Normalizing redundant data (is this 1NF, 2NF or 3NF)

  • In the example below, columns 2 - 4 are dependent on the EmpId column.  Columns 6 and 7 are dependent on the DeptName.  So we have two types of data in this table.  We have employee details and department details.  The department details should be grouped out into a separate table, then create a primary key called DeptID for that table.  In the table below, we would then insert a column for DeptID which would be a foreign key in the table below.

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EosPmBDO4nTuWHz74ZjtPyzIeCnUoEBTgtdApp+nPXNH7Kkh/UIN182GCFtIWFxbqAERycCqXFRSuX0660xt5rR+vvwyagicIZUp7TiuVzXFNvnvPTlJyC5relKWT52UmzFzgFKx0fA1Bgs41WL+xjHzEsBSQFLYU2n1Xza1qvvvqqhmf7Ush+9atflS9/+cs6tc3n4IzPfmfZWB7mT0WB4SnoKcjpR8e0aUVzipzPrjklztkC5s8FbHdaT/CowgppCwuLdQMyYlpQdB9Gq+j9BAUfBSAdhSqF5ZEjR9RS5pQ2P+HIRwqcwn7++efVguWz63/6T/+pPkNmX9DKpWDkYjFar/Tj1DetV6bP163YV8yD/cVzWtWf+9znNBytW76qReFJRYArwGm1cwqdz2SZHp2JbxytclMH3mf56UdBbj62waltTof/zM/8jJabygEF9ocNVkhbWFisG9AiowVFpv5htIreL7Dt+IyZFjCFKz9NydXYf/3Xf61CktPXtJj5XJ1Typy5oCXNWQxOaZvZBVrefPxA65eWLwUhv55Fx0VzXCzG59OcATEWNQWrebZMQU0BTH+WhVYyLWyuPWDafPXN9DmPBquvzTnTY7qcFuciNE59s8xM88MK1tyu7rawsPjAQWuJlhdXFJPJf+xjH1NBs56ENQUOLVFapet5dTfBduN0MYUyhSOFJ8/5ahSno2lBc4qY92gB0ypm/Ti9zXjsB04tb9q0Serq6vQ5NBeUUUBT4NKaZf9QcLIduIqcbUILl36cMmc8Wuz8oAefedPKNlPZzc3N8vTTT8vjjz+ueTI+z5kfy8o0eJ+L+nhNZYICms+hmQ5f2WO5aWGzPAxHob+elTu7utvCwuKRBadFv/KVr8iv/dqv6XToL//yLyvzXk9M91FZ3U2YaWI6CjNeU4iZZ74E+T6FHJ/xMgyFJwUHLdOf//mf13eUf+7nfk4FOy1lxmV/FMYjjDLFPMw3mynwGYZHWuZsJxOHfgzHNFkWkx7P6cdzTnubeKwD0+Z9OsanJU5/gmlRaTD1Wq+wq7stLCwsLBRG4NKi5bNnWrW0OAsFGQUBBSGFBe8zHK1ohqEfr2m18jlwoZVaGI/3mA8FJYW4mVmgcKU/hScFL/0ZhnFoJbMsvM+8eJ/pM02TNq95j9cmbYbjtSkfrW861rGwXh8mWCFtYWFh8SEHBRvd7WDC0FE487k1dxPbtWuXG2Jt3Cnd1TB5PAyYtB5WeusRVkhbWFhYWKwALVM+R37ppZf0Wa/FBwcrpC0sLCwsVoBT05ym5tQ3p5gtPjhYIW1hYbEu8KhNW36Yp1gt3lvcC+1YIW1hYbEuwBW+j9JbJo9SWS3WF+6FdqyQtrCwsLCwWKewQtrCwsLCwmKdwgppCwsLi3uEeX5un0tb3Avuh16skLawsLC4B/B5Ilc/c7MO8xzdOuvuxhFmsxdzfSdQrGvIu41gYWFh8V7gUdgWlFtn/tEf/ZF0dHTol6MOHDiQF9YWFrcDhTM/CvKHf/iH8tnPflYd6ftWMHRvhbSFhcW6wKOyd/fLL78sb775pm5dyY0+7JS3xd2AQpof2KCC90M/9EO6UQy3Pr0VrJC2sLBYV3gUhDQ/7MDPOp49e1Y/z2gFtMW9gB8J4SYxFND8ChZnYW4FK6QtLCzWFR4FIU2Q0fILTTxaWNwrSM/mgyO3gxXSFhYW6wqPipC2sHg/YOjeru62sLCwsLBYp7BC2sLCwsLCYp3CCmkLCwsLC4t1CiukLSwsLCws1imskLawsLCwsFinsELawsLCwuKBwVfSlpaWZHJyUlfq851yiweHFdIWFhYWFg+MWCwm586dky9/+cty5MgRmZ+fd+9YPAiskLawsLCweGDE43G5ePGi/Omf/qkcP35crWmLB4cV0hYWFhYWDwxuiMUPkFA4U2DbHdkeDqyQtrCwsLB4YHCHLH50hB+N4PFO215a3B1sK1pYWFhYPBTQmrZbTD9cWCFtYWFhYWGxTmGFtIWFhYWFxTqFFdIWFhYWFg8NnO7mO9J24djDgRXSFhYWFhYPDPNpRQrnVCplNzN5SLBC2sLCwsLiocB++/vhwwppCwsLC4uHBru6++HCCmkLCwsLiwcGhTOnudPptJ3ufoiwQtrCwsLC4oHBZ9Hcv5u7jfFIYW3x4LBC2sLCwsLigUHLORqNSjKZVAFtLemHAyukLSwsLCweCiiYC6e9LR4cVkhbWFhYWDwwON3NqW4Kan5XmucWDw4rpC0sLCwsHhhmuptHCmh+EcviwWGFtIWFhYXFA8MIaU5zm+fSFg8OK6QtLCzWBbgRht0M49EFBfP8/LwKa1rRdPad6QeHFdIWFhbrAmTolqk/mmC/LSwsyNzcnFrQPM7Oztr9ux8CrJC2sLCwsHggcDX3zMyMLhijYKbAnpqasovHHgKskLawsLCweCBw85KhoSFZXFyUoqIinfqemJhQoW1nRx4MVkhbWFhYWDwQKIwHBwf1OfTOnTslGAyq0Oa0t53yfjBYIW1hYWFh8UAwQpoL/x5//HGprq6W0dFRnfK2lvSDwQppCwsLC4v7Bi3lyclJ6e3tVeH82GOPyZYtW2R6elp6enrsq1gPCL7voGqO1XYsLCw+SHCx0Ve+8hX5tV/7NfniF78ov/zLvywVFRWPzGtZFEasA98V/k7hp+wb1vfll1+W3//935dnn31WfvzHf1y++c1val8+//zzel1WVvYd0SasI9uE0/2VlZUSCATcO/cOQ/dWSFtYWKwLPMpCmgK6q6tLjh07Jt3d3fqucJ7JPgLlvxcYWcF6eb1efe58+vRptZx/9md/Vr73e79XLly4IP/pP/0nGRgYkE9+8pPaj7S4jRD7sMG0iXn+XltbKy+99JI+n49EIup3r8jTD5wV0hYWFh84HlUhTcbMRVK/9Vu/pRYkF0+RMdP/wyiQCsH6cSV3KBRSq/lf/It/Idu3b9dNTdiXdBTePp/PjfHhhFE+6Nj/bJMnnnhCfvInf1KP92NRG9qxQtrCwmJd4FEV0nzt6Gtf+5r86q/+qpSWlsqLL74odXV1+Wex6738DwJjHdfU1MjBgwdl27ZtKrDpR8Xl/Pnz+qzaKCwf1rYw8pPKCBfRnT17Vs6cOSP/+B//Y/nhH/5haWxs1Pv3AiukLSws1hUeVSE9MjKiU7vf+MY3lCH/g3/wD6SkpER5Kt2HWUgbucFnsMXFxTr9bcB7tCoLn9F/2NuC9acVfeLECflX/+pfyd69e+UXf/EX1Zq+V1ghbWFhsa7wKAppWohXr16VX/qlX9JtMP/1v/7X8qlPfWqFsLL4zkNnZ6dO/ZOmf+EXfkG++7u/+55pwtC9pSQLCwuL+wQtxf7+fn0nePPmzVJfX+/esfhOBmcV9uzZo1PfnO4nndwvrJC2sLCwuE9wb2quYOa+1Rs3btRVvR/mKV2LuwOF9I4dO3SVP5/NP8j2qFZIW1hYWNwnaCFxIw9+YKKhoUHKy8utkLbQ1dxcLOb3+3V1O6e9rZC2sLCweJ9BS5pCmqt6+fycK5stLEgPVNhID5xloeP6hfuBFdIWFhYW9wmuXKaQ5nvR/PqTXTBmQZAO+DoeFTe+Mz42NmaFtIWFhcX7CU5f0pLme9J8BklBbYW0BUE6oNLG7VD5KIQ0Yqe7LSwsLN5HkOlyQRCtae7TzHej7fNoC6JQSHPxmF04ZmFhYfE+g9OXXBBEx2lNCmkLC4LKGoU06YKLC7l4zE53W1hYWLyPINMlA+aUN6e67aIxi0KYXdg43W0taQsLC4v3GWS63J+bjqt57fNoi0KQHoyQtq9gWVhYWLzPoCXN59G0pDnV/SDfDrb48IFT3uFwWJU4WtJ2utvCwsLifQSZLj+mQEuJzJgbV1hYGFBIkyZoQZNG7hdWSFtYWKwLcHqQz/E4dcwj3XpeLU3ma6Yw7XS3xWqQdkkXPN7vVDdhqcrCwuIDAy0MbgbCjxDQmS025+bmpK+vT7q7u3XvY04pPwijey/A8pgpTMOMLSwKQcWNNMLXsO6Xfq2QtrCw+EBAphWLxeT8+fPyB3/wB/L7v//78tprr+nrKvxg/u/+7u/K7/3e78krr7yi2yquVyFtLCYLi9UgjVBA090vrJC2sLD4QEDhxsVWtJ6/+tWvype//GU5evSobqN45coV+eM//mP5y7/8S7lx44YKw/U2nUzBzPdg29rapKamxi4cs1gB0is3ueEnTPnxlfulX87PqHq63rRUCwuLDz8ofC9evCi//uu/roKaq2ANyNQOHjwov/RLvySf+cxn9HWW9QRaR+Pj4zI4OKjfkSYj5nN0CwuCtG3ogzuPbdmy5Z5mXMzjEyukLSwsPlBwX+Ovfe1r8su//MvS1dXl+op+m/nv//2/Lz//8z+vn/2zz3wtvpNg6N1Od1tYWHygoIV86NAhee655/TLQQStaH40/xOf+IRUV1dbAW3xHQsrpC0sLD5QUADTUuaUdktLiwpoTg8++eST6uwUssV3MqyQtrCw+MDBHbsef/xxtaj5YYKdO3fKRz/6Uamrq7NWtMV3NKyQtrCw+MBB65nW9Isvvih79uyRZ555RheN3e+KWAuLDwvswjELC4t1Ae5x3NnZKYcPH9bXVmhJ88tS1pK2+E6EoXsrpC0sLNYFyIO4Fzbfk6Zw5iIyK6AtvlNhhbSFhYWFhcU6hRHS9oGPhYWFhYXFOoUV0hYWFhYWFusUVkhbWFhYWFisU1ghbWFhYWFhsU5hhbSFhYWFhcU6hRXSFhYWFhYW6xRWSFtYWFhYWKxTWCFtYWFhYWGxTmGFtIWFhYWFxTqFFdIWFhYWFhbrFFZIW1hYWFhYrFNYIW1hYWFhYbFO8dA+sGE/z2Fh8ejBfmPKwmJ94qF8Bct8Wi4ajUoilZIU/DL203IWFo8EOI0WgPNbFdvCYt2hrq5ejw8kpGOxmLS3t8u58+dlbmpSIl6vhD1eJIq0ND3PutPUTS2tKrF+4PSJ87v+KOb+sVyvD75WhXSf08J4VKmOYZymcll6rINSWqxPGOoxWEknt797/3BGzkoU0vEHgYefv0kRx3ziKkHl//5XP+9cwumtexXSDD82Nib/68/+TP7kT/5MAlPT8lFPTjalkuLLpCXD5ODW+mh7YU4Po7Jrp5dz/QtzyLlXzi/vP4z8H0UUthnx/rWD6RfC9IbTL/Q3fWLCLJdrZQlXl/9hwORwr2mvLNlyHQgeeV2Y5lrh7wSTzoPBaWcKY6/XIwMenxzLBuSGxy9ZXDv3TC6rS7n6+l7BdE0aD16T9xa3q+t6L/vDButb2HeFcPzWapGHQS0GhWndyv/9wsPPHylqQlCUVQbDZbOSy+ZkdLSPN/S25ns/Qrq3t1d+/bd+S77yv/+PPFNUJj8ZnZedM5OS8PkkFgwylEBuL2eiIJNert6DVZSpLrMVYjk9IwycX/WHle80xFooLIkJ82ClezfWLun7D6cPTPuwJO+9FWXqXiikiZxw7sW0R2GolSVaLiHD0Jlr2oErw94f7ic9hisMa8pGX0+OE8poZw9TXHFHjwaO763Au06M5Za729Itg72tsaE0B6BEl3IWDAL6vxc1yrdL6iWJonokgwAoqyrWZqzwHE7HDk4J403c1eMtRjCRcFTL3b2+m+jvOUzZChz7jt4EmZgCRz13y+9MSTgwp7zNNim4ddcw2RBrxjcBmDePDLQq4P3ka8D+psv3KTNhXQnSsg+OfqQTHnn9IBneCcxjdfr0K8R7mf9aMPk/UEODdJiOF2dIh+1NJdmPq1xaJE2Xk+mBsxqaOWmu9yOke3p65Nd/+7flG699S/5uywb56clxqZqfkv49W2S2pR6B0uKFVuBOgLNoyBEOxF1IC/dfXaZq0l4G03OYEn1BUJqZD/9BrX8ykdAyBQN+WBSM6zAmwwqXU7v/kq0NErxJ82GnfffQlskzGBCGnq4WHQ8bpl2dfnFaOIO8c5JO+dEnyB/CLBShlac3FSyT6Q16mxScO06JHdq9TflN8EKonymHSY3XDj0RTpS1U3XCcFCxXMshs5qmT9KZgCQh+bKZnAQCWQkGQYcU1giPGjqBcW6GXZ4vFsDkQSzTJn+XA68R7RZAuZBJ1ueVotl5aT1/XaJzSXlz2145U7tRUksJCO+k9ofTBshRs2O/sOXhx3HLM/1x877rAjAS02YbOPW4VVw3eXVOrHvI5oFgcoXwUSFNJgofrTAd+QSsHFdIaZlMm+QLiCu9yHvcAxCXiRFrEoRzU/PDrzNL6YQz0QoScI93B+11RDV967AHJy3SXi7nU8cxKvqgJAtfR8gULnAycIfkCr87AnEYTXN14+q5W2/mY5pFx7wbcK2mum84WTkw6cKPtSaY13K5+OP43S2cYmMUIA7NkyxXhHiC4oFR648ExFMSklxdLY7l8lu/8CMaZzk/tyHuFkZI/8aXfke++frX5fuba+XHJ2ekIhyVie/bJUv7G8QDjd2bQWeqUEb6zlh3wFqb83uopGkYt9TL11pppzr55FRjz8AHioI3KDlfqcwvikyOzEjQl5Wa2rBEikBoWQpyBDWtrdSqJ3qpKDi9O6womAOWh9TPtAp79lZpm3irsVZ4hi3IcsUxnz+dG1AZL4Fzcx/anIIH43evYLzV+RP5fN2jhkur4JiZ9sr4YEp8/rQ0t4WkqBhMkl2nYXh04ni0P0FLSke8Acd7er8ws1VY6zbjFPplmY57zna4q5HnxCET06NzQPmCEl0KyuhwCseE1NX7pLrOCxoEg4fQdhghx4RbBJOdqRPh1qtwXHo0AuvvhsO5G/rOYFqMG/BKYGheqv/imgQHF2RmT4vMpYskd31evAkIaaRtFDj9LSwToEzZOVnG8u3bwKmPiWiGwQowCI+r7qkfftTvXZEeJkziPLpWjnvllIL9gT50aZj+bA0tn5474PVaj/nuCLZPYWImDfVz7ukpvJdTX3GB+ytLnUdhuoVw/VknMzTzYRxCdenBYd5ObclTC/NZnWgBbnNrBdxyvBuFN5AYi0Ev01aaPn7uNp/bwWSVT3cVjD+dCWtwN/lrHLacc0ohrc7jR1d7xRf0i2zfIrkf+H6RQ0/Iro2NjLCc3f0J6V75jd/5krz2zb+U728olh+bXpK6sjlJ/cNSyRwqgskOAQ3LdQVUNiDbtbK724o6JeYPC+IcSdD5+PRjHjy63F6fu5XJ+GRIettnJeyPSdt2n5RXoUBQJFS1YXxNA+FNOenU717BvN1y0ClR0fGSadKfF+71ari31kRBVIWJvjrOu/xxUtheBIWTgWH+DwuFSWm+cPTTLPHjBcHCshvp98jNKynx+zOy+/GAlNeAGWQQ0BTNxOWR8VWI0oth6M9Aq8D7t4Kb3LvKpw6eJn26d4Vzj+YeYY4G3pAszoXkZkdCZqdBZ1u90rzZK37QFIW0KmtsfyMMecjTmwtNk0LBOS4zUIThLOOKQt0lECUXQNsOpCTwJ7PiG0iKbIbmPgbBcyUp2SooszUIxvrrohIcTTZaDoDX5tzAhLkTNB5+NHxBpNXpEYVp3m9+9wRm4iZsTr0+ScU9El/MiA8dECmFN/ioc98tlEYpKNDqsj4MMPlbpXu7e/cLUx0lPl54JZ3wSmyJ1nNWitAO3iDuufSbD088jLKYNArTNciXzT2+32D+zJturfLdLRgXYzmR8MtSqlg80bCUzcbEt2WTyC/8osinPyu+UDgfVKt7f0K6D0L6t+Vbr/45hHQQQjou9SWTIj+QEtmPQJSPFNJkQIWV40Vhdub8biut4QsTAExc5klmiIMai8bB/MpIsYyMlsiN80sS8i3Kjj1ZqW5AOAYuTI5pmfIq3MRNuLsq56oEfbjWcsBxtkyVAhNmjQRXRc+D/rwuvE/Qz/jfKi7zM2VgO9ERJi6hcXFRGK8QJu1b3ScY5l33TUTA3OesIiTXYI9Xrp3LSsCXlQPPiFTV4ba2ERzLy7A88rogGfXntXEEjwxrYMpReN/A3HPLojB5rA5fmM7qNFch54OQno9I55W0TE8uyZYdOWndJiqkNX3GpzP5mDRNuqth2sCZZb11uNuB8ZgO37kahPtzuCG4jbiFY3wA7uMikYMiYYbhjGZhmVjuwvYvvEfcS5lMGgTPC6/ZD0yLfiY/Xpv+Mf6FMOELy2DSNH6r798KDEcHRSXrD8vkhE+GexNQ6jOycYtHIiXI3PDK1fkZZ/xX5+dGW7Mcq+8VXtMZmqZ/YbvQv9DPhLsdCtM2x0I/0wfuGMxB6Zye8stwX0o82aRsBC2XlCFIYRkIXtMx3mqYvO4GJt3COMaPMPdW00EhGH41TPy17q0Gw6yVp7k27U0Yv7VQmEbhOdos6wvI+GyR9E63iHeyUbZfHZPyQEA8v/gLIp//ongiEQ3KKJrVgwnpr8j31QXkX8wkpLFkyhHSBzxQtFgSONcy0enKFHpQtXQm4hxuW9lbFYv+JA5NG07TxjUbD9puBv5JhEmjnD4QXQgWRM5fJIMjpXL1fFTCuUXZszsrdU1IAmE5FajzqDqXyqKgnEyT7cJ/nOaF+VrlXA2Wg2AT4JBmWRCPxSUPpMxeAaa5Om1zDaenq+MYFITTcwPjT7BasFoF7aDWcwKlMoyYfhoO/u7AZHiTlElCUehZeMP4E2udM6zTtMttg37KBfzSO+BDn2QkCI3u0JMi1bDmYGS7cRCJ/aNMGlYgy86ZD0NDDGPy4NGcE4VlpD/z5ZHloMM9XmZgESSZHq6DyMfPOCYsHWHSMTD+BO+Z+/DPBcIyN18sN65mZGZyAUKaDB7NzPYnB2SdGD7HseDWhXRm0mHa7nkmA20bdWa1A4gadKPm8zdhC1Hox3MTlm1I4qNw/t/wxjG3CcJoOCfz0yKL/5dIxcc9UhqG5Q4jm+F1aj3HjkLGKKeHZWbjsCosM9uJYH4mH50aMBerQO/COJo+PJksr9H4nF3xUIlNIyAHHvOihsMj/aj4Mw2TDY90zo+Tnsne9cqHIwrD82hmk3gw8dBH6WCpdA8HpONKTEoCKTl4AO1TkUYU8gs0jloBjJCBD/sS52YGiASsebhQ/uImXnhuoFYp/Jikz00D5aK3h9dsJ3qyrIbP0Z+WPf3IXBjHKOJrgfdXwE2TR8TTbkC6KTj6BpCOH3nkfMUyMByWjmsJ8WYXZd/BnNRUucX0ox38JCogByHO/iLtkOERq2nBnNKft+hBPz13Ya5Jr3SGJ9GfdMBxxHxICwTScqK4aRU6kz2P5lyx4mI5DOEm65QRN5x/rbD2BS+YN8tFMJ7GNQkQGmM53cJbPEd/ZnxF0jNeLhdHtol3ZKs8fbJf6ucXxfszPyPyhS+I1xXSt+rOewJpRMdFvkAUkEGZihVL70yJdI2XSM8YrNjJkCws+cB4TLjbuNUwfvkwYC6ZgD77m5/3STTqlSwHtsKHdg7K5GxA2ju90tEpYJpsryy047SkICFTqLk+vMdgW0yFZHQuLH3jEekZicjAKDTouYAkQfh5uc2kWb9CRxRes3PpzD2FV5KpgAyPBeRSu0du9IosxhGsME1TbANe874bRscvz0mwJl7htfFbFW/ZH22TC0s0XiwTUxGZmPZLPOFFf4FQMl5ZivpkbsErMZQrzztQD9KnKgZ0hfUyfmvB3KNb3RaF7aP3OaxADxjkmaAfAx6DQCsLYCBmfOjbZFiGJkLS0x+W/qEgyu+TeAzxCtM1dTb1LbxXCM0XAXhkWBUIAdQ9JO0dUBTaRSZmnSJqOgbahs6pk4ZzqjD34EgnfJUpBwafJZMHjdJpX4OZ5XwRiafLZHKmVIZAZ+NTQVlK+JXFr6gDHeLlwIGX4kG53uOT8x2QrVNIk2EL6YBuNYzf6vsF5eZpFnSRAf3zyDpzXOao2UII5ED7sSWPTI77ZAjt3jcYloERP9oH7Z/m9icoBAUSBeZql3LSWNPxPsc/hQoahmPWyMgsaHFxKSBjk7AwJv0SjZFGESbjl8RCQBZQ/yWM4zSFgKbhOl6rQ0IJOJ6bvHg01+ZozhleNXmcFzr3vi60ZRAUNUWBCf9sHGWc98vYONqjv1j6eotkYDAg0yhX0gxqls3kQ6dpFuTjtvFK5/qlUedsAG3iR73ZRhijKbTFPOh0AmMU+WQRLpdCPyz4ZQ5tsrAAOkuBXkz6dKZ9mKbWledIb3UbJHh0ypZD+efRvx3XvHLpPMbCKJJhOBAH+ymFscNiav7gFUtzXhkdD0rvUES6B8A/h/0yBb9kErSBejhlcevNdPTadVpft86mLObcDZsjbTBv1gUug45YBJ+amvGhzqDdhFOfnJtWzqRh8qPT+rluxb2CvI3Lh0O67AfQYw59oLo06hSdQ/0wHman0A5RhDHxmKb2OdLUvl2jXiaMyV/LxTScdHIwXvnaFcGFivDNg8P9V3jyK7+ih3vC7OycnDh9SrpuXpXdxV55Kp6R0lBUsntBxJFiOXUtKN8+lZNzsChudGZkbDgNCzItZWVZCRWhGNRK1CExloraomFAChQazErD0Pow9+BynoAklorkZgcEX2dakLWUV3rEH0QUqoDQ/nr6wnLsRE76B9NSW+uRimq/LMYCMjqShkGRksYGPqyPSHsXyyly8mJOLl3PSldfWmKxlJSXZ6W4DNkhXxbDKaM5skzuOUFpRj+aYdSwqUkjHoXAEoTj+eshef1URibms9LU4JHKcgTRurOsTIt1ZTpw1I5Nm8AxOSruTl7MBwfmwyOd+rtHvQdX2FYQdolkpdzsLpZjp1Jysz8pwVBOyir9UEQC0tXlkc7uDAYE/MrQhlSMWWHNGOfIUn/UD459UVh/OnNOMDwdr1kOrZ97XXiPAg2ZTS+CMU9kQRsZaW70SqTEB9oOydBMSM5c88nxMyIXLuWkU2koIyFvVkpLchIIIpF8eZAewbRNBvTTcuKE+eXzxg/bCKZpxlsC4V8s3zqSluv9adCIT5rqQBeaHn54oueIw7gE08zXSRPMZ8kZGY+XSlAQdcpAMUpIdW0O6UIgJ4ul42ZATp5NybmLSQhq7ieQlRIdD4he2O9IPCsQ5JMRefNEVi50ZSVc7JGWRo8EQgii9XbL4Oat5+pc/0I/gmXlrMkiyngV0cDcpRyMaAk8I5aTxJ6cRFo53Q26iAYghLxy4kxOTl/0ysWOnFzpSskg+ikDwVkMJZ+LLxGbCbt5uo6gN2FoRsuLazpVxEKyGA1BGUa+YGzhYihqqO+NXp+8dTonV29ygVZWqqq5dj4kg11QuK+lZQnlLCnxSDiChJgX24swyh9/1N/k6R7pTJ8xnDr+uH4F48Xxp6IVBm360QcpCYLmmusCsPADcr3LJ++AJs9dyMk18IuOnrSMz2fQLx4pRj/6MZZ1EbTJn2my7SF0tJw4qB9/lFfwnIDClonIPBSSmZkc5FtGgmEI6GhEOtr90n4FBkYyI+UVLAcMih6vXLmRlbmoYCx7JaR0gXyYnkmT+WnboILMS9uF1/THCfuC1+Qn/oiMjkXk2yc8cuFqFvxPpL6O9AYFAUrCKOjZA0nYVMcJGb90oh3ePuuTE5c8cvl6Bnw0CQUrh7bySgnow89XipC0ZmDagU7z5g+Q7x/cYGClDc5L+GQeyvgklOYMyhkMQSmBgtRxE3l1ZCQZz0k5xkMIY4ZVpkqrY8K0OaH5uEfNn/d5A9D86YeDcXqPghnGH+h/dh60mYGqTD6RhhLS7ZP29qzMz5H/kAaRJ9vT0BVB2mHSTIzpmXzV8T6czpzh3xOU2aWwjM1XimehQlpG5qUkmRLvc8+KbNsm//b/+X+YkJLmQxDSV2R3kU+eiqWlNBKX7L6Q9GdD8sbRpLx9IiZTs1lov9C9oapXQehVVzmMJoXBnqBDQ9KagAiXBLSKJLQvZXaoPLcZTUGTTudCkoAGn8A90pYHCSzMl8qxk1k5fSUhHhDFxjaf8Fl7kuFSZdLVG5GzlzIyH03I1m0eqW8IydJSRCYHMxL2pqShAcwIg+Lt0yJfezsh18E0Z6DpJKG+FUey0ghiLClF2ZAfreoEHMuZ9fmgWbOsjgXCVuSSCjQvHMQ/7sWhIaXRE14UKJ6ulCudETmKcmZ8Gdmzwyd1tdCWETYeZ1mhFYI4KYjZh/pEAEdes29p4aSgkVGrowfDMv04NEkSsIZjT+JelotdEB6yQVLU2BglGJaFxVI5hQH11TeX5GJ3QgKlHmndFEF+ETkD5eTCVZS8yCtNzV5NKwHtne1trDxauGnklcJgT2GApqBlpuFHq1H7DWVhvhqWwgb+WYRNUuM39zCaVOHBqQLl5XTZLBjhxBiYHFqkuSkgwUhE+iCcXkXffutoAlZ0Rq38uXmuBM+hb3LSUA9hgjqkM0g/hrKivqQLRx5TA2f52B+sB8pMrRudpcoO6CoLl0SExViJdMESeBtCcxSK2aatfmnb4Ec1vOgbp384s+XxoewsL+rMNkgiXdJEBvSiTIIDkBVTJhGQWCIk4xBo8VgCCqJIpDQg17q9qE9SzrVD2ZgSmV+EIPKmhbv/FYHhpJBeNIky08rUhiySyakiOXo+Jd1TaWlo8srWDSxZDkokaQzMQ5vRYYa0OlJojxT7CTfAz9E+qCvLhwAe0K2qp9OwhCGkvRDSHgrpBfR3PCvJPR4pagXjw9hKLJXINQiGVzAurvSBMcGyGJnxQCCJjEzkpCick9qqHMYbGZgf9fVJjGVnW5HuSYsoRzqLdoJLoBwJlIdl8UIYJJPlcrUzIEfPpWQMjLi2vgz1KpHzV7Lyv1+Py9FLadByTja0+qUoUCRXL3qgrKUkhQ5uavZBkfNKFPVne7F/qPBywRvHYRL9nsxBiUeKNKyz6PSMD4oT8k/Q4kJb4BIhQaO4l0R/ouuVIdMA9EBgMb2sJwQL2Yc+SKli2NIYQXsWy4lzOXn9WFy6BpMSAz8aBU3e6AN9LoJflGSlsoKKLuiG7QJriXmqTHBphOV1eFoEtBlAmmwUKCOeUliy5XIRdT19JSYxSPqK6rAsYuyegOA8eS4uAdDJpq1F6MsSOQVr9zAUvig6vq3N4VUptPNSTNA2JHcPdEynXXLsg1QQ9STdU0AwS9wD4WZBHGyzeBYK63iZHL/skZ7RpLRtzEkb6CEYDEAwBUDPGdAahHQDBlG2CPkH5VUqt30pWUJDj8HS7+yCXIDiVQ4+X1nlhdEEmkM7xBNwGCvpPA8AzwN9JMErUzS4oPzozCX8+ars3FIA40RQFii64DUVVWEojmE5dU7kxIUMJ6ZkU4ujFJFr8tFqmn1OfoPwGbYnwqCK7FDwTIxldG5U+wLjBfc5lhPgqxAPiIdUoFx7QfuccWzv9Msp0OA4BHVJZRiKV0T6Qfvd3YgAumxo9sOAQ9+B97GPyY8xmpVuKBD4mCqFAjh1A39km+OOjlU2PlqAb4HMok5jC1XiWax0hXTSFdLb3wMhDevnKfRCaTgGSzokw9BGzl5IyPRcRg49Vi4vPF8me7f7IfjAwGJeWLlZJexrcFf6cjIw7ZWBCY9cuQmCR2PEwFj9JdBkl/x63QkN+zqOV2E1j81CyEOVT2Qr5Aw12ZGYVMPC2NoWkrkFn5zFQL/UAS0TWlcviC1QnJC9uz3SUFcksYVSmYJlHfImILTRcRDSpy/DSoB12QDif+7jpfLYYwFpAwFEYEUNDuSkozcn7d1gUCDA4TFod3M+6ewXaHRZmYJV4i+CtYyO6B4UaJNkZKgHNMv+MTRwuEj8oSqUwy9X+xakpDwjj+0qQjsVSV+vF22UkcvXMtBSSSRgKhDYXajn4Ag1ODDMMJjjsMj1DhBTPATCQ9si7JnLWQh+D7R8Hd9SVAKu4w/J1BS0PbTJlas56UbbRiGcwqUgPAiNi/A/0xGXoSgoBlp/a1OJRMKlaNuc3BxKShX6pqY2KINDaL/r6JdukaFpjEdwtAAG6iDyvdrrka4Bj3T35KS3PycTs34ZGvPJJQiebrQVZ3si5X7xBGEFTgTlKjTyq9A+B4dzIGRYX8g3BAtYBw+ZB9KeWfTJOIS0HwTc2gxGCGbx9lmRbxzlnvBZefpQRJ59plzatpZA4PmkvjaNcmJQgtF1QfCdh5XdDktzchaKIN99RztMzPhAX7C+0U/XborcgGUWXULesNh8kaAMTzt0wna8jLpcB8P1FGdl194wLIWIjAzmwCzRjtdzMjSeVeUnAnqMxgKw9lAntE072m1iOit8c6KkBNXhaCIXhpCmJT0BIZ2AtlRXC2YJlf8E0nvzLIRPpET2P14lu6GsNdYmpbrCJzOg6YtgSufac2hf9NsSrVXQK/r8bEdMJjC22toC0lTmk16MgTOXQX+gs5GZrPhAp2EI4BmMn/YbsO5APzdBi73DoH/Qzsw82h0WWSAUkYHxoHSiHOnzaSkBI/FX+yCk0TcQ0ok9oKMNFNJFEl8sg8UIwdAek0iVyPPPVsjuLbWyNB+Rrr4khGxKNjaBUaGMff0+OYO2PN+Zkb4xCDqkW1wUkYWloHRg3FxFOa+CVq72ZGRqxg/rpxx0G5ZXoYB97Z2YdEPoR8Acy6BpDwxC6b4Rl14IPq/fi/YJSW1FqfRgrFwCgyyu9ktLE5g4LM1TYODnMQYGxil0oKCHgkpL13rRNn1e0CrbIisjs6Dd6YBc6MzJpRuc3RApLfVB+IRlZi4I+sjJGdBoO2hlcglDA4y/BAqrB8oEhfT4ZFJnDZobilC3UjmDsXWtPyZ14BEf/VipNLeWQZAHpGcAKhBooRnGgA9WeAfSPYcy3ujOyTjGUQ7WYA50MDLFR3DkgWgflKmrF4I2STO4Qvr6wvJ1KNJvnIvJOPqliM8l02VoR4zrwSWphnDYuZsPhMvlNMbz2Z6ohMuysn8HeCLY+TXwqGOgjYug+WkoP2GMtSLkOzMOfgj6Ot8BfoZxOg1BGoZ/BOlPzftBe2jLqx60D8qGeiRyCRgTOdnSgvbA2J+FkB6b4MMWCmlUEmP0wlVY9z0pqWsQ+fhzpbIV7TCHcXUDvNQLK5pjOYA27kR/nL6clksYo4PsVzRSCGb/JJTFq2ija4OwjtFGneirGMaXxwclfcQvL7+dkm+cSEMJ8kgpjB1ftlhuDCDP4ZRU1Yjs2gz/YhQFCsjSfBD8zoNxgT5Gmw5NZpEP1D6M2Rx4/PBwQE5eScsp0OjUPMZLADwb/OAqwp6+gnED+ppd8kkAtD826ZfXTyDvYwm5CT7sCwdADyGJLeagWKekCIpt44YSCP6IXOsEvWIsXYUsGJ3D8A8GMX44A4a+AF+5AV55mXUE/1lY4iwQ+CMMSVWcKKRpSa8Q0mkV0rn3REgXu0I6QiEdlDFooVc6UrCS0rJpS0Q2tgakEbRVghL2YlB/+0RSToPYO9B4F0CAV1Chm4PQxHr9EIY+mYKwDZWXygSYwpGTKTkNi7hnMCCdfXBD6JhwGNZgpdwYSsvwXBTadRCDuUQHxasnMjpQ+8fTSCcuVVUZ2b/bKw21FNLFMgmBFPDFpLYRWr4nrFNGfSNJaWwMya6tIdlUn5MaaOpLM0Xy9vGcHD4DRYD59sAaAvHfHIIAHPSDoKkEYHCUF0tcoFleysrh42mUkYTqh4ZJoRWBAC2RyfmsdA4vSEWFV3ZsLINQ8su330kiDuvlR/4emU1A08sUQZhiQIKYfBD+RZW0LrxyHNZ+ylsuiyC4U9eycuQC8oAF2DsisgAGW1KBuqVhFUNgHTmVgRCBMBnwSv8UpCbSyfgCMjCShdCFNlwaVIlSjjYsg5CegqAZm45JTV0IRBQBo/fIBZThIlddD2RkEVpiMUZDx4BPXgPxXoYgIGNuv4n7YMA9I2wXvypYS9CGS2tKoECVyVlY6O+cSkHJ8knPkBd5kPHmpLqSwhqECg2ejwNmFviMD5Y0LJgmKA5zsyH51pGo9I3G5OmDAfnUs2GpqeKzU04xZaS6GkIvEJYbXV55+wSEQ3tAbg6HYRFjkGeC4g2VS89wUN46mZBTVzNyE33RgbATM2Ba5VACAiVy5ppXXnsbg4uKyEQKjCApFTV+2b69BJZsUI5CgJyEosC4N4cyMhuH0Cwtg9AsljdBu6+hjTtAr1TXG8AwaFX6wbscEwWKaDKolnQClnQdLOkiKEod/RDEEBIxaPUbMB52b07J1qaMFGNQ3+zxyzvo0ws3QmB8PhmB8lVWHAaTDeA6KvMwizdviEg5hNm1yz45dT0iF6G4dqJ/YOtIZbhMhgdh2RxNyzvXYO2iDafAADpRxsFx9F9xMRhylZwDIz53NCZh0FdzsVdCUHqysBbicU53u0IajDWxVCxdEKztA0uyYUNOPvtCsRzcVS2+TBgCMw7Bn5RmKL3xeFiOncnIESo7gz65OQp6hKAsLy6H4hGRN06m5fCFtFwbIfOHIg6mRWY7vxiWd67G5fhN1A3WTSMUu1Yq5aDFgRmYvKh3GNpPGI1aXcbn+B65OZ6AIhmSelg2I6jX8Ut+udATUmUsGvVJEeo4PhuUN0Bzhy8KeAvaisINvKBzCAKhN4j29SKtrNRWQoD4SzHWRN46lZOznSEoan7pGcuqldYAeisqCsvsglfGxyGkYT0110NIo+yX0HaDU1HZsS0rn/1EkWzbXCoxtPWNmylYaV7QQrHMQil48zj4FgRZz1AQ9CiyhHsepNkLnvcWaO/KNY/0Qeh0QECNzngllSvCMYB6LcFoiMNKw3ioLpbySLkMT0L5H1kQyH7w2IhMTnrlFBSom1MxqW/yyt7WsIxCyfjmUa8cvV4kNzAeRkahjMNKrITCNDEagADzyPmugFzCuO7HWGE/F5dUKB979UhSLlzLST+U6XHOHIRTchCGzZZmUJcfShEE+fgkeEcOfJKWNPha+w0YLeiTHVuy8vmXwrJzS4l4oGxc7Uqo5dhUWyKLUNReB/8+dgWKMPrgBpTfJJTrSLgEhgjpNSHHoCDd4AI9jMUJ1JPriSbmA1A2UnKhK43x6JUN1WGphNk8BGW2ZzaBMmRk32aMkSKfLMwVwdChTIHS3e4FL4AiCkWEFm4p+FYUdHgcdPjm2aRcBx0mEj4IfdRpISDnb/ihBENWgY76R2nH+2VuEX7X01CCUjIPI6emKiRNNRFZghAeGoXtHAlJOZhYd79X3ng7JlfBS/qGfdIFZXEhFZTicCV4ekhePRaTc5AtN6CMXYFSNgbeW1mZk7pqkjd4n5nuppBeqpRmCOlSKL+e555TIf3vHq6Qviq7oXk6092OkB6BxXeuI4PGisOqSMsS3wGDVVQCbX4IFTp5MSkTEMRV9VWyAIZ2cyAFizAMQV4tmTiE/GQawq0MHVQq5y8uYfCmpbmpTkqKG9AgWVnCwC6pKpGhmZRMLkDA1BSLL1cqR09FZQTab0NrKZQaLqpISGVZRg7shJBGQ0fBHMZHEtCYKKQ5HRGGNgVL9SYIazEDhpUUXywlJfCPLVbIcTLqgSwEQzW0wjIQAPKDRtVYVwFiCkv3cBoWf6kEwuVynR3SmYSwq5Daukow2iwEELTh4qBE0xnpHYtJKYRgDYT2hStxWAFR1AEKzKZKmY36cT8tmRCE1GJEBjHA0hBg/pJKaKwifUM+KautBnPwyPHzCVi1RdB2q2BVUxFBW0GhGZ8LQTCl0O45WQQzGQWx3USaWWjTxbC0+SxlHgy5qaVEykMByS7A+M6GZSmaA2ONS219UMqRTj+02MHxELRRMF0oL5AzUHAqQGTQRi/HYE0EwOQqZBYD9+YQBnRRsVTW4P4UtMU48ipHfeZhDR+PynUoX9FsEdrMK6MoK1+z2tAsUsFn/RTSEGjTGCx8fksh3VgPJWoMDPjsovjBKF56xi8bQdgXQQPs2/6xpERK0Y/JYjl2DsIBbiZRAQZYBmUhDVry4n4VmB0UlisxfV7XWF8JOgLTAg3loB3E0kWwGrIYlAIBVAprBQrSbFIqywOysblMBqHZvw5rZmwyKMks+mIKbYy2Kwc9er3FUJBiEF4ZCN8iObAjKFtbMlJRwqlAyOyso3gYIR3jdHdNDpp/AIMSDADaO59xTo7FJReNSVXYK0VQlEbGI1DsQjI8VSSD0OSHkWdleUgaKrloKwZFKStt6LeqYvQPGHDPJIQyrJb+YSicoNX6qnpYR0Vathkoe1u21kARqIOQgeXNtSCeUlgPVXL+WlKGuhZk0zyEPhTGYLVX6SAe43Q3tPyNsJxAG4loCEwIimX/kjTXZuXJXVkwxqBk4z4IlgQEMBgOhGf/kEfePh9HecAsc3y+5pF5WHBVkTII8CLQS1wG0O61TaWg/RIZ64OVBqWsvKJKpsEsh+YgZGCJvfhEiWyF1TyM+gyBjmohEKsr0I6gTV8OfQYlaQTMuQphGisg5KfBiAeLoKAXY6zAOkYdqirKwRdCsHQTMjDhk3oknMU46IbVmwHNVtfUSzyJMmD815QUSSpVJIfBuE9cR/8nQc/RMNqaK5gzsqXJI7XVIZmPQrkbT0nQAyENSzoDWr7SmZahMSgv9Ul5cndWqipRTozZju6UI4CCJdLbJ3LkTELGF0tA/yWgtYwsoY1LiiMYh0E5dy4h6STobWMdBBoXrCYRDopJWaWuW1mIUwnwyDMHyqQKgqZnMCkXu+dh2aOuM7C+uyFUu6Iym0JZW0tkQ1m5nD+bltfPQOGNVYM3QGEZg4U+S4WkAnRcirHsl/4ZCCO+VgYDJoSxEICwPH4xBj4NvgUeWlNZBJ6ZEX8gJYd2eWVzi7Mz4xynu8GTvbSkG/nIJSDXabGiLVsbU/L4/ozUVPtB01CMIKQ5a1YMZaJ7QOQ1tMPIfFiSMCKGwNfYl6WlpVD0gnLiYlTmEn6Mw1rxQgEcA3/NpKEgQSGewViZW0rIrja/PH+wVGoqYC1j/PdDQWqFkN7fBhkQDknPQLG8+k4O7QEFvqEMvL9GhT15igfG0xCMiFOoYwJX27aGZWMd5A76YRH02YtxN4gxNzyNdhmJ68xDdXWpLCXD6Ie01CPsC4cqZHMDZM1gWjp6yUPK0T4VMEJiMBTi0toCAdtUJWPol+HxHNq1XCagJB+/uKCzSo21NeAHRTIykQR/ZX+xbcAnoIzMQEiPuEKaljSFtE53b98h//Y//AeVs3xK8tDB58kJWGoxj/PMOQlNKJ1yXC4LvSAL5gCG3Arr94Uny+XQzmKd8muDNvgirp/aXSRBWCTRWZ/kILCDSKcFhPGxFyrlUx9vkaaqcpmCBTmFjuAzuCy07QVYP/1TIQgSj7RtDMsXPl0jH3u2Cg0U5lMO5MuSkYtqCd1/lEefG3gljvzi+owRTZLyiR8E48UA9/rCUlsbkOcfK5enHy+XikZoSrC4nnqiVJ59HIpA2C+T0N4Xl0rBpCNgBAF5+uly+dyn6mVbW7ES/BC0zSiYrAflhP4K4oFG2U/hmZHnXgjL93xXlezZVSqLUTC4JQFzCUt5GRgxF+5cEBkY94LJF4Gw0aEgvGEMvgDU/apylIVWMiyzKRBFZz+00SG0C5i0H2GLYF1zJd1ijM+pcqgb1ApfRrZBOTm0BfWD8L0J5WQUyoQH6XHBE5+RxcE80UNSzHk/MI6ZOVj4C2EV6MUhHyyHgDz3VDGYSAjCKSc7tgblxRdKZPtWCP5MSEZHSqWnC+UHo1qCZRuqKJUIGKsHlhH0NUlCwzW7WiFT/KCf2RfspGwKfYWBkOUTNS4GycHfB0UC1iYsoaOnsnKxAxYkrJ4bqOsQhEIO1kkxLKNQWUgypDvQQhJC2Q9rrG0TyvZ8mTyBQe4NB2A1i/T2ZmRyKiMtLQH54mcq5RMvlIPR+JXOElA8hnuh9YK+fP6AlFeGpKQsqM/uYmjHeNInSZzX1XvlhSc4gL3QsmEdsi6kMT54ch3kNawhPheGlY3G3rU5I9/9ybB84vlKWM8VcvpsWF59S2DtoY3B3PhMLQjG6Ye1PBfzydicD/mFxecNIj7oPMfnegGJ8pUohItEiiSXgpID+huPlcq8t1Q8Eb9s3oyx8mxIPvl8WB7fFVSL9Hq3V85eRnuB0ZbA6q+Gde9sr28KXADuQOQBl+VTNoxlR/tgmAR8uCsZ2sYTkqWFCJg72hP0Ix4obqVQIqCw+TmTEIPgh8LGP47zT75QIZ9/oUrqKmGRwaKQQERamypkKwTfvs1BefapEqlrYf9lIVChkNd6ZA9oNBzwwUKNyQgsXNbfy2fL6INFtE8atBmB0u/HmFqAYj4HGk1CAeMz1LaGgHzi8Qp5dm+5NIC3bG7wyCefKpdn99dAvEBRxxjsgmXfDotrEopcUUlAajDmitGuCc5ocbxkwOTdV86UFrWpSKt0aBNaxvDj1sd8FMnp+Qx4wMRcCQRHEIodBFwRxhEs/3BJUHIQPhmU08tZmYBg/ATkM5+ulWeerRMf8h2HpRYsLgGvq5C2xoA8dcArhx7zQQGGwp5O6RoTPsuOY0zF0O983APuKAHUeXayRLr6AjBYONvkk5pyWqsBWQAfG42VyWSaykIANB2CEhbWtpuY9UoXDJ6u0aSU1Yl88tOl8lnwzbbNJaBBzlw54xKdy4rDETx3Ds6rYRi36ujBscq2Yjm9MCCcaez+SdQrHJH6ymKpK8G4JB3HAzpjVQRDak8beODH6+SlJ2ulyAfBBb5eFAjL5sYi2QG+/+w+nzx2EHWqz6ol70N7h5EnH8HxHe6RmYBcG/FIMiLywktF8nfAT3dvLwNNBOVSZ0DOgPaH0Me7YTx+3xfC8tmPkfaKoVDBEIOCwBmFIhhPi6CrGSpS5RFp21AGpTgse7f75OkDIWmpI+8WWUSbL6SKUTcosTDewqV++fhL1fLdX2yUnZuR52wOBlUGiodPH+3tgYLxuedBdwcrQZdBmZgWXV+jiaGhlKRw5GW+iVG/bBQFdvFQhDQ7hc6AHasLVnDOFdUHD1XKx16sk/2HyqUSliNHuc+flQpYSM11WakvTUllcVbqqjLSWheXhvK4FPuhzaHD/Tk+58mC2KF3lCbEXwSL3AeNDsI0AEINgWn5IPQzWU6jcEWkBwM3K2VILwJizfl8zmp3slGuaCLT0dGGAxSGbDYIRQLhin3SuKdUHv9UjTz20Qpp2hhRS9wHy6+0PCtN0JrrqxPQ8DJSUkGtOgPLHJ0UQD1TSBflCIKRQrGTUARlDUGjQpZ+lMd5pQKDFGXgdFgCZeeiHqYdhrXo98OqylGDTEvEF5OtzSnZgEEzBmF89OSsTM5EZeMGDyw3tCiEmJeLjWqTUAKS8vheD5QcvzRjUIagZPjQDmWlORChFwQWlCf2hWVHa0hKQSBJEE4yAYswHJd923KwjERGoZV29kWhVXJhnBdWSRKDfUlSyTS06qBUQnv1YwAG0J8BSJ0w6lVfk0K/xaS6LCEVxWlpqo2DiJeksgStjL5NYQAmYDnndLopJE2tpbJ9Z4ns3R2UTa0YgCQBQ5105PqgoBz62uOJIk5Kyspgwcx6dDp6yVsuOw5tle17N0IWwBKBIhNL8oU6tDPaurI2I5vasnIAbbFnh1caqtEH6BKudq2uzsjGxoTUVcPiBF0kIADiiRSUiTSEF9qqCPQCwcZV3BkIrEwKBQMzpFdDtUc2b/LJAZT74O4QtHf2MdrBA+ukIi2bUOeGykUJwerQ+pDgtV7OgZdc+MhyZqCdpONxaYJm/omPbZCPfmyPBIqb5fxNaPntXjl/IwELMgo/9A/GjA8aPRlpOleqz74yYGxcENQ7DO29f15i6OdyKCbFxRDuaL9FtOMS8vKjfxork9JaPQHlYUh2bliQlhoqenE5fHEKVtaCNG0A7aLvfX6UkgVX55S5ELpIDnQ6D9qezlTI+EKpXB/OycAMFxn6MC6UwJGOV2rB2PY0lspTm0vlIKyVpjpOm2MMY+wWYeyWFPNZHPoM4VPwD4TToMOclCIJjgwMHVgo4Btg/FHQOGe6toFWtjWFZXYqJTd6Y7B0Iaww1sehYF3rWZSROfCJ8gAs6BCUfjBRjGOuN+f75DUYp5tqYxgXUakuBr1WJaQN/dVYntBxSf60lIQikcEYjCRlY0NMDmzJwTIOQwkNCgw50CIqT5p0BY/TQly4SeMD/eEJy3y2UsbnufiQC1STwpXnxRGOd/RFBDytMSNbN4kcxBjdByW2uQr0Rt4WgLqOvg6D1oORtPgC5Bdoj0BGynGO5gIvQDsFQVvgE9Rfi8Me2bszDAOgSr77cw3y9N4KaSgF/4NRkYyDz0G3ihRhPKKe29uicmCPR3bsKhZfMRRmjOvBsZjyq4ZqKJ7kjShjEsKU6liQfYE6F5UiI/RZHGOdi/0cZdo4gsoKx2sYbQ2lCDxtAbxtLo12mC2XDihtEwsYW9Dvg8gjxpkl5EmLdOeWgDy5NyAHwJeaqwNSjL4G25UK8IMytFsQ9WPSVMyLAlAmQ+D9GGte9oPf4XskWW8S/BPG22KiCIIVwjURQD084gVdFZXGMZ7j4vdhjEOQc+FWFDQR8yIi2jlUCodyURHr6Y9J3/Aixgx5azHoAJSIvAMYzxHk7Uf7e6Bce/xLkvMnJQ0FMkkDFGHi2Yyk4Pj4DnoPwkCwcqSDh3Cbab6ZwEXMTdU5KIwYbzhyLU4aVeE6QTPW2LxU5vVamxn8Ih6VhRvt9FE8FCGNYuUzJdDU0HjQuChROgHiXUhC0CRkAlr8zGxWF25whSEUBn23j+8fghvpXt+5HKemEo4lpavwQDBI/MZIWl47NS2vnRiEZjYnFeVgRqVegbyUImg/5dB46yBMS4q9cqMnIa+8OSVvnp6Wm2BOc2iFODorA8dGYUc4+++irMwDjgJ+CoOsfxYdh7KOgwHEE1EIf2iwqEsahcxmkvo+G80jGHtadtKPFwRCK8yHBqaVcPTMorx2eFq6u2MgNp/UgYlEfMgbgsWTScFKTkt1pUdmZ0S+fSQmL39zRs5fmUVnJKUFzGRbc1o2twaRNxeiLYCRxGXDJigwTUl99lkEgs6RiEoSUlaRkdqyrDRXQrBXp6UBAw1GATT1jFQUZaQGlm5NMQQjhRA0xViU7+MtSVNjSrbvwAgB8XUPLcrwdFqiEPLTSxkMtqQsoZ6eMJQkEJoXBMeV+SyQEhn6htYuL7I8x70sV92jH7NQNII+CG/UsbIMDCnog1D2Q/B6pbyEz9MoQNn2hRSDc+0X9DkUlmooILt2QDmARXnsQla++U5KekYykkCZWJYw6laNjq+HBVtGhciXlKIwrIFiMDgIhFIM1hDaUmB90BqCWEaZEyhuRgVTWSVoBkxksD8lhw8vyjvvRGUATBZ6ifrXQjhXlkMYQ+BF0HZlaFMqPiVFUBZBj+AfUIjAQJEmd2DSDRxMlQocfIUTR3z/e2HRI5cuZeTwkahcuBaVsYWEJKFseiJcVeuX0ZmczCylJQNG7cdg5uwPrTYKHs7ukNYSGDeT6Cc+MyQD5eyH8z429Qr2BRQ+9EMQfeDNLIAep6SxJimbW7hAMinnYdJEfVHZ0OpsRuHoRoiMfww857Uh5RiO0sRxzLcEbgz65PVzfvk/bybk1RNzMr4UldbNoNEdKdBRBn2KPKG8lIRh7ZR4IRQF/QCeCEudZNM9mJI33pmTV49PS9dUQsJQnKohQCuKoJxCW73ZnZSzFxZlcjypq4y5eUsKNN8Imn5sS0Sqiv0ujcb1LYelRa6ozsg0mEguBKEMIUCjjuXlB00ypEXQag5jLQcaIG9RKQcrLIf+yvDFW08aNJnRVyFLoLxFgmkonFmpwnipKkZfo040JBBJmaSX7cO19B6kiUE/F/VIe59fXj/lk5ffjMvbZ6fgvyg7NkZlW8u8VJXHIKRAbyG0D+iykqu+S0lLPn2liY9lLqPerxydBL8YlyVono1Q/Foq+AgEtLGUletXs9JxOSVzsL4g8iHABYpGAgI/Ko/tjMnO+pRUozyhLJQVtGUVeAONk+JQUkqLklBecB/8IRxKwKoE41+AwFdDwo/0kCZ4YBm0pIrSsIyP++TtY0vy1tvT0gkFaBF8m/xHaVmhMdwDfkiXUFRmol5p7/Wgfz3yt28k5fXTc2ilOAwEkT3bvfoKVzHowYs29qMdwmhztkcZxmgEySRhHFzvSckroI83L8/KWCIhpeBj1VUwWEA/c1GfruNov56SxRkf6DqEtvLJ5Rsir5/IyfELGZ2BrCkKSmzGK2+Bn37t9VlY0AvIMyWbN+Zka6tX1xmcupqSvwUNv300KdeuxWVwCIofZBNJ3u8PQAHwIn1+8iIBpS8BQU7lEOPm+pKMTIM2odBkKZhhSJSXQfkry8jUeAZ5LshXX5vUPP3gmU31XimCAUAWSfrnyn7OYmbhQEZOkxrJy6Z0nQ5ItG0KHT515oRzH0DRH8Yz6cuyG4PzqRg6IByTHDS4eTD3waG0jIxmIIxSMj4SkyUMspAXzDYZh+UWB6PwypaWoEQX4wgTkw2oXFsDBMlSAmlnYK2VQBvxy/X+RemdSMgMNLTp6SUpDsbkhUM+2d+G5pxekPTigmxvDciuLaWSxMDt7l+SodGozC9ylWEawg2aLARSU3UYaftlDNaID4Kkrg4MEcJrZDir76zOzafQ6DFZgMYZSiYF9ovMQFj7oGnvbIMQ9qZkZCyKQZ2TA5tDGK9ZGUFH11cFYVX7ZXJqSToHFtDxGMSTGKRpDKZdPjm4C2HB0KfH56UBA+cQykImNgOlpQ+CYmg4AQuO1m1WPnKIz4GKJZUqBRPISh/y270lK59+RmRTI0YN/meXyKTSMjUDRWIBg7ooBeYgUl9LzRjpzmRliYJ2ZgmWdUw2NeWgwEBQzEBcxeKyuS0lO7eBYcAKm4KiMDoVg0WSll2wGCsqvahHTKZR7yX0E5WmFgz+g5vAISAEJhdh1Td5ZGMtGM1cWhYXMRA2hKQeisjkKJgo6rFlM1faQyOEZJmaS8r0bBT9uwDBibj1WdkAK85Z4cixzlewfDI2AU0ZQqupGYwDwr2kiJo6X0HyydAA2mhwQSbGp+G/JE8e9Mq+HVxYhLhzaGu0w+LskiRRtnow3dZaP6zWhMzNLaJNsrJ1A5UTCDfQUH2NT/ZsC0Jp8cjYABTHEYSbp6BFPVAv9lU96jYPhjaFNpyGm5+LgenBMuOrP7CCxocXpBxMffcWPqvHeOOAK2BmzjPpgIxM8tUx5AktugiMsbvXLycuiZzpiErP8CTKPyNP7fPI43tKdMZoDu0Uj0JBRbuXgtHuA31vbkR/c5kuGMcm0Hg1FIZpjKM5tGsquii+9DzowiM7N/pgfcUwHuaktQ7W22YormjHgKcEfVQmV3uy0gv63L0jI5/eIbJxDOWeQ8GhPGUX+UwaiuouKFUboIDwtRlYZhMTGekdzOoGJny+PgBBmUwsYpyl5KWnRXZtwviBwJoCXU3NpWQagmApOg/hm5CtTUGk4ZVrN6PSC0V5mu2JMc4FSc8+lpOnkVcR1Keh0QTaKQ5rOi2NfK0qltZ1JBtr07BsvaDboMSXPDIwsQTrLC2HYIVtwlhbiqVkDDSaTCxJKDEPCzktOzf7IVxTEEiLqgzu2IgRjPRmJ6PShH7a2Mo1KWSs87K5OSM7t/vU2p8DDc1izHD855JLsrk+KVtb0GeQijMLGA9gxGFYYnwWCy4u/SNU6sDgwaPYRgODtNWisBJT8tHHMrK5DvQEDj29mAUNwUiB4p+IRmFN+aW5sRwKW0AuXYeiNi8wBkBj4GFNUM4/+jgE21YMMyhUgxhLE1OwJCFUi0MhVa7Z3zs3JGT35iRs2JhM9qG9p0FftTnZuZWzd+yDFAyhtMzDn/OqdVCWNzSRbyRkaiKOvFOgzRjG2pK0bcjJ/t0hKLngXWNpjAXwYdBWJp2UOtDs4zs8uohWn0m7C8d0dTf8QijX8EgO/AkGGNpvHOO3f3AR439JHt+bkU8845NtG/w6FT49D/qYjkLZAH0vRKUR/GRDXUjXx1y4EZU+xB8FfUzPLkhDZVxeeMwr+3eEwXuC0jsKngujqShA5Q+COOaVboxZzuYMTSbBn7OgEa5lCssiaPh6X1J6Ma4zqZgc2pWRjz/ukzYo8+z3nqEU+g1CGfyzCn3rD3tlPpaUOcif1CLoK7Moe1rTcnCbV8ow3kfH4jKMdoGIkBq+bhXNSgIKamNtSvZuBf8MwLBD/QeG4tILnuDxR+WJvV55ck8QrBJlm1rUsbmxOaTKwNjkgsZlH1dA+RdPUKaWQjKyWCXepUrZAKuez6STW1pleHZcfu+wI6gfipDuvnlF9iDTJ7mZSTgunt3Q5MGM+TypCpWrgzCuq4SGUQ1LsT4hNdDu6zAI20A8rTXQaEMxqS5PyZZmhKnJgCipAXohtIt04ci17kVYJLD80DB7t6Xl8Z1peXZfVlrQoegaEGJStm/0yqYWP6w3aMXQKuurMhikAQxqPwZ7RrZD4y+PcKcan4yOYhCB6dWBmZUVp3Xipgrlb0Q5G8uhHJQnwQig1VZnYbGnpKUR1khrCmHjsBZSINysbIPALIeGWg4LbttGDxhuCsrBojKrbRtDsn9TFkSekqcOZKUNcYt9i1KBem5rSqNcKHsNiA5MqSwMi7A6BaLMyPOHcqhHDvXHoOBuaV0g7oUleRppPL8PFnMJrHBODRVTQNFaQVnqUrK7LYvy4X41/Mr8sC49KBusaigE2zZC+IJh16NepcGkTlVvbsniXgZ1AaNE/tS4t28G4W1nudLIA1ZwMTctQNqbMVi3iWwHUysvgbZegbaGJdZcAxHKfqqERQXBWgtmUBSKQ2ihPZDW5g0oTxWntqnZo61hIexAWXa2ISwsWe43Q62RW0DOQEhwUZnPCyENhaoUFmspLMy6yiAsswDaCJYtytPasCSHwAC4WKcNgr663I824OsZSQzgOPqFgyeHgYG6oiyVpVBIUNcW9HME/VOKvt6Msu9s9UhzZQ59x9WWSAv9txcCdz/aaduGrDTXox1LocmjDSs4VQpa3YV22IJ7ZZGElAQhMKH4bGqBFQYrgUqwQgU16wSlAEKaz/qjYAL1yKMO9Oz3hWD5+sWPdmuoW5QndiTkY/s9sgv0UF+Gti2KgUmhz1oycnB7BnSbwviAUhiE8oFxsQ00taEeZYIQrEJ92+qg2EHhegz9tqMJ+UCBqYcF14b0+B45t8L1ZiNQ2sJKS/OxJXnuYE6eaxWp7EVxp2EtQ+hnIUxUSHPh2CbGA1NPw2LAuCiFOdNQGYHzQPhDwcTY+8jBrOzdhLaD8sqZjJISLvRBP6O9m+piSjNtfE1qCkwTTDgL5Xb7Fo/shxL65J6sjt2NoMNSKDoloI8qjNkNqN+mBme8kW63gzc0gxZLYI2WFKGv6LcBQhppbAafqIIVU14CGoVw2w3BdRB8YWdbGjSDdkQbbAANtDUgHmivshiKKuI01mZg4cQx7mIYZ2mMjZw+GikDX4iAYVdXgk9sSIIWOD0J6xzKCncSm4IgDkFIN5KnYQz7PFCMYQ02QejWVfpgTOTkiV0Yo2jbLc3O+OFGGxXgfcWwIKuQ/8bGtOzdAQWwqkhGB9PS2bkkJeA3m0F3e9DPz4GuH9uJMVMJ4wCKRhhCorQc5atBvnA14HHNVXHZDnquh0LihyD1p9IQNjkIgYxsQL414Fe0UjkzUAta31Kfkd3op81NKamBlV4KJae8LCGNjQnZgfbaD7cL46Gp0q+zbvXge1Re+ChsH/pwB/KqRr/6IMRnF7hwDBYANzNBO5SGORWNNEucmSc+/mkBPT6G/qWysRXjv7wEPLIEvKgYPA2WaTXopQ1l2r8DFjbiDAwn5dLNuAQQZifyO9SWkOf3pOWxHagz+iUCYyjMtkTdN9RB2YCiVVkG5QmusgbjH/3VDDrat9mri8sqwW/8QYw1jLfHd6VVYdoJ3lvHmQz0RzFnFsGndqBse7b5ZUMLysZHdiVRKGYJObQ1A3nBRYOw5DH+qZhXYnw0gtdthCJUB/5bD/7X1gJZhbZpRH4V4FUl4E0N9XEo21l57pDIFvR1GDTCx3/bOBbBP8IQ4BUYH1vR3nyUGfGDT3DR7FLQEdKLldLqCunEtjaZSEblv799UtkK+Yuylvvau7u3T37jS1+S1175U/m+Op/8C2g3TeXTIj+YksweartBWYBL0Jb3gPBQcBItX/jmYhruX813kdNZzvFzygGdgnucZknloEmlKnSnqb8+PCPespS8+KJfdoEJl0FgV0BIwaiBZoOwSWh7YW6CEdb3dKcTqGiKVkRQAsgk6I9hcPL5QZkMjJbKpQtRCfnm5AAIor7OK0lY1wsxn0QzPtjOGTDTJBgjiMHvk1Q6Jxloz3yexsURfPGdz2lK0cic9o6hDPxaSc+AV77+FjTgCY+8+EKxHMCgrQLTLAllUAbon6hgFM6PeEVgCh7YDtE4hDGUkBQ05yII//ISaq0cB0G53h6Rv3oL1g+sq+/+ZEZeeiIHwQPrlLvhpPh6jUdiqGcEgreCgwDl80EAJNNBmV+EXs8v1oA5FoFAS8EI/RmoJWicJPotiPKE+XgeGnKCCyGgXKEUwl2kvOgPvj8Io1T4yhMXPxShX4o8OfQTn+lmlfmHIWVTKfQbXAh1Ypq6GQQYewhCNRjkhifUIAOw5PhMjwwdig6YbpAdT3JDnGwgpK+kXLyaQt0T8iQGeA13Y0tymjesNDSPvkmlaWkvSREZDQRjAGXPZsPoN2jD0MJT0FzDEC7cRCHMZ5vop3gSDAZl57RZCjTFjQx80OyLEZfz0AsxtCGfZaH8AdBnkDQKZu2HBsR+nkW5k0nQGfq/jIORKzJJqzFn4PD5PGnWAY7Ig4sic4EIrKhiudiekklYSVQst7b5EDeA9vDLPJ/1IK8y0EYl0gygLTkru4A+4+JFTmNzFXwEDnJCN1xIIccw2pWveS0i3CLKwGlpfqs6gjKw/UGYGFfoa66LAB15UddMskSuXovI/3k9LqPxRfni58BEIcDL/gbl7UWcjSKZ0ZzMTiHdHxSp+igUD+QDwxB1xxiOR6BwhHSDFK83DhqBlY8+CEBo8YkRJwcX0yGZTpIek6DqJIQSX50qlStnvfLKG4uSAW0/9zG/bN8B5g7FpxRji9PjXETKTVkWYqAPD9rXnV1JoX0CqAvXd3i5AQvabT6RxchM63NZ0h4XN2JogMZAa6BzznBE0O+cRuRzZvZPBO2YAx9IgL5JB0Eofin0TwLpkwbD3IglxzEIhSKKsEifmzFRMeM4zIA2e4Z80nEV/mjfQwe9UgKBwVmZRZQ7gXqnYe3xC1llnGIGs+Y6E25WwXG6hLE4A+srlUhgjGSkooqWfYmcPJqRN95ZlPqtPnn6eS+UHyheGMfFsMzYjWmUaSGBMRgHfaFU5ENekAzXUQTR31TQSWuc+ucjGj7PD0NZ5Za0C+gHrkjPYKzzmXYZeEMY7YoWgD/TRDsijwD6oARtUIqxgBDaBwkQIcvPqWE+roxA4IVCoGf05cBIRK60x1GOeXkMRkMNlLYU+w48bCnNPqIwTyA/KLIoC9PgYstMluPXA4s3DRrnWMxCMYb6ByX27WM5+fqRtNQ2++SlF3xQJpKq4MBgRnxu9oKxgvIuxNEfaIAybkjgAS2kuJUz2gmDPATFvhqKfDF4Pxd+TUKp4tRyeTGUMwhJrnfgeqF4yi8zaJNEFrwd7VwWYiN6ZQ5pLyWg9KB9QA5oaxqXoG20ZSwD3pJE/XNQfHAPuaM+qCfu8x1zDHTwJ7R3PK1yo5iP2qC08GFCfNHhjWHwT/JLPiXlOhq2SxH7GR2dCZRIz0SZnBveIp7hTfLsmRFphEUf++KnpTOGdv53/1/k6PAa5TL3I6R7e3rlv/zOl+Sbr/65fF9tSP7lDL+CNSGJ70Oh93u1k7ygIH7pSJ8Jgcgogfl0hxnzCbounsRtXSmIO/opPzSQxx8Eoy3SLSvPXEtIGJrNE4/z9R3EZhpkdIir6eCX+7zqxD4GlwcDmXkLOo1hOPi0r6RUBseK5OrVBXTIguzZBe2ojtaGWwYwNZ2C5Z8+SNDEHaC+uqiBwhnhuV8sn0cLmHoOnHNw0CvnLoHRQWg8fsArWzZTOCdRTgRC9nwnmHloUmAcfBDiDUBYMz1tBD4r5mlOshigfX1+OXcDjAAD6akDadkIKwNVQwCkRTMUbcokGYlxcvrcDddsO7Slfm5Q8+OzYiTM8qI5OHeiO5dhgJPLeoJOeK0f2hWe2g46h2vKS2/e4+ILpsFyon00D4JtzGtSMdPCOeNwhys+A2OaWk4+v+Z2S0yLeUMhyAWKpX+Ym57AQgnE5LHHfDql69WtohAMjJfpaEejnfR7vmwu9jfLivZzysH6I1/+kYYYgf48VZpyy8ey8yEu45Kpcy4LnvpNcYbjfVadbci6sJHZvnSkCfVy6sQ66op0jcSM4AvBQ6Y2txSWq9djMjW1INu3wvqDtk/Gj1SZhMbVdNFv/HPaDveRJ66QJPNksrhiGUiYGpILaXjphqOkNGUD/bNoLInuZ4zrTCIofb1QgjpQR1g/j2EMtSKNyF8hnX7E2wDmPia6Ocj893mk7HmfMkldbcnkwcQ5lnT9Oscd142gH7V8zAnl8IJ5eqhNYEDoM2Awt2QqIgNdPigIEOhgvPtgfTdtQJ6kAfQtFV2lX21nrZqTJuvDcYxktI2UThgGfmgC1tO0iUMX6olyobHYBrh00kP7YNw5jaHJaLJ6n21HGqJjOuCcSou4pCeZMruTH0DoH/HKzfYELEGf7N0fhEUf13UITjoUGsiM7AVWrdKQgmVFumDOOr5J76w3yhqFktbdAcHfA97TmpV9+3JSActP25Y0zyRYLcTVsUSaZF9qmshH649LOFZdaQPnedqEUCBNc32BM9ZAMSYsy4KjtjM9SXvKm+CpVWH7877rEIT1y3pLZHjUr7Mikl2SA/t9sNqRlN5382PZ2KhIN8vxBR6j36hmvuw/5svEeR/+cfDJG+Bvlzu9UlObkSf353QmQMumtIt/xlOByfLAX/uL/AD0pukxvLOdsQL04IUQd9oD/QGaUL4IXqF8Akqf6CwR0uIOhLgFO86RvqQXpk+aYRwSDPish7KLeVPeELjEldNPiJPvY16yj1kWlUUIqmGRLs61b0iXTIttjoSyvjLpm4DROLpR/BMb5dlzjpBOfPEz0htdlN3//tc0XabOJJCQHu4aRkjze9KvvPrX8n315fIvYTWUeYel/9PQQLYHVBvjoiwHqAwPuNTOw5E+Jl8dsHrTXKMSWW43GJAFaIBeaIWlJbB0glxt6dAuo+hm5Ggsrpp2gGsQm6YNrZnvraLp0KkYiJ5i/bhEV9cs2j+qOzhVcZMMDi7kyzKQ6BlbS0E/pVotGW4yU1zzwhAxOwK9EYdmuLTox1iDlQ1NPALrgdaBro5kZ7rxmbYSDdNGXC0/7wFOnvjH/VgMGirqzrqUod5BrjTkPf7xBHFRO4RlJLdMes9N08kQPk4Y51IDOWFJSASFF0/p596mh6kmoUf88KiDg5csv5PqcgDCydi575bDSR7lYBranny2lUGfQomDQBsBA7jRsYC047JnX0gXbSnjA0GbNnLg1oeXcMxfmTWC059+GlID4EBppuF40BDOuZaBN9Aw7D/1w6UTTduX1cyXHeG5WlevmB/+3KBuuqQw9g99+ZpLqSxFuSf6vArpDRv90rohAL0K951GYCZOOfSU9cSJpo0U6adpOynjgH+33rh2u0D99Qc3+Kd0RT/GJ7OgP7dNjQdhEaOtwfCKOe05k5KG1+ISHoPl3gAbYjIL2s1I/2dC4jsUlggYj35ogw2ieXMhqFNep2z0dNPnFcuthdKbThhYQYk490AmA4eVASszGOI4Y2oOtKiavrngiQs3L4JbKfI+81U/XvNKIxJO2bT9NSxvaAQNr1c8Vy+nvIaRkgYc+nLS4JFt7mWFYOmMjWelr2tBghDSW7cXS0kpp9IgpHVQsVfctHDJftTtjDV/5uRY9ApmAWTQHwn0RzzugzWbliLwCh8EB8eLqYPGIe3qCX44xp0iKpgy/3hJZu96On758Yz6MB5C0F8Tgb/e0rxwDp7p8F83DhyveMJLrR94Ww7SbXw8I729S/BPy85dxVJRgXRV+UAMU1a3Dup4qYmwfZ3broeWh/w6RvqANe4PpHWWjYYyQ2qRAB0XjKudh3/Gd9NiDpoa/HVVNcPoPfwwHMvC2zh3SoN7Osbg+M/+4j36sQnpp/FMeMbHOTOBH300kCatd/SSBw3Du04gzZ73mRXrqa8x6r9TJkb0I1OvFMvgZER6F1qlOrFBPnJlRBoWFiT5XZ+TgcVF2f4fflVDM3mN53TW3YPhjZD++jdfke9taJAfn56WQGpcLr5QL6ObK1BIMC5IUxaW0LLinMJLGxkeK3LVMjgN4BQHgwVaExd3sSvSXCEHwmA6epvpuTVgLP4zIg/asOpl0qKQ9svCfFr6eyeUcTS3lEl5eRgCn2rRMhicaWg6BdAmdjNm2goSKa59UAJ8sKgpOLmKmE4Ds45w+AU/QApaYC0YnDNw8tcEs8A5t3oMYIDQO+WuonZAJqKHfBRWME8Y+FsmBcePZ8590zb8x5UTDEVkf+BPKwVPHlhuE4AeGgdnzIuWiIZ37iqcII6fm4kRrm6qHK7LeWCwezFAuIHNJIRFd9c0+iQp23dWSll5gIYH8kd4De4k6qS2DMfCA23oDafWWi49usXAjx6RliYDlyMj05BsSQ5wBliZvlN0htEr8GGeMT/Hh7mZM6bBUa9+UJf9/mJJwOjo75uUmdl5aWoul8amMtAImRMZMqJoegYmZ7fsDIATt3ROuvRg22s0lzG7YMlVocFN2oMsO+MyHsHxQ8e4CaRRPBGV3W8PStlUXBZqiyQ8k9DFmxc/1irxPXUS4kwN5+eYF8upBQa0XE46mrbmyXsM6IbJ0w0fLbAtOI3MFddcLcz4Gllj6K+eOOGdf+TtBHHD8Mgr+DlBkIQTj+maMITbSuo0BiI44eFQaJ47cdSXIVzgWiulrafl5wygzxeR6Ym49PdP6fQkNx0qKqbodc18TQI0geh6yiToeE64+dNHy4xr0qwfFp8fR45p8gm++sd4TMg56K+TEE/N0UDDu7kwbL49UBrc4336OSHMeOAVzvUeT/njgHdIUay3xnGSY2g3mEcmJ5dkcHAO3e+VbdtqpbQs6PAkNgPCaDwtNw9Mx1FRlPfpTabCvE0eHiitLl2iLTOc7XPTyofRxnTKzx83GScdJylWGEGcUeLcc6BX/HE99KBt47SLth/y44WTp3OuPYB7Tnj9dcF89Bf3jL96AEyEB/zoLU0IID2hn5mB3ne9cR5AHnxfnPt6TCZrpM1bJ5+81i2N8/OS+MLnpG8pJrvcHcfcqPhhBe4BDN/b0wMh/Tvy8qvfku+qb5GfmpmQmhKfDH//Z2TuwG7QMboJVupypZghK2mcmzlgzuk0tFMqNKAhFPIEeLLTcG3i3R4Mr6kgDpgFzsfHpqSj/Sa0Nz4j2yw1tRXwzyAMU3Q60InhlqMAzr1VoCecU04MWESiglmYjvOLMG4bm77ntI9Gx7WpIy/oS+WUO3IxNvmB1h1gW5LwGcchmJXl1Pvu+VpwUnQc4YTOl1B/DZz0nRycki7Hd85MeJPaSjh3nXv5XMAIHUYBuuBgQL8MDkzLtWs9+mzt4KGtUl1drvVVPsg2YGQeGI2Jsd20PdjeDpPkFaFtyaMbNt+umgD9EVf9OHwYiDGd2GQqheAtbR+N6jBwXvDXaRv3PmI6KfDXWSAWXUzL9Rs9Mj45KVs2N8O1SoCbXWA8aNGZTj47p3XJnDVt1k99TcqmHzSUOp45/nrAP86diimjdvmP/qoyxJBgimkovaGBYWn6829IZGhM4huaxTc6IfNQJrq+/3Pif+4xKeJDz2SKKWp2TqoucKElYp5w2oZw/F1JK2hNVFD7D2Bf0teEMtCaaR8gPA5ZkyICOe3vhFr+JXjTPS3wNZ78XfZ128j9NWVzrh0/DQ26dAlDrymkPRKQgYEpuXGzX0Ihv+zetQlKfQj15soLUktBXZhsYZKA5sV/tw3YMjyjDcWj04YIhYt81oA5ZZL8ydMJPdxzxs0HdJG/1Ig8OIG0H9SH53pwzvHrBsW5E9Zc61Ezcco8PDwunWgHrnPYu3cHxmgZQ2gQTc6J7tYDOePaGU/MR1NzoH3tBEdSTkvgwpn5Yflw1DSAgkbJ14UHArd4ToXbuWv6eSWcWA7yZdVzp4y81pbQG04uhBMuHzrvvwL58jn3Da3z2ong8AyHX2sIJxycj5QO/2EozH1QBKvGZuXF0ychpGcl+rnPyY2luDzx/z40If0l+dtXX5fP1TTLz8xNyqaWekn9+I9J+tlnGcoJXABmaIRV/rapm0FhNL3neLDCepkvNbA67mq44diAaWjzff39cv78RQlHiuWxQ/ulsaHOCcCA+Ua+PUxpNAoL4Oaxoiyr/Xi9KnllpEwG/vlb+XAmgWU4t9yQq9J6MJi8VieaL8z9o7AaTIrXbrJm8N7s7pcz5y6r1fXCs09IfX0Nwjh27q27pKBsJo/CsPDLext/42GQD79WAkRhhNX3CuGEc8iaFoJH5heicu5CuwyNjMjeXVtl986tEuRqLgQy5L+6vHnAn5eFXkRhtBXBCy54b2VJV4TUNvVi3Aa/9Lvi7eqR3I4dkunvk9nJaZn+sR+Tik+/JKVFYWWaLOe72t/N3KSqt1dcmEvn1wnu3HBvr4AzppfDsnwGJjwFvF7A8WCyM8iHgzPnhAmX98sHXHWHB9fL3CED5TvXHZ2DcvFyp5SWFsnTT+6VmsoSlJFMGSU30RGpMEn681InDhxf5+j6a3/pCT0dFPIAHk0QoiBY/nyte4VYUR7+uNfURUycPC9xb6pAcc/4n7+LDujpG0Y7XEO7eOWpJw5KY321WtVmcsQJCKfnjtAqSAGO58bfXC1DZS199d+5o3Sjp/gpuG+g7UhL2rm8MwoDMh020oqGNwEKMlkLqzPkNaOYaKbxkTaTpz99zDig6DYzF/1jk3Kxs1s8ly7LC4fflCYI6aXPf14uJZPy0X/nbAvKWJri/Qvp34GQfk2+UNMgPzM7LW2bNkjuZ39Wsi88r6k7xXKQP0dWTqZwhQEALZDrz85nZQh66VhlXA3kRtWftcE4Jg+mw631ulHmU2dOS1FRsTz9xFPS3NSIfN6diMZdA/QvvGfKdz8w6ZimVxoxRblNvR4pFDaWqZOpL64pDDpudsnJ02clEAjIxz/yAhhALRjAygZgG2nzuI1UeFefBLgehQyDcTS8EwUHxOM5wXAa1niYYCYBB27UOwMBnZScATg3vyCnzp6TwcERObB/r+zdvUNCQV1rmodJd7WfXvPHDcDqmUulN1RMtfMCf+MMzHlBMgoVvt1gCv/1NwSmkXh27ZZ0b69Mj0/K/E/9rNR8/tNSXgwhzbBOlBXxFe6NFfcLM1oVIX/LRCDgof1Dx5twPGgQjaA/K+MQbrx8YB5dFJwqTNTV/reDiePwi4xcvX5TLly8KmVlZfLCc09KbXX5u4qk9dAT/ONE6dr1J/JGCfsM91QguYUyp26IfFnN9WoU3jfna2F1eoQpxm0jEgXhGJQLs7p6BuXsuUtat+ehSDc11OqaEgOmbaIVps/TvD9QWASe0/HcEdJAQVzF7QrtRtYQOBaGMLFWoNBzVXjCXJtg5rg63GqszrcwnUJnwFZjGM40942OyulrlyRz9qw8/9ZhaeZ099//Aemqq5YD/9cP5cM/EJxC8dUBVw/TuVn3eSxRUEJtb9zWozr8UBXTHnacKgvqnDAkEC571xV8Jq7LtTQIj/Rf4ZCOG14D8VrT5jPtpOQyMcmlo865+nNBR0ZisZhEo1FJplKuf07zZVIMo37LF5q2HkyevJ93+SC3dOZEGZUpq95wjx8qhx+2HSUqlzfq0lu30hm+T4E+ycRxm32SQXsm9RULTg9zkaDzqANxSFvZtO5sluXqTbc/+Lyfaasf1wNoX6cktrgg01PTatnyuajTKUyDjs8WCxxXhHKbIJeQ2I8ryq3OoYH8vXxYps3FY6Qd5p1Akkuo1xKKre/trWgOXjvPJBFX03TKnkgkJLYUlejiksSjMUkkU0r/KrNwTOI+aZThWAb1d8uRRn3jMW6Iwl373Gl13lrhWAfWnWnSg2V3yp/jeGAbwJvxlC5xmofrb5ze5zmSXH2v0DllXHZutu61O8bQDnxmncGRdYuiDWJaz3h+XPKcgtNpe8QlNA3nZGUL52+4v3eGhnOj8eDsphdDHy6ARtGPLr/QNkP78j7LTr88n2DzunWjfzqektmpWZmZnpNEPImbDOc4Jy1zNHEcR7DtV7Q/4AZTmPO1nEHez3jymC/fSke/fF8R5hw3c2mUPRUHTScwTJwxygW3pFmnDTSYCe7EgVtZ1+U0ee2shnadG8YZW/TjplfckGheHeneuWfimvBumrxW55bJ7Z88bcPfOV/pNAHXFfoVhjF+t3KrwxVeOw7lKvxzKqEuC95AvsdtoTU9IFRVKS1PPqXnxAMLaaSsv0YbZi9zNSaXi3DFOQ0ivknAcx71mue8D8lE4e6cmzhwKFUODHRmalJuXL8u3TdvysLcLJJ3Xj/R9ArycK4L/PNH59x9MpAneh/awn2UoUjEYzLYPyAXzp+X8+fOST8siyiYO7d7NOkyXzZWvozq71hNeg8O/2gH1t8Jmz/eyhXe5zlO7hjnUXOsT96xvdiHdE5/sBN0b2QMJC8d7lFQT4wNyuXLF6S9s1PmILC0XXVVeBqCd056ujql49p1hBsHkXMRmpsu00eamk5qQYb6bsjJk6fkemefROMJaP+470U+DG/i8Pk4F7KtcAijablheEQ51Rn/vGO5HXpjnR1llfUnrTjpaD3xy/t8TWl8bEyuXr0uXd09Egf9UaEYHR2WS5cuyulTZ+TCmcty/UqX7rLGD05QgZidnpTr7dfk9OnTcunCZZkYnUBaLCsEW3xJBvr65Ny5s7B4zkh3d5csgoY1X2RsnOkXbXv9cQcBmQbKyqOGMw6+eVfob+7xiJM87Rr/tZx734wpthe102h0SYaGhmV4eETmZucxFtH3Fy+gnifl5KnTcurkGYzLi9Lb0wcFZtGhBTctx7Hd6fgUlO3suOX+WfZD8Fs6p4xM20mH0kwXv7r04LQRZFUyLhOTY1re+YVF+CMPMBTHOWVy2jqH8i5Ix9WrcuniFZmannH7AeVww+C/IO+VxxX3HtQxTTpcmDIu94Pj6Kfldu+ba9IIea++kQHHtsmChmcmx9Fvg+izWTQNeOXqdBlV03DWoDvjwfGn4/fj/WhrygGm7fB3h7cynRjo4nrHdbly9RLabsK5r3nwbR8c6XjN9NA35MuGFpgG0zc0oItjdR0MxiId/G7nnPo6bvU91F7dav9lB1pxnbYZ8mUZ+BzaeRbt0CKhNMlTTo3rEXUJF0t500a9T7B+DwGalbpC8GqlTyHcEhmHTnZKyRe/MzI+PibHjx+Tv/iLP5dvvfaaDAwMqLatRMNa5R3irbg2zoTjffxrRFSXKzhzfhwD8PNKMpmUXgjld945LifeeQfM4Kxcv94uExMTjjWCWJwmZzhaNE4BALes7K4UGGx+NTf+nZWsHNQa0jma89UovHerMB8asO0wlND+zpDCtUucRtvkc650KinXwdj+/H//hfzV335NOnv7dcMbNj37ZKi/T159+Rvyl3/+12B+1yTO3T7Ql7TC+GEQs1o2mVyQ/p4OOfbOGbncMSiLUWirHC5Zrk+g5crykCY4De5MdNPpOMuTFXzUcajQuWHVD5fufeea9/keCdkE6Yx1JTvCPSdlrefM9LS8c/wdrd8b3z4iE9Ozai1evXxJvvX663L06Dty5eJ16bzeJ5OwwtKoExXWKxcvyvF3jmJcHJfDb35bTp84ByE+CSEXk77ePjl16pTS8dGjb8u3v/0W6Pi6LC3BAlRavR20IuruFFLhVGW5WnfrCLdtNT+OTYz78fEJeefEGQjkszI6Mi6jw6PaFq+/8Zr81V/9H3n1m2/K+fOXZADCewkWtsY3Rc6fFDjWl2MVNOP4mUwLz2/nCsM5YBuaob84Py/Xrl6TU2fOyCCUC9IkeQktN26qk4LixDIwOAVN+7V2uXDxsgyjr1IsF5IntekfEqVjy/MDOw7fYP53iXsI+mBw2oQl9UKCphJx6exolxOgxc6bXRh3tATZpag3jqyCfrkL1jA3YWHbORKCPJxpObMmytM5rtB+ziMchEBktiF3tLzafl0uXLos4+DHfDNC48GAS5Efc2ZMYzA9QDuIYw4iFOk6r19x/DnjMcs+0nxMfst+q11mDb+7cyg/HD+swzRYJ6dUDvdwuMHKceYsJGQoOvA4N74B4z0gnMSpr5jzuwOKioK4PE6b2ukCblEYlb6+fjl/4YKcOXtWrl67JpMTk+hUTpEamLxW51fov9oROKLxdJMN5D81NSWnTp9CHlelsqpCtu/YIVXV1bgFYQEiWFxclMGBQbkJa35waEgWwSTSKEc0tggGOinDo2O681pvX7dMTo7KzMyUDA4OIM6Qatk65YJc72XcfTjh9oESH2nF0EsBcI9aMgff6MgErMJL8vaRE9Ck22UB1jQFO/cev9nRCSF3Sk6cOi/dfUO6Pza/2zwCy6YT/TSA/opCOHHKi0xzCUIsrtPGOZ1yHB2ZlK6bvbCERiHgOG1MWjCKAx0HNQe7M7jV6YDjucMSHLo1NOw6+ruOcGgaA7egnpzK7eG6CFjD5y5cRPkHQCdLKmiHhoeVMdXW1smufbtl284tUldTJZnYknRgLFxGeJZry9YtEgoFpR2KzJUrV6Wj4wbGyhVY4pPS3NwqDQ0NsHCG5OyZc2iLIRUiheV6N0z5VvXHewFmodmwNGSkGa1z+/VOaUe/xtE+jU2N0ra5Tbhn9ASsT18wonVubW2WokgRI6+CSbSg/OiPFdd3hcIWWk6TQkSZKPsYAzmG/ujv65UbKC/5B4VHLB6XQdBTx41O6enulhlYl+QTnGZNQgFbgGAfGh+XmzA2BkdHwD9iqvSTnrmynjNCg/39Mgi+x+ld8p47wnTqrTv2/lCY7uq0tRk4RjGOYEV3wNLljIIqJgyM+6z37MyM9HZ1yc32dhkBP6Sywg/AJBILMj83pUJ3cHBI+nsHoYDOwjLnSPFAsU7g3ph093RKb38vlNApWVqkoEfqaPvFxTnp6+9GO3dARvRqu3LanUZSdDEKBXhWx3VPd4+MgTfH+YUYpOzFuPFgnPPMEYoOD+LYXuZHy87p82W31r1Cv2VHMcw3AwrzMn+Ee+62K99V96Fc/LiHc1+bcAWY6kPC6qRXX6+EI5gJnpDB4YjOV+UX52Vl5bJ5Cwbmhg26oCgJrYwalgOmfS9uGUyBYlPzx8UCBClXfE/CuqmqrpX9Bw7Kvn37pR6MLgFtjZ19Ftb120eOQLN/Sy5cvirTCNvfe1Nee+1b8sqrb8rhw4flW9/6Bs6/Jm8fPSxvHzsqr73xJuJdkCkQDYmL+eaLD+RPTd+ymOb4IXeQdcpDeenAIVxumME/whcIS2llA5hBDtZwNwTrKARuWqYnx2FR9etz6khpOYxXbmO6BL9eOXv+nPbTG2/C8rpwTqfh/P6grqrmt5MT8UW5fuMGrNej8sprhxHusFy+0i5zC1H0B4S0JwDa8EMT9jlaMcpCejQ2lToUj6/OrXQIV+BvwF7XdzhdPwrLsfEx6ezukmQ2LY0QOpGSYqXtZCoOl0BZg/BvlO17NsNtktqaMlmC4tfZfg20GpUdO/fKRz/6UXnqyYNow7jO+pw6e0n6BiekurZJnn/+o/KRj3xU6uvrZXhkWBUCCgISX0HRboE7BlgGu2m5A+8OJk4+HjgvdynDXwodmkD/BsJ+aUL9d+/ZKZvbUP+6emnbvl0OHNovmzZvkpLSEhUSy+mYEzp3MCmBwXEuND/A7uRMfBzJHFx//SyjMlAe6Y9+piWXjkMw8DW1HBTIRbkEa/nNbx+Ww2+8LkfffE1Onzwho2MTaHYy5ByE+aRcvnpFXn/rDXnlW6/i/CqE1Tz4SL8cefuYvPXmt3F8W954/Vty8p0TMjk+4VqKtwC7qrC7zPXDdKvA2msLkJ+hv9Ip7l0Bmnd8AQhvCMyR0VE5ceKkvI06HXvzdTn21uvSDkNrcXEegr1bjh77tnwTvPStwyfk9W+9JcePHJexEUeg0jg7fuyIfPvwt+Ts6RP6GDKbxKj0BqDMzcr58+cR53V584035M0334IRdwG8ewr3pjH+L8ir3/y2vH34GO6/jjZ9C8ZVFxQDfqsBPAU/Tq8uO857OWL14TlSi4pp9L3yNKUhZJ4/ulwObayzctx0izTGe7jDOPzEsQHL+YHBoQMUBoPOTPvQhcMR2bhxozz22OPS1tYm4UjEEXSulDPHBwHT4LQNV222tLTCxwPL7ZycOXNGtUDu8czpGGq75eUVUllZCat5AoQAhtjbq1Oux469Ize7+5COX6YgPI6AuC7BIuc+tiMYoCfPnMf9Xp0qJ19RJo5aG0f2lFcY6Fiu7zjn/FFNow1LhqbPt2A9bdi4XTa1bpRUdAEWYTcsjFm0fY/MQ5uua6yXxuZGCHM/rOQEBFxSysrLpLqmVt9N5rPZHmja1O+5j7gvG4f1c0POnT8jw7gfKC6W0YlpOfbOKblxs0etcdIA9z/OwGHcwKEseUdhaxxLzJ7T3sufZyFwsu7jFYLhVGi719FYVLp6umR+aV42bdkkO3bvlFCY791yb2kMzIAPdZuHRXlNzpw7jXJ1yBzqOj03I1OwNv1QXOrqGqWmulqaW6qltNQvYxPj0tk7LPPJnFRCoNXW1aqArqmthlKTkGkIB+ar48ctx7vx7l5xnFFN1rpHl1dd7t6Z9tCyOOlwJT/3LfD6ucMeP5bPvZiDUkTlKhSSQFGRRNBf4XAY7QT2tybXMonC5QdUgXMyvA3cMGSkZItaNPrxGqxXH1s40PL6vRJC+TJQsLq6uuX4ydOq6NdUV+i+4NevX5Xzl67I7MKS8pHo0qK7nkGkG4r/iZOndKq8B7yEz9x7e/oFycr8wpycPXteOm/cVGt7fcH0Ow8URUHwyRAct+nkLEMWiscseOR5KCE34OeX+poqmZ0al5Onz0kX6LS3d0hOnL4oVzv7Je3xw8KOyeWLF6Wr86YqLFcuXcY47ZNQICSRYFjS/D5rNgFFc0Har3bIudNXZHE+CeW1TsfsmQsXdLwMDPXIaQjpI6cuSjTBPcg90nXzhly9ckXmwM9ZbreH8w7DegU5PizHPs4Pe20ynGmz6QVPFJQJGgdj03kDAI7nOKONb8D0HgoKeNEDg+/LFmNQVpSXYyCEIQRBEKzRQ4MzbUVXWVUpzz33nDz37LPQ5OLy+uuvy8svvyxXoemS6KpwnwK6CIyCU1ojw6MyMT4uCTC+VCoFplkve/fuk9bWVhCGX0pLymT3rj3S1NgI7Q6aI4Q1NTl2AJu9kLU7f44fj86548z1nVwB+7tlvNVhbhVutbuXsPfiCtN1wPoruTpX7BswxuqqOtm+eYvwS0yD/T3SN9Cnsx5B0EQj2rektFjDhoIhKQWtVFRUSFFxRBci8dHE+PgUFCawWJ9X0smo9HbfUMEXxcAvgXIWT6Sl82av9A8M6jNhpxx6QLo4guacaWw6+IHI807/NKg6pw8h3PXK9dfRRsWTj07SOn3HaToqFpugfJaWluqzPTL6oqKI7NixXbbv2CaBYABMu1uOHDksJ8+flv6ZcYkhLR8YV8CnO7gL9xb3BzxQTjIyH+UXfOEfgcB38wsGdKNwpVFa8PcO0x90ROG18TNYfW+1uxXIfsjs3TBsazSc9j+sVa4058rhFJVlp1ldILw28C0cUXj+ADB06RwNvDrWA1CqYuADFLrjE5PSumGjPP3cC7Jn/34VWny1cGhsSpW+quoq2b1zpzxx4KDU1FRDkZzQx2WLC4ugjazU1TfIPtzbuHGTPncfGRmFYFpPQtrQPBqVzQ8ay+lm1JzQdXqRND4yPKSPX/j4aPf+Q/Lk889K84YmGRwZlxvdQzI5k5BYMigllQ2ya+9u2QpllYvQxsdGYfV26ixZcVGpPPHY03Lo4OMwoOqhyGZlampYOju6ZXGOnxjdL88++5xs37VNFjDWu7s7wGf7ZDERFW+4WLbs3CX7D+yTIowHPkbgFDhpagUKLx8CndwSKonZZqs4aZ6c4J+/Z6CtnMfDE9Lu0WD1dR68ccub7waFs4/b6PlhDXFD/YcIdhyZ2ZbNm+XTn/60fOYzn5Ha2lqdlnr76FFodn0YLCNqkfEZCl8D4PMPMlWMO1jY5dIAYdHU1CiN9XANTdLS3CKtLS26SUow6FNrhl9wIkzVV1bfDP+CDrwHrEzr1ri3VN97rGwH54rTxirYAC784PaJfI+9rq5GxkaG5eyZM6r01KGd6xvqwSTBKMDM+RxzdITPsbpwHwI3uiiZJBh7muRNLZ9f1ErJ7PSULtqiEE8m01AES7S/KtGPZLoEtWuH6aBEODfl5HQnhcny38pr85yLjjBxzDOpaDwqnZ2dytC5gnlqchpKQ7cMDfTL+OgIOsgj+/YdlM9/9vPy6Zc+Ibu2b5f52Vk5ffaMDIL2UqiDDmVX4PIZHR8DBvxByOYQxgkX2/D1LxQa/3ymyXz9AVg7qJvOUmnM28GEKDwatxr001a6C2fCmaMBr+HgxZlp5WfwKQyhIFGsRcD0u5X/w4IqZEzSSZRl5MyZD8oS+5dTtLNzc1CevBj3TdLUukHqWzZKaVk5BPCCLCwuiBc8hjMcm1qaZROU+UYI5CAEPNdLkJFUwAhoAh22IC6FNQ0Tzr45i1FvgXc1EmAa70HdbeCMT45TnPAf/cZZR85Kcg0Iv+G+NB+TyopqaW7dKA2tLVLf3KiPjaan56FU8lOTVVLbAH7Z1AD+WSMlJRFJg09yfPJNm6rKKmnbtFU2bmqThvo6KOFemZ+fkdmZaQmjbTZBkWlBO27Y0KqCeGEOY3ppViJQdGvBjxvRlmzPMoxrjnsaX+8S0qyH07F3rPN9gWnm0zV5rz4CbjsavkdwnOs3gFxwlLz/MAVAaVRrdhuw8EjtPw0uREdrgI7n72rse4SZUqdjWkyTnUir5qmnnpLnnn9erbLBQb4GclGOHjkqN8FMOUjDZIZIw3k/kCsxYRWjOJwSZ1rci9ZRJFhGMEm+M0uLABY5QX3cWapglisss3X60Q5bef/OjuUpvCbWaiGGKwy7Ot5qdy9h78WZtHikM3Ce6fIMP6DYTCoNRoV+KS+B1dwgs7Mz8vbbR8AQF6UJTJCWiZ/PMzG4h9FXx4+/IzegwfN5YSQcgoCPIJ0w+ocfPXE01QC3xISyF0QflZWUQCPfLh957nnZvnW7RCIR5Iy+QOPlHWKtuM6BGb3LMY7rUAEf58kRllA/poprPsML+ANQCCr0UezI4JAM9PZC0x+V6clJiS7GdDvRhtoGWBdbpA2KY3FRiSzNLiJNnzInKheTk+OyAOY/NT0HKy4t1VUV0tpYIRHY0nNjIzq1Nzs3q7M4AQjoykrci4SdAt0Shb1hjneLO4R326IwnHqhbdBC6njG+SV0Hk7YVxgJCERFg8oUPz2IQQT/NbA6exOM/ube6jC3AuMWunxiHJuOJ5VHzl445croLF+Qe/bzHfWFefTjoiyiL/mWQSQAetOvg2E8owx0Wg+koXtsIz2HNziKur5TjDbgQjR9Q8FkfyswkqmbOT4MON1yyzRNsVjONPgnF3vRgKFSEQiE0R4RXX0djc7LUnRBFqNRfUbLT276vKivB3wc/a3vL9NxQOCaigt360uCH/P1wUW0J1fSJ+Np+GPcBtAumTncm4JQXoCD8MW4CgUD2gfOtDHKB+LRd+6RdhouC5cvdCFMPd9rFNC606jO0aEAHum33NgMXqiePbQirszm7kBBaUAhZ4QnCXUO2ml/f7+Mjo6CMU2qRcsjNcwHQaGQ5zkZXldXl05vcwU3FyeUV1SodUwNcRraHZl8MZh6JFKEgQYRyrKCa1N71MZGq5r6k0Ccl/tJjBiMCGeqSSGMEKvcMkwabvC7wurwK1NcG3eThwlzN2HvBWulaVoi3zpoT71GGxYXF2lfhIMhGRockWC4SOqbmqW4tEQHdcDPL4ZxVecM2j4rJdCmGScIZuH1h0HwXLUtap3Qat7Y0ioVpcX67eFypFEOiyfCZ5005QAtGyKsOK5wd/4z0LqgUqQXPi557OBj8oXPf1Fe/PiLsnfXHmnbsFFam5qkvq6efFut7EuXr4AW26Wjo1OisbhsaGqV3Vt2yKYNGySZTsjVa1d0W9vLl68jjke2b98sh/Zuk5rioIyAjs+fOSsXcH9qakbqYZVt3LhBFRASIctza5ga3hkcQnQqU93ztRwFLY8m49X3zfNfznRwLLEL2Oa8qcwWzmxIcUsw/K1w91W6DchCkQnSIT06fGlAJtG+fljIXB/Q0twsIQjkHrT/pQsX5Hr7dVlajEozlMua6kqNS0HE92PZaFkuCKOgZuqaLniGNgiCoh04a0jn8JfbgLeNe49A48SBm5Fe4ged5YXQjcej+jbLjc4byqO58LG2tkYW5qfk+vULutdBT88AlOIiaWutk/LiAJRlGDRwrJ5+bQztwt3L6mprpaK8DErrhFy5dFHfXhgdHtEFajXVtdLa2gAyjsvNzsty5fJFuXHtJsrih9K+QaprapAmP0pExZglzemY9oFHePm5yfewje4IFQB0LJlTukK4FLYChSFo9v0KT37lV/RwT6BAO3GaC2+6ZXtxiTwTi6GRS8XDfbvBVPLS6TYwgrnwnM8H+V70tWvXtONpVeszaghPTjFzAYlBodC9HYzw58psvp4SglXcBAbJwcC8KKipFEzhfnV1DRjqIdmIOiT4Cg/KoystwVTq6uv0YwklRSHha7fNG9qkpalOMsmYav4NTS36Cgx3TOJ7gi0tzSocmJ/DmVxonQ1bN+3k+K0M5twz9TTXheAdOt4pPDdwUn233+1Q2K5r5fkgKKwLz6l8sU/4FTEuFAwFw+inBTQ3n922SnNDDQZqWny+oDzx+BOyc+cOVdbo+LpOS0uLphOLLcDKQTxwvob6VqS1RcJFYYlD29/Q2gqLebMuQpyemZeJiRlo6AkIzzAGONccQKijPCqYUV11HNvmfIVDuFUOvvk/ghuUDA85m11wIRdpgrRbDabORyplpaWwDnxSC+ayd+9enXrv7u4FY+OrJf36nn5pWZk8+dQTsnvnLg3PGR/6j4+Pw0qJyyZY24899hjq1qIMj1P5Y6MTOv3KxY4HDhyQbdu2uuPFKZcuUOFCmpMnnSPyz87CKl9aksQzT0vRtm1QYJwZIzfKmjDkoVVfA8vUswz1Y/vioO3EyLhegqXFFdKVGN/b0Edk1Nzda3ZuXhIZv7Ru2iybNzRKhHufu2lo/nQq1U05yOwKr3niHpdPbgkT1xy5UnkCAmNsbExnI9iHpNVr166i/WP6WtjePXulDm3Id5x5j0YFp7hr4Ldv/z4VPFwMWAT+tRm0XQxlbQ7tTQuc07X6vX3Qa1NzI+ikVnfZopXe1NgkzS1Nmm/hWCyEQ3fvDQrz5DmV4JHREc2ztXWD1od0Njk9KUtLi1BKFnWBYjn6rqKyHGNxEe02DMcV7vw4yR7Zu3s74mfQpyL1DU3S2lAnHvQzleyaujrZ2LYZSnhI6XgSdM7XFbmwcuOmTbJz916pRfun0c4TE2P6eCsaTyJOm+zfv1tKS/h52IyUltbIljYoTUG+ubMgJaXlsmlTm64r+kDAZkQ38UC6MrRFsF1n5+dlBHXNgcZa+vqkFP3ve+458W7fIf/uoXwFq7dH/suXviRfe+Vb8sXaRvmp2Slp29ginp/7GZEXPkIqckOvjbXyJBGQGXFgcMqZDc1wJbBkOUgoWGmVGALlvbslVk6Z01rmjk1M78knn1SGScZHIcF3ooPBoL5+pQLc59PXCQaHh8A0srC4imFlV0KrK8UIjsvo1KKUVNRKbWWZxBY5zTgHi5ufv6zQVY685orjmipoedC0OcVjmLjT9A6W/dgejuAy9SqsJ7FWXXnHiekcV+PdMdb2K4TJj7jb9r0fUHHiphsnT55A24fkxRdfVAY3MTYj87Akq2vKpbwkpFPCE5Oz2l81NVX6LukMhAyFG1fo833VwaEe9PEiGFuZVFU2SWV5laTABKYQthxhqitLdAqtp28IgnpBysBoaAXVQwnge8fL/QDcR5WXmywHJWNGzpw5J8Ognf3790MQ73YUNReOwHVmhijEqSySBuliqDfLQ38qeaRVhqMAoBXHV85Y702bNiJMncalwsz3w8fHJ3Ht07HSDMbPuBQIedD8hUIqv/EbznH3bkn19MgMxtv8T/yUVH/h81KBOFr9W7RBAWncN0z6pLOFhSVd88HnnA2ocwkUpmwqqnsjjM3GpKgc1mp9FaxVTpq6QBm0HOpBW4Rwxg4v9DofmFhxsSYKaZ7BqRheu9auu8BRwSK/IA8ZGOjXAHw9tBHtTEyBPvuh7M9jzFMp4loVLm5k25OXcSqYApv8hfyGjy64KDWRSKM/E0qflVUQNOjbmZk58Lhi3K9QOlhRrgK8l+OSMPlyjPLdb779Qh8utOUszSQUGLbFwvyCloWzja0bWqQoUqx1HhkZVqFKo2fjho1ow1J9tjw9H5VwMfhiRZmk4ksY21MqjMsrq9RAG0Y78vFWBHyeaZbCVYGHesGPKaCZ5xJopgR8tnXjRp2tSMFIGp+aB4cNS2NdJezVFPpkSmmksqpKjTyCdXqv220FkL+KZtOHyJp8hmVgu/ZDxp27elXSFy7IM9/+tjSDP/l/7mcl9/kvihf1d6Nou9+SEG4Fhi8U0vzAxk/xAxuwMr3M5Lnn3ZD3DqbNwWCmtk2jkhmRyO+3kUkw3F2sUEiTmbGxyDSZJ/PQVz302bJDoFzVzTIFcI9TXDo1yucdGXQ4NGEfzBjeZ1izEp1TdLzmDlo6pWOxJthuXVCcuFtWAH37sY99TAUxvHUKkG3r9LfzGMEInNXt7fRhDMe0LpYKBkJ6z9lTmVNrnE51+omr7fkOPJWwMJjDw16QSMyDcZ09e06F7n5YVLt27dT3/QthVl2b/PkeOPenpj8Xe9GKKiwby04BzgVHfN7M+4VjgfFJx/RjvUjL7wLS8EAoCz+wcdMR0mlXSC/+1E9L9ec/J6WcHn8/gb7WdQOoivan68nHF3wczTGkdKD+7x/YDzdu3JCLFx0h/cwzzyizJ19iv1DpMvTIduUCRnNvBQ+Bgs9V/+QbhlYN7ep9l64NffKa4e443f0+gWXiLCO3TKaUYDtQgSRYX84Y8jUzvkXBevv9AVynlVZZT/qRbxNm3Dp80akf1/iwvnwrgeDzbNK4rqBHPKcdTFju7Y4xkEzp1DofYzljgOuYlFiUVkxYIt9H6wxsi8GRETl35Yokzp6VZyGkm7jQ8Cd+QuJPPSvFW9o0nFM7/iDCvYDhjZB+2RXSPw0h3dxYK/P/7J8ik6ecZuWDqRXDa618Vvo5HbbsDEwHm/O7hUmDcUlsly9fBoOLqIVTV1e3Ih+maxyRvwdHjUjro7fgh76nMGZYfRJiisq4es6fwrT04MDxQgh4rrjB6Cb8sr/msSrcWnCTVZjQxu/Osd+NW+V7t+VZC6Z+ZvBQcbpw/gKEq0+efvppaN5On2jJEVbbHZcc1Ixq8jZhnPR4bRQk+pFOXH9NwfFHAE3HMATShEYH3NT06MDccH3cy9vCDcpZmcuXuQvYmL5axWlnKniaGdNBOKfvHS9GI+PiM0k3CZTN0Dvrg/ssO++7ddTnmDq+ACbF+rsMyvloAU/cxAnGgwv09UrJf/8D8aPdM9u2C0wTmYMlOPKjPyLFL70kJRTS7ji7M1ge9/RegaKxiE581ht1crxFN3nIp+30Mf8Uq/JbvnTOHHrA1X0WjPEZl0Kaj8Ha29t1toaPFvjIbZnGHGdAf5NnoX8hTNrvhgnPezw3x2XcIsn3FKaufCR4BRYfx86hQ4d0tsu8NWCUCYYjzTp1dF59ZB1Y7oz7Dp3TRjx3/HnGflY4F26Y5TQdp5d5+qdbzg83GE9D8IJ+Jg0nPmHimPP3E4V5F2IYynE7aCzQ0SEfOXpUhXT6R39UpjdukaaXPqZhnFrwZ40EbgeGp5D+jS/9jvzNN74pX3Qt6fLioFz94hdlbO9eTdyXwrBzGaID5mMccet8WTHjCIehOuF5vJuGNuFMWD7P45Q3rZotW7bos4rVdee1+jEePXB0c9V/w0B0swrhSkWGcvJwknKIVKFRGMKx5vTKSUzTMIKFV0Q+b+Bu6rcabtKKgiIo7j21ZawuC8t4P+UjTP0opJkG1x1we0EO6n379sFqqXFkD1dlqg3ihkd22tZuhZbzL6wh18bTh+yejxec3uEKHacXnH7in4ZHYE2fkZyAzjmhD6j1ZNmPyId1seqaFtRSdEkZPKe9N2zY4D5/dBYd5vsXfyZZVoXlylsNGm6Z5nmuAtwNxzJrMvhhDJ5qe8DxWgU4PfHj+CA8aC0b9EsJrPvtf/M3Ujo6KkstrRLEmFiam5PzX/wuST71pBRxWp57MWs899dJQkG6d0/U3wmlJdCzu4YpopsGk017WS+0Axx3bCJD5x/hnOGc9VQP1E1Pnfsm/0LaNMe7hekfbWMcORPS19enFvT27dv1uDoMncHt8jXhnHsmznJcU/5lPxPO8Wf0lWm8NzB1I8yRj1q6uruVh+3cuVP5ZmEYOtMW1O/Yb9TBeeRe+c4Wu7ymc8Ylq8Llc4XSwcCkVwheOvGdfAlNg2Mb+TAv/VgP/XW5lRPASWe5TrxebV0XpvleYHVdlBfgOD41JROzs9IyOyOfPHNWhXTqh/+JzO3aLQ3PPqdhnfrwZ1UidwLDO0L6S/I3X38NQrpefmpuWoqCPjn3mU/JMDpSB1oa6aIBnEYwefBodGaD5UYyZVndmIX+d9uoJo5JhwvHyDw5FchdzagZm2nHwk7UWCw3D7gi0+MffXQLN4YDsTkTWW5ZEN7UyImJo3rwh+Soseihvyqg6WvqwiPzcctMFJbpburMmJq26whzfbcw+Rfmdzd53yuYJh0ZQGfnDd1Nau+ePbBaqoWvUPALRFwh77S8qYP2gJ6tjbWFNOOwB5wedK4ZdhnLuWj1nY5D+fADOnZv3R4aJae0xUU0PRgfMzOz+t48F7dxBaux3J2kTILsW/e0oJ15pgatUxTHY/k2wBtOwZw08efed7pw+T4P3OgkG/BLGdp77yuvSAWfQzc3S3hiQoX0yc98VuKwFiNcdQMhvWyNrIbTViYLpXq2F9tpdXgGMmXK/zhe7qnC6YmcpJEOe82HMeZ3A+Tz0l+4lZXUvOmlbYCTtej3bmDisY8MbVKppxXJmTduU8w3AdbiF0Th9d3lzXhOXMQuOBq/Qqyd193lc3cwaRfC8E22QzeENEEhTb5pwDLQMb7j6EfnEC+4OPx0P0H48Zfv8NOfvw5XNLVYXT9eL5/rb/6aII0yFybAM/cKoSik4clIGtFJ16CwzOb6vcTqfPLtCiE9s7QkW6JR+fT58xDS8yI//mOS+eSnJASZSjCGxjaJ3C0YvvCZNBeO/fTMlNTXVcrkP/knsvTkk5qyJ8OGcwrGMUxP9wrOYVgOnEYzYPqFFVvdoIVhb4XCNEyjUDPmdDefkezevVunuwkTjjBnnBrUd+94zrSUwJw/B2QoDI1rve/46rUbxjljGMbFURPHGW6YtByv5VSJwroSvL6bOj8MrJW3wZ3KcC/lZDg67i996dIlFW7PPPOUbu2p2rj+OOLWwco2Whtue5r2BpxYDlPgFc8dGCFt7hfCvWJdVt64I7hlJPeE54dhxsYnZPvWrbINjosH+RrPWukVlsocWTpznr/PkwLQT71woue40LAmYiFwMwdFKNDbJ1X/4/8nQViIKQgez+CgzE5Ny8D/54ck8okXpZSLbFJpnc1geu+Gk/hyHjyB4ytVq8PzFv20UPRYGyaaM554TWvapOxG1APpy+Tj3F2OvRKr6fhOYHjjyC94pBXd0dGha1gOHDyoq+wppDUM29ONm8+D8Z0zxVp5M66BuW/8nGvnfDkYT5yx8n7D5Kn7RoBvUoF54okn8s+kC+ti2mwZ7Cu2J9vJHWvKQx3njEf11D+isB1Wt9PKNiJoPLnxcDDp6rWmB4dL40esToPXPF9O873B6rrgR0s4NDIiNzhT090jHz1+TJoW5sT7sz8j8sXvEm/4YSwcA3P9L78DIf2qu7obQnrTxmbJ/vRPS/Z5Z+HYe1v1e0PaXTjGTdr1vVVYDSQ2I8ANVrcEBbX6uZVxmrdgMJoT977TlLhw/umjTs9xqmf5e87vdypIR9yJi4v5qDh95CMf0dfcdLGdNiRcfgDhqO1H/0I4A20l7rVdTaqGXdw/WKe5+QU5d/6CDGMQ7tuzW3bt3IH6cXX36rLfP0xK91RetiksIt9v/pZ4urokt2uns3AM1vTsj/+E1Hzus1JWAiH98Ip517iv+rwHYP+RnsgvKKCpQHLh2LPPPqvTvDqr5lrbhtnm6Y/3nDPFu+nSSd89g6OA0Gh5MI4JY470Wyut9wMUzOSbZ8+e1Wuu7jYr1y3uH1w3MzA0LOevXpXUhYvy3OHD0gJL2vt//4x4IKQ9IUdIP5RWJiFxEw9SGumIzxb5zisXynCln9/nHt/lnJf213J8Zlx4btxafrdyJqwJz2OhtsdnhxQMheHox1XcxnEFMOuhaaLMdE7Y5evl/FwXxHXQja/pOOE0DsLxE3xBWDSF+X5YHdvzVn6mT3ht+A/7x7SprqSn8xXER9vlz/PODWOctrVzj2k7+TnOuaY/7y+XzblGPC0LCgPHVz7M/UKntH0bx7LTyuKqVTJz1smhIece4+fHx2rn3qMzbeDUxz2Hc+4b/8Jz59qUIR+/0PE+6qULcOBYNsNsuSrWib8c99bpOC6f91phCp0Jx/RxzXgaV++57QG3Ol+9NvHM/XxaJsxyfR/UmTzMOWmBQoqCmef041bCXNlN3sFzhjXlZ9npZ/wZJy9odU2B0+6aj1uvFfSt1yvpzpRltf/76bTccIVlKGynNa/ZP65z/Hg0zglD2mO6OkZcv3t37073bpwp73vpbpUvj+x3jkPSB7dU1UXInGlAe1B5M3gIQtpNjIRIWsTRWVnqaJRKn67TrMn/eCx0LgEYcFBwdSyfVXKahe/Acql/ntgLwt4Oa4Vj2pyuouM500zwndXxcV35PTgwoO888kV6k58OUtcZPwXS56XjUN/8OeLwiCDqOOXjTvPgjuO0M3iN08I/ty3Wg3sYWCudQj+2GzeN4Cs4KtS0HXP6eUW+R8zngX39fTI8PCzz8/P554GF/aBt7MZz/HHEH6eW9azg3rvdcr+yVHyFie+78pOWfPeY99hDhY7l1w9vFDr4OykU1Cnt0Bmv8YPzrG7QwY9/8EMhpGtaa4io95k3n/319vbl9wjQ/DVZvjqWyNPp2Niohmdc3mY+bJ+BwWG4IX1Hn2k7JSqAW5a807rTnzSLNtMVew4K45pzc+T0ojqcs4XcJN7lXGrXsA6cE7YJ6xONRiWRcj5Dy7z5GhM3akmmnC2B+diAfIAbvPA9cG6qwVd+CDS7i/zJQwXLaMZ9Ib9gmdl33JQkjbKb/iUYbgG8i9+TJg/jGhhuysTFqrppz/CQWqW8p/HQSjw65w4Kzw3W8lsL9zJ2Tdi1HFGYp6k7ndKk68f+4fekSa8zM9MFfYM0NBmEd/mcgV7hPl955TvjN2506mNIpWe99e78DbQM7rkBfZaDLpdfR6Se8mfZnyg8fy+RL8uq/Exbpvl6ntu2DhAOfrml5Y+rvOfzFVo0/KwoI8/VrbxhKsIX+rlIge/OHj16VI4fP65Ezhfd77VxbxWejcJ73LCABHb8nXfk8NtvyzHkxQ/y3+js1IFEGGvDaH0EjzzjpeOgDeJIxyULPr12HH7Vrayz4wpOHbeOoHV8D50BrvSP5Egrg8y5f6Bfjhw7Lm8ePiInTp6Ui5cu6xfIqKwxrukLfW0pnybjk6Sda+0z+DlhHef0I++54fN+TjqLoL0rV67KO8ff0Q0ZqOHCe6XTUjso4A3qKLCdS7cMcCY8N2Dh9OmJd07IkcNvy0nUqw8Cme+Fkg5HwKguXrgox1HvI28flbPnzquiwvdsycD4eOnUqTMYE8e0fPy8H8cElZGp6Sm5dOWK7mF+9NgxfUebX1JiWxIFLCBfnpVY+04hQyy8S3+9B0+3yneGG5bMM5NKyvDggHRc71BGTS5LJY2vrF3vuCnDI2Mq6LjRzVv8TvPhw2iXo/qu7tDQsDL49wIOHb27QvQhzfD9X67FeePNt+Rt9NPIOHfUcu5R4ZueGpfTp07Km2+9pTyEdejr6ZUh8BgqYB2ozyX0MT+Hy/ZbTX9KM2ucF/rdzhmsdW+1uxNuFYb+VKj4kZgrV67JyROn5BRomd82p2LrvP5IoIbuSm5EyvsZ44S0OTgwpPH55axC/l5YxjXP3WuCZ+bSObrqsl4wfOH9u6v7w8S7yr4K2hp5b7TtUkIWu3rda3LFhwSn2e8fRpOgVkFNlQzSbIHIZ8gU1FzEYZjOg8ER0GTo1Oa7b3bJSSgEXWCCk9CQr7W3y5EjR/RZKe+TIdBK4b69xsJmOSkw6EhctHq4VSCtJ/o511Fl8stgTxQ6CwO2BgWaflYylZAbHdchpE9I+/WburUmZzu4wYFpe7b5HPqE2xHyYycc+NzIhGHY7tz5iV8hYt/RUfHjXti0Zs1AYT+ZfqUQZNrMh0pbF2iC98huGJ950TqlpacKnqbggKRLZ85ZGzMgmRWPfBw0Pz8nYyMjunva6MiwnD97FgL7uNI6v6s7PTWtliLrRMvxMAT5JSgn/I720ECvnEP4Dghm7qTUCWF/CsKAVhl36yLNXrh4SbdupBA7eeq0nIFAG6cQQXtxgLJobjHvCIZTC7jgWOgM7o2K3dhg4qnEknTd6IDQPauWGBuOVmj/4JCcgnLS1d2DdhnXvczfARMfRntNjLPNTsvp0+dlhJ+ARF++X2A/Qg6DZhJQItrlq1/7mvzFy1+Xyx2dEgcdEalEVHquX5FXvvY38ldf/apcar+uNa6qqdYvXXEDjsH+AemH0F5aXFJephuggL4YzvA+CjrlHew3wPBGQ7cfJBzl1oOxtSQXLlyBgD0j/f2DUG4XQbuTMjM3I4sYm3HUyfmwDVw2JWm0EbdOZf/zyK1gZ2fnVCnr6QYNj3P2Mok6O/yT9ScP5TgnXRiwzRYwFjlOnE2mnA8xMQ5nr5g+/VJp8mZnk5VHAcs9CyMF5V4cHnOvH6KQvl+QAA0RGnDOngsTuLCLu4JxkRcFJl+dYmc8FNCwBbGRAZP5co/ujW0b5bEnuGFBuebHBSOcruJ02xVYKWfOnFFLiIOITJ1TNJzK4qrHCxcu6eYV3T3dKGe3XALD5AfHdUtApO10An/Xct/ZoGKtr+uhLUiQmXQcAmsKAz8hjU2t8tRTT8tjjx+SpmZnr3VOq91AP3AhC5n4KJg5v5g1MzMBIdYpF9Af586fg1V6QTX0Hgjcq5fb5fKVDhkcmUDfJeESamlyowoqgexXCmtdFIQy8Mi+IeMYGBrULRFPnz4jN5HWAhhsnmZxyJ/y3DnVXlUrGs7xy0k4GNQ9xJ988gnQ9iHhBwEuX7qos0ZJ0AgXJe3avVPvt7Y0yxgUVN4bHxmSG9euQHD3SG19HdrjSWlpbpChfn6Q45JcuHRFrl7v1K0nDxzYL/v27VVl8gIstpugRTKrQkozZbwTCuvy8MD2zakiNjs9DqVlVOZmF3QHOCpIU2Dcg6PjMjUzq4JsbnYRUbz6jvKOHVugaC3K1asdMjAw5jDgu63MAwMZURHMJKHwLcrIxKS09/TJla4e3XaWAnVpdkZ6Om/ITbghCJ9p+Ht9fv3mfFV1jdJuNgWFEmEz4Duj4A3c0YyGCPkJjRLyGdI1P/jDawqgD0o4r+bLhDNTJTrdfx7KVE9PP+rXIE9jjG7btk08Po90D/XLzf5+meOUPgTn4ty0KibcVz66GJVh8NNLqN+FK5d1hiERS4rPE1BeTMWMvJf157hke5h2IE3z8RfHImehuLcCyzEMGurs7oOyOqOKQTw2D0W7W0aG+Z346Jr1WI/IjzeuaWp03joiPnAhTQI0zjQmPxu5efNm2bNnj+zatSu/klCn9lzt8oGwiuapHVIRqKmtlebGJqmprNIt/KjtcbqKlhUtFgrtY8eOKeHw+RKvX375ZZ2Spx8/pfjKN76pg+wKCPDo0SMgqLNKSE7VDKssdBYG2hraUCm0v0hxaTmEUqM0NTYroyNd8Hkfhc+Zs2cgdKE4YSCfxaAdHhqQ6+1X5dXXXtXHFleuwgJ754R87Wtfl+NHj0k7wr5z7JScOHlWBodG9VkaN1Hh7IzTd2/r9o98xMGFVXxnm0yD97kH93koXXRHjx2HJXVDNf18763VjYXdC8uRzK0aFtWOnTtk7759EDg7Uada5MGZmCUJYGBW11ZLWVkpI+h44Hd1+UGO6MK8DA/2q1DfAWHFfcD3H9iB9vGhfKTLTigoCWlu3iQH9u+XgxDUzc3NaolQkeQsgmEBhcW6E+423N2AqoqjrtChPWDt+ARWUyIuw2DMPRhfvT0dYNIjsEwzYPZ+1JefFXUW4LAwnBoOR4okUhzRBVoKJMfZ1feeDzOjNPJKCb+y1raxTeqq6mRyfBpK3IgKgzEoFxOzMSmpbtQ9pYNBvyqbF0E319qvKe0GuFEM6jECIc7HOKRjrjOgIz+hIUABRSF0AUom+cx6EjIsiqpZnrTui0/aikHIhiOlqlCXlkak8+Y1OXzsqNzsHdC1JYMwXE7wkWVnD4RsP8brGTl++oRcu94O+u2X+fkl4fe5F+YXdXbotddecxRwtIcZl2wH8mH6K3+FIn7qxEm5eP4K2umqHH/ntFxt74B1vYR+GJAzJ45AAb+Sf2S53pHvYTSwLxyWsm1bXI91IKQNSIhGAFPjpNDkkVYrrVnu/0qGpQP2AcEGMY7MkOAA6oalfhkW8QQ03Jqqatm0aZO+F0kLh0oDX9ei1kumPj4+Bgt7RN/x5So9fsxAp8Kud+CY1m8gU+OmpTY8PJqfdlEiz/eIxQpou1BAwUEjX4jGpAua+kUMyJudN8HAoTHD8qAmzUcL/FIQcfnqJbTzVenr7dbntmTo/FKPLxCSGzd7dbFWY0MthEJCOjvapbu3j2IC/VqhXzqrgfCkwOaMyDj6nvGppFHIcXaEjISbN/ATfNyghEyC03OkV6WeW/Qn7+njN/c+BTE/TM8VsouL8zqdXgqhXF1dpauFaUlSKWD9WN9wOKJ7y3MxDj8MEoDiQHrkWCivKIWw8MsCrP+R4RnE9eJepRRBiJUUl2h5VbGFMmEeEziUfm+4nzi3htMYFNZeblKDek1OTsmV9uty+twpuXT+uHTduKbT+wzJ1fd8vskvUZ07f1oZOL8tvXPnNtm4sUGVKX2rxDTwQ8Zyyk6ZeZ7OeWAdh2VjQ4vsamkVf4Yf3OiDVTwqvQOjEstFpHHjNvCDJgmg8xfmZ/XRRDfoMhqPobxZ6R8YlOOoSx8EVmVFpe5iZvYKoMVIBYuWNemRMym0IA2f+sBBOkJZqqsr5cDBPVJbV4NyXpOX//YVXU+RhrISyiRkpK8bY69LBocnMC4HQdcD4LHzcvPmdbgOCYeCuncAP77BL4HBTFOBz9lSWst8L52bTbEdaFlzTRL5Lu+zvbiL38TknJy/dF3GRiZkZgKKXtcNGRoeQfsOSQ/GEXf9owH2yAHKuDe8/DGehyqkDVErc3LdvYCdbxwZIC1QhyGOg+m2qqCk4H5g5EcfCc45J0Pu7elVy4SM7qknn5BDBw+q9cZnIo7GGFPNjEoDhQTBPX1ZLk5TtrQ04rocg6wVjGQ7LPMqnVqlpmgUEOaneVrcGmggdg+t3d5+WMhgcr19PRCgzsrmfgzAOShvFF76XBlCeGZ6SvuEwq4FzHPHzt36icOK6lqpZ3/s2CKbGivFk47L3MKSfriBDJ79ScfnxZxGj6KPacFRGWR6XOlNwc3FXVxfwE+Q8tkx6UGf9SqUmN6FZV+3w6mIIg19Hn3+vH4WdScs6g0baHXBYgRt8/vWFMz1jfUabQhhuU6CU9YKTQopu0mSqXPqVFCXQrKigKYjjFK4ZinNALhFHR4UTpkK0+eR7YYj8qZFXA5FpQ4KEL8JXFJSprMOHHNULDhdHI6EodyEIaziUEZiEubWprjmIkOzsv69BUWIc8zkfJLK+sEXyqSttUGqy8I6i9Pe3in9EEiRknLwqhYph7XvzaZRVT4fTaCfkvr4I5lIQgHrVEUsFAzqx1eoUNFKpEDmDA3rTsHMr7xRkeOMzgcPpw/1NSHQPfvp6aeeks999iXZuKkR1vMNefXV1+XKxXapKSmViogP7dInl9tvyvBEVCLFlYgTkfHRYZ11aNvUBv56SGeGqKSyL1MYzyTHyqpKfbzBmVTOorIt+HZHD/gzH1HxmtPai/GEzKG9yiqKpbYyJLMTQ3KNj0KGpsTnL9Zp+BKUZT2DdFXoCNK0OSceuiXNxM1wvFcYAU3w+SA1Jz6z4a5gfD5tpr05eB/OFJDbFDjQOuGU6jYwzSeefkoOPf64WtBmioXT3SQOWkEsI/OnBc3vmPIbqqWlxXCOBVNWXiEluC7GQGV4R9u3uCXcbnBaCRfcuQoXEQjcRv1+92Z9lltcUqwMi47CicyipqoKCtEuqW9oVo2cgo7TkfzerX42tLIKg7gK/VQExuGXooBf4qms9A2NOlYyLGNOyTGuavToW27fSTpLIQ9q8lzYwwWB/Hwgt0TklLUzLe0WPH98Nwp7XldhT03qCmUuTONMwBNPPa3CCQSlFgL3k+dXhp4CAyQTb7/WDosBVjvup5JpSYEGSfrJBL8GRLqNwBrnl+FiYH58ZYuvs5HJu19uc/cBUJpFGQrL837g3fmxHBzDcB6vrv/YtX2bHNp/SPYdeFratu6UMghARqSwYj/U1NTKAd7fuw/R+UWmISguc85MBpqerX/rHrh/FKZr6sHtJpNZKBH+gNTUV0tTXbVMQ4k79s5ZGZ2Y1s8kNtdUCE2JLL+ShwL6fI7Tc9AflY4AaIyLqZgw60EDwAhj8gzyOgoqzt49FMPkgeG0BGmPjitIKFyffPKAfP7zL8ljh/bL7GwU1vRN9FlEmtA2s1OjcvLcRRmajkvDhs36iVl9ZQ38kJ+frICBU4xx6Q/QKMN4xvgIhsK6cQwdrWnOqJIGOA75lTvni1sZbZMNbRtk554dsn3HRtnQWC5J0P/589dgaE1LVVUzxleL8nW2+3qHoS+CQrmwxA9VSBcmzEwLM74T2JDGUUDT0uDzCHbO1q1blVjJdEjQRkA/iKBmWelMGiSazVu3yP6D+2Xrtm36DVLmzelqTkPxnFY1NzAw5eAUtr4PC6Kh0ODCHZ0Uw/00mDpd4XunFrdGDp2hDr2Sy2LQgsGVlYRl59Y2eeKxQxCOu0EDDao4VaBvSvgYAsctWzaDee+F9bxBN8fgqs6MOgrWFNJxhFaKfYT+In1R2erphZYPJZCWcymYRREEu1qe2ndcJc7n4j5lFBSedJyG5JfTdu3eJRWVFWrx/f/b+w/4PLOzzhu/ZBWrWZItW13uZVxnPL1mUkgmYQKhBnaThYXdl12W/5sMIeyybAvvftgC7JIEQoAPZXeBAEsgFWaSTJ+xx7032bJsy5Kt3iWrWfpf3+vc53luPZZs2ZZk2XN+0nnudnq5yqnTKt2oYbCudt+evTbeyAxXiHDxkmITAPp6+4yB9/X1mlbBBh3YGda45nJmdtFim53OWuHLl5ul4UKzdXHTrb92bZXWy1HVNurlogqVDQ2NNgM8NyfHuiPZd1oT7iKRipQ2NDu1lbDjRpmcFrY2IdvUZ0nhIllavEyWLK0wpm3nRivBJv0jI4OSoflRXlolW7febwLwhfoGOVt3wU2IU++mStrMgVxJxn9kdEwFvauqNS+SyooyGdFyOXTwqJbHkFSVLZXF+QuVAav2rHWO9o/R5Fg9hH5Az7bf/4D0dvfI/r37pLmp2erZEq3P0BiG9bCDJkmvykwM8c0MkkoUGj9npXd0tWo7VOFy7Qotu8UyNJwmWTlF1h6Zwc9Z3G1dPVJRXSXFy5baefy07RZNM93aDY0Xpb2jRdsca/6d8gU9xXiBHFpLvpE39FySV8znoLdy48a12gZKpLK63HrRTpw4rfFqlWXLypVWFLs2PY8xnfZ2eymYtHX4yhz9plq5QawoHGbz0R3EjFtPVNFkmQTDva8ot4cojlqIC1XaKlLJrUi1oxzVTNhpijCoMBSyl2SJG89+l7KFCzNN0qMRMS85KzNLCaNKyZmqiaWxm1m2SXLzQxKen0iWJeKNiTj6MlOyKJOCPC2XPMlXBkkDhFGuWLnStE3ynTFcmBgSOGXgDohXQUrvF2iJZGm+5y50u0KNL1DhKitPspQZ52Wny0ItEpghghblnK0SPMwMf9ghifCKlxTZEZOcb81yD5Z10b1OnGHgXIn99aojdvwaWpYa7du/34gTdWJQBYTa2tPS2tJscy+o7++8s1N2vv22CakIHBCizapBbti0RbI1zcx52LVrj3Wv5uUV2qlhDz90vxLFUmlra7b1/sxCRzNbo0Ln2jVr3bnTxMVFiN8komfy3XL/Omnx8H5Nw2oM2IbcIAi5+0zN82zNc5bdWT6pydK8WrQwXXKz2LVQn5U/LczQNpieIctKK6R6+UqLMnkGo0jE+eYic/Mw/9Ef02ShxmVhBvWxUErLKtQsk7zcDNXclup9ifXiZNpZxwtVS8xSe04jZAwd2rF8xXKbDb1s6TLrKWTZXFl5maxcRdrSbPiFeubpD+/uBCYPV99p+THsc+ZMrdbF3Vpn35G6c2dVcM6WDco0K5RBV1WvkZyFedLb1SaZ6aNSUVZsTHzFqjXKbAtsaPHgQda8X9R2OKb5s1DpsJosZ6w+RLQWGsrRmLR7ehigwyzLHBm6osLcqNHZZWUrVMgrk97eTmXqw1oOpSbIz1eQs6TRVavoGkP8mX03PsfN5z5nl5sCC/J3sfFH7VlZn5svjw9eUemlQNKeeEJkxYpkJBTXlHfqcwSkJggW49C4p/sYzQaiQ2GhSVH5PSavSNcCe/jNeDLjGxQ+JxPBAOhCydFGVFVZpRK9m5yGfQgp9rhHkwa+sjBxAXtIdkwwK1QJn00nYCTV+o3u71GVuKmQVSpFLlmy2IhRwERAiJh70KjaH8LRylWrjMiNjIzqNUdWLq9WqbnYyoJGS3lxEhHlQVkyWa9Q85hyY1tAGDXHQqKZwQioKyvI/+IlMqL0PDtXGf3yKqkqL9VyHdd6NWjdi157qdQ6sFAZB+WKpov2TL1hUxHGB+mqLFWmTXecF76ogd4ArnTNsfkKa57LVRuia5CZvkw4pBubLl0IMUJnodZxtF5bTtLYYOue0RJXrlgpDz/8iObJatNA0jSePT29NlmMvNnEnuCbNklZaam1DQQWNjVBg2PSzYPbt1teUE8T0PzWjBNV5yVN269KIDKm7e3KQL8MPfaY5Guas+PtK7qmYqr3qfD54u0bRdA4jJmWPCr5BYVSpe2F/KedDas2mp2VbkvMlmhbZ5Y935j3sXiJakYq/NKOliwu1HzVdCOATJMG3CycwtBmExapR8uXr1BGkqta8pgU5C6S5VXKoEuWqBCUaYz6/vu3WttXrmN1tbys3HoAoSGlzDMoKbF7Jout37DBeoIYAqFuLNfyQsCkF5GxaOocmjVpR3jEv7lEPE9po7Q1JlcSD+oU9Y0T3pgU29zcpnk1LqtUyNj+4DZjkNC+M2fOSp/W14cfvF8eUUGSYSjSwml0fawTVy15qaYdero+OlkL/0k3c5AQbMgHNOhVShcqKiqsrZI/5BPbK5eqoENbH0/LsgljjY31tlTvsUcfVn/c2d/zFeRrl9KUJuV1Y01Nsry+Xgo0TxY8+aSMazv8/379180eKUCINgc3A+y7AzZ+T7714nfk+eIy+cXuDs3MalnwS78k8vTTlHRke/rAXyblQLCYzAWDpqCo3BQeTJL7WwFdJ8wO3KeCBVLWI48+agQOjWZQiT0VD4OW5AEhpVIQHwrcj5UQBwgsflKZePbjSjBqKhPpGKFbTAlJbm7OvK4wdwqULdoEOxaRh8++9702B4G8ZKMHyoP8RcsC1A/yHaJBmTADGE3XmN7IkH4bVjfsq5wtQ8romKhD/jOzGobMRgFI7BB61sfjB+PYlCmGMUPcwOgYAmGWNwThcnOzvaf+MRsczRtN3JfohNZD4+vqtrkMaM/btm2xpYQsN2IpCVoI9YTJLwgcaFF5SqDZfAUmjibFWDPErqhoiaYl0xgG7YHNSQa0XjEmvkzzibpGvfJ5Qi8Uk62WlSyTJUr0rmkrGqY2ApHPf95dNV4j5y9IpxKKnk9/SpZ9//dLoaZ7dgGTHjEBZlSJOwIyvVmASUW0x4UqWLBPO3WA7mLyB2ED4YyhAXrAyINbpQXTAbSH5VAshSosXKQk7WlVEpaqQEO7H1MBIVPDZ0OkgajeaTq0XkAzSAcMhzkBgwODtlqB+DO0Qf1AEMV/emegFdAjnik/hEGYGe2AOnmne+Koe9BNejdJ01NPPeV6l7ScWNdswquWX2lpSYLRMizz7W9/25St5577kJ2chaDj63GrtrurKqQVFRVYXbchGQV+0sY9DeWZfOG7p6n42a9tqEgFNdojvZ+sEnjllZfl8JFD8p73PCvPPP2MCdrzGbT/Cxcvyv4jR2Tk4EF58s03pUrTt+Czn5Wx55+XzChPZoxJf3RpubzQpUzaTsF6QcZg0opbYUs+LlwxEHIIEYXP9VaZHRWEbnOIZ54ShgcfesjGfPDvRunHbTwO4EZupoNUv6aTttRwp+sGezMR55mCjw/LK1gfChGDEKJ92LfInlqKbhy8O+oF35jopW/1vfsOnBP3wr/nXfxef2N1iw+EyYdrPLIGRZgwbdbr4tYhZtfg8hmNF6LG7l+sa4ZJw1Dww82Q1bD1il/mJ+Grl4RDnKhnECXnZRSW+ss3/x0D8HNCnijsW5TYeAwtdXV1suALX7BTsEQ1mKsXlEmr8NDzqU/Lkg8/J/naNjj57UaYKgemh7j/+GAxsydDIs2Jnwngc5S8WQNtns1wGFdFIGBC3xLV5m8V1K2kWJcE5QYoQ1++3CfK/w7A1ylAfFgayBAMIB+gm9SxeHx55kq+oXUfOnjI0gyD9nTWAzck+1Z6F51bFz/C5L5VhddDyqBRqB568CFZsWKl0pP5PczIZNCLjY1y4NgxuaqCIEy6UgWYtF/+ZRlVJs1QECDXrIb4ijJdYN8zaY6q/MGSCjuqsrgoXxo++Y+lWxkga0QXjDpCFDniJ1FNOXTCwwXvnn3m+0InLG8oIMB9vNCngrfn/WT3MNYfIp0yUxeJ0HaXwn/+JpnoRWPxlQEDUsP3FdUj+R037h3Pcff4GQff435MBu8+jum4ibvz9zdyN1vweeXzlTFa9stGK96+fbt18bkoJvMqHn/c4s7KRJRIXOXsY2Vc+h5mZ5P1xshLiFzEyMwd9cmFr7/q3vnDV9xT9haKudO3nhgsSBc2EgEMaVy1uGga7A2MnV8HfKBusW3iyZMnbPnW2jVrrCt9IQOs+j2e79jHT+qgjw/xJFx9bfGyWUcaiKVZ4wGhxz52EgSLb+rO0qP+O2aP1kbcCE/tkzcat4UX6qX8L/5ccuovytDKlZLedFl6VfOv+8QnZIEKSbn0Eqima0tBYnFNQP2Mcso9JFJ/HVg8NJ72QPkTTZ5oEy4NFlPygPcmxJBX5DtLn3DHnRq1g3+44c/tBc2XmQH++noBc4JR05uzZcsW60mzeKsdTyqSeeTKw5Vhsq3771ZO0b2rg5EwZX65b3G3vmxTMdm72QDx8PFlPhBzJogTkyehm/4bcSZOMGefRuYL0ANFW6A9I4DzDePTCHxa/DX1ffzZu7U8i975PKJ3qrOr0+5Ze23zMNQtz96POHh/J+HjdKmlRc5p3i5WGvjeXbuksq9Pxn/pl+TqTDLpz8Okv/Oy/FBptXy6o0Uy08dk/4c+KI3KANO0FqePaiYZofRBxYw1LkwyE308SITPZP98qxmLO9zDFBjvZnE8YNyOMW4q12Tw7oC/xt/F7+OYKp5xd3GkhjGZn2Aqf8FUboB3dz33cwkfDxowhq1TmYRC47tvg1veZExT7TmGRdpw4wibpjZKL+8g05Qf3/S9/tlb/VFdVG+Qpl3eqG/RLTboGcF/7Mb9UkYWq68uDlF4zopd+E3NcuzyjTTZxiTnz0tnR4dUVVZKtRoYPTacrYkgvuZf5CfxcPHiIWY/spOIM+78h8gDc8uHCO675pB+v6rEsrC5Sba99KJem6W3vEJyVIu+0tcruz70Yem9f5tkZ2Qak8a/hIAdg/lNWgnbez4FiIVZsegQM8qFh6gs8SAlfdiJv2LZk3MZ+RUhmcZ4WcRt3Dx83fSMhLpZX3/BurEZO6Ub1so5skc5uLBjEU4B/nj78fupMB07cwHigQF0w9MLCVNE4ERY8flAXnH1ggf13+cf8N+4+nf+6sE3D75N5zn+zrJfvfQMHKS6SYX/Ptm32UI8TEy78qMuFWjWqPnQwYNSgSb9S5+V8e//iGTMHJP+kmrSL8vHSquUSbdKXk6GnPzYx6R161bHpE0EThY2DYs/7jSr7eqQzCj8TtifgYykguCeAqSyIRFSkahsSHm+cs014nl+O+m72+DL12nSadYlzKxlygdtZfHiwkSjhqS7+oNL3nH14EGN75GZ8E0xroTC5kZGdcks6H3k17UO3BtqJn/8Ry4MhO3vE4i/UAvYZ7ITB2acO1tnk8WYaLNyxXLr2jNtHeEg1SeLCgHEW4cjONZO3H+UD5F1g9qCUZgtb/RtwvsoJOKmeX1V633+pUZZ9/WvSf7ly9JfXS0LlRH1d/fI4Y/9kAw9/JBkZ2YZk7Y66f4nwJWB+qfXZDosVDUTbZtVRfxtLJbuxYSv7p376tMFUoUF7xbE72cG1E3qH5NMYU6MiW5QAZIxYt6j/TsBUmOfkkG+Xcfb9GTvbgbePcCPW/VnuvDheQZMDyTj0rRLeiBRbgDfiAtX74a883Hknaev3u7twofDNc6UU/329vz7+He+pX6fK/h40/vVpkJ8S2enlOv1A3v3SkWPMulP/79y5bHHJX/VKrNP7CymPsLTBfY9k/7Wi9+zMelf7GqX6qpSufILvyDDTz5l9thM3gUThw+LK2bid/yeyYzz/lFZ6L5iL1i6rx544IHE+utUpMZhOnGa7Ptkfs8EphOf+Qofd9/AGJM+cOCgCk6Z8sQTj9uEGceQfd2gwWPT5eU1Weq/2XsevDv9hVtF3+1z7HkyJF0Cbzd6HzmZ4DJpWb9ruvTKLPVuZXocsgJx27jxPiNszEa9sUAYxVN9cr5NCC0ZXCxeC8wKL9ToP4+Jrlh3cSAT6U6uOys5v/dlST9/Tq6uXy+qKkp3e4e0/vzPS/4HPyj5Odkio6z5x0nk0USfNJD4e38PUuwZzCd3q/AMOv7WpzX56+Ce/V0qvA/OxkyCukkPG4yJvRJgzg9FGxy5ehmP/bWYjfYZ93Mu2n48PAQV9osA8TFmb8flyURc79t0EU9n3B9/P9n3+DuQ+uwxlf3ZRDxMTMPlJjl+5rSkHTsuT771plR2d8vQP/0n0lRZIWt+8EecXTXmKp4B0wH24xPHmN39GZvdXSWi6rrN7p5nGB0dta33mDhGo5tsQkPA3IJ6xOxu1vZmZS2U97znGWPS8G+q5MSyoY6mPk+FKcrUPOXm2u9J31LDmT5wRZomzO7eulU2bXYTx2YGtx4/497nzkpaNLt7fOMmGdV23NXaJr2ffkEWf+Q5KczLM6uTheLfXRv6zcYJ+x7OHWzb3d2MPzMPyo96B72gbsKcmCn82GOPWc/buw0IltBNJkKiJT/xxBOJiWPXg8/HuUJqeHMd/nTh40W+1jc2yv6jR2X0IBPH3jAm3feTH5fmqgrZ8PF/bPavn8s3C9qdGScl2wH4auyP6xRmMpAQlqmwtITG4hM2lf0bwbsjY/AP48ei+ebDw3hth3uWC3BIAe98+LNrLMtS3t2bBpDvNnFKywLD0XZOe0OTjsax/F+aG+fCmDu6jtWqe59q8NydstTTPyADQ0wuU7tKWNx350/cMGHJGSZhxZ+nb7xfxJ36xa5ZNoFL4b8Bm5QW1bOkGybfuN3OUuu85Uma+qPG7KlbJrCRO4DwcMP6apYDDY+O6Hf1n8+EmTAuz/Vfb/TRbuDd7J7HBDZyHjv2OWEPJN65R4PzlvhNnqdTG1cOFiEFccJjLm5PdpY5DVuayA/SlcgT/zepv7dvrCtSr4AyJFyMpwvA5aE3ybqKcRb0XzOTJVdMamJZHenwmOhe63JkUt+nGo/UOM+mAZ5uxukjiMcpFXH3SfCcfBcPJ26wwg5tA1dc3rGsTQMzNz4viEdqnnhwnxQikvlnXsfszQV8mrwhXj7eNhEVo2m1OOr3nMXFUrb9IfsOZpZJG8gMN1s1etRnd50KqZlGZWDsmG4mpDfObGY961QTvCaDz4RUvwHf8MvboeL5U5A4BrGh4aJWjF4bj2ILR9ZKsobVJWT2kGjo2gYIyhmXn3Ei4ON9N2NiGjRtQnlAxNhKcUi6u9vsII2myxwG7w6Lx+COtbKUF0MXLLmgvkyGoaErauec7Nh7SI6ebZCeK0PRl+vnnwspCf98M4YfX1aJtqCAMXNoPXXsstYv0mJ29D2nP3H4wqGDB+X40eOa9hYZHvFpZzb5mNbVIWlua5bTZ8/JpdYOY8ajI4PS0nRZ6+kx2ava+36VymtqzthBIKz3tnC9IS7J6PBC/XXCQCqUpLj39m0ioeGdc3Otu5sBUWFrVvYnb9f4dnf3yoX6C3L46AE5eHCftscjcujAETms1wvnL7iDTUiDBhtPxmwgUX5aNp4hYGAYHR3tRqOYxWzCYpQPE/JI0aN04+ixo4njFoHPMUtHBJPBonvgw0qFfz/Zt9mET7/PC+gn66NJEwfh8A7E4+bzABhPMDtJRhn/DiakSW9ZD8/e9ZwLzwS+yei/j1MyXOe/x7VhJMPxcZhtMxUsLsRXuTACvkOapOflS3ZFVfQ8K0w6CcsKlx8O8fsY4pnGPYVP9woHbMCkX3/9ddm5c6cddjFdRn29DOK9l5ZpcBB7mPGePXts44LTp2ttcTwL6bs1Ln1KGEaRdNStrwypTNM/x8Gzr9STfUs1Lr6QzOvD279noMlOS1MmtIDlK/RoDMqpU8fka1/7urz44itaPk226QVJRiulHrz00kv6/WuJfdUtT3xeW35zCAVM+rzs2HNQjtWq4HVFpXHNXU8wzI2LAZmaeHakJHm9noljwjtL08SGiobIjmJvan3+u7/9O3nzrTe1nrVaneZADI48PK4EHSb9zs7d8sbrb8vZs+c1fcTbTVJqVwb9xpuvy1/97ddk14Gj0tN3RXq6OuTwgd3y8svftTOKEWrPK0NjXHyMzTOmBY0nS5vcv8bZGZeOmDG7MwhNFISe4Y59+w/avuSXmy7JiZOH5dXXvyff/Pq35NVX3pJjR47bBENjilZW5tSZyKvZgpUhf5Yh7sS8E8o87BzzS5ctPr4XhTpk8Yv+EPYR8o+oAsBmM76O+XqBj/7eg/u4Nu+/+2f8uFPw8YBuMhQA3YRW+16CeDw97QP61vXakP4pjP5MeO7v67cJpUeOHpP2VnfIjPcbcG/5ZLnonglJralJ0txkL0+c3SX9uZOweEUpsBjpzxgTPNOTa+RnlUnfCihUNCMyn/Efxj5g2nv37jXNmu7v1IKaykwFvvlGgIbumXN6RoaUVZTbHsmjKh1z6lF1VaWtCaTkOc4Q6ZmN5Rsu1tshBr09vdLS3GTEt7ur0wkRapdrh2p5HK92ru6c2aUbkorDRvy4a1O/GpQwN1y8aGn0Z067qFPBXCVzxTd1eu4FWGpVnaAdcUBG/YWLysR2yve+94ZqlTUy0O+2ZeXEqlNaD1577TV566237BxedqhiF67LWgZnT9fYIROcJcvJOlcGelVLa5fuXiXuyuiHBvul6VK91NWeVk220dxaY47VmXhO+xIAvhT899RnELdv0I+RtzKkYdWfOysH9+2RXbt2ybETp7SOuNOcro4OybjWe46q5HQs/Dlw8IgchBFr3aCpDmiazpw5JbvfeVt27dmr2nS99AwMKjOmntVKc1OTcBIbRyWWlZXa5Ei696PcVXMjTG7Hu44b4K+3AkdAlRjrL+P3x4+flCPHjttOUkuKlth57qS37vx5FZKHZHHxUttGM2uh29fZ8j2KgL/OFiw8JZy+ftjM/XMXlFGfkhZlHgiFMC20vTpt6/X12p6VkdsyQqUDrEGHbjRcvmRHn7LNKEIZdIId1dj4BmHtUsNFaVTDM3XCwo3C9PeYOAO/EyB8aDTnrB86fEQuaHrZ4hUQK8q2W9PA+7Nn66SpqUWG6K5WsXd4cMDqc1t7p9LRJmm8CN3ssmEhALPvUqGT7T3rG+qtt6mrk2Npr6rfaaY4sdc5E/po52wvSqAMkyHAtXd0mpuLqni1tWq4mr/UMpd35GPS3HEQB2sHtARn7FcVlvS0ZO/gvGDSvvL5e4gLe2Nv2uR2aoJZ0wiQYL0mHXdzK6CiASoMBY40z966HIm5actmKVaCQANjPJoK1tHeKocP7lct5g15Z/c7smPnW/LGG2/Kvn2HVYs5JLt2vC0H9u+1Leuwz7mnTBzauWOHakU7TMg4rxWnVysVFXM/pyG9s0N279ohb6tGtU+JcWu7aj5aaH5M1plk8YGkdDgfatnMwaeSBkWDGxtLl/TMRdLV0yd1Z89Im+YrDRmhipmmNEg79F8FGxpukzbckyeOyb69u+Xtd5QBnjqlhLJHVO6y84ez1C6adb1q1nv27Vc775hwVlt71hhDIl/VUDO4+hzmOf4ubieO+HuXlok2GKPksPvSEre16FhahgwOu2EXZn6zFzXnS2+4b6MsU+F0RIWKXk0DexyjhTdcuihnamttO8XiokJL/4gSryF9hoixN/Lq1atk29YtsmkjG/UstaWGLmWWs3Z3PcRjfGPbt4Ok7whPA1eGVLC6IpkLMzUNa2T7Aw/JutXrbOvTlevXyUOPPCTr16+VgkWLtO1qLPl3l4mRnmn4QOJhaHmNjlzVshvRMhrVeA8YDUHw2rFzp+zS+ofmzDngGeouS2lNT1ePnDpda9/fevtNK0d66BobLilt2K9C1y6tj+8YLTioCkN7R1dEC1wUPG6X7s0UKL1hbY+U26AqH7bpjoJ5Dc0qFO9X5k0bswNflNbVnlVhS/OpqemS7Nt/SN7edVB27T4gb7/5lgqte1VTblW6ybnRjXLgwD79tkOOHj1kw1q0G+pxb1+vnDx9Snbu2qn5+Lbs2LFTjh47YZuYIKgeP35C85YDZvYqPX5D9iptpZeU7YFdjFPN/AElaqWqP+lyVRYMtPNkgKbMK8A8/faJMDy6VOgmYt9uNliPH64xHeCPNx5Ucv/M5gRoyjwTVq1KfsPDo3aCUlvzZdtT+ujJU1bYe6h0WjGaVGJubWmSV197XSvFbpWMW6Wxvl72oB0dOyqNWrEOHDxgY9wcXMDBBydrTsmeA3tVkq6XMzWntTG+JcdPHldG0q3vGuTtHQfk9JkLMqhatiHqrvF/7wqocDLGn7b3zIw8qVy+WkrKlmnjbFPJWht5X59Kz41G3Fg6x4k4tnGI5i/CFBWciRe1dRdk594Dck7LDM+yM9Ilc/yqNGkZMcZ57uJl6VPCUqda+O5dWib1DQlNIBVxcuib9o1Kw39PtZuTmyfr7rtPHn3sYTsWNSMrV0avMtIses/pP5mqdXXI6VMnVKCrl9x81Yqrqmyf557udhVWaqVXBYp1a9cpA1slebm0BSVgmQvVfbb0D16xLnPq8GXVXgYZg7d67mpQPC1TIR73WYVFBjFGjbZ5jhllz3F2nWOWf4EK6gX5ubIwJ1ey8xdJfsEi25Od2cUJ4Md0EnUbiKI5IUNUl9V4ZqpWn6vZm2a9art375KzqkWjYfZ2d8kRZbTHOQpVBQ+WofaqsNnf54bPTpw4roLiXrlka4/r5A2lBYxbd/d0avnVK7OHqdFDBC2Yg0TeEjQX0rXMWFOf2NqTcxd65eCRY7J7/2HbqGOBaoVsBvPOvoNyrrFJzmsbfHvHbtm7/7gKMT3W+7XPusxrVQO+LEcOH9a8OCxd3R2ad722t/n4VRWGRofk9NnTsmvvHrnQcFHzXYUBpcF7NR/PKOO+rJo3Wwu//pbS45Y26e5sk0OqVKHpd6qA5Mi9V3rmHxJVDAFM87BfBRSPecekPQNFU0KKYvwRDZrGCUH2Yxy3C8IgLJb7sGE8ayDpLvz6N75lO6idOV9vDLa3p9u6bpCWqYAQivtUu+d8Y7adVCFPVq5aK6tU+h8eGTaJmu7YGtXk2AP5sccflyeefFI4JxemUXeuTro6261bp6SkTB7Y/pCsUvc9vQNyQZnHwADdulpQFJZFlJ9rG6kXMu4lMDXKKqv+jI8tkKLFyzRvlyvRHlcN+KxtH8qEKw7IqKyqtNNxGKPmEIPipUtleXWlVFVWaHalq6DUKpdVeGLGOOcRjykDu3DmjGowZ2VUiUtF9XLL25pTNXJOmTrE1Oepz1mu1DZvePYm/j71m0eUGvsDHN6Rq3HOL+SwiCwZHUuTUStbtKMFMqISf3trkzTUn5fO9lat88oMsnOsZ+ZcrQqK5+skP79A1qxdK4tUax7V9/QucIrWqtVr7dQlJp/tVWL13e+8KocPn9S2MxBNSkrq9fE43lm4/HFGSZGNGRJLzTEVqtjulbkgw6pp087ct7lFPIYWBYNjUBxDyezjWhXuLzVeluoVK+XZZ98j27dtkbTRYak5eVqaWztg6VK8eIktw3v4kQetriLo03sH04a2FC0ulgceeFDLdp0Ko1dsbJ7jUec1oFE23svmJawrH7UerWOq1IyqPrj9gYflve95WlYsL5f6hstysrZe2jq6ZEDbYoG2gW3bNsuG9Wvt7G1o79naM1bHobEsj33owUe0TauQmp0hHe1NcvLUaXXfJ+vWbZZn3/s+2bxpo9Hn2pqT0nTpovWIZWTlqCC8WbY9sN1Om7us/rZ3dVuvhMPEkpwfiOJDD5HGc0T5XsdbO9w7xbxj0gBmjObMDj+PPvqo7ULF5CDGpBn3mQlGDUHGH7R2jiR87rnntIE9a+PRew/SVbPbZscu4EQs6xofl5yFnGu6TDX6StXiSqREtbnS0nIpr9TninIbT6RbvrWlxYQMtD2OXONIzJKSUhuTblM/mXbPcXXlFVXKbFZIqWqE2bk52ihHlNG7SU8TCNJ8q1OzCmVYqp2QB5yOU6l5t1gFnIumBR+SxkuXrG6UqoCDxoW9q6Mj0tXRJufPaiOvOyMdba3WI0HXGxwK3euqEoKOthYljmpa26W5vVOu6LtM1ULR4FyeO3DrH2+XLcT9AtZVqf8QDbYfHbd9wgllgTLwAlmxdr08+vgT8tgjDymRyZCjp2rluBL7Y0cOK6M+o4Soz7SLpsuNJrQ0tbRKVnauPPTwo/L9H3lenn7yaSnTOnmhvlEOHDwmly63aD1PMmhwu2maOZAzvi07McLnFeWBcGNCEPnlXt9xaO00zZ/93Ikvwh2z0umkrK5aru19uVSWlUihtufOzh5lEKpgqHDGiWb0irBFrK211jpudVTTyQlfpaVlWterpaysQut9ts1b8eO08xGmQ8CgNR9oP2zgQy8CXfwd3b1StGSZVFWvVFpZomkvkiFl4M0tXTYJMj+fE96KlS6WWW8YvZkcUdqmdZm5JAWF2g5WrFLlZY1UL6+WnNxM6e5qkxZtt2kL8qSycpVUllcq8680hs5coD5tE9CD4mUlRo8r1KAYIdy51SHzHNYoqehjMnZlSMZGkhM+Z59Je+EY+GsKYJjeMOaMlonmzFm+mzdvtrNE6dJkLJKu75nUpgmLMNGon1SN+vHHHpcslZDPqSbNDG8YKqQDuxBYjrFkHS2NlU3jsxZm2dgg3fRsB4mAwT1xHFa/GTMkDNZ90kWDncQ6XJWc4P/uaqHonyKRTwmSFV3vHRizikDqHBsxEmjPLB1inJVzoNGaOzo75LXXXxPO92ViVVFhobkaUQbNRJE9dDeerdNXabaFI2WgRWZmTLWyNMbMKEN9RovlfO+NGzfZiT6c20xjt14c9RVw9fc3g4luXJriYJIRaaNeUO9IL65Ghq9YnSleViqbtmyVjfet17omcvZcvVxq7pC0jIU2HjuuGtqlhgtSr9p2Q2OjcHTlFW3UnFu+atVqdbfJDvTIzMjUvGpXAkZXn4tVVLvuPBKZ62o88SPtZqIookkzDo+xA1PuMHyUie/VsVGrd5Qj75i1DEOlnVucR4ZsHgH1CSGfEnb0IYOKb+lkLNsmiqpbaB20hKvVwcg/7M1LaKKpUvRimbDJs6aFd/5QG5YOkkcoLcwZIa2kn/xIVztGM7WC2/wCzSHWk5Ne7JF3rJFnrBvtGNrvmxGKzgBHzmr+4DdtCJrs8k5D1jC4x1+erW6poZzmL6LEkYH6n6GCxpJn3ufeKWaWSVtY/ESBgnjuTJJTnoB4UNEZiz516pQtJeEwDLq8KUC25KOL0xFg17i9mQzX++aZBOOcZ1RDYSyZddFUjvy8XGMCGdpwqAS22YbWRBrWiBJJunVGNT6jV2mUrrHBUEy40ArDGHdhQYFwcszhQwfl8IGD0qCaYKES0kqVHOmexe6IVjLn3hnGoS2TYlF20XcNd6q03K1IMGqSpUZJmv5B1DS95LeWBZOhKlU7gbHWnT2rzCfd5iZwPrcrlzGbDXuxvkE6VZpOU6neiKHmFWVmmwUosUjPTJelWvmLlxZLFt3IGvbioiIpK+fMZi1rdaM5nMzn6+S1/+yMdxM58caAYOfED8AZyt3tLdJw4YLVNWb8MqTTqQJIl74/d6ZGao4flbOnT8rF83Uy1KcayaJ8KSkrk/sffkze94HnZPv9D0hZyTI7hKRQNQ66vTkc48xp1baPH5Pas2ekqbnJ0rNs2RLJX+TOm54YL0X8WQUblwDuo5fRd5+uuEGttas9J/NsOiYRpoFwnWBkG6loW7O5GPpsy+S0TbgNbqJ2ASa4nxqJ8G4X6oWJjpqHbDjR2dEu9efOW28ZjIAJppyjTKacqa3R9n5Ajp06KV29vaoVL5NlSwo0/kobht0mINRHNmah/fNMPffvqa+EAc1hI5p4/H167oS5BlahnbDBmn96uZjPc0npdJa2v2JtV+TT0SOH5OCBQ3L2TL3kqeC8QjXnvNxsSyeTBb3AimBDOND3/Lx8aWlusfFk8vJs7Tnp7xvSNrpUystKNG8G5NTJI3Lo8AE5cfyU5qMqWGXlUlC02PJujHylzathngl0VUOzaFOWJMeZa9M5W+a68DTQ2oLaