.xml b/docs/understanding_bigbang/images/kube-apiserver_webhooks_diagram.app.diagrams.net.xml
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+++ b/docs/understanding_bigbang/images/kube-apiserver_webhooks_diagram.app.diagrams.net.xml
@@ -0,0 +1 @@
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iXbIOjPTBJzGvK0MUiRByaepbFY6TwJn2SPHEI1zo2Zi0MV2thrB+IwzciOszIgRErNtIf1l+Et1BCG5PrHpyB5He2ncVD6ohXEfMjpp4Djm1/NFhAcfBy4FYXmONJpne0idsv33zlhBC/+a6pt7cVwYYElD6iEofZIKfceJCsF7W76LqveVYv/y+2XNc1DWabxsnqcziiL+OMk8KPaml3AS5T48O8+cej+QA/xYZsEDBYXns7c+IxyA42jomqXwLxQqvGb55RaWeAP4tfPbh462k1/bzUGkcj8ARBz0PIzAuIXDcMZGR1l/hdfGwi+Ue1u0qzbdmwarHIczMlht1xnJusrkhqIQXE1zfeWg+YCoEdf1EREeA2mm58QTqSgT93j+OVQsnHtjDsVBZ4IMIJJW0ufmj0F5rLVINNUzjw8Y0CjFG7yET68hWpPYKESbIwj+QRpSJ0Wn9MktEaw3jGI1PmA8SdKu3BfIQ8iCJSGKpC+EkSHPRgsdj3omASNm62eYwbMUDRqGi6btseVkReFwSHhjMASYOi42Z16DJTpcx/tif8wEQZ6KJtv3CBd5wiq5ht33kl/aKCVYaxQJdC2DUraPhfxFkU6XlrtWwahO6n7yjbEztvbfUIhl7B+76hBwPR+4yBSslkushUTrPvhnEclGqEqi/zuYwb/MxTrNVelZM+K18HkcGzDWCaO7PC449GGGrbtrImHCT4kvGVaN+HVBRFkTfxaq8IKvVvktsgGL7pE/lah5nGqhAYLsx8K6ea9C9I4bTAU4P7tSDdu4ag2OGJFsCJLPpzgukcY5gLpaIu7IRqSc6iGD/3cZNr1TRH5yg1svEzzi55DSevasl1YBq6Bvz6bIqQZSQiy7cg2+vlvET0VTtG5ktPKb9u8Pzp94qpAabnhgnhzMYabor3spQyUc7A5O5aZpkw5nk+Nkc6zKwfFFuRv2g88AFdhVAxoxvszGme55nAZhvMc4yaNC6o2dJjsdDG0ESRQyCIzE4ZA2sJaafzeTO7UwQsexNuu1v7YYmDAj+rQRkCwbDrevcWaAw91nNIt7vvRVW/GxxPhBdjBRwgd6H8vC+ty8oSKK3dilYqfGKKMpQgeOwjaW8Uj33LPmTqcPorxXV+WEUOc47vFWnlJA0WDBX7UhbOhaEoLVmb1dI+njpd7YOmwKH6k5leot2cvmIN34J6jJz+1hMBHs17mX50F4vLzeAmMF71ct7q69csnggFvfUycJYedB+Ozah7re0ydAAlp/mpsFBfBWCntHgPGLbM9VcazOojfSVo2+D3h6hHj2yA71SpAv2JytnZsr4Uav+xQanKLmkcG/+uGPWC05QgSKSlpiKKxhKBlGMhX/E2lmK1AQP3oijacqjq1bF4utbf+qBq40XFHQduEJcatqX5u8/wRnV5pQwHE/PwOK+N3HrhmeOZEGZgcmARTLFCESc3YP6xHhSttoqLhtQJ5u/14erCYUqXVwEtDouuHhpF4oetulgSlq1cmQJEgBMmF0LjQ/6xvD7N1nV9pHu42Y77IHqDGUmSIFTJ0WASYIWnykXXhG6+EZ1l2Z8UMGGI8LI4ysaGb99Xj6Wi74jFd5kGNkZS6ZI9kCRXk/1c6deqCY2wT+NXNdu2+8SrJiumHMtd5MPy2olJyzdk2KfQBIyh1lfz8ux2humWSSlnU2wKHCClHfPg87DzBcoMUp895n7EWTljpQ2FDseLTUFuGUeqSYU1X1oqG9qZ5m++IL0aPt9XTtbtxUXq7QZa2ZUViYu19vk6b1FELg6SyZ3LtnzNcd9Kbrig38rVB799MwyHel7kDjPY2GrIqn0D45NuSDtLeuXOcYYNsQzwIkR3wSGoFyto3qsGR0XJbBk2MZwbrFUXpKeOFJFfWfDwW4sdFgWxlA+gt7d88xUCQGnIeB2jOtMVdw97+bzcmtzJAYNNhPmeVLd3Amut3BDdtlSr3xhkYnmFn9kShxpTZnx5Wl9I6J/3fsvoK9YRJFYwS2rVoCzfQPlbuQHuTUn34eifjx4Q5nh1j2OVbSxVvknx7O1OhS7woRhEgfcm+UEjgm/dt+pO2a6nWzLKhJL07gL8z9nQJf+NJHEMwQGUICAYhf9pcwWG0X+D//XuP+72ov8GAABMYDAA4zgK/Se7Lhj0dkFgFMFIHASg/1U7MCD0/4stGB1592Hg3w0YKtag6nx+lxT3swGDUDmUOXG5nrBAzadNMKZTWykdxYwP8HqCdnWJHH7Zcyh+SrVtb6kkRD6nhMip8rOktvWjZtNW58hbCfX1haNeX1Yb2sUaVGXucwd7EXwdKJY5POHSHCMmsVSk7IstKbY57sf3pAOddzkWxU2j9uz3hjPPIz0vIIkDRbHmQqrxYC27L2Oj/vDoQ5n+gAyB4b29CEZ9Q3cCyGAKzYygOQZx/nWsIsXvXTZcqCl/gd2soc8P4Hr+o2r6yS/wmZoIsPaRny5vIbvlJza78Iwg2Mh8A50+l6u9yJ8XO9I/2yWyUKBPiEQuJPttymezjoNNilORaraSD0XpYcHpegkdk9ckXuTbtqLWsC6MK2oQBdQPx3geNQ3Zzykz37NlBGGLnXCLPVYLacqcDMGL70dlLXUE0oUn8qPJpPlX1/NHm0Chd3SALmF7ysytojQKyTnLoT20/va9N/dTU++wDDWdXI4T2vixb0RGtEFrWBsEWHbDWmNF/wP6Q7P8OlEJtkGLo8ljOJb5oJepaGGc7VBP9GL943i3hX3xi593RrZqBk/CE0s3kExCI6mrlTpFwvWt+MqiECB2rpwp45UZuS7OdmTB7fe5GROFFKZkZ/pyIQpW4iNRVkK7owacKqqJ8hKLQaI9b0ENI5vWYd1k3nVU+gH/ZeHXVunUCwR4C4ORWK/OC6+hsbB5xpeyQXulvABXnP4lGBtOs7lfVqL34nzk1aVP45L7XQ51kPrPRthEd+sw2+q+ee4aXMs8fgEunXxVD8pR2MefaP1aZvypPP/VPLY0qKRNQaSEBp8t1mMpyJ0jWelvArtBp9lD+1ZZJ5SQGQTfgSI24qx/4ZBVbGYSmg48S/aJtvJlxF7J4LR8d9bRjxnqQKaPFLEEsTMrXjzELHChpcSzDmLys5LfeqTWiOAtB3dXISxm1kaK7SlBkr/7THye0Hhq1N0laEgRLoQTGDAZKLyXKFvQir2DUMipa0LcaqNSVJNUWNyXZkgI5lQKbmyk8LSvKNH3nttzGQsQLM7yzrdHhTkSN/d35m1BIpfkiiJXcj45adolqj4T/ssQqLzRc5meKwNHEeLkRD3fn0UAre3EdthtUOShnkQv0IKxbKvv5oFRkjMIDoIoHAZeWg8ppSWwqe6Lkr11A/3k5TIrsx7v1u31mQfiRW2IOH+Cwwht//YzYgF9+PJz7xmr75lPl7yFBw32P9aFmc8wuxOsiRmlfK0IlmCrG+k9DGzX9S6MPwb9BB/+VF+eoldWwuKbILybQ2HZV3JKhMSqeNZKrcf4gCQ22TvoeFy+dTDV9zqfC7K584ITkdAssWyWmt7SHlZXA6qAoA++xzdGuDrG6wypH89qe2RmjDbSbe+WjL0ko/1N4NgPNS6CYML1ewHUwk8q1kNPJ31t+GwPJ1OzbTV43tOUqnnlQg7vLosqjen5Irtd/410+0KhOoDvGKq/A98ONu2FMUG/EUqG33Ig3+7FVGCkChue+w71VhmJPNjuGcReU09xAzt2rZgS/Lz61EgpDWeCKWRqPEje3SbI1cTSqcA1Sm3S+bIXVBqu9pITfDv0L1XXx0PSABoF9nvf8AKuu23vVbtwePQcH0LRii8dXtG1XCF9q3QofasUwKK3spWkvKytzcbYVyPXbBl4x3qIMM261Kyr9/TkzwuaUbzuD2YOkk50lT/PKM8zQyNfVPViX79sxJ0mlHnwI87qJCoaUIKcbwTrxmV5D93Q7QXbItPPNSYTppOu0fVQnGiUExZyHiBvjoccUMDFfTRdvcgcO6NY7pnx3W+3ccb1mRe0vsWlOYx8cnzzwJNq+1fyvmgAX2gborIvtbT0yreIuk6KcgGyKnEbnzRhP10ryEvfjem0D2ZsXBl9l7D3EN4ZU6oKdSfsN0o6sERXD25Tg1bPrSgt56RAXPM7Y7ZYKBSeTq8WjVg1xtfiWjHw2oOb2Q6ukccjqUW66fcOeLSkXyu4ycNz9O4JTyMmU3cGdvV9hMvDER4PYxSRY4SFPSKljAeGFuitVabuVhQen8LVPUNuZkZy7oi5slXBt4dlXZWzoMCD9jWl95RR7e3PDF9c2fK1TDVFG88S1K+osfgsXSuGIMsLHVRaSgnJNzIRQrM8voV1bV0rcv6eM97RJq/UozjP5qCNJMt+eXgK+qUa/T0hoE2cATToRzX0wOruqodmKwXl2EcCwm/GF019Qa7sgwraQq3iwFqUDIH9sSGUerCiduOiJ4VTngvgwmXhyH3QCzmRZZAMysqT/cki08HV4021mR0pdwBsBXSdXD3jyc3N8fFJ3n1BYpVLq32e40IfdJPdjr6xsOb5TU17jpbxdqgbsUIwWGwIOmeVv+6V090nHTcS4tMXMuxUu+J8Qg+HqruScrAdw+AXZb+EIxU2V/p+FyHqL4n8DssZ8orFI7a/Qr6z66YEZkN6RMGBLUGVxwQaa2tsZI3ptHAnLWyGIf2InbT5m9w/92wXBFDOWCBv0oWX17BZPAgJmQK7S9zBExkyO1s9RNOxsUctXCZEzwu3hib7NINQ6Qsogifpzo3SIN8Uq8HhczjKypfLmtrCg3eHjW1NesWn7mqUCtuA8FAaT6N3sz48+FpHiqOrU7Fm1V5r/3uV0saASSq34wWqfp4PCBmtVkKgQ324XmWfQ5RzG+Wl62N1ta02v0GODMj8ljHKh6WRXw9038J2wPacq2lE+o6sm74INM4peTfuJwF96M71z+93OxH5A7BZ+Qa5uzThm3uggjmHSF9SNTHf9kHdZbtjsbruLQFsom5stbtaHcAHnx6+K+GJt7htkXt9xC6bAlHHANoHB5YsNYXgjKfHh9ZEEACYypGUhUyTNUq74LrSb1uFbotuw7MnMiJxJwkQSKUPTPSDodVazG2mF68M7UiUTKr35bU8uvKhaS4qFctWrVR3RwEch1ejdqWDXoE7nA5odBqmouSAU0yl94SCikFuE9LKEklEeszs473yLGlqu1AtKASeH16D3NJbvs9d7NK71R5ucboILJN0zLokuNAa4Tmet0ZfTaGjJ7M6bTdAi8y0D9j1jwcAfRWvreKvVi6baG24K/n0muvBPhPtQwwCEK1RZc2WxT+nk3ZZ1oWi9U5irrcfkowonqvt7Cmo78YqHPd7dSXK+knV/HuzFYbF+tL25IywSs3uXwHwIieiePT7InV7S94cm6basKG+F9Ht+JOwjveLFTxxb5yxebUXJbadKcYXj2grg7b5QRRLwqaKUsHLE8vmbzy7RdExP0VZ7wUAPP+tlWv3XUZ4CxsI4pO0L3OrkL2lEJm41LVd9u6I4RtRI/+s1jJ6icIqELPJXZNfzAMEewUP1TAp0/wtxwk9ZvpbagZqo2uvydaXi4KARvmQLxhgfMOQ6t+8TculDi5W6QMRXeHyZxH5yxCSSjwtCaFcfXqB5zXE7lIxguLJDtqyiPhZFMgNEOGjCihwpltfUIIMiIGOv9igpS+7vePP0xTEqvId+MIpHpD93ZBPiF3D/OZc2dE7VQGG3LJa2IrezNWWb+1KeyjsnpXc1pM22eEsr4FD1LdJ/80+rfXuLlGP5++IZa5rd+NP3peCKm1IOFOciMYOjB8/Sa9TyoN6v6CV7CCRvBV/cTs41xL43b4jGTbPvDupDtE865q+V3dIlbLNd7B81yN3aVpsy0Hwzq8IqlLAPxZ8ZArZDimsqQXP7hjX38L9ihCRktj+CVByre8lXp9L4vec6MzTMtHvwYWumZGfpL8RY4MQsH/oIO4jNb9lUjD6Ztuz3dbgVcPYDbBNj0repAqsI5E/1EKZXXaWsCdJq4GeHJ6/R+4jkjjZPJeb5Yug6qNppdP3yQar+X2Y2JbH5Qfc0GO9v4cwlECM5ictm2nA9BzPDmuw0K912F6IcMAqegeDeHv9UD188Y0Z8SlZ98Py3viSk/csoDKY+2QkMC7FwTRPPD7Iz+3jjSGSnoNeCwG/NMso9bni5ybCp/lCfc3JpPeAkGd4wUaOMvGScsoCgSwVYfGOGnPow2cydkJMx7mMrXmeL/VkxVR68u6UBlP6ziVrRcRngSJIiFpHCmVGYT+nfPaSXsW3Logx7M9GM7aJ31sYHf14YJuYHaXQf4tMpJ7lp3ACxCzQdM9kGCsAZoMjqj4Pz+x6osU8hdFkQWcBw8a6RQIq/0wNpzv91eyt+F1VxWg7RWDbOzu6wAMgjiL/rorThlGETbMI3nkJKATkD/S3FXEcQDT48L4j2+F5Q8VtCv+uqOaSnD6fiZ6Z72i3hgc6/KyISqxHGOXvOz4SRdVzcu/ld00SPaIibB2vRDToEQcpoT9rOldO+s227HYkT0Z96xNw9tZmgW35TV7rPPUwfvaA8B4tXW4NK3ejwDzsDweHCSyara2FGPv9KgyvMyyLzUkGo1lRtMmI5EG2DysuEJ/AQEFXon4qu+gMhqrIQhE3DNeUHdumvYu3Xubtvm7dWQ4lEHQgsOSL/EVPQTe42OPRWIuf/TDPxqn3oGnzkfkTE1rg2lgZKzb4wWZxxtZ7kOjHI3vI8zRfFGE03Is+gcGAsq8xC7cxleaSUfT++I+CwovFcEYVT0nTlbqu09rX6PGwDx3hRSba35M9r4QiKPtWMRepSJh7D0JIx/B6a2V5jhE/zIg36oNDMpjioc9u9LwD4ys4uzj4yxCpR/KmvS4V+nO2793E6o3lSBHvecIX8B5WfkgSAL/HSNtOoas75TcfKGJrf7GCi9AEogUUvPS/O6H8uvfuVyVSmHkPRV6JTDBoqe/Us/zusDlRQzh7siW4FFXKexM3nX+n9FJbVzOxzf3GcmCyemhixGeuF4417H0PfP9qXax3OU1nS3q0baRiFF9442KTuMImSkW7LliwJV4pqfgMI8Zb9saW1CKR+Mn1hEEkM3wHOGHoOEfae6jO3VihMkLaT4hidstGvlWC27uosp09ZTCjmVtEvJl2UDduIWgc4B74dxkffIiC76OXRnlFfE/1cd7NjN5lvcG5eIE5FfSb/2AiD3y3I159EgSBLc4rdO0hQCaxSzsV31+dwrdtmPrMU/otUzo9pduH499ncOLXsmHCTlkZCJPixYQS5OlsjFIbLmO70SqsUyNCUjISWE35Y+w29IDDBwCIB4Bsnz6k+soZF2g8aG8wHFg/eW47A/pQcUl84vR7oHt5NSj3NApXNbrrdkuZKazAS8pPp318FuZJiG8GqIkp2sLyzV0SstF9/En99Vl2SU1wMRKwqVt3WkgQE/1s3rx1AKIbU9A5GJcka0J+mHVhbJ8u+RDjfecGHRWJsSNhSER6andxiW5oU9T01ghwvcQUgzsEP9rvZjsblIge7QMQUGgSGogxrv0hpcMD3mg8pXQEQh3HAk7D9VBKSs2wHxBmbFHlVvB7MDYXAGj+8Iefan/Uy1DRqo/R5eMXugxCSYciF1cGQ3ar82a8TWhRO30yd2DJIbm3XlRYF4uX6vTywDNuiEQ7RanM4QYNLx0rDLlXi9QAz3N5uAhAPWEup5ZeQteUrD0rRxQuQXHAacNVfNJ8jRyw75+WR4F3UiSmHnyj2IWADRV6+rhwL8MgMjhTFsx9mKbbvNbxShbsYCMmYx6cdmf5U/DfioE0fC0FhDwo1XdM1pGMkyIbrZgX5g1QgSxHwmcN3cRT11MkExw6gBgzCfXKArmZ/cjAeEACcsKYY0vqbNykY7JZen6QOBVpXJ4m7i2NWamHaEq9XT8Fzouhi13BdBYCwQCKXgb/IpitBnkYJ3Et6MMg/ZTCI8WX6S0Pq6QTo29Z9YlAL05/HYJXIHXeqON+dEvhgV9EAcWQhS02JJkVJPieeYLAauiHx5ed7n2k9dfSMx/LlrcJPleYDW+n/H/R3QKcXw72IUwD3NkLJwYDgILRgzMGPN+qP/qCyioZf3MdjuA272Z7PYsNboN7FB2Vmj5R/cD05mFsPIogoSd839xHku0MAt9l90w6j1cOe+KZkRJlRhcFXR6FBwBv5b7I3RCp6eVF7rPVgDGcvIvMTRSpsdXGYu3NYbjwruOtzmy7c9/nSWsBWfJmENR7lOlPHv0YKjORLGyMellurjDxZxG/gYRzuD3yQ6NTRMB6icHj9tgq8fObTpEUj4utwWDjCV75HuzQ44ZkRFBfF/0Es6RqqdF7tLwc1oAFAYyhUvkOigtqMcHwuyD8IdAvcXgy6BtR31NI74ED23HICPjoeQ+2arKpJz56AC5MuR8iOFbyzre9AAzux0qvZzKylnl1yRDRqOBrySLfwEtNX3FAuDGsfs45NhyA1IYWuqb2nEqtZxqzCi4qoicjfXFiHfUs9/ENas+UN0CNtuO9OdiVrI62Puv2luRoN4Zc1CqGhy0JQ7at5Ipon+IF3JPMrhNU5J7C2ggkCoq4NuhbSDVfhAmwLy3DHpedV8zwva3aZwRr0i9JBvOEe6rIEAKG3zwa1/q2T6why7OxHriKcVJ8Fff2FkIRmoLqBseesEDyb6SXzP0JM72TjL1ta/reiL92hlDW3OXVC3aG0Wr8Len7ft1A7XTAU3BM367ecwozwdFlumDqDV40DoFktQ6CUmIankhscx7z5Sewqc3TuaxSXoblWjqra2s8T0LX+dh4rd5zDBDPAM9o5ipFwJVhjvmmRgtHP7wob7E3pJ9TR+vqPcw5aKyDDwwMNCq4vAfoZubNVTBsJ/Fnb9o1SakzSpIIom0MznGbXZ1O1eQyMIXK5EmwkvFqq2BgbmWkH8UT3z2/rkqPdV+yQ1pvuWvnjg50jDlWemYNNmgVniQ6t8X+bivbrJm7RH4guvyq5PPgI/pl0otGtjyGP+yxS4iH3w8UOWpwpGPsSLKf9SM6CnP1G3RotL/Iry285oonxVBQbAyDkDgsEsLMN8lBgJq1AUjuZeTdEbOwX8N5EMgGcU5XJdkKNY57UQ3FpPzVG7UUsh2mOGl2mhwD1XOuC6FOY7B9fJN4BcAFxcUnj3ZAsGkhTTJVh96GW8EnF5CA8AtEmrit+9Lft/LF1lbZkPrjueE8wyHxdUG2wiCBn6FhXHc/7YNIPp6g0gXA0s/t/kQBut31oYCeK8d8vYGWfdx6d52wI7ocASIYig8CQY9Crdnlm5wJBnxyoQsp4fsFsMxmaklArXqL08u67B72TTp8Y6X8GPzwST6kDDP1hcgq4kOjgbl5bUprfuKmFLznCpo7c3ZMV7GuD9n7sT4bMAzUF6mIDIKEL51ler9uElD63KzvcXY/LbxhLvZsHYgFGCKdiCEyhIMQ9MtVJ9NywIE7XASPXNuaAqHja0amc7Yv6cD7PGprn4FWp5z4LcDzlXwhHwVaAZT5ZtIlpvlQ3yS3eOqGXNOrV/NnmWw1DLr2NVvZilLmcHooML5Qgyaz18w7fxr5XcdN8XPGWDH593hF8l1wJs9V2itmxU/mTkQA34j8QfF7/FsURQYWkUbzBRY+to6IBsre3St5oS4BBtrIpaoeV1hH/Z7Fspo/Uo4gWtKG0JSt20ywXuyyamdENQSUavCwkblURf7yb8vmbVLkZ5PtRbpEULFX33VF19o6ALfeaIFD+5vqN4RdbARTVZd5zSl1BNnUem8+Ia86Ur8egSNkvxafUHVXYKCoRN85xgJfCLnsnB6Dfo91gmMSS6zzfYjc+3U7SG/ZKdsei3ts8kgzYfAV0ms+GgN5izKhbU9dm1cOHnm1PuAa9GhCWTbUdRKPgqtyFs4tonA9aGpjBJGjH3g0gVZBPMnFaBLRzfjKAmQTrcfrcSIBWGR9hHARl6LxarAD1goIIMkZEj6VsygB5SfU5lauEr8G8IQkMShszV9vosVhL6Uz2jvq+IwFvf1CeKhxLFRX0lGS+Qi401tHrFf7IjUo0Nf9++01u0nK5SwZs2iE/jPVpr6N5aeDbrBQlz97TwEKfvsnOsZUe2VoXv0czYhAfqBUnt45CEOMwo+rd3TqMA5TDrYz2XEaWw6+KBVl9SNwSo0d6xrUoBZzQrQ5DfpCyNo7Xwkx58GLzBm1mRvf9Fol2Zca/CiNn7u2ME+QjgsgCFFMg4GAEgjLY2dS1B1Wqfh7YDTjsEDwoN4rCDE+AlbVeteWADDb3bAMRlJeICBOaSaipZ0hmgUrVgDt8cmagdz3Jf6JOqICrQo+6UvcXuK9vYckJ5VVJh16DIbF3YB8/GjlQBjPVs9/hOFzzLhKEF44TOXi19DMrZtXXTmvu+bbAUytKc+4JR6DZjS8UfYyH/KgK1uRfN2rH8SPnshrKzx8XpzE5ZLFBCw0pAg2LiViZjpzK1EZb505Tfta+jonZkIKbLDdE1GtCfsbLn8KYGN9kbacderORqnmG+9earqcO8NcmFEMk5UveEav1l2uq3cYgdIbYiNNDnZUc3LspmwC21UeXmFiMkj57SuRQECHgWMfKNBSzMZaB0TInIIdDWCj+Ylo4+ja1UCFztDD0bIkyuch3UqShHr+HvtMlh4p3/MH9dp3RkJgcFEZYwfAkja3gMpqX97P3zNQpesGE6qFaC1g4bSIbyqdrmIS55eMrk8QlIzTV4FKzm6LS5LYGntSCXjzMcjvbAqRN/D+5R3NhpS//H7OxUKNEpciidGllH22GdgAHET/UIF3oKKWnMNHMbwJdsSeuzIGF78AquAxNWbbu1O9OIK3PkEYltZ3B3ARh/yxR7mvlp06YundgkQaHXq4+HjELtnhSUOcEgUJb8oGBj1JvBWI958yGrTTawCywTp9kxaK4YoyAzb7kpCXT/XawshnnnFjtxwBE6uVxNkAe7A0K6PRbS6BL/7wwoyGxUxZsFB19OaE4Ef9ILRDJgdVR6JOg5g5OfuVcuxiIONxq+xbUPQuhtRbr/k5eaemmGyu6xpbIVlMmdbLk7FtGIKvPsyuUlss+oA3KCgvhqtCCHhmAVb/1lt6I1pJfVz4PPFcGfUFImJt267zBwQSPL8kN/Agv0L+4sG7H5WD38ICl4lolDX3qRq7wu5IkNgrEr3FE9pxakSDRk2JbOoalBV+7KyqRUTO2t5TOc24k3yefPitjmwUHmYKF/WR5+zv7j/6okLf+uTzjSv4ip/VMb9HpOyf040/NfulQITe41XJ8ULOpE21YMqWZ2IAIGsIEZ/EbJWJzZyHRhWLP0+Pg20Bv3+xLHMgG6hVfAZp+gpuwaYB/AOb2ct+TGzunsgzi7NJZLx2Kl+AN6TJGGO3rb7IYy9le19+lOebFZoL3UJDQPi0Bm3wmiruxVGk0lVFDCoQUrxiCj6PmF96Uw1S8qqIcgC7Kzn/Ml3ACD9NQTf5bjZFkrhS8nCMoVEgU+Xz7w2RJbpqu2DXGzK4CS6WG/3G4yw2MEJl/ZJKmCn4+SLYUn/ie2bFSNSuMNpPZDwiIFWi8UU0Ba+iOGWrq6s05gRMt85tx7pWPW+3E/jM4fbZtje0nbaf2PWnPCk8Y94cl5v54ckRrCSDqriBmB1Pw53h5JuQTGwDw9dyEtKndtflP+rRpNcIHe7GzkZ2X5UsYB0BpZ9eqtGPOX6erKsyus/cBMrX4SvtyfXFy1KKDKqui0Pfb73zUEq3/ZeLj3oDkDFv1PbqkhI6ymWdRswuYS9f8iNUYvnd1aHuDyxlo//Vci/jm3lBONx53YGHHk4vVHVNmRlcKwkRaBn1qcYjZdWzkvbq7/eizthfrpns8AqGUl5fr+enu6x03g5g390rJQ2Pk/4mQPLxeCyfWPwk9HzWsNdr5+5j0HDqrVYRYapS7u2WvWWRPsA25ztjc4O8X3VZGxsVrTt/T5jQhuG9VDjfWp9MgxfkdOxbssr1vMB6iSCli30QNLTHwim0pQSL+azj71EzX4TrISymL/8O2uFvKeO8ErzHbzCBDFzTS4yGc3Pb76/D2gelNLu3/uytPXz3YCfEAnOMaNrtM1pfWU1URMJYvq/I0wj4yTzRy42/fiqA9QVcXYUVOz2FJ44m/Yu8Cg/ONjgeH/JPZAFPencZ2yLlRyx53/gRdCubT2+15mX3fcyINeGv/lUY3lKIJ5iOo2lyfs5gmV1AGnLuXp0axWUdcOBheQsGBFgXoOG/EU2MiOQ9EEEPxyBO+DAlMqOsRaFEvxHrAsJ8YwVfDkR3nJCFP0eenNVu48sPb0w/leV6L3TjFTUE38CeWVYA7O/pD36b1Bl9HZIbWhuzbBz3FtDolOkt+DfUAiOHf5d+nX9/ihav6CPiE1idnzWEqynD6Sx7DSm+NZeCXgbO8Dy9T6PRGNBCRflChyInTcc1LyCNk9U9sSgIe0HKbJ7ig6YNQxiamXErA98HkSF5CdRCwjRnoLfjEF3RQZ2gz/lnCh8fMBvEwJWP01kLEN3VQVLFBalGhPmhkBad+va65uERENw6hpJc2lfgHx4mY/FG5aLpbQySgHwJY3VuTY1SPgaoZ71x8tGTS7Rq7iFC37uyTz81k7mJ5pCVWGrfBB3bQ5uo6y1w7/rxTZMPn31EGS8rGgG4klq9cdTnaVW8KBXfMnoHZy/xCcHeO7SU34mBwXtQb4tXk6rooKUIS4wDhdXYJ/bWaMykfhMMFYTtoi+/ik8M8fATvs06omsIu5ZkAKumVV6/0XAzwJbsddDJ6KLH0fpGu+FJnTR9jrcJ/bI/3OwhL0OeKgo4vEtyiS84xki40dlMfYobKrSC9omK3IVqCcDlPdiTHnvSAR88BvZubpm9/WDd48zZptq1KALl8GncitQ7IkOIGZXOzKDwNCJ8Y9WyAcXW5GN5D4WSuXuTbVeGvMzzg7UknrTb4U96QHN/bp+UmCSn1MW4kxi1UyXHoicUmQoVXUnDogruBzSvj7fMgQqG70E4GkLxJJCve3lPjn9RLaAuzfCr2eogaMLPEZ3RRC4crJsZG2ki+QwvfYMcZg0ANDkth5hbRJ/RyluvJxCZX3ZpW5pMY23D5VhxKAn+qso0y/z8xqzEKteN2EsgBpPcTSd/maCJiWG/zFcu7QuX0HA+lQI2sCX+dTByf/95ijOxrP2hnHM9vo0zma6vg8JHiihJySO8WINsohFYVQYwksYk0Faxn2W9Pbc2OPjunp8EZEEziwPb98k6P4dxy+yzC6em6mny3UpIfuHuAL+l8KWMS0z7ph+BRJJLawPFQgwXGj29n6nl824AnQQc7t2WTU9C866UIcDkAAGQ5eFVLwIXa7pyYXnqTPomTKNZ1uYQ2vqvAQkU7Ehylj48HQRm/5EBtr/llp1APtd79lrebdeiPQ5Us2lJ+oqeC1NaR+8YsXPgkm9xONcVlPA+VgdQ2owBinoQBweJg007I0YIAfPuKe/uBImR41vO9uljw5jhyp4ZxzldAx2HCYdindbLL1qVvULexqmJubPwquzrGf5oeRNqNtO2ktm6X4HRCU/ueHEGnaI2YQvZ7ql/4lZRTIEG95HUkoJSBlNRPL555WGAbD/MQk9Faqe+9ypkPduev4Qjf2JEPIANGscG/0bAEOrukvgu70m1D02h3OKCbTsvTc6AOE3pnL+1IgRkFrxt0NT2IwGXP1/jTw45+srgbFdEBn8Gy2wJAGNTeHaLOurNZ02GGLbse2Yj8ZalIhip/eyLjNAgtEVvmQPCOTn0YHmQ7z5n1ZbPzNduKp9x8qVdq58teGBCRf6g/xt777XsurFki37NedwKePMIEIQlvMdLBzxAGMK7r7+oKWm3tJa2abXUR33vVYTmIuckC0ClGyOrKhPr5df5Pjo3beJ4vNgPhtOyn84qUgodX2X8VIfAxffvBezMlMKv5ac7dtsmUa+uiIALZuBgKSr6PA6orizNRUJuXtynDZxkyy7iK7dDuIPb8zlOZIEunCIPyNre6AhlRsKN0K94UcRgsTJ7XGDBamvRjCY6vBBMcH24KqM1b/tT7OYnFrXJ9Qnp1E9fkpd+RsrNTIijoQiGVrV/8y8Jt/XV57q99Wg7MXBTNAywwMJufcMYQVCdAETo0Jhf8HXOxnViuUN8sCzbcJP5yulHWo5l6HRIaBLQIYAe+qF/sJGcWwArrSo30JsgB1xibyq0xhbK08uQOQG7+c9zbhYavYYJ5YTPiYiFExmvPQkI2shXJnbZB4J9KPjRf7msJ3Ppq9JkMa3qJPx5cB2VUFyHxUbwWQwnKDEjcj01G7iOEMvtei/sjcw04wNRvPaB8m2IU+HGsnm9frArFRf3q2pLz4ccGKVwRvDjsxSOe9PGxIWf2XB1mGhO5xuGON2fmD1FLaUmnJhgOWbH1wp7USGdMW+AAUUdquetEda3uRsUJ5n+Ua7+5V3zn3fgBqN+oGkKR2gMhsHRml8fuKFQcB6HokmEpFAY+/mwzC9O3BDkDxgOYSRKYhQNIfhvnLghoa8TNzRM4DSKQ+ifdeDm/xs1z4QvZYB/PHDDCvrhv+4XgK9CPx+5gdNHkLleEq9gJwh3IakxwTRskGZvRcQdz+s4uCHcnAgtZVQP1zZNnmXNiA/YkuPCc9xNyTzk9vF4Nn3QzbD8aPB6sEe7G8bW9rzIHxuNQ/wNJnwNpbfCW0bRtExPrVaNY/whI4E/LtIiJSOURknyZRg3Qnm0Pyb0boX78cWh/Z+/n4UtgP9JASOoFqOyBI2TqEGx2xtFSm9q4y7sKxXoenBQwVLjUGJJuY/OO1VUr0a9ZU0o5kK8i1K+W1KlBBFZM6M6VtlSnaO3rovc+Dw+oYDIa9IE6Cxo5shn+8pDZFN8FOJGK9jGE6keQHGbB+2DiTldLJDXc1TqQ9CsFiSCN1w/TPUzKlRwY/WCI12PL964khd1dcCFA5/vCuZqGlppa8cLtvJrKBgN1CkZ6SC24qBpg600oYbdmgSOSRQ+xLpVabLwTgPfgwGABXCVfX3GXZ1ATmr/PLnxDYV12qMUwgk/Vlbkkc+kVAw6tvdsjPR4h+M2ILD+iX+8x9CIFwSW5TMT1hrwAgHpJQcK36Bcwk6Idt0jmvhuHhOUclUqgfDyAJA6M8/SNft2EMLxZdNchIQtIz3ASgSvq2DTz84ednE4lCT9KD1DMArM0aLZACzope7dCX+SnSrFzybvMJwF1ltlDzd8U9k2PvDQuhi3WrZ36cZvy/da2SF/HEk0KNIHWmAjDM/EK7kes14d2q2GzTwq+tukuIo80i2Y7tl+QgShT6tV7755lSn/3mMBn83adfYWDEhZ5qGYWd5D/vtJWkLj71wmPqje8NrkNoFbsB9efQ1PNk37kXa7WsMexBoyyipqD74i82v5hI45sgX0Ps4it1mbeOY3qOGylAz4Bkarw19Xbr4Q4RrxNROLIriD7TMA7kwcWqguApj2ZfXx2XhmAnIgDhGLUspueE5kHROX+nIhrlN48S+waDt68Ys7GhMxXtFeCa+9+gRn9FY1+o2pfPgZheoZjoReu4TeSSirnCv5WXYAj17YrNk85FMIts1X+6recYWunZI8OSQeVXFYnjvuL6rkrZwIF8fC4Avj3mS4cv21dO9b7LKKyT6Xz+snVgry+/nSEN/hodlMboBGyAhR+OBcGv+1sv46SNiYKA0d7OUkfWkOaLi14rKsni+IYd7n/a0GORX51gDz8wkYrM8lgyVkB7XSTaoUUtIiaNSUF5auCfVVhcd8jkwbgDTCbs4jx295BdYW3aAvH334FlZw5oRt31Ym8TVfhd6t3vnElubMVMF2Y7JDChmQ+6UuDLrZJjlUfoa5sGzqbvFEXiuij0+g6umYKqnhRW4nSYCxNg/K1ChBcBBfs9i10aKGhmJAxhvzZY30sJd0P7oM2u67NN0B0cQ6CHZRDM9nLV1Q0pjzS6Rguw73JbexMPDEp47Q/Juxp2nE8noIfYuk5vrk0emlJmjL9F9b5D4HbRqOnC920fANUypl8Y6YEvZxp74vNfMGvN6i+eBtHZgZhXsY3ahPYlKluOOyAEomBSxXFjYbWrc3cjlOCaXP27OfqjSfi5ucXniz+l5gGvZ40FOYvKHFzKLqXKlceD/qr5wNaYF9TM2kU9RAOaZH35chTMdq6AYSouDBR7cQIeDYH7R3T7Yb+iqz0Xiza9A22v5I7LBOLTT4hPr2nKwi4I8+C2Cji36ryU7XDVpsbcyQJIlq7tKk1CvUjDE1UkqLyChqHvhsIWmgFETYo8553H47gZR6jbocGko1ekhHTYPEtvcki7clyjm2CNE7hy9Jv7yowm7fLyoTgnUPT8RyYGxFje2fGegDADvW5bXw0JgLbgSwDKzNLrSHmKWCbJWtZQemKkRpPPqAovCj1UW8cOBYYK/rSxHNEYfw9hgvD5A+lfnQIa8gCnsiKvlmFyfS1B8dbaJL6LsT3t67qCD0s30mkX14kec5rtve/yih9nUyS+F1mK8eHdcFX8fe9ZamnewO7S4ZJ6rdqQeWjoZZ38DSx1ODVb6WBPm+3NNwsY4xfKpq2zM9GhSs15FXXF1s9ZS0D67oWZFJBqyUkMuPMxwljB3uzFsTlomXt6t3q2SItA/Fbc5UnVx3M5CVi+rI1vJrMt8zNRol7eUvbhm/EsT3o7wPQyVBDnwLVDJK3xZFOvdkWGGwsv7xYkpUmO21jkLZ99unUoEg1ZOcFz38Z0Ex3WQATiTUvtZ7OFyrpBovENaTCBzUR6QljkdJqKWBvEd2a4QVUcnTb/Xgxs/BdnzGw/RgyzU9Pg96MQs5oTgO29oPmvMmN+AIem5Ga6FmE2OypIorGmkDzHo9ox+D5dU6VcJvRMQ6GBZwInTzptInUNV6qd7bWB4n7Jcrf/rgmEwyPew2rZpJCduyKlD/9OQOepfy/KgF+gA7W4As9sfjfYGnyulx9sFyM4J8Zixs4MhSzCF73hRDsBbHg2OBWKepd5XWnbVt2WuoMkOfhZ/MPPOKfv3Ib0GE3l5G34AEUfEmxhgZn9bz5rpvEn+p7SJ5wmeIPb5dD6cwn8NMnLPIjNzu1GXIPjFl+tDIpzNOEgpnApNRdMmVvGvTfN0ySX3WJQ92EvcfmmsjAjNplJ5X5aFO7uipRzTv4aD4bZjZHzeQKCo1HeTlTdoV08vxTO7RjI53gpWqlFmDV+2SzqUz0lV8hmpnSsWbbx7P2BBCTeuuhMOQzsOLGo7ppMTCtGj7WBXfUPwm8j78WqfT7XJWGmkWwaa2YbD5kJYeCrQoJ2Pmr2THWIxS6iFxuZF8LauReVwa/5RoBfM/rPseUtWDy0hpdldzLz3FmWJnuukifLrtbdZ4WlvdJddsEWyItC57W+04knWfkeg56JYaVbwA9rTvoCJQdG03MmLaxrneBLVgctN/4uLc+bsc3EqhiZSskwWmRCqSK7RVq1Z9JEt5cRXI74tXCYYqtbbZlysCaxLi54P9pC0GP+N60mEDjN7ok+Mu4nnQL2eP8hfp1hAWb3oi0wJyE97XY8XTJlanhkl9z1t8GZ4sMrFB4NIUkQy9VfCodC/eTaepRZ187fN+1WEruufg3i7ei6uY5/tO/QisogNSrvCAWYk2+uof4XUQJFve+Gfl/TkirgGaDlXgWERAfIOrLGD0VaA+cTe24unmvSIKqVMSV8O5swO3ZobYnMU7uC2w1qxauBolEfLhxmUnJq6hckUU+hierbHn3ilZpmJfqy46q27RL3u+sc6j71awZInOc3yy4qSvsMnGbyd1K5o8BPdaa/Vy2O4myCKspiWWaOX54mvI1ipOfB04kmOrKhF0zn625pwL8U0V8eLPFgdohqLZRGh8peWad2/LZ6TuSg25NiuDvFHf91QhPW21jR5h9jb8fUs8OPPApjoCvxmZkaM0XIpTJDNau3eLSkSauXxVW7o5JldR7ZbJ7x4GyarepKimjHUVz204p4szC5/TFNAPFUX4JQTOAkgHZ8fbbXbcrtyUSzy9gp98Zqeoktu27avu7k9UyFAD5+Ny/a21Dbd5hGGBNXFKGiL4lbDCELsyOESSSE1snCKPjgVNg0MXC1I7FP8Yb9LK4PKVBa0IlWBcVaksTVIGTw3HgiszvKQcbElV4dEifmrv7rzOtwaTegnps6YU/U0YZXAuj1+DtlWIvOHqIhkEG5mfWku75kY2aiyiFIriHZ7A0FM1wnR0lfQtneojN4KtuZnT2r+upSYoxWvLGY89nLoY4uXCTGiaIK9L+EGqLcuCiHUDUQqk9vCTOK4b09V+siCkK9/4kH2nnv2xxo2vI7WvYjITTsCQbPgDBedDT+KOsSLm9cDWcubfRE/xEjnX8DS12Cjqgisk0A7Shzrw68VjdslG4WBMIago6ig3KCD1xcrwc9wtCYrAroBigiUWbJqgnM3wtMd0mzjsa8mNH/Q93rwxBRinsp/2o5lsUTziF/Z6Xx2R5zuoOIURRwjKKMapE0OT9EHdvXZYhOTLudBdL7ee0nNpK1Fe/RePKMOZGfw7U2YZJ4i6PQr74Iz3PESW2juzo/IwYT45rKKJTTd8YjfInp2Om3ByVEimNgmWME7gDae5Q06MMt0o/IS4HrNw1QuQsrMIZtSfFPXZYtcV8WFd0ACCcyF514lqh4En3f3sodQFr7YefAzHcXIWL1xA3/tuprwtyVqU8AYrrexJy+2JckEQFNUuPTlX6V1IGGHkNbQPLDQELFw6spCOvXzKHESLN7uLPObmqMrqDMA7BvF5jkqJyeDwGdgp1QYqV4Q9gWPqsfhrl2ZvbAhkv4Nf7BPVHxw20/bj2p4og1Xyy4xVQzxswr2RUiNxHBgCuFg3jJ1rbxy540h6hYv0QalLloN1bjv2X15TB6g4o6/GeV8o0qnXa2gO3Foj9knFRos2Ko549wTsvO2ayR3AGELj36nxauxEICyOHuTENNmafR+fnY/cA8errjEKSfJGOJYtof5CPE9ln33MuEEulTd2pDaQws7idBMEPC7l66nLK9hQikRtCVIpJsJPSYPJuH/LP3u7UNYsNWaop5C6K8chjgV1yRVUlfoRh6/qhPRctxruRBSZGT2V0/Xl25MId+vebn1g1+5XISyZrm/KYz9OvZ2e6stIkGGMay+BonW312DMnAEHVKpTfDlSPzmaoFQuP8/M8tvP6M1JVbKdid/Ye7aZseekqH9rH1vH0Mh6mSpSnLMPJ2xPoCFWSB97bejkSU05ChGZduJ60Ja52kuQF8eTMm/t7rxuz0bMtEJl7hgKxH5Wr+cnHXyNez8+xvYat6CC8Q1egUBlFgSHKJplOQtW46t6gqgPYoFIhHfA8xPihemGef1sJZx3RTXapEjLNtxcW+eSDABeU/FNsYZmIOoZNzYK5P2LXi9tF3Nq7+xW+ybwnRuShgsn9UJsMi4CCTrU1ppOT71TqiM6M6uDIWw32Z7j6mmcVeB9JjnzM/F5ZbZeGJpMqgOvQ+5IiKeMpKFaeDQ4LhS6ucdOj1hMedVepZLyRX8S4P5EI8bALqFbeHg7A6eyMcqNJosWYxQNvcxWtKRZcoEQH56GCgNvYc/YUVAJ99CyfSgdROFL3naMzGKGfBQEcwSPpIlIm59fgsFk4/R4goCv8+xkpY52TPsu3CHNAMFKcPPRR/jd8u//aXEmjsdOMElxJkbVEvRApW9Fvu0CxWzUGQ6xdp7S55ofi4OoDgwYAV4f2c7xrRkWvtyWuO9bExO2zDvYHLpUw1I6TqK82PfjMO4Y8xIQplgUg1FUOFtZw3cBtwKcXnikRgEJr3BsEhXxN3Y4wSL4+9igqpM+2hS9oaNBoxVDwILIEYs5ng2NSCDXeOv9R8eLpuylZ/j4QOwmH8MehY/bFS5uxNrUE0Fb3kkc8vHUqLepHv4e88+nMhmARvGQlyQcqfcP5GPBF023zSsfedRKZsWwy70xA+Gp6NCn0AYcfUQ0jR217x9B6yc9NMEDvEtKjnB5IEgqdmM79sit2ReRA2jvewb6J8SXuGz6OvKXFbPD4w4hH0uLbq47XbXejWOdfJyLfY4EaEjEtgoXX3ccQxKKRs4XYBMkwmhJfFids4N49AJmwK0MrK0iLTP0KyAScX2exXhhaTsS+GWNt2m6fZ6ye+IsbbP5G0bc07csuuoeYGNIomG64hnmbUdflZHeBybMWm74puijrDOZfHg9sB1T/UmVr8p7AK47tzC9O++b+tX7qm0aIvrJW9dh+DzVCaDcqtS8YL6ShDI+izNR4fgUJDhFQi3SVTLp9NT0iBYCji89e7CznX+uRJbm4pgwrh7Eql0va0yGRvSUQ6e4v2CTZZTJccoVJtomezQJaonQfOlvFK0cJtQJs8j2m949etVUMDKhUksQIzJL5oRoTggb/CaA8bjn7Mc0N/BNQLdC6Z7UQVhFclkl2RMvS5ybpJUFZ4KM6ThPLONh/X2ROqk/yep8FwvllhrmiZHTXLeTy6mvna/9K3tiEibkoZjCvTcF1dnsz/fthypaXrTOiFkh2nRd9Wk4Wx7jC7D7qpI5RlxeqAzIAIQdh4A6p509miuYZiUQGUyaGFzqayAnCRGKrSOTggFkZyrax8taQC26V+ezsiaWNEWcT7Usw/aCP3Hsd5L+ViJg4kioH4lj1YQnGWQAF+/laLpN7GrWLtxiYT1kOixcswjVz43bBnPowdLljuGLg0fUpRDGx+DAHlQUPXuhDkD9EV+lxFGjC9pvprJTZZWdGrfnDQ9xSM73IZIeMoIyFJaC3sVHLqDnmlWZnHn4yFIxdZXhHOkPOGm1jzodeOGvCE4Tg2GqlGBzasTgZuiUg3FjDKRaSLD0GuCz5FwdRJBUvGr50KgAfYMHfJieZiY2r38C4ejMdT42We3wLIAGmo62CW1T3t2et1Y+fDHRqjQOPRGPMIwhn/uzPFc6NnA0DmfnPRlcLZPjpu5evc6k+oIzH3ZlK7hdLwNCkE8enjJPlkhNc83LNOkBrMGjNFeZkD28+TXzroZNAz0rWeW5FX5k66ypm8RmmbOYRcFnA2jd4u3H0PoPPkP9TuNpDTg8IntrgM6+0npLyE8jt8Sz/xHOsFEzG4P8gsQ5+oD85MOtUW7knimxKzjl0WIRdwiJhPN1uv60RsVmlKLyLG3FbgbLtk7cfCVv/4MxyZKX86nFy6bJN0PT2HQ+o6nz+lBJvur408XQrEdXI6BdBD9H69KAFDxE38Q6f+zr9rSvw/wIwkuahB4UCOWN3egxjdS5JwcWnyTg7D0fym1uwoXe4WgLwVSKTFLDsY+OyGau6QFq3qZgo4YmAys/+ZZzaY2tNsqRC7w81/cjOjWqmtdBJLAHkbMjqPnGG0R5ZFhtbTbfOzdRSyBFdbyVTlvt4Tb8NI5jUyF4NyzLqHQDvynSlrp65CHZ88FGVb9pzTio86eKpyiiY74ZHrYav63PukDb2mCH8fwM+nBoI99SQkk9QY6ROu1BkM7ON41g2DSljXLfa6qIuF8DxbiMeTkCGLhHQC8ymbKl+1qyp0zxm7EJVDhuFhV8QiIdZpbePAgjibwWSMJwCcIs2pSji6bTbQR66lICa57vtwtHoTJcIMR984hCzxYJ28r9FmYIj9SC1wtCMCKO/BETEwy/IwM9VWnZbQ2zD1/7/mAXHJZyYzJFaxjDJ3BqbQASovrccObVBOfN+F3cJVMciRcMNztYUGRly8WfUyOXZfm1uvwHLTDjYPEXQf/BAjMGkT+QGI5AKIRAMI0i35d0hO+PQBBE4jCOEl9lG79fYcbRr7KPJGjHhRL4/c9/f435P6IoEtj/iPWeNbvm/Fjkqf1GV0c7v731j63O7htDYbCwy2Rd3c//Oxafq2UZfuzfBjIP+77/UN1zFfdZm8dT/0P6+WEFmbn8WKavwJdN8f63+b5m87eiLtcJNJ38ccma//G3Xdz/LZ66+f7QFAMR/QD++gf1+USgH/Bft3ykb+34Xmkw5Af4N0p/Uj/8WYrxfbFPoQZNPa18+HzfPk/7fPVnBfryp3TFuwfm8Cf11ePum+aJGZ5TGfZbzRMpJEG/mif+EZIift0lEaV+Y+fIbzXmhP80CWH/endI3mcMaGV8v0vbeJ7r9NeznR/1EvzidfiTLYHX3PHLN+fPb/r71oNfvvn6zg/4z2//82tf737+3j8UwfxZp5/axP5TRVziqcyXf90gMM9+bsv8DwT6y+K6vyGwn3835W281Nuvmzn/lgx/uoLxqb+a3h6/1oWf1IX4uYHmzyP8+Ng/fek/FeG7cf6GfKN33w7047x8N9CXRv39qX+/khHfKdmvmvN+7wkYQwI9mvNpA/0y/7wGmX+ATcPwN3P78/tfqAj1WzZN/UD+afEY+gOs+nfa6G96A/Co/8wh/PmGDf+1LPtvMP1Nw1zs99r2t/r37UB/sm3Dv9XS+w/SNeT3KdufpWso/r2y/TN/9xfRtW/7gRPI71S1v/uxn7v6ftsv/M9WtX+jdvy/r2q/0K7wl3/872CPf+p6/repDfRHqQ3+f1lt/o0d0L8L4/6kQf9lmEv+ITj3n+HX/2WqRmI/UDBIhZAYSaM0hPw6otHEDzT9fTbkv6qH3yG1b1vP/9l6iH+nh+q63PMG0gQQyI7cevfp79ePz60On7YFPeT/CUv+Xo3/QGj8f4UgI9+KCPr3wDQB/WOV++8h6e+pyx+Gbv5a4Ib4Nz3Hz1r8F3Ed3+JoFP2GVP3b3uFbjozQPxDUtxTtz3YR5Hfq5sVtnf3sJH6DKf/X3Qb6/zq3gX4rO5A/x7/zHDD6W3r4Bxy8+m1ZUt/Jsp4XsIYJ1f1XFjS95RXXPUhxAMnG3VeS+usn+NBPH8777QOedZg+B/h3rrM8jaevYd55unyl2fc8qT6f5s+U7B8gp++M9Tfyn/DPDuZX/v1PExL9O/37fHuC5d9lGigJ/5//AtX4emfkU30/Yz79K8/+F3HECEb9tmz/y3QBI3+gSeg///um29m3sf5Pdsk/u5b/GwjgH8r8X0dp8q+lHDT8TZTGfqdyfJPLQLH/2QD9s/B/oQ23oc63r76d7C2XL4e9pNlf3BFj3zpi6O9rgL9QCPJ/MlwifwRL/x+3s59v8i9iZxj+B6Hhv2eR/25n2A/fbh/4s03t9y5N/uvQ/FePpTc4/vXs09DvFOO3A30LpP5kGaLfpzyaNblBa/sXd5B/+9aQINCC9Rf/Yd95y99auP82ZfqHeUv0e6L4v8Bbon+t3MHfSOLXQv69Ge6/od8MhOE/fBso/zhLIy30aKzjP+Sz5+NniSB2lfwN+d7SvlMIYCzDv28cXwS1v401Tn4eAfqnRkP8mgHgPzufX7I7GvkNcVL/fSv5zUn5jXTK3xMjP+dF5vtaf/sFE//xz2BD+M+f+DNdVfzTBrU2L8Clvt231tVZBq7Kzvf4dV++vj724wam+5btn+4J+l6o/1xJ/n3GDv2GDKHfMMlvd5T8YTLEvk+j/P8bCf/HNhJi6L+Me3/mpsLf1ojfm7P5E/as/SGrxv9U7/81BflrxVQC/YGmMOTn5M03vB9D78D4LWf/a4bZuDsW4z+emlm+nWods7+Jf/N+Y0PrH6J68O9QPeiPUL1/tp37f5vmwb/WDgy4oN+5VPy3Xw+FY98P9Sfjud9ITEtf6f6vPNM/WBv483FKeisTSEl/Fxj/HlS/Ryp/QGT6bucRSv6Afr928FtLwyTxA/xn4ct/Jzf8l0Ql/7XaeoZ0/+B+rq03JnGZ3i9K5vlzZb0zo9E0scjXBhYX+ROeli0D5SRWNNiKJXdLkiC4Z+1ZUKQsvdKlM+K82hpNzk+DNwjzNCUGvy8lPWtLkioGZ5EkAyc7SRorIAtF81Hyy0GaEcbExoYyDf2+wXKY1t6AUQ/2Au8LYLGbN8KZtNHy0ugYZ5NffavAMTOIga+Yuzhwfkt7GaDE0cAIqw1Zw8s/5YgVoZrbmD3HOsU+B51Vg3dCB0wwfpW3hcoA3Xccq9GPGWvyG6p4lTumCwbntWxJpZ39xLqVjeuXbKxP7vKKhM3a9EFvxwshU3+P1uTRgEO69xeiGhFj0DqTZUBNjoVRYuqDdCWb42gcMXyyPPhSSCxUMAjejudiqxUteKTTR6RH5BWqvVwGm2rji7upyYs4ojXIC/fla0lbifQ17gJr1Gs3EIljMttX03mpfNC2We8xOCgYkwbN2Z1ZGfso7TuKG9w2zSo875SvxcJue2W0S6AowQWxSYsUDypFo/unKzkemTcQJBqLgXQmTm7vF25MDkSrYfrJzIZBWHVt86U8wdf5KDiYNvfzr2oE1GX7MGnVxCxDpqTp80GAZqkTguqsbqKnWvLLa4DKr/p//XCJi0jpT8RcCsu6nyE9kKUMIhUcGsWH1NeiRsZtijIfeZHhAnzqZYGzVTrbLyIR5eU1ZuZAqyV+PD5UAA71qlvjL7rj4jXEXo9xUTl6YA1QbyH394laZL+Y9KovOlAbyRh55NATD3EYemUfpQmqt1/swMVOf10X6VZD09+eoH88u9ipOkpleiF0QC0CKAqzymaZhzoYrP5TDaNh8wvVvuf4sQqk/NQ/4R6b2+TjF+nTt2bcdzFJzx+LMu0DeGBOUWmvf79yBBxwlj58G+8Cl5E3H08wpu/hDCE/qW/k7h7py67Xt4yNdxy4pJCxXyOy/zniaPaV8HCYCO+D5JGNktymBwE69OJy0zNoYPZ0B0rP8hqbPIoJykt7WJD7b7ZzT6J862f0MCoXtLliYX3gbe7zBI25Mi3Vz63kmndHgYLSKO4+3+9McsVeGoWEXksn7+nZIt7RO+72OjHPF+QXjqRmn1ZxpYiUTlCE/mURCuNsk5yvwGJfobZk3LyNsZprOf+gQe1l9bkIMC2ulziuzOIKxgOb84nWpsvfb8VdrZbbZDeUDlndZDwb9oYk5hrRolaFtmPFbIckURkKHb/v4IJPtcMrj2KHuXh+I2+SiNh+eYZn7MTuBuqH7FX+WNGneS3LiRiZt7+woYCFETz3yRZzxywrtYJKV0ulQ4nWT2kDwTJhNYqv3Rqdli98McWXS7sigrkEIt6K9gKn9ukrYGoPAppuKh5p5JDRnBtU+G2nVeY1D2VgwKn6UOMxWxD1E2YjFgUToy+FOctHq5BeNTWDSZ70Y/NrO9OCvs4zSiEG3MGNZb6ohQCPUF2xK03gDiHksU0ITnBICIrP9Zq0lVddM831UKEMJhyGKpBwqTbt8WiWAu7gHILO5+xGekKSX212F0g1CBjCSXl+hSmMabQSXB4tmyOp7UXdpdsFDm/xtzKdgxggzTXMYYclGal6b7OcOdbfrgDuphCUIAoVeWhlFeHs3INWcEDzgT9gc5bWFZVH0ZEeVNs8+lPhHqwdrsUYaZ07UCifMpXKvmVYTySaOuONC0W0d/nc8DwtThDYF7G4RITIHlTHNck0qaBoqDb7Euh1J1kuDtT4PM6XLeiLgWvTaCMN7Ura2kaooW2yZ55cIdmM2BJx+XHIjgMiO4eAzTbLXqpB96PFZ6QXYwpFTHPxq4TybfP5zjgJYeQdt9zpRLKsIdVAsdi8fFBMiEFffWEX2xHOLfyoDOO+r9jB29ooklNnH7UJpzT8MYkJmK5cSgdUM1s4sHL3OfWcr0NQ/xTOH8RJ2vh7ksWAikTgGyhnIgKVTOA1YWYCY9B5tysj8nZUH5hiemjvWrDeDHwAAw9x7aHthkAxuCFGTNW1s3Jod1RtHgYsEeywv57F6NvrgGjdC8a1F00/C78z+VOUXmJVQVJX5iznE4ccbicoIsigj+Zzkk/Vlto+385OEZWFaEC5j06HUxHrK5KPH6C4WWTU2YvKnEZ+xvFicHncOLtwPB9CzhOPrjElvFwE9FWuNSrGSoYjaUgPEJ9bD9ZJudsrbsPpgWiIZW2MiKEVPLXVY5QPOpyiyX2KmQDKZR4lSYZ2rtIKJl4xEyAX+yb6WVhRZ1S1dy/BhZK2DwGayyt/l8++P5/cY0mvo2gKuwtONDGLl+/F9uyKQc/E5ZGUUGtG+DNkKMzcS4gzv1oTwogu0d7uDvhEE8BOTvu+vKLKwm0Udp/q1HY/jcKPUMmPyCd8Etqb2kPGsfU5cKYOBEG0eKWvT/WWO+ZgfX36qlXjqMHULDar2tylE7ug8OrgHkOjUdb5sigN1HDiN++rAH9mLW/Uo47QaKeQeOiPyrb8WISGctiUMKMDdp0zITtgfyrFV1SrYcjrQ6KCcucAq0E0Zz4c4BjSJYH3gGXey8t9lOFem4lrReX1OiWN9o4e6Kjltp1vRVUjrCbPDr2v3b7Am6oim3l4KUlkgpbqTCsBkR7wzDwcpfno/B1J7rt5hc6Qcuv6yqaSpItH1Ed1mnP5bS7aG6gMoyErs7qzRs/SgFfD83AelQc6Ug4a6cL4cQD/z8lcTNHysXz4zQC4KXiszhCbpieRN1zmEeZNMhY/d/uW24Vp7S5j35MbQnhT3y7AC9eq0eOjtbc3OZkVzpycvLIlQQZVyaskYkbAYzwIJzUhdlA+VH6HRVA2zFnM6kOVxxXIag0JfMPV5+uT49SJM0Ju8ow4BWQIikwfj4jMpLZErencKn01A27emfx6KSqI7wkxshF0A3RQ+MLda3KyqHe9u9YnjRNPSryvSCuIs7ezCMUrDgBRtzz1hjoHEHSScAA10Hi6gyVMJOOvmxPIRY7HG84aKlWx65G9ATJ29qi6/W3TYWW14aLb5GpL0hcexvichBSkwoYId29x5T4Pt9zGn2pK8CV9xx92PlaOJvwQbTvxDCHP0VzfvQNKQxivoz9CDnc45SAZZZ+e/kOeLoAND75JWx1Ch9djJYXQj5/v8IE+G6uF4dUqjZf6+DEtiniCHM7PxInS0p6T5tCcBxTT0c1un+yiL2dXFm2qFXhvXUgile+s7xwsRZxuRw+uXPjqrHrhojs+wRGAd0QoxsXmiWTeYhpsydnnxJ/hSw41NMkqOu2tFwvixKxRq0nGY0lifYa1UtDh2ToOp92ohqy904bK5Cly9wkXENGmYTlpmGbTdRmvuThMd9fNlKERcgtnxbndKjQTBW+Ln94wXq89z5zxJNrXvq+l/jTliHa4mxO8XFgqrFCoIsbZnUx6RZ9qBJKNYpex0NBXlZnijCQaya2Ltv54X+HrM0QSE7Yv/gbJ1g089dSK9O3tTSXCX+KL4HfSU4Avavbp4w8FEB+oESFmbcEWEKF8okKbhVpoT4RSIUHfmK+mlA7rKeyDUp7ZJz+96UnKwoGMl6eSlvlslySDresVy2KOXHOBbNKWFZyaQqehytQ86/ordR87fsrim13iJ0hzb8hWHrmCIM9E3FoNPKPETLGkpx5CaT7LkN4+ZJHUlyXbtH20gBo/vokUNrvqOYw1OjR2t5MVGwmNpoBdeIiAZVAPuN+Noc5fuTv3SAgYMYvunt2Xc1Ezkktc6xVudICaIVW8PwDB5y98Mju2l/15Y1rmQ1xhe7uiIdGWiNVuj1nF0VK9kREaOUOiSgLVYkzDdaawByGZ669inFqR5cGe+AsvkVf4ri5AoLiP+HxJC1rfCDJJdv0JI+tz9Wb+Gkvi3Z1T6UfpFsufql0Ehx5nwlefDzWtwZzbRDAuUnmdhlTNEqKL9xO5zHPr9Ws2NOGZhhdo2uCar8mxmzTyQaVMFnTJPHEdx1Ce3QyM4N6pXWnzRia3dakP7NgUUGCXk1mqp/oZpY20y5O6VQK+cJ/qhDp773UIdIJHrTu39FMd1pwbsIp5Z92hEOBrbRYdnbG3vSD1QqYCgWApUEJPv9ZcsIiOwQMMld9RsD+i/akq8gqaUcb+XsCTvks0XPoFPlps3+SmBVlKLsY+BcdLXKD2aj+LYvIjyzSOKyHZhQBKyvc3fRwwt37yrJTiWZReRq/dSA9ob9S8E++Cruyqz6dKzApZSRoCL9Mn+yA3QqPK7hyIkO+909satftEHrCBZ08kOcWL9CcYc3CDtVGZqrp+jH3R2tK4qYsdoh4pMxwjB4rCymicZDKLJvvnGZpF8LD1H3V8Hs3AKUcXE/r5M1tIu7l4ypA8wdjugQ5EPneE/8JepVAUzXlRZjSLQy/xopQBpwt4jCrcHkTOnLQzQ4FZAImUrFw38WAHM5uB2I3P4GrSPHUVj+HgV7w3EfQnXbnQ35XuFVQFIrSoCdIcyUOqaOFk+bDlcWGm+GgCcyWr1H7EUnLge6SSMcrFQhIKdySIK3QqLvPjHgpXCoC9hS7xpe8+YtGpfnUTPDo7lr3NC5+FRnfjN+x+MLHOucA9Ts9EB5EdEr5W3+/jDt2A19frp1A/MLRI4gU3R9DD3nFdbawUii88uvRDssUr9D+7rufBoscR1z99KwkvKs3PARvp0Goe6Bjz2WuL9yLwswmSYa8miLfm3dguBD1ZPAYIT7Iu71CKawDgl8zmE6Q62ZHBfPd1TK8bOEJrgUNooeMyR6lr/+53kFYJNB8jF019X4+X8g7Mokcrs6W2gRLYgHatV4QoFgfYSkMoEul9VniXnVGvNRZf2Enxd2TXjtnMmBgURhtU4Q6zZUO64pJsk1OpHb3Yp8WcEM+9QYXiRPf6Z77aKnfewITroZUz5EwYMsgoD2PnyL5aILuvXx7KqQpd7FiZQTGXCJ/IMjKeslbz4UeEGlUGPAKgse5rXpRpV67a8NGLPXnm3Od6eFnNY9ZnYto3KEps+y0s8V3pZaKCPgslqJ1QT7FZ1ddQ27Ov/q+ekvAYIFgZwarDh3oc2XqHjrQo4gYBPDd3oAS5HKtFHZgjnuQ82xmotOafrGASoIcXa0nOOrEThCrhk2on7J0TkGpfPA4tdkcqPSKChgnobOqsyaXraXad4A5ND106LD4mEVGYixiaDjoe2O1bhC7POW6ZqPRlxp90W6tNHhl8neiW/pgNbVm0yc19auyR8LCUEPfs+uLUuEPHahKWASJen7p0lOnd9HVnM1fHgMjv5cgKul6iwE0zH0QFJf94ArLPNBD0Fx3V0v6YspT9MSuzyFONtoTtKpKc6jYknm/mq9Zhf0AnezFya9/PBTvD+6mXO0V8XoRbqsQb9t8UVMLrB/fNm0DceimaeWYKOYO5ap/A+MAMG2KydZC5WQpl5fFIndveZEzW3L6fOhV2eXotX8SHJbEKvraLwTDx5CXCwfGqmCAO75fzdnKtCqmhSPWqqeFB1YvAO+jH2ZghzqTvd+k8sXzewxcvg4gIqVOrF6OQsk0oDYyJGs7Wq+d4R+DPyF6xe+ziYbecCFxGltiuhrr6p1hjTRh18dEb5ENlb+W+URJGXg7n0b6Rtniip0fLkJpLzzo2h+7iFk+hc4q3wC7KmFnmJ0Wbsi7wV1XLF3E9IOcaq9XGQcKVbQl5gYh3a9OMUz64Z9/csU5z9Ri25MCYHL/nRKm8KSvN37+Cj8PiFIPMG0PVA6VxeFGUECebPq+zZyvufXj7OENlhFXPJAIP/ZriFoHPd9h3lPKyXZF6R7O+D3tU3hN4k83pGjzkGixgx/5ny9YnbgaH/lbHzhVkWR7dgFNnNkH7wa/lk46lfoH5vtS92G0av7lU1D8MZdL50WUNJwNL9s+vpF6WIPspfebuftra5rZxF1sGaBDnH3Oo63BNEgQAd/FW0/XJgy+ZZy4viOcrc4FBpyqj+iYn/TAKIHX4FlzJjc961lxQdNlS9fbVO1i+cYbREJbT40qpXVnMFZG9qBBgATURw7c0NNh7f7gqPtvFZbvYe3c+3Lfdaun0EI/gnlCT8zL0FfJqvEfBapEPzOIIjk8X3PxgTvtVK9s1DSKWX1/aJJIUUQEWkqNaU/bZKQx6dZNEN+rqImtYeBrwqHRWwxo3vQ4fJblXzWU3Qz7Jb1uwafG+UZDIREhBrZPxEkJhR07bEdTbF57j6zXqJgTV6XQ7ol3f8qwhxM3npiLvnFiQk0dgMaH9gUuZuvJWCfn5ZiDPOSFw0m4yJS1mDKGESPqEXVlrJR4b1mpxkHGFlX4b0oP3GIK0tSN0w7CZq23AafHyI9RhsnfFN69c+oho/OQ8Qt+jRRDH+dAfPPzugj4LevvhE6Dxy1huD5t3HYVxXepjBLTOvCx5kiLYgVtF4leEx6QzVYlbdm/jPPDGHWDRcMWOdCwXMg3esdur6xhGxt/k8ZEQeOp1CfbM3rbND+H3KEgaPLAdiPM6sa5J7jt7tQVgR3qFYIlKqHRgivnEOVAvq+ekwAmAuPL+3oBk1ycagJJrpKtxoxsBFk0cmVI1nMJqnDWF9OgKc99OYhOR0CHh0Y2MtBuqeU70oVMjStKIeZfyF2xZI5ZVFYwpG1nmPZm6ERsGCZ0v56Jb4Dka854/WzCQbHAo6IXrZsPdMJ3jbtxg0PYTt6Kwi8MaB63f1Ij2S3wqlodYmC2WeD3SYl1QgRJs/EwlwmXvX51RGYPQpYEOCNk+E+oS/QZPpJ6bXYrERw16kTOjZeChlwg/HRkpyDgfFkUGDh7tL07K/DPXnblNUu5mjHDouSMpQsfGNyJuwoGtT/PsVO9x0cH6z8eE6IPsthd1zyoO9f7+1PIXyERrquFPz0LqUtIXrA6qOnf8ii7u7NikprNnEd2BprMuo4m9tm/kyLtZ0+RduzRWLTRAPdG+wwB7+qOs63Sx2dIwOFdUEkpzKu82h/SOw/07bNyBLDhf63194qDszt6c/G1/BdsDmtK3PdAaIMnek7/8FK9btzuX6lztV79GXFaWVhkQI0/a/ma0k3ncHnoi9NtLs/vs7G1jI+FqvTct51xD2Z3Xo7OLK9RZ64BVOIel3XxpPDLEzPohoZDLqesF8WfFEB32fHGjnpf6Lo7U87CKi416GzOSfAzIKX/rm1HMtFAYlFNRKlegn5XOlW3RbOVljDjiSKDsXlyW0YOBl11hkRsmg665iyEoglXCc3UONtO3TbjjDzKO8IdvRV7NTYAi3RaXvSXvCdZOXPFFG24z0sHzWB5Z48rEBuwkklkoaUqU+5CeKHw8vni+Ege2G3580k3baNeKS9eNX/bTLkLVr9k5loxuXTWCa9YwGuQbSXa8uxMi0QlYZy5shSNqMnOTyT7JrU30aoxzvM9KNKEwZfB/bC/FhvEEXgkU35nH1FgsIuhtAjQKIrtLfXr2GzzDZ2fkZiLj545+DGBW4OmHfdV511+fceraA3zfg/MJxPCiA7a/OWfTWH5g08bDiu1rteEoJ21g1jSro2olx4yTx9URm6t9tXB06zsjqDeRQAqMdNveJWafHjVve7gn6yIhjLhv5as/ZHv2yjyIUsu2HAWpl7v7ePb8rBvxxOUafXHyDXS/aiJavZO1CiAuizzz7vZetrqUReaJpaOlrRYSyOJjBpEqhfNJxdMu5NeRcofdOnHjxgZzMZauaL9xPEnLM40rq/k8DBDK5byKpLCbzDCzyeKVre/EanGh+sCJrGG7Ghn3fZPueNC1++BcPew/uVcKLpfOZVbq0dqcTFntwnrMrKwnTi8sPG5hUhVb1KdEAglkze1ZWJ7xsiKjoJIA3N9jjlky2oh3Me8e2JZbJVJKLY6LJWyNQTPSsichupz/hG6m0I6d4RGvuQzx0YwpTlg9qMa9UQHMSUCCz9F4hZwX48v07shQ0hIArmIpBzdAktBaIwq8Jqyz8KyCCLNu087MgMaS5K/m2aVnIcgDK2HenKZrrTxSsHOSPVFDjSAMXqenyuAZX35YFY9ltsqcBcuBz1NAmv/1AT632F2pqsxHbKjqh+y7z8aklYPeUm6zeskRUleKDZpv+i6b5ynxROB9ahkd9pbx3yRQB6TVY1YzisnIngxGufoIBK5AfGByosLLQi6tPhmEUxWBEqu5YG5YCTZMsBzdyCNggNaTdB1YMvvMowWwCn6TFEjGB3vsQYcoLZaRfB4SqFiop09kA5KHqnqWQsjBXu9M0mJqQ8NqsCskXyHW56IcCdG0rws7GgZur6qCj2XYKe5hPWQHJX6PMw95xTmFifJ23Isa9iUVcfZiH+jrMsJ3iVftrtpq6OoBQr9jCj6oa9b81BIuJWNPD2x2cLiPNTPuqb1AwsNQFe3LRNaoWyx2WuQ6r25vpHUfeFWbyCIgah/YQfAbuN48QmmD0gABZybUF53hkLdPxrCYTQoyVPJqdeSqWZXGPcCMth+wEgGYCPTZaEq9+WTSsMHM2vSixuv2GN5KMAbNxc83ankieB+3T6YLdtnIAQGm8FeUazVrvEFT2xpH8UsQbH23WG6AN7NoqcdGgR2ir4Nx7IeBRgY7K80gS1vW8SmerH70cD7YrMlueAJnKpBN+MobQuosTTKeiECgvdKPEg7vbPYxP2xFPuJrvk5A/izSpKgy0QvMRmyknS5CTvZWaE5eLkH++g6nQsSM9kd719NtNb2eUetiaLGBHOJ0cwvg9bKwYINHcCQ23QmIeKpBKqjPDdBxgF+Ml5FHstBnr9XlmooMZowCfSySGmsmv4BBUpOlMNRs8zmsgJftiiypwZxqXc2HV2VIVXIGvNqepN2aYTgCQivdjtTxg5SaBZwvnAmuTrqpCLHG7RICEuEnzN/6zuUb1fiatfy5NAE6PUbReHYJXvuUSHlSaXUuyORP+FQWQ0N9zuzMxvh529+p+EMIvXduPtGkN+jNDxjGmNs0/ZQrqXodM6qPDNPPvWg8gtobJSv7JruxVilFRod6xVcmTqggeB9M5pSDNNEnZX/eoF0+KK3qWE+IxZcLyZcdglYnT1JxgUJV8lgvRq2IL4JKsOdCsfsVzeW2xObtCFcch8J5LNh3X9lKOLmTPovowbQL5O9+bqAr3t7oLz/R7d0gMaZVxdXO5ZNaOfbzceDeXfHVIAPQjJJ7oB3OXBB9GyHhzrbfeYoyxi8SrCNCM7npCW47pLg4OEi83cA6lkBfl6hSH0o8+de2LN3tHVvVetm1crtc4CoO5nb9LLPmqF0n+CgqLulR0ed9AsnJ2Csj0V0RAnbl+pqTSi4JWIQmoGi04xlm0HbdldfZ3pAwM68QuWA/5Yn7sWSTHzaG7WbEK5CRTVGQtVA7R6Ud0CgZ7OjnReLLha5I2DVFKyzaM0WK9lKImNq7dAscqQSbwuaFMIhWSGFyXFh8YgmBCSA3eg0279cTr2B2nrPuEx5WuDGj9aw2z6d1/nJQZH3CFkOFAUsBEOBjzXKg+eS7g+07GbqdGGO11FlzzwTpsxtgaVWl+kZXi1hj0jgad7pjAu6Vpr7OFL0M6cJTDJq0RDZo76/Ebr86PWl4gmev0tJXEQZbW8rzJqaUXi0j90b2EEoeX1jlpVKeAmPvOd7OTueCp2R3wSxK+CNJYOdmvEuyxDePAWFxe8Vv+o7i8bt1btoAN76T44b+jrZL7JZUIKfIRE8FByrocJtCiU1nMP61tO39scgri9uNnAlqNmfY81mKRLr0/7B0FQuO40D0l8xwNMTMEDu+mZnZX79Wz56mZyadOFLpQVVJaijofPCydv4MaAaCJAQ3ZQZ/xQeGVpAPmeKyeT938GtfwwGj/cNPH49814ig4GYXjioc04rMgowwu9u+IcrxFB6tBwrPGO3QB9a8QECV6JWo9g8u4U9WTtoCrILQL93o3Zb2eik2iTBp5SCBPk7oK73KkFCNYQYY9a0oItGPBko28KaXnFDfoX5tStj4YddyobjemNFlL/gxFEio0drA6TxGPI2yr6stSEaximnTHlt3NMO0py+h2wdZgDUE7tWEeaLmizh1W9BsVA17XTFTM/wisXTR9kPmEw7b1mRwKTiT+vmEX+embfrA+U7HsdrDMXYfgl/ffIvvJ/t1dWsXaUS2w8iJXnSFGrYAfSDBf0k7911xZNxg2Evm1tB8ws0vLMyA8kciONiWEdtMcYIUzybCNrg42a1TZInOXrEI+vem6+uX3/LXn6lzfJibQI3MmXhZXGVcI5zXFQRxM+RXQXHg6jp2tajKY8GePtbHIiWC+dMY6kEWTCpZy6jS0KTRksTv3O2GpG/dp/YSNoSwXEeZPLX4nZHa48qaiaKQtqR2hR/yexM+hNgDt4sZnBDiJsv5RENH+cHTgerHb0pV+VWy0aWqVETfUerEmrGCu5mS++VQwJ7xaBd7kVRLhUJhN6Cocf9KuVlrMdgjcznPKlpCQCTJzxF+l0p9KGpHUaDz+PLLpxbp/t37KpaV199Gf6IRW0OLoNsKJje6cNA6+wMXJOzf6e8Mdz0CKmV3NxlmQBmS/u25PAn8MY/yfnFeDYaoE3Pcw6VpPAvPyT6c0BTVGKoTikw1o+KV2IoNzOOnZ/nF1PND+yoodqV6ZhE2hEjUZakQXIwd/oUdzAr3ow7is2oLcMC5gIy0n27Yt12613CnnxhU9l12aFeDWUATkBMHmq4iyliEktET758CuPNI+DGY/BLTOrd+kclJCRl99ew3yCOorSYo4DXRoKRt6F1nhFNDnCHX5ozx7s6z7pe1StHPl4CmZknIdnIEIj3TK+2mscg6gQJeMNevfKU2xlas2Cus4Vr1WuQWAvFCeW2OxzwcUN7+jCA1CZFx0PhpoJNf01TeUCweeLgwTd6O17pRK4Ya5mIXS+5SvXMCvMw2MTC+moi48Xcqc0MHWbeyoPI7sNMVRhztgyieEJl6HUXBCdsosgnnk3ezdWI8z7F6tbuRQim4kRjy4IG7olnQiAXVhBoK30XffuOz/apI6kipGZ3hwxbNKEfwpX714KLyc7kEdAB2jfg0eDVPYzS2adMdLdcLy2Eun6U26pNu177/AZYJR/ND4guy4lN2dbJBz9Xn2zXStK8nkKpXcUcbKz3j9cP8kovYwUqcQnKZqU/V7OH58grpWVv68nY937eL4tQ7h6KiH9MyT5LTrycDoj1SM7muDQh6XCYvD47v2Ncssb82QZ8I8X64MTZ00Tle67L98n1uyVJ1v561Ua+6pZNerJetLovHcKm0aGt+CblDXWrOW02Qf9I0qny8sdNYjQWqnsVHs/8ksiZmThvF1odXfsPL4u8w8Oss3AWYYsQsw3sXJkNzEr8Xwvm1NRbSosEY4oUEmznOVDdbjWL6Ah9C7fHI968ZfE1GGe6Iq0VUOsvqUktSgHSUypvyspTD0o+Z6h+t+8JKIOTMUtWkguFyvrM6E7jubZLblTCW1mKLdgcr+VzZfW4tbkORJ8CaiXIcH2jRELKtMPuf9fjqhhtvLsKZlokZY55VJuUs1NYSmg4MpmsHRmbNuLRXYrqmDMOBS+kd9qv3M5oIeaXF3FXXNl/I7MxRcColu4Lzydq6J43vjc1iKxSz9RWZP+CsvChzOXsKVhVS2sRK6p+IvhDWDWZwyw8cTqTuPnQ1V4Qy6THIDon0SuUc3Vnfx0qJoLC9ArQUzVs+x4XQfWy+nYRC68/NYazF/9hqjLckTLPat8AbUY7QAvuCNRQeFsjDMV+g4X7erwUmxrKLmQkKH6J9B6YCFRdIyMcjnJnqMxCsbIbxJbtTWqTQjo94WpIeursDTbk/VFMbdjjecisiGenzFIX+q20yW38tdt2LMnZwpzCvw/GDXWO0XLQ+PtQzOeG+Z4TcFnG3fCdvx6sHuQY5Uvh2+c7FoqstHSCJp6kIfqj0KCRLnTKffSdlxDuxIC/+eojRjoUosHmuLiU6olsbVU9eg/GwYMfBbvCRhBtPR3hfQFurzfsmHf3rzw0qYdiz/d1am3QHVmY90Ru9qoaceKoonr7V/hAIH86RElhaly7iQKHjhf7XKiXgsu2609UO8m096M6UBJsV2Gv24dGELYFDvO/X6/Ql++R5YWTfWTwSqtqqwHjktDY6UKeQ4d2sFZu7k/MxHGL1smHeGRkQ0hvVV0X3AFT91BQXeR7/rlI5+w36PfbPQpV2kgJ5ziKg00NKiYSZ04dwGZ8EVXaEK1QSXktJbrovCCBuwPM0y/E7tq941Ua5vpCknxz7sJZyyb/9rnbMsM2yo+xexSrjkKYx8a71agWsE/TXty2shQPihbzo9BbT+cdSC6t6KxwB3WacJNpTQvdqJML1rLmdInkz0n52C9LUOfiv49ehrU7sStILrsQ7x60RcuWWuvgzS9Td3eFwNi2onEFaMY0tZ4aKKRjGyEGmA+lmB74r8jFFopLRH6W77Vkv1CTBtDHC2RLMv1dZm9G0ubFdwvT3NOrJ+y6HK7Qh1Tdh/2dXx98vvA0ovDIeSKkq64qihoa4L6X0RQ6XQYN3joHUKQVlfbgJ/7mi6Tibci+4izj3Q2OVNVlpDXyGc0kf81wAsbWlWlGYGZS/+k7rV1z3B1CS/lcE4ttu6Jd9hTbZIqsmpd01ib67MC9Q0cBe3El8foUFFk/N6thA5Q5GSGvf3PtkE7tgfnKP2cpRN+a5WZqeTP66HlbYWOw874IOKzMcWU6caZElRMIIuHftSCEhDP/Sy9/JrXmvm08PX1KayzO3W0GOlbW/+AkuVxWbdXO9mvMcTlc0C4NAu7qqfxqnrzM2mXyPacmxOtUfREWFvGmZ58O023K64awZ2zuREWKH/UZAheim9jXXg9rYy7qmtqN+8oPgTlwpeHCGRJQh2qd3k6j0tg7ZXlcg7N99jVUQat/ft0n3u1nAXyxcGbZD23sxP0FZtBWGH0Zjriff1EsKISnh6VGlQcQrCBopz8ub7So23V8TXxqP8RTZVfo1s1ZI1MkT2AyL8Rjk4zB5+xzVT9QPpU6wq4BESSIg9JXraQhNE3c8stVSIN8IePxWZWIOD4YHGZYc/nB9CEJJbFsc1Nx3K3kpGL7Di/ZgQV+8i5mWZLe61WpRu5xHtJ+x58m+MJ26eWpSGyaS6+/WNk3n+/vmwjsSGe7+k6pBVhWRhf1e4Howe5dvlfEEDnMr7p5egdCZbbGbL98ghG3e0uSJ7bsaHHyGVO2p2HIj7sPOvyClAQ8jlLlesbKIiTrBSR0uHE04M5NWhQi66WEYN6JjOJWObLmOjxO/DiROfsuWl7i2h+3Ydo4/js9vambQcYGlwbdwuW03P0MTCAUXy7Se39GPdk+phTiHIJfv3a4lLJH4B3fSA9NsTaDhhnwEPsVQUlL6P9sKkbIfFIHiuzdjC9rXFxL7E0SGUIxrAqS1sbtovKPgcmHH+AQX6Jf1Q9WRz/HhP+161giFhidsfRtYIQn4o4+12RJ0gz0mqDUp4IqyPJGDapo7C7TdhwnoXhu+U1yDflofuxQIUcNbNL1H3TX3sb3KfaXeHvK/itnp3waqPTnxnC3V7zbsfTP1p6flz3wpuNv6W+XlvRhFjcN/2fRltiMOBaLJTqdVpiE8ZKdJXHI1MVDMYGffsGNf2OSBeKx1paVDKuVwEyhYk0EX/1oRAkH8dCo0MOUiyD+Pg3x72U31erhNr4tajlp6LGK1dd2+gs5ginCijbg4fEqazo4stNg736+d9njdosI8FPKdzkGiIn3I9dREtGYzLCaE+yeMtPbajPWyrcZGlyA8MgNxqcmSFWSuQFXyhS2A9v1OXFwI0wVio6/2nX2bj47wlEvoAvEqEOH9FNN8WO01xGnJ7f0s76VUSVaUnhQ5Jo/ikWEw9DWzLgqNvlIZqFBCl4zI4/ZiIu6vTDDgo/SV2eZrPF1zhlVssqBJOV9HfeYocT/jrsPWlpPqPJrVWuXHb3W2h/BXAG+vvHFHYeB6JlGFtvgej+5JVLa42cf0Q1icDBnMfas2nRIxyS2c/g9mmoHI9Thr2eudLehzDQLIwbPhPMtN3GOLYxriUkm+6fA/9acsoYPpILR+pg4JhtDxZN/dGA0X4BFiJisDSSpL5SV/Pkno8GnXWsUe/+wsYFbxLM3j2Owy8z7IkX2S80tZiuUDvrdd4Cv1cxmsy9vV3yIhHzbs1nr0D2XSPm1OyZHegh4kp7L/MvY4zsLXWKwiTcCGXDOLSx+9ENjqufHDZoII37aYx8ZbaPXzo6Ng/X4ybn/c7ynNuzgSOHp+ne2vMN2pUXIyy/AEfCC66Bos8qOYQGHNgJOyMKNUesFl9FYdowm8/rd44XZULDwFHwytvSey+M/S2oU/G7/PLzkoSHrZMpcVerX7jP3cjRAT4wuJoAhlTxjDWwVwy38ddGodR42tvMK/sTtAq+oGrR8guGBxZ3/l6SAsKvUSet04AZcbOx5+uT/lGYcGyOesKJCAvrqDHJTsl1q0c1gip76sYfTLg779rRXLE8XS0ZFgwFXW4/ujX7DVjmnOVDh+KVkiGXTrh9iA+wPbQw6ro8gEMHt6S7qJKWeHpuADDvO3RI5R7VWeu0Sz3t7vgsEavhQX/Z4JaPZm8C/z4q8je9YuBYRYBCWNkdX+ulIlvLq15Nl0wje/0LU9owqWsFWTwf0/vwHy/Tqs4e27+s5LEwl7uvP+xzWh3huhPjGTcMUsaujB4NsHnP4K+hfaFAx5ONq0ul7dm3aNAcvZ85f0ndngta3ajZrDJvveaTssdyyzNYUdhtqaSIP2uWOP4qGKq0cyIOQVB+ApSDr8jcXkXNn2aauLVbWZN8jUwcqyRLQjA64QqN5oKOPN3svOXUrrG3/bzYvXYiSYgm28Fja5eOQ4F3H5WaGeW0cWd37RsKwCOZu/dhHQgxT86NX8uh5icqb3Cnp4zF1JiEW2Ql12krJyh1OF2KeR9QreGaS0byWDJuE7uRA1Jos8/mR8rHNIGeFVlkBW6J1I2elKWqjItLidcrh4uObsZn2LUw3ZQW84UU8gbVjkHNGUz6qSA/gyLC9WpYF05MWwh43D894XVCiJToOCLMtfYUGVg3dh6mcrtlsgdSG/ho7YEln9LCWltMj257R+3g2tHCtJrVJeTChhTwSwgu2/rby1dtVqk8GcUufPPybXD5YbXjRm678Woc9T+2orSbfFz3qGAnDU/oAnRRNo3ChR+YYUlxtnZH/Yrjq+uEk85Gs2U1yZlBLBZqc9iAEInTX4w5c8lFWZViqpZsIRhtwhbO/vbNymn0cmeuxGLC0B/9pqYS/cSu81k73Jv+1MXDJzCfhGS65RVZaiX30tEUgCyVf/xAdnwUub3Qr+nP1ujeHJqZHghOSMLS/id5grqx6FJpkmlKa+RcY3e7RllGWcjl7oIqkyeD4cGZgyluwKEYkPHa6RZlD+Sok27swFdvOarZL7RWzC8h29m4H54fN3IeYs+0nib2Xbtf2QjUVP9nyoNSU94Z2jxmuP6YfAc8Z9bOT+mALJEZhLLmWer+KHvIGoeJ0y9Lm/0esEw69I4Li7CzQke9wvX/G1o1vliY0ArXkU9OFUHMRtlLAOURINagSrBXONi2UG9CpgzknK23AKuo87bZIecH7Gt6vt2DfYXCe9jLzFyvYR1xT2O6T1nMD7urndQNI5lYR2FGz3EjyvHCPYxTw+IMWbFXNuBzh2pTguUP6YbypD3VvevqokMpDZcs7XsHS9/5U1N7KWsWrxbKo+BwIcghZlIA9vvCHiWqN0/kYIRHnp1K+KR5HATY+W381vK5ELo7OA94HDm7Jx2K3rQFnkM9E68ypFt1PJoO8GhlFjpvO9rdcnlNVU1HvNgp38YJHSSZGLlDLdANd26gcel3HTolQEzTj5X/9EvrUSawM9gHT8edNf6pxvc6H4daVUvwgv7vFW9SMV501gmUx8+pcDtbNCM4dOcco5ExfvwRqkHeV6n4RXKdMoeqAScUPMHnBkPss6vcfAKiovYXV4oLguZH/dcZq3kpqHCM33CiDvGe2UqQuijpwgMGiHNqPRaI0GtiWaoLKVBR+HXRZxX5TxoKA/SLB506ul9rY0RF0Mv2vdMUvoXWwmkYhZSZO6W4aE9vXye/Xjb8nZM1xieQX9XWkn9DX+XVGOautaISdkBtw7cc8Kbt1073CzW6GmPUq+jk2hmiNgNlAUxHA0TJLMWygBLWVYktMFc6VJ0zjCy7InqWcGQ+0ttDqV/eRgJ4EtkG+gjwOZXi0zuBE7vg5TgaQYBkoFt8zsHO/d+QB708OnQBzlvo1giGj8RoxiWPPyxlsZv57u1OdyyvAthLUCUxLF+/mSoFC9B40Zu4wMdDz47mBkeDpmRqJH2szEKg68MX3abLU2TAod1EREm/4rY0NjPa8sWgN/El+qneOzIcf7XjcTzq0a5IWeN6zxYLyrLFQwvqaW1DjRKOG3GPHnEILWulgM4f5rtcHXEF+1B847yrj9k9ahSu7KH0hYoj7HfX5xGxTfPH4j745sVmEl/YeLCwSSYASYzwuWI1a+nx6jB5kiMb778lRu+s1vfNb8DskLme7etRKdGR8EuXLIpvqFELIVDSxnog4kO2suHB+CdDvOdsOgeZRaMbdwJe+GZT7d9bh+lAFHQ9psW39OKChAn9Ci5h0BlJwrH0/Lhq/5T3hv+yyfTB0tkzUU/FcpjVBTlJDAp6TCn9etKiVEjd9oJaTHFJO0lnKckpc1zUQunKRPpr1sJkjSy0huAjL6m6zSL/udExTJN7tIZMhHF7CsUlPk+jvFja7lyyvLlvLJbfoVL+5fbmrv/C/xeRWrzEp8Z4GsJdGtgIdumtuxvL9BFtzaPP9D7K6cG5l98yEzKDU8sWMs4CLU/axKxpkmwiWiN2FCOr6NKd5beCJYEN1IO+8dyDE09P0DLfefDzEEGId80BAkJkRfkfhCbl23TSlAPyOD5FIQUK/wrwd3yVtvRNlAwTbcY16fJwrTR/28oLhmVQpdIuN6J/O8pvbGBJHMqns31e30bA70cbB8NpSb1opF7t4ykHiAKpGPT6/KfZRhFrLfO+Havx1W2BeqsfehFgm4/8dUMb6ya5vHA3un6M/r+Gm7qjj3Bky7ffCgSG2TpNZS3TxC9+D1S+jCYxHx4otaY9PCb6hHXsX95rGycf5KsFgvWBEg/GasGJ5jNeJWUIjrZelAnAa6c2MwIuvK9cYsfZ5pa3lw1bEytCeBtI8vJ/a81HGLqbo3Z6bwALEg6ffHOPMzXDcrXjMq/j6HsyImkdgQCVn9xpNXG+2LMUOhNoYP473aHkAAjR8vza+hNA9IgXIJ6nGDkZoB/PuGxqZieiP/8EW0V1Byj8i0452ltUxNU2XtyRmYG1yTWy5aImpqvUXPgLUWINx+CVDpULAkJVZNSyeoXHFu7xaojW5kADJabJQ0pw8zM6m9T5WxLzohCnmKf12yTxNns1ONEDyIZVhaSvTHVmwsQ0U5hEhb88xd9d0HjXnfTsTdKPQ0DyqDTaNSgz2w3kMfP9hdZaXimbQWcx1reDr1xz3jKUW3bFKNzfCv0Sy/fI3hXby3tBJYp19tkqJpfYfEWCO3G91YS2+etJsUysmVlOXqgIKMEmAogOw75w0NE2pPQavkYX4w2hduLD0L8Ab8awZIb7XnX135vy0sheEqrIQ9WLv4WXv3WrraR1uLjqplJAW/JUn95FIUNKWjhgzAC03jcEuW/MN5/QwGV2sTNLIHyAgh2SxVSqJq5svo1wruaRYatcsdjOvPGLTkjNf1l04uB+Y8f4NT45qflOBfZP2+DL+KXdt9VNHPc2iYZ26D/eJFJtCOLOD6gzUUemzq/gjnbvcz6JX6rnNrIJywDMKptXPGfJT6L8tu7pDId979u+TSBtI2wFGxxCUrj2az1e3hB0dlevdUpxdUV3rIt0JFgaqlEK3t6kHGcDp4MXfj4A64Ejoz97svlYUHAuhAnphLvYgx/Ev3PSMC8e6GN8tAJGwztMFG2MZPovICT9C4r2UmIaAygY8gaD8g0k2sLbpT1LsuGr0d+HDftqyu0foXnvwsOvxsGYP5N60gdH5SYpeGWZm9GM3xINoJboGiMPHhD9YbvFTzUKTlold+/jX2jyhEm6VvcNfPy9Lqlfn8FDwZ2OD1YjkgBNyXQaPHUjOeibL6EqzPD0R6frVUBfm/PCs/r2e4zsJ0ORu/bZNmn2RKn5rTliro6Y4tDn/BLFh7FgEmeOM1IFbMDZ8wn0SZ6c+W0LGog33jOl5BvL9M5T4a4kgBFgT+szFIrSe6v2l662bwjzF03Gj/LSqVKVSUj/RpKvVWiSKm/A0LgBXk1LKCNXOxMJJolxwdVJ3ZSnGOsCplhEe/IR1oPtGiP773Mmle5jNnLNKpqIVhOrI9gqgB0lQBGndo9YC3rVReQKo8/vG4zQFdL1IiIeON/9r8KceEJQw0qqmf1JCs2MiDe/D8WTQVLeOXzESMwOwDxCa1Vx9ZByx17vZAPWE9CozM0Z8Y5Qm/EY8Kn1f736fjDZ2BxSg6zgIV2/4hq3ccdedSpns6uPTrh3BabkTR98JhuPzomtctWowIWfnN3XBRw/xz/3YscXR2Lwycwm+epApa9so4S/gikdnBuTuv+fmAXBQGkiu6xeG0WyVo4QiKVmjWDUReHllUXGoJC7MrYIhEVComTVfWQ+1iSdx23aGlROBX+iFHgb8zd3IOHUTQ8y/P8KLuskPJb968s3kq3COzNzL0Cl0p7Tb8JMX1fo7fUQI4gMqbU2jKioK8vcEDocT8CrExhfSl8DBKz9nLZFj4lUCz30IjCib8QHsJqsy76CKb1is3QLlYRF87Rn9/JLEVrb2EZQD7P6c11twIGKr2DXESSaXZXZHQL+8c+rqqUZYzgSx5VPvJo2dbMIb8Yj3zTLht1uminUC/b1ay+BjKBIQrkr5Mk8aL2H91sbr+vvYGed+UYkmjch9Bdl5b+OICBNVy+2Hg/M7LhT4KphSfe0ThRXaTIFjcS3ySAW+p+hGxNdXK2y0OL4sxiWgY29+gJ4CZOi1kattU5wa7Az+IBqF9z63+qA2Un2Uo5sMVTxH6cTibVcUbKOvoWN6xbszIxAzjqp5uPGErR7C+VIE6Cq14RfpXHOKp3Q5NNA/PhaNLYnmN+4i0+juy3tOj2jvDsxGce3DXevuljQcy6gO/jX0pi01WLqqNTf73XffD/Skf3QDbyYXpmZ0SSDPcKikEqZqyrbxdYr6pWxpPJbczgKdngj9AxmhPI5fO51AEKkxPFU8D/3LEVMU7qH6Qy3cbspQGpdyFk39enlyhUpMjeCK/HbyUInHB0Lmd2FAYtX+DJj/nB0lHeRKyfm5sT85edxWsZrWjgKCoeNqC+QVC9yUGqRTP3zavbre6jF3NQjl1DDdmCr6q137e+UAv5RcfMeu7F+8vSplNpca1lKhAASjFEgqGTZZkfKk3J+YTpL7/0UhDG3ZjlcJRBo8DKfGNuhpIWRwGLrBP+7o5Ccnx26sZdNEv6SoEyivphPj85PxnnHONjkV2mnTQKj5uvcbfi447l1jkG0jFvBuBetpMgKLTYFfoq94wxdHHGtHRAJCqd4awu+egEWJypGkC+dVy74M2h0UInGXxs7PUtJdfBhdMD0uMpbySmvtVrv8785YMzu+SNl9O1z99HB+lmISMn/H6RG7dl/lqpJvInvdRNET0whHdXJ+ZNSvDC247aKO0Cc+p4TQ6LId81Vu7jZgvvksEcFWgDwj/w4fhh6QTdL+QedyvBk2B31h8joZ+Pmx4lLDSOh+Oo/YEp+o8OC3O23O70WrGJG8Zgz9k3wn6+7JAUBpV3TFn36k3BKj8B+W0+YVHFF8+X2AHtJ9FIfiEhyiV0phvf+WHSTtfh6kflwNiOzSu9isuPpQ5jsm6Bu+Kj/pQY3xOYn5jSjO8WvfIhi8ch+f7Cl6+zXBJRdecVt38a5EH49weWtw5rNHIlL/8qAVEz3oRJdbSopMQGhGTEsmVyKnYEtGWK0rLKy+atNKDbLEzoBrXcywyXE4zwRyFPYbDTCLmeRpiIXjVKrUR6D33Ll6wxH9pMYNyKDu1fkfHOPXO0B3dDb+LSDhv+1TLlIuqIFHccf2GRDc3iex0nXAYM/RR3VvhBlkDB2IyoV9GJnFhFiV8Ll/WEk2Cll9470g109vS1YbXtpSQqFj9P3krmIg8XukiB2hRcg3bpM+mfLbfa4m1IrHKUU/XsnCyRUOe6Dyk1X4ePKMpuRTQdEU7SFMKScSv1FaRpfEWvAp+5gqNe046e0KhlN/UX2pd9d52+iMkJt2lBXqqll+9xrpUeuEujWFItMTYlltCIp3e/L5NxgEcv8H2f7CpHVJUa1KhbfBxSsTmqk8bE9gh0BfGcsIXrMpfNMwVDY4S+PqfE4amUEH5XmIk9kdZwmFH6Zf3WDvDYT5XSZBPj33Nqp3vI1V4az/oZRVr7HZJN6Kcya2BaCvxlRCG6JRHyxuAsQiO3KtjK+2spvyTN1ewh5ddMWQEqkISxgsi8NfPNiB/kMTS7DE6z3qWPe0OkQN/S0VAAaW0TxJaDno5+cH9YfyUsTTVI+UUIK/AZQpoh8WcUMgeuMl3QE5ULSVrTr9HKb0rm/ncakN8lL9T8f66d0dDl1It+PmaMQ+XXxR1alDnx6jeiGpIw06PLmgqclFK2XMd30WMb6KSQ2z9VZhveAENnzR+p05hQhLU0bM71qvb2jZqIky0rNlQS1KqHAOkOn6gexzf8rpUTK+1s3nLj/Risu5ZIrwSXyYcn6SxFTlqqaIUXSplT6VXqOg8XctuCNndreF7CeSBB/3VM/gssMmk8pa+g+AFlqxNxMBBcQKm8p4StBEQVaBg4y4yfIHp3nwMHP4njH3e0k/0qB84JLHPrsFVXtFoGRTDqKWfF+yeNuX/zmvkdT4ZRwupKju0WsQ1bGVQW18jb7YS1V/kw9fx2/w0KyOHmpEi6Cimfd35gb5+zfuj2e8QcFm7+n97D0EDDctY/qFPTIQfiIL6OXUPumcdShA54aQvMceLhc6kfIfJO0QT25QwR5K6EwDwbuXDBd/dVl/Mv32TB5nbYqRWx82C3nxIeuh28hf0YWMKoz6odpecrKDhXbMjZurkse9IpeMEk+3TtdMCvgj67yElpnv9ztyLhkoSBoIIfvMIauYKmjg3BT0c/xqhsxViI8RGBZ7rgqBnhy0C5UfLua5fzLJOCJ6RceORT8IzJMjZSW8vu23E0fTbhO+OQLEvMTAVdY+GAG153qagtPNq0afOv44KX/OHqhcNVkM8vFMD5yYoba4zs+9Gx7XPWD5czRMmH5Q3DeS6oCQmyCe/I7BR4k4lt1dhduzMfVd/dKtzmPz7GopydjJv/N4vpfDwPt/zJD1/FeVeXQjMwaFU0UzBHP6ORJSY0WMbWXvfbN6hK+4/tnPj2XI2sR202LxZ7ofBn+6MVaTKrK8g0Sf8w6y5G3JU8tioeIWbE1oWLbmI16ZBkkfOdsvGkzxdCr8qQhNEASeptOxaF36tUeHlh/xJ4xKK6PDXio+fzYhxh9109W4H7SR05AVWzy8K2OujJsvXWurhKPWbTsk5k8O8GTe0K+cdHzj7HC24vi/Jukp5ThVqRSq/n71xBlX/5CPga1ylUmKI+loaSmXTLNfB219CUObrhIc0OH9MbCryWtCu9SO1FVvSMGKfndj/rmuNLiQJsjwhiV+nmNw3Njlcwww8f4xYQaFwHpiGadaLMmXaPwu4UfHTYM6y475EFERFRw84a6uR+HLp70hTHf879aYVz9kxAumBOLcrj4+O0vwynp/MQGJLcrKWktJ4asLB8C6pqaeNj7s6/qJfkJCyOVXZ23vSh16M60cbU3QriWvDGTiUJUztEIrnFBRsmYplrf6yCNHQwbugml6cSIWdPs+n41bdaHmm+VCrq222kOSj8VEyElOf+Xz1bvK6aaI2cAyaaJbFn1EN65p51f5mGa26v/Rrp9jWFhr9HSmNfaGi/Jk5I2wx0ZSLsyODdvMExnZHz3SrPibfAh/B2aIpds96p7kmHaf6ipzODTYkBVzAx9KRlDuxlvW6OwPvfkZvUMeVS/b+WAhLcyADn/dyz9CPpUegdDXJUONXkPzDoNrgmVHD2vNdvOBjHpVSTprarl66O2EBreva65xpYUpadBHNtNcVEu+ED5A0foSq2SbRHnessPqG7lGwy6Py05WD41CE7+9/Dd/+EoQHHcGwWCXdygao2Ru5G7VToeXYGI8A+t5v2ktPZdTEx41BpdaaTY9U8CUW144YF6qO+uYJd896eH2fQbdYgedzeRgQex1s8jAFv9o/pj77mgadyhXJ+ucd+rKl0+r9inbQg2Cu4o+nE47Oe2aO9gs3x0IngC1ar7q4OzdGKGXgaZfS5bJcTTMCmoBtGp4D+yYa841KDjrmc09N5llXY7YwqicGvY2AxdRqVipaa86OUHpuqfBlzQRntsQ3fEngkTHjQ7YbhVcs6X1fBe2SqcLEQUWNAKQeS8uv6W93rQmTOlsvd+/ah1v0OF/eDkH5BDTckcLL0cmVcHuoqqBbeLw1Xxnqw1mtDZX5MElGvvZeUiYuEnhc6Ez8y/DMFE0fxsRfZduwJzgflIWFd+3rdqmLHXKubVAgwd9JUv6LqmswmE6Eg57dftwmbVf9wqo4CKhRpBLl6MIVswUFkhszqPhqofwLX+sD33laQrdRvWH4l1kUhB9Mqpv4838LaBlxlfGGbYW55l6Zf3ZaOuViGFzh+anSDOE7XMA2yzYmwOTL3TLpRFy15HvAfsyv5d/kyDHB3K4USRq/xGsmEfni/Q2HSsi+ISvhGhfu7h0rXFjf5bA+XC9ZjwyqNx4XrJM/62J2rrdDA4vZNagLJpbsQBuDYJ4pTjXcCNG8GK0TSRA2odkMIzOs4nwE/3G4Q30NCcgUurzlGL6208o4boH1Cb3uDuzh8thx/wSfa53Y80Oh6sRDlB8bou3bxW1ZbPI7f9cK6IWVSHl1DQV5pyZpHHH/yySQs4jGFQm35CamCVLc3sl+uFPr8hIayhEOKzyePTpvXr8yNetJNM/OpUdejT+FhCqTG1/BRldue0nzoKzE98Gl1/OrH5suYXw1bvfcIKJiuuEnSIDO2oS4e5nQqtmevx+Z55Wy52cRCqtPZYCFjvOqvDNMSjwFDCbVLfVY/4Q2FX9C+fN+nXqVNtPjVXjXMp0rRPbTggbN/s9o3s3tHy/U0xONJ844KmDcW3uZkY86DVpU6p7uUuT6EI1mWzb65asN9z7t587nn5rWLmpIHaoCXyNDxX4zT2Jw+v5xPbK3h0j3Xzv2Ss0f2TGlU0kPWkTOudxgR5h78XVAg1KMcm3fa9BpfH0n1OT87dwFmh7k7A0V0g+E9NUNz5mLjLkJ6YZ0qoJEYeI6jP/8fjvFkxthjaJ/Gtu3nEXiWLiCymxIFfzFvYlyi6Uh8ra/8qh7jRKuOtB+QgPVwHhHFyzA1t2TC2iAO5335l7aWrnsDDOpoModA7hqFAo/5/YvLK5bPZuxsQtf5dDBNAgNzVgRrr6U6ju8WZzwU3xoxh9FloDspYG/48/DwCFivkLdkPKoYYYlSPQj7hComOBPB4L+eQ2ebRkAIbf2F4ROEbstxKsB7mneVojGI8r/8YgIqz/zhM6bSexC1fNvvL8LiByVr9VxWfVhdOrTVxc4sQsvIbBcH6gY6EfGNscrPyEV2rhCvFpQNqws+QMCwWzDQ+JRHmsF42qE/uQnB0wM8nWm2OovratoZVlGZZYm4V9JYias+iJbl7GmeTic7fN+6Y6pR/g3wz1KhBQiPbAIAKn0Zws9RJnzhnbqmelQ8yRVEb1KjRDPuJ6mMnpi1VbJ47Jax1exkIm9E/EPIy7sznVE7GNYDIB5IN+VVdOI7W01hAVs6g/j6ySfzJKKq/eEYUu0N67dAIXFDgbxvbn6tcPdR0KhRtCJMetKqGQZStC4nR6KJ/8+ZgwPBV6DIABD0Y850osi3mAjqvaScJxyArYj+6C5LA/GKV+xxdEdu2W6vBAgi/TrXXSlJcJNCHaEYR08JTvI0hLb8oNTCzO9SvZn6F4wzOHCdUoA4jDlyPTv9MUmSBRNGXHPkrPJYYvYF64/vb61mT/pt9LUbpbkkMjzz/gTibAQzt0Nkd4IImJ2KXi06OtlCgev4OvyQkZxJ5BXX3b8L3PzqpYXMt614WRqFBWS/I2VaTibb0EUmUjI28ObLNi1NdJz3kOPEMINckKS41Y4/H7TaZb0fFIeQNphhDrVrp6S5RXdY1CEH42VD0BIQXzX+b5qSUS1MazHE2ruT/nhSROcF748E/B84MeRvyP5YxYacyds62MXQ8H6orAvg1lo9VKv5rQK64kjTmb05zM1yEbI0HYguFv99BeQ95x0+TGxXs8DIwa5mLCmwtHrOLhgVtdZQwWTt4tkNPs/vfxzm6Pydfys1e7TDbr8F9XW/DPvXjn22zfS2bnuSKgc/nWUkwnPFi5RAwKgVFYMRrEg5ccvxh7xqa+bLerKeAybUVZ8XG1oJNtALOLe8vKmiFeZ1qW3KcRhZ7OqHjlNIsyLy0yT/4IUe3KMvJXRXehnAmfd0/solIEs6JI8M+PzQ5HppwpuFlGCga1Nvt1+fWPnLXoPLMFUaMrb9bf7IliTxYREVgSFADtE8N8pMMk4tMQ+BOa3KQ/I6KKZ8Jh4Az2e/FVImgxd9QSAf7tJBs0Q5KZeQay/UpcRPJLykqhY+iAg4xJgESszKydaQnonmXgSwUjSjJC9a81LCfJkJaKRyF6IM+GkoBVwtPE7aor8cKDHVZYCp2oidXPiKj99iPjL7YTUaIA+coEAnvE7JuJgy8gKFt6B9DZUg3Yhdotqi8OTVu2v4IfP65VnKLU5FNqaLkVrQ/+BcAyhXPU1sIAf684b9PJFkhF//irxXEQfm7E81DG6gwRO5dCHvyyuMcSxr3mUO8vAcmSgL1QAqHIBzuvt47EsA8jAHpzd/dL817YQygJnaVS6CMqSLsNRVckZwLryKZvO7i2oykhsCk8lpbAAYaxAhfjwLxzY/NQmZYegevl4f4fz+zhZCHozVTiR4zcZWhMjmi5iQPMC6XvJxxEXnm9ALp3ch+CJd7GzY5z35PjXUzx4+e50FMt77biDpN+eRL5o2vAd1OBkdsJmhzaydK9T39+nc3WPY4f1RjN9fZL214/T2l9M5J/PtieVtuxh/O3fkb+5QSnkm2CMqVUK9n3D3a+jv53BROxUS2vo1VQnJ8gctUyMi+H5MUy3Jo82mPGts384Hyqx/JfYAY+ZOy11mf78vgeMzfg0fQSzxO/gBl+TcNiw/Fm6i+D7Z9/xbArKUaZ0D2NPnHGSQt6/7PfFg0uvlFuK0goP5JkC6ZhwTdHgEgxosxJOD4RSRYjQXkWz+ZGcjhi8A8vILNetKnX5aXYiXU+vmUvwlF2CWrgISYQN79yx52C92CHKuxkR8wfXgwNtPHtPDwFL2GYphgn/XQQCdM1exXcvfheD0c48gWev58QPXt73c2Xlj/+3ab9a/nZCC5SNoGnRaARd01QNcrjB8BHDv4NlgI+BFxybH0SzXngkjn0kG/GvkAbPonRbRMfrk8n/NHZUGasq46/St8kkBEas1iYVT3PZLVFFSnasP2TzZ0V+MLvY+uDF2wlilOEGA9hk9m/P0fErChU0RlTzFXTAEFC0R36+MLIc92ck1uPXPeAmZYHx8Pz2v1Rf0VZfD0MWKH8n7veyO694Xqtbu6abioMOMmeEhpSdjaqyDPhHIxrx9NaF7XtUBWRCPQjI8Cvy7N2BGYUSEXLNFn88jyS1C//S1m0s5w39ja0cZwN8f740nZqTgRJgkGjrK+GoVK7Eim0H9toeBKvRPRwWg4XF+3zmVrcmygpTNJtZvUtAIyUy1RhGGneh0jnSHAH5ifVIy2TTMGwIOILTg4UUuhcMpX0sitQjqtb5/dCnSJ2C/KsdAy0GUuSNYgCuwjw2OJK8OJEVGBQIFaWTrsCNuGz+ykgLFKq1uAR5deerGozKlski1F8v9P6yWg5IQiJ5uIZrd6S4dNgkhZ3RHnnoh/xgp+H5oND0Y5QDJo1r/hzgHdWFpqgag2jJNJzJghOANiUDosR7Dc2DEQ89d6ToGwdLFj0Vm18YV/mjOYNSQtZFyet6WnbrDv/usvFmtMHtM+DOzEM6bAJzDTcDce9xKi2PR9ck1S461bHRAz6D5ALYdTKNuBKQHPSB++bOOq0HY7qBY1z/wkozimdntwTE1qkiGUrvFuxZsdkf/IZWkHqlceXF3bpUqXRckFEVZCCgzfZvhCsNIUpsaaEpPD7xaHxwHJBIiGn0AMMk6mY9SBCyGmKhiuPdeFCovaZdLD0MlGdC+PG6uOx4BjN+SIv2lDcI/w7rOU4c/IFg61GQuUQFbyRQ1t8RDAdolTBXGUC+9uUtyGwIifbOj/v1CjcDMSLx10CR5faq4d8TmR5AwJS5Q3ojBD8AD5T+TSzGVndxo9IJ1tj+K4xihf+dJAAkziA8ixC33pYeYETRVRRQwHu1QHTaLKme1z8ishKpxT0zKmkugkBkSUuppHmS2yQGKEupg1oa/oGYm9IV2h6VJ9DS1m/7kmsugD6PYud3DXTBWt1pFvW8I0HFPzPVmZr2ai4QN+zVrz/M+nsNvkkSFmB59qcgyC943vwpc97G6eK8qe8aSxt0GK/Ebw2cp+aLwqwnsCzSJs7juhQ5BtfxCh+DyvNTTZCUBOE63AUDQYe2k0DShGHysLGuMB4qF1bR7JLAI9/jXj9RBN7AheLBGC4pSV4csu+wtPTtZwBb5cBsa/0tvv4Fx3Idc6ERYMPwP5RBDh4Owg5syphra2vstrJD43k0nOHRmtuBECi/fUgpDHV3x98VBUD+fyNQggn/LpwY43maGHVwqQpaijADC0El6udiV2zmwL02whQL1J7ByadQcyOPwVS3eRVFhvIFA57dbI/AgiR3AcCATwtPqGbrt2PUZ7z8rm3/HUbh9RpMgu6tSzpeMRhmLSP8HZJBWD8aLBfttvqOaeJFerk1DVoLqngzIQ9JkRAwhgSIxASYAxA9he6K80qYX8S7URggSvy7j4sgrWX4Y3R1XTs2a4ibrL/kG//xOnH8O7bMqHaEjCQXSv41J3HWyPyqBDoKBDR40SdVgOXMB62hgiUDvhKHeK6gqjDLJPffYTg/x/qBYeAbGA5gUMk6pE+MVQgo1VzWYq4tKNQUAolGDelQplzox3WLS+yvY+9/cX94aMrreyx1SW3S1QDkrOqpdC+ztWccKgnBO/1fDpKMliOgH861H+ShpTFifVo2vWj9iExh5BJD8zB4VTZOyiFVMMh4jxTvM1Hx1OqrRfZxyZKKGpS/Is348BGR82bYRdIskOs6faT9iozE+b2qPijygSa9wkKGlO4P42f8+p3NF+vw5PBd77m9aZXKeSxDaiJG7d/+k4UUcZptVam+IrjcanSWBPjCAA3wPf0rArlRzuzbObMnrXEXFukJ8Wb6kfmo8cWixcTUti2BKtaf1HglvUgSYr2eGP3k4WGXH2utrn/oCGpDAk0asKnRKH6zIaqWSZ0NtOP3jeWG/JFbcUkfcIcLI/yVorv9xTfivrwTDVJNT5K03F8v++Q1DmVIaW0hIFsrkFGFLpfKMn+ltqN0SwOlO0hpsBD0Y5KIj/QvNy+zkY3tPPJ+qAIOIF3MrGPk5hXxX9Iw/8qpZv4FzNLmxWYRDggSGVe3yU+s6UPPyS/Kau1V4eBF5DAmMVTKaYXU52ppV3qPutp8pUu5bJZOQMCDWLe2i7SOFeiSHSM90LtDltSOk7umoVIDGhVbYYIxeQXIYyZN+rcgcMg8pi8NRVjn/4zwoHuJljDsionoymUnvCBI1FfUKBqwqCQutOaFJ09oP/6yxo7++YnDa+VcofckNG0oiBrSkBzQny2u4t8NV5qEA3CEm3CydPT9LzpkQDeMpKHV0G45tOaZ9HcQFNDIICLAdQN/XLljt+n0IZfjui3LjZUsqyY2XgMHBWLlKvx3adrzJ81C8jGmsKPp/BVXxhdWgDfiGn2jwItKLiooQg1gsv7pgEcjVURm67PVaSnBA2izVlKkwqWPYRx08u3OP7f1jgeYewhujtPMwM/0ILBStWenBi5tGIbEcLDWTvI1l6EH5EBoGdX2r887syxECWQxAsJ9p7BVtbz4LS6mz+9Uav0helf22KrVgd20gn2zJglB8Q5WaW9Nf8MzBVcOb1MrGzqPFAXO5g+FS57uzAaxFANd9A/eXMYatp4mzzmK6tIEfNSriM3kSKXGyN7foBhw9L0wPJjnHB8Cuh2KcIOi+DsQLnI6mIoF2/ivufdYYp5HtgSf5i6rgt4s6UnRkyIpcnODovfePv0Q+v6qrpqa6Zjp6IkYrSSIFkicPCeRAJa7fO7xaa7ql/HNUcn9ffy2ec6wueuES/AHDSjzRYox75cWz1iftUCoRdfNnzuwy5iCYEjzkZ0By+kBMhq2L6ypaeFExj1u8sgiYVUj8R8rMufvxHk4mD8SJUoBbZGsd3hB09T+p4VkJoUJHTyM0KLoBSpfXGMxBZScrUFEuc2v+3NeFbHFy3urL4IthYoi8Je39xTOX8T3hQjfU1vl3TIhYX/zU5CXcEQ95JRvNBLb6++4f168GLloSM3pO8nSly+0kyuNWDAo7h7xXAgyD9iz+QKnT4zfP91YPoIaR/5ADkoRGPaWkHLaOKBVzBCJlbb12EyB3Vq1g7x/YXU7W41tJSaS85tcTNOGgd6hjNyGf4a46wR49gX1kMwf9WDPrfElmJ706b3k2rvba2JH1bcJUnG7izyOGA4k77cAjuqDaFVmU152OckhqfkVIYO+XLUn1i6jJcQ9j/Jry3ROAR1vVzAhliazJEFswfptSgmwzMvjS9seAPKszNwHu/vQutXCpXoSP1qY7dbdyb/VSp/DI9t4fSMhQRMoJmSvXtghXRQIC5/iwRf0QZUo0QYo72/yd9YTMBtG959qgOvctIqbH+0NgLaxMTAcIWr4I7E/FvMcSV3h9VtlCbh96obeTEsn4Q6h7Sc2aQA+iFN55kwS8cMF69ErVxpmgYekEmHzKLhQjPyjy7H5W0tYbTyrdd8uhNBaaHCR6S9yBCeVxFTlOjMv535t5+hzT4NXLCSYkhfRSaFraKhrF6/n772mP09/o6+bysywRcrdo+SG82wIATZ819hpDYR9WC4P8OglGIAyv6RkTVeAaSQ/Y9Bii0mU18i1EBQX7FcgFWZkrxhGPXx1QEVVmVWw50acVFNXlvr2V2D10S6UF60wqgTWU7nVT/duHrT3x04vTBJ/0mlC0Mfs33AB7lbNU/F6fBkG42hK9vjOqDDM1RcGBrbYjqltprx8iGYYbwOIQVgnyeMpuOxjP8jpAstAs1zc3Rc4g96jTtGjGMtzKL9JRZhyWDEDTco+WvSxBv+xrPRTvgATBOvqiDb8MAtGBaPObJU1jmR7V+bXTqzN5ZtKXH94ez2hymvOkvhGOM4jxR8px8cE1sEMNyS/HQiBZb7egBAKbGeHatOr0Ft8X9Mr+pTYQBlAm6S/9NgcsEz+QeNuvdd39KM7OKdhJPWuNsb9FiDfTiuQZQ0pmmR/G+AxcC+8mAaVH/+WTDaetQdtfUv3jGIRs0XmzzgfS0JP9141gh7PiLAeCppBrSewPw17qNOsyrDLYjvbzkoxSB++3BWkN/5AIEN/6eJzSEKBNBkp0ygw5wrJU5HLoHVlHTEtz+lp/0K3VgXFRR/lbcoAGIe4QHw4PD6CCshZGmRDseHvRRUc+80FLy6XWuPwYY9i0iGnzO95TVQEFOtfK3uvKkTU2GMEuU42QrW6kPSWCzA4IVzdMab9iZkbySuAmjxY9VwwORSgltn0snmqbmgNHHxDwGNdOXTU85LvYJRFCktjv3wYwEmdXtVVjWScMpmE5XXMvpuhEY0XzokSUBdpdQN2+6c9P27Lf1/BnkeghtC0QAvCmmcq/UxArIMEJ5FMUfRDOx9xpz6wxMeG3XRjjWH9Og1N4QiCKLaVSrtA67ls7KCj0LzVUKmclFMqoThUlXWKfVpeZkwDFUM41E3mG3ZsB4ncy+FTR96WFqnfC/oLHEQ4Sc5dL1tY1evR9mbqOdvvWdZ9Ah8lHppDZjz7ORXuXDcK3C62XfvmzfF7YpyWyZb13SskcUXFdvmiR+AzXobOXjj8SWWE+WGfNw5Wa5ghCPEY6rHfAFfPRxUimNmF/ujkapF1O2qDQNFajjS1Yl+HoHOqzM2Xx0no2/b8PeLgb/JZKGZ6B0QlgkD2J16Qh4pNMQ0zWa8gmwh0izDTmYOQoaI21+hFhwBLDxCy8GpXQA4uyTBFmG69Stx5qPpdjYroA5sPa5hcZfaNYGSa43hX8aBft4KjZvb3MBeBblR8iinnQ7PNtN2/KnS8ZbMKi9vrHvOYGfjrOMXeKLl9ue2mW6MKR+YaRD0kZ1gE7AortWb3/FW8r6+N3MCzeojLDKst6uZtNs2IRtUyfIENtdFMwkGoV6F0s5vwLYUo2fLjkBqqOW4zHQTum8iC+dGgcxNpTREuA1oZ9F2ZSAn6emS+yibDIk3k076tZ1mw6Jxm8KMEvsRdA4QTbF95/ED9eN35yr3it/NESj70m9JvD6O90kVhK7SuaZKKBReLYz5N4aHX8DtToiMM5KktHXtNuvqcCq6STSxbgtLvrBXu1xdXlQ2wA+GuWenPTmy3owb3fhsOX9UYd10gCDwUd1v0RGFlxEDewQTS+tEBdHpgbSRF796r6nkjai4TPVPaJE/0hGWLfQv151PdtiKZXHZjArzsn7axZ4jK3hKvvikD6SzQLuIMRVwvvqL+cxKDIDCXbhPqS4i+lKwXYWk53Pt6Z+lxvZnFghOyCOa4mVs+NA2Dd92h0seVsUwGhj5zUZDlW/MZq5dTH18oYwLLtMRg74ecEA78uMupOCXiO6ylOt7tSdWuqbNjH5Gxoq1G5AuOUxs9Q5ojnUyibLhIrs2nXnibszrJJis43Sc75tcPu4eK9EIqiMIhJiU73HqsPoyx2aV4WqFP8+qohuD8c0LC+iwwth8sfluCqo7/oHHyB4OIAGBchxERq0+aYsFXHjb8JzYS1re9cfPmse6hAPjxhdZzydoPpFiJIkfZ7Zd6JywnqSiUiRIBoF5xJp5Kqg41fMW5ulE5MnqLaeyeJRO7Tl5BqylsrhOvtwbXvOoSgyeUn8ljjCbWVYu8W3GBrSC1IUEPAtG/Oc0YyYqTIWzlg9Bd9Vh8niG3MDD44iC6fx80o4nVmyCFOfpIsrXOiObloRqjF+pVCnfpHjpii8/gIEIkovVLpavT9W2EZ5SQHA35t5lLXspTDE/ow9ReC4hGFFtjZ6ZpWZ1gYlp5xiibmExu378dEGVXoPjlpfIfWA465rSzrlt7RNrRX/4pF9SRm30FjlDGb5R9y9Y1pBIHN3oTRx9dyElKYrw7cVAs3KnNMwcCDlIfg/VFRJRofflCnWQXVBquJbayPvrLmk3qT+uZkVTxfLydS85+3sjDlfQ8xf0gfIP8ZrEl0Ue2mSpkhpUKXOUmkF5Gm8Y4AXxqW74aqPcE3Ny4UplvBnDH+ZmFt7g7SbJ3Bp5m4NBzemNS+m90KzBOmN/fD/OA7Elpk3VMrkfN1e7C7UhRR4jh4/VdJ3UiFJzcGmKi9BETfCrSVoIRztxm5aYHOqo3bVZsls4z0A5J1mz5w95eq5FOr5DG+4SapddxK5RwsZStIzB/mGXRcQ6tiWdJbo6ldDD+6nWNYHwbBJE1l81kERKQ6eNelneGn01nnF7ngjhuL0oP/GBp9zn1jflVD6ldn5cQD4+UL3HTiqN6g7CxGnobuP4aOXlWM8GqUqzhp8tIMpUcuMFHvlqpO15Mibjt2AjuFtS1NnEVNqlmeLCtvBzzCyTjr/TrY5qRLCdt+R3ri3pn1H0U8yuvNooe+LMGhpvgarKCzZO+nC7XOQblffUe9Uh1XdSFYJp9pTGUh6/wqbikJTA24uM7ZCgr7xRlRU1OR13GdIuCaAE9Tefpzdg6gyj0fQ2clAj6tm5bUiVM/9aliAVRhCZCSkMWNVK3Cz5ScJiMbitzT+p08qOVcGX+jaHKpfFyG6PaFBiYkoCwX0l5ugYkZrmP+HJrr4JTs478EaC2T26hbRPkXY/XUe1h29xCJkj6eOA9VOqagvYH0aZEW8K+65H6iA64Tgd84CXOt0uHB9dDxtaqNH7tWt1S4nzpirfojL1pN2BXJ2vq3Zh/FZSSUBC5GQVzkz2HmzVKGfHzG77EkZdQXogaic43ahWUW/xQHCBEey57H6M1YXSVA9FWHCUKq4Q+yKOG14J2O2HrEhCcN4vQJD+o4W8oX9TMA/8jGHNjEeNzK1sLlCU2yTmEQJ1ShJT3laOzCCveBPk/wT6ZezTxb4dry9NTT8gwHQ2AhF4blkNiL4HAEEnK0D4QoOS3+omNV0BrjJ8q/bSPGJEYBJHeFhLkU81HBYZ+otbMDDAmNA+mToaOxbb31zbWEgIc39Vu3D33b3uFQeUoOf9L8jIKQBxWK6SsScGdYg3T1ywTMI7sxGHztSVbIxGYZ9MKMX98mxiGalwzPiuX+yrEmF/LbQ8wXCfrVcLXMFquopLTQArxlwT3utGDYexi/ETCoRuqDY51aK4HBGHCp4K9t74Zbg9RH2xvloQgQwQe+EutySs7KA7zGqibuIZnOgdoM2OoOx9yd+Y3ygjz3JEBc2YMlWMDHIp8aFh7rGfFFAq7LtvaBHQx6r1kJtbNl4bXQqQfv8Umf+tIiZYeoRkn6fWcJgczffex67Sv3Ny6N/N3DLZx4EVgRo4fU+p1CIt/8cYii7+IedNGrtdrUZ5FWv/50NU6TpN3SPiLlOzsW/8m+iRQv2IMDjduKeqUPv68YENjQqQRf8C58OyPczzuw1KNzJR5qWBO4/t6SPxDF71y0GOYWLngQc6aDw996gwOP5KpWb0iCVu23xp3DJbpfihfIoeWgkln9iMbjLY0QxLG00kmnLFOWrFrwstfidw6ETSLvt/ycHzM+/i7lpWun0h0thOSNAykuIgRtQ3vDDAnM39UPDTlsg8ydp6HAQ7LzE24OoNcJkj0RWIptvV0768Bprsc6vtEedC7iCNeZcvIgl9sh18w67+UCd6nifloevW2oItju5YIBBDAAD0gPpQIT7SbxVgnGD9sL6iJd3RCRBcBumdjFTQdPHSKbPlCJtlX5OxArdLqPf2Cn6OxpAr8lpikOoCOwEfRWXNX8qM/saexiMeZymH3Qh9+38eQBWcZrN7KvDIr4O/zSC/eiwfv+X5HwTKsD0F9+qH+5/xcOxkTkZRekm/bLC8brutlaA8hkvW+BckTIshn7XTWb+3d3DrMjFjVqw4+GU+UXinpEjld0W2dnqBCWsnQ1sEQoKitw7aGZFi+lfbbGbjGOcDskkG+khA/FrJOx/Mg08SNN3PpeANO0/NAqi/P9Km00j3YZ5l1dxhxPc2VoEhOnZYiWlrvLM78IL/9qg2IxpcsE6pG1p9eMWcGHPmPZ8WGc0pmycB0qkYVE32k9QJl8qaSPkskE8PL2fI+ZSV4CcaAFBMfuSNJXLTS6Li+srh3UHGRq5L5W6RGbq5ISEbS8NyqUHRhbRKqLNiucIt9oJNOFHyzZhrPtrkJKn8xTRUftn48XdZnu3o2XUA68shjTb+IrxlUq99r8COAinAhSCmfv7kIRVYQJzU4lK7r13A8TAqt+xs5jy1iynAqteI6k0pmvh29Ad2Y7AXZv6e5dARdt7nffhmHWZnf4ixktZ6wtzD4YFlNcV4YybY1EOc19YF/tSIlw1bpDC2kWK8pE0PUuGPloJ53A0G90C9t/PC9ROJUrmDZjJI0GmpIEj2rhpPsUB9tV9LhuAfYmL0xDX2DUW3W85GURF6ykRqfmCruqScb/F20WeapFOMUc1q/JW0PhRlQF/e0z0NkV9F6RNQORQBKKtl7U7VY2CZBJoohEm9GmPMbRFwH4DpYAQQLbhh23rJpCHyTE6ix+Ifz1YPZWovulboQJ0WzCQ9DNqDbPNC08LhBvEXZZZksrZMyK1fwk0dCo7odwYJEOhlUB6WpWJr0YoQdMXJyahx39TQRp0V+s8lwuQRSwSVFiAnUuIbgFkqNHAa0CWuQI+TqR1LRlFuqierCR5hzvWGN7SPRivF95LKWnSKFLc4H9A9Xypx9FsfJpKhABMph6yf5IfhXtIbxR3WEwsP7jAPEBcR+Li+czYWN2ZrpEvm1VaqVLqfjgWqkV+y+zy3RCBykYFlNRRhgKQ4ztrPxixK/ET6ik5vpS5g6blcNWyqtP1UVfk5VeFeG7eI4vLZ4OQWpkIdBh3xWS5MNwhN3q05EJ6r1jWbX7jV6jmYqr5m6I8LvLwTfGlMk8OXrc/FtZN2nlgrrFLW2lBmGcVihfaT0+ybtxMPGoxPVR5Pbgux1JRZani9OqiT9tgz1B0EH9imDeCObj4OgLmrJbP6k/YL8u+aXQ+PUSyWoW6lp5k3FVtwr23T7scNdDT1JrqPblZeYKyTKOlTCBI2/Vk4aVy2hcX6EOc+bTMvlxrhJU9LDytssdn/UQrM0HTbjRDqrQKLGb3KCbak5XZFdTGmzK9ZTp4hh/lgDa4VIR5x62EgCLvwefTzKBs3TEzaIQpYdgwy45QSh4EAdmTMtrNSA+8LMRXW4LPltCwtp74IddJR4AiAfqaIO3PNgxUjdbBvszBV+PSs950/mja3NVE+jvskArHvDHpCHC2/BQwBlAF5fRR9tipKLZztYwX8CasYu92Om9dNfxTfHS7AVQ7QPtSEjQ75QOPLDUfCJoi7hzeqDLGAkcnOhHEl9uTK9JTRkAyUWOdZroXNsrcFukr4IMR19a24JiO6+ZLHfmDRo0h05Zk7c+dx5xYNWSLOqnFsWJWUXXHLEu4y5juG6nXSYD9OC5LYhNSZML4Et8rvWBxR38I0+kEO2A0iOH02TRSr+IDD2uLTIJZwvLcZt1DzeE4kjJEN8vzN64/N++HrGEHItvHe7h7dXiRUwus9z2l/BmC4vKNrr2bD9zyHN3COrbdHrLh0x4Wh6qNuVD6zSDmUBbOuVabwqx3dk1O3SI6/VHYj7/FYQL2XGPeSKK6co2Aid/QQ6TOVOc0nuFFe4OAWv8NV7B31sKOa7DdxiY/0d+i7a6pSHMrLKvyok6Q6Op8JbhZ6X0TwZ7a9Hrn+apQ6Ei3QbeuOUGUQl6hduhm3r9N8cE5OVPt3urPeVkJuH6hGKzzbzpuoH2qwt2riM3vrHi/1cHz9MZtiK2FJSqILkFJO/CA5W+z5pp7VfthBGOKVk+e9vT27PEvfZljFKp9Lgw+PoBzqSRZc+9+D4ukA9Ii9TrHGo30L2eHmGl8amhsNrxwABOb6YC42bM5aWWr4DatzJd+WVcKJj1gphQaUd1sUC362aEV6npaOzRqGYuN3OjKk333ZLt+nPTIfMCrIT1ZiCqjmpFSYFkoxtfOWorYT0N8A98d2H1AAJkNwvXKgkENJCNnu+oA/H3b9RSyDYvC/RAWS2I7BBD9ugAdq08PyQ8gH44nbKn7oukJnvKavikf1P4AdrthUj3RpZGWyJtFeYg6EmALeIqQfnmk1+/3ph15mW6CgTJgBa1k7Edu75GvIsxzkPAqT4BvugsVH4cHVVNChLTPfBLxQhsouY5qZ3vH9Sz5EACBuB5FwhsXzq44XTWRGG16rFgRJ5FYHSuJXLa9Vov4Qtxqg3k1LHOX1Rv83TUFuIauDgJ/IgTggS+4w9TdPSv2MReAt3cHsBJhD+tb2yhVpERWYRT9FEcJEK3cYhquuMGLuiBTx86TKWTM7y3hyUxSguyKw12arF3Vabwdhix7cspZTfoEZsmuo8/f2ltKjco74elYHHauYDmxKkDtNtc7PxsRedADuosz9fzRbTegbUwCvX8di/YQwOVr7ZBv5K5gs4PVDZGeQEGDmGIAzTQzvyit3RnKuPfH/ujqmYetmqmkWNDig+ylU4fQiGF2qVKPble1D3NaNY1Q1HEq4bbyTzH8KpnfQA2Hei1ID//hYWGEii0SoNKhhXD6KHRKoYmT8ORXj4zT57B38di0K2G2MK7wfSC7jJ7opQcQ2XQZVjhU1j228NlLe4TrGvYv0R7TqlIGylJPnp9X2Xj6FyGwM9o57BwE/zODCBYUOoaAZz29uDvO/eE2UnnNGRzV6LQNbnuTJkX+lz+Eb3vZpUuVEan1TE4QVi4jf7VRaXoJCAr1nJxTidhaunrwvtSznFOq6/LSJ5gv+SaFz6o7zAwh6SFnL6O6k18ef41++lVaB1D2yUp9+yuY9Gl8wgfafKgCkg2xj0B+9gfll3p6172cO+xOF9UwfoYx4+1wRVwCVabYOm4RMtNWV9UwQGPPX++qbbTwTqPRwYWOl+o+9nEUY786HMWem808bP3IBG7vCHW13bSIhJGaac18NgJAgPb0tMzrAqqF31yVJOjl6Xl76/RpZJD9v22qFQFI6LhxNQoVoVHOWQ7zadmJTamFrly0UCeUyxvlkZRxkcw3fU4+TYtOuhMIhd7L3USTgJJCybr6A6WTATke29xoAglS0aUH0zQQpET3y5hc6CM2Gt1iuYu+X4k2rFiI0THPOpC5giRr+mUQ1+czEsiu+8uGa2ZU5ZUQTsQSxQS49T5YNNkJ5/xK8X0zNzz41G8Il/bjLCmI96zBXheZaX9ttZrjcKcDmd95e9qTJq2JiJe4sxDFpVX2wgd9g7xTzCIcdVCj+imjtp2tp6aDWez32pryweQcNW+maIX2u410oV48/7g3zK0ruFpPgyCQzRmJ9xYPZC8lA+SQffqncBcvx4evo49sM5Kji3Sq8IoVu7b9e+kC8YNkta9iOyl/KuaGlegTjNrxdZSsfdw+TLQjDbacOvACZgsThP+rDgEeNLpV1/Nfh1tgyGb0oDWturM006MXfc4IX1aUdNZeHZf4FkOvFDv0Zq7s7pRWP8ChvfRok2Vxx7W6uFGeF/1Iyjr94fsjAVqRrDLrrWIa2ttNOpOQYpZ0YIviSJXUU9jQURoGPIS5dQhaJh6CSSCN7UivvnJJpjDyeuf2mv1F+EBXWdluypT5M/kHgVy3Lf029v2ffRKxf7BmK+DrjjWu7P3oXhSpi5sxr+vXk2jQyK++ZRhJvTb7s24oVUuv/K/MWGUgd2DztFHNIMnzsTqzIoxMQko6GqgMDhLa/W3NWbFq5z/BWcstADZvJw61+Ya/QESKAbnCtfc6v7xpIdGgKq//3bMBl6Calp6Og9VwHdrvIH5HDrhruOg3amdsXx9qUPa42VkvcHIj73GLpyLIrO3EdKoWZSWXNG/2VH/m4hEcK11ab2Ula1fuW5j6x9CL04yVjSZyFyqo28LfX6OFAmLQKeOP4kYrhVPfYCv97FsStQWGAb7iqKgKSjwfLTg3h55gjlZ/nN1LIhvqKymmh7nWH456Z2oxqGKmwN3h1fZy8wpHDvFB1n7e1BnDP77gmBUFhwv/0H8LLlquUsiC9jmJydmmXZyl8HDsXjdeFTAIIa+3byYIISLyMXgvp75hKWbw8gn0SPKykvirHwVJY69LwsemSPX2YVsYkLFYsdN5BbvQ9UcU2W5vTkS9Auz1Zr94k7QhIpCqtlhDQgLhygp/bF3W5rQXCkdTacezZieT+mutiLONstdRU5+NyHLgcvnqS4kVgUID4fF+GpQD0PkOBjdhLBKAT1pbFHLBRUwVc6JuO3TAa3CIBp8jvmwAJ5pxU8jDlyNd59TkwPIRgsgRS4XJc4KZdvNrpRWoC+Vt63GwWiLbrT7rbOVX3jFCN6u24PHqSXDUtFgg/xy2j77cbKE7FUDOQtkL2y++wdeSJ0L/Z4slCoNgJwEYKVQB2KrMWXfSsEE2/7Eosvdw83WEq8UEhSou6syTF52DnVQqhRnX7nVqPt6DhtAnBoXqFcq/BSP8cXNs15fEt9IncQq3LA8yBSJYzCe0leAcP17ArXA1bCc15Y4jbu2ZwRH31/eLbzZlqwcP/nTV9j/eIw1rXwd6Zk7ddGm6/5QSX+DneQo8WmYE9v8f7CzAThDjoNzCK+a5TiOu17vptO1XLzoro5ClFofJHnBbGixOX2+Bnv3DmI4RfvvdMm/byTYufOnPEEx4LDTxqrZ3ZOJppGeqoLq+6LTg+8mZuZG72PzcN9L9TBK5orVKykrzeNEFE7eNz8WQULMquML3vG+FjfKA0xDskFsUDueim/iSBIxfvIbfu3Db1Xjz5Rl/VIWSrXN8WLQaqdgHOWFRYoJj/ii+Nqb6jj5eWtb2Rt1Cuq8lDmh15Uaz8l2FOIkXSoUU0dlMmMzuG7Bd+rZyJ+BbGUZWXKdgVjHQPbqDqtw8kyz152GcX92xiLWMG2KCf0KF229CbUf5UvkJEqfv1HnwvKsTVP/9YI/BMXOSBM/NB2fQrHbl/avCKyKx6lYweagumh7StHevn9Tq1vTC9meO0qQ0McV3Wt0xqGhV0a7AfYpw0xwbPYxjmz99F9hTuVaJV3nH7F3Q9AwG8WcaxWupp1p24aZOPDbzSulCfV6mOp3hA12H6+SyYZPuTMAzhnyIhYin7ehmyvBBUeSTdEUZZGrrvwycqpdBUOrjQVw/Qho/F2z+o7mzQBK68GTAd/qXDmQssDUcBkR2tS8wvmwpiY8dZ3+RqR0ilXIrVZyJuAoaQklQbm4Wqd7RoKmdbHqqomwNDHQEkbmCKCNveJ7r0+0n1JHfxvzoIrFh6I6S+v30wIK/RAeD6capWuDb6EU/rboMIWrCDcg36Qevp5qvxVZOGXGxI20d6ED8o2c7RX8iLAakWizs6v0k7K7pelWSk2DNe35kz5d3HcUYvjNwUWQOamraBfzHUNyDJOqmBW4QW8EUs5r+xb4g2ugpXr2L0O75U4SxAAe+dH3j/8h0ceEbCb4G+UlO6vtMUtNY9/ErLZDKAALIHY5QW/D5P1CivNXRwvZ+xM9gycFl53NtWktBD2GgNvpmWeFrhRISvUYTDr5Y+379jBsUZh7HnoqKiZL/mzYDsoR5FE8VWkN8PIpdg5bx/uUAO9BX6kQUdOi2N46GKzRLosFP2Xl/bg63iFdIcK8/XKfDEgQV6YSIwToLoqHR8p6oVVpMK/mk+R2zyA1T7PaU3CaNG9WskC+JkLpUrff2UU9IZsQSSIzCwE9wCgu8Sh372/Iy8MsoIhPWfwfGg2PGeC48Po8+FFdeGRaOAHPGiLfN/twgg79mlqudUWgye5aYEWcEkufiQjhzcSrlHQYp3pYQHSjwokyM1z1wu0RmW/o9Im7KWIsNgLfGQ553KwjZiZlR7yJ45dEYD9I2KSCmZLisONoc+JC4IAMhqdeugfcaNCRxWHD6f+fle3YT8ZlLxeOYAM83C+4EaUJBhfNeio19ctGb/hlzmsAqjgTatjmmIz5X0P+oxT4Z4fZzBjZoiknG4LNqBFyrjYyBy6slizdP75xfbOdgjmLg0aXiFW3/wLrl0lfUPxbxohG6NeoR5s4G+OFrvA15uOak6HHTA8iRHn2w9dXatPKVTgXhqZtRec+a28Hj1Po/SHpCheEGW+NoY1P/zODDtKVZd423LoY+23V8QQmy3+p/IQ1n4Em4FbuNga/IdRlwf7y+KeLxcjBDawrasqtdAttf28SNJZqYF1cEUI4u/BTEb529NoWZeFn/B+Vqm44cHVGaQ4IgkodNptn/o2XbUuQ5FvVBGrs9+KMFcc96DzvyS5MB6Hyxid7vJ2av8ZsSFRFMCHCoQtWI1NFA3uWt8sui0LrmlJbalW+RtbJdeigZ0Y8qJHeRd7P53vmCXELYFwHyKWzxeOkyAYGXjgKKyxO5YCFgzG8FCM/C4eGUVP89HqUD18nh/STqD75toGRUXUpTM01QjvDiI391ItORKWRH2EaxJPtZwrdFGg73fLBwoQ4THEB6DdskiQ5t0zGwBnGctGizyKraB7IvZwmS+2FDABl5FGOfsKCFw1k1LTlSuNN3tvd3ugeQV7TrbhsrMtEg1ju7RFCjPdw5iqXhM1UIKveiCLvrSWTlDfw0EH3+CAFWllPrVfBUfnQOPYwqWLNEyqOTqBQqLCkViKZtW21TPwLL4jjWOOz78ew4h4Y0dXSMxKEPEEzRh2i8XwJx+TE9EsOIvCvmQtZqrj6YgaPiniBlgrUZ1hIFal0yKpV309bxNWNs80MlaHPbaoASOanx05l0Ct7m7EO7x9OyILAn79JT+DDG12ulObD7WWEjy8vM0WXvU37ezqh4YVbgF9jmqB+oaS5aMRoLa/XPrYOM5vNXxqJgZ9GMqZWvCP+eWd8sD3R2fkey54uXvJ52cCqJx9zmkjXnjCf3497HkupYAKgqWq5GHXqOSc67W73dQ8buHzeMZpbtNhmmkOnh9ZY1jQV0kuSxarOY+pv94r52D3S6x+lbOd/fT2yYYPxogFNmNwExPbJJx/a+8gYCMTkYemqpcArxAZ82bAR2jFd+Nudsdx/4U+1o/8FwKN8Zz163+BiSEArUDRww7X7PyXIlT4L5TrTikbumydH4SG/voXheC/k9ifs64/RThK/x2s+AOKjipdyz/FGPZ3gJGgtMyqolz/WUz9dX68/Ckq/nmX3ySA371BsOPksrb9x6P8viNQlf45h1/d+9I7OUiKhXa+ZK0w0t+Qv94mbrfsz2F/Cpb1av8qyPqUmefheH71Q/8Usmm8lBm4Kvz8KNeu/esrKLfidc3m/leCQOhTuqzz0GTBX6/5VBT71OV8fZ4f0N8fiPxHQQjO+TuE/vMIHlQg9M9f1z9+ndX652QE/+tn+C9//Y+zwI/rXy9hZXP1VFs2/1X4f9u4y7DNyV+vTzro+RDC/35dvRgLBYK45fdv8F/NtMZzkf117n9H0QOz/x2bPWt3j8k65GX8DcwRAgdmaZH9T43lX8wAh/7TBv5RNmdtvFZ79m+P+39lFX/dwRqq593+aYs09G92SEDQv1/hz4v/ddL/MK3/uA6M/fuFcPz/dKE/FfMfF/rZ6D/f+n/dbLH/MFs+27N2GLN5+Q8DXsp4BF+rLgaNwIKuWyVxq8XfrLWGpVqrARjsd1jXoXsOaMEfbJw0xTxsfcoN7TD/LoXmv8+/XINpqwKcuw7jUxovY5aAFsurE3QQ9ndL5h+l0D9Knu/luo5PXTF/CNxxHH8vn1qJ+7TN4rn/ezL8fQP5v9m5zjHIBE3n+Pjb8tyz+VteFducgcKx/yVS/0q7uP9bPHfLc9AcA8P5O/j3fwuC/Q2H/wlXfzU49o8G/1f4Qv4O/6flEtTf8f+PwAv/fwVeSRsvS5X8O2T9P4KA/5kJ/v+kY/+NIP6tfVD0f7Fn/w39956NIf+7ejaIdw/D+q+Hz/FY6kOagSP+Dw==</diagram></mxfile>
\ No newline at end of file
diff --git a/docs/understanding_bigbang/kube-apiserver_webhooks_diagram.md b/docs/understanding_bigbang/kube-apiserver_webhooks_diagram.md
new file mode 100644
index 0000000000000000000000000000000000000000..c50063c0eca8c471823ed2b20e0a3333a2ec0183
--- /dev/null
+++ b/docs/understanding_bigbang/kube-apiserver_webhooks_diagram.md
@@ -0,0 +1,37 @@
+# Goals of this Architecture Diagram
+
+* Help new users understand how BigBang extends the kube-apiserver using webhooks to enable:
+  * Best practice security controls
+  * Abstractions that improve user experience for developers / maintainability
+* Kubernetes Security Best Practice (per [kube-bench](https://github.com/aquasecurity/kube-bench)) for requests to the kube-apiserver is that requests should go through the following flow of controls:
+  1. mTLS Authentication via x509 certs:
+     * This is baked into Kubernetes
+  2. RBAC Authorization of users and Node Authentication for worker nodes
+     * `--authorization-mode=Node,RBAC` flag on kube-apiserver ensures this is set.
+     * Deployed applications contain YAML manifests with rbac rules to minimize the rights of the application's service account.
+  3. Admission Controllers: These take effect after Authn and Authz have occurred and allow the functionality of the api-server to be extended to enable additional security controls and advanced features.
+     * There are apiserver plugins baked into Kubernetes that just need to be turned on like `--enable-admission-plugins=NodeRestriction` per kube-bench.
+     * There's also webhooks that allow extending the apiserver with custom logic, this will be overviewed in the diagram below.
+
+## BigBang Kubernetes API Server Webhooks Diagram
+
+![kube-apiserver_webhooks_diagram.app.diagrams.net.png](images/kube-apiserver_webhooks_diagram.app.diagrams.net.png)
+
+### Notes  
+
+#### 1. Git Repo  
+
+* Can be HTTPS or SSH based, can exist on the Internet or in Private IP Space
+* Airgap deployments are recommended to use SSH based Git Repo in Private IP Space
+* Argo CD / Flux CD need network connectivity to and in most cases read only credentials to view the contents of the git repo.
+
+#### 2. Mutating Admission Controllers
+
+* This improves user experience for developers. If a namespace is labeled `istio-injection=enabled`, then a developer can submit a YAML manifest where the pod only needs to reference 1 container image/the application. After the request is authenticated and authorized against the kube-apiserver, it's admission controller will see a mutating admission webhook exists and the manifest will be sent to the istiod pod in the istio-system namespace to mutate the manifest and inject an istio init container and istio envoy proxy sidecar container into the YAML manifest. This allows the developer's pod to be integrated into the service mesh with minimal configuration / effort on their part/no adjustments to their YAMLs were needed.
+* Note: It's possible to use Istio CNI Plugin to eliminate the need for Istio Init Containers.
+
+#### 3. Validating Admission Controllers
+
+* Open Policy Agent Gatekeeper is used as a Validating Admission Controller.
+* As of BigBang 1.7.0 OPA GK defaults to dry-run/warn and not blocking/enforcing mode,  [there are plans to change the default behavior to blocking/enforcing mode.](https://repo1.dso.mil/platform-one/big-bang/bigbang/-/issues/468)
+* OPA GK can enforce security policy such as only allowing whitelisted container registries, PodSecurityPolicies equivalent functionality, and more.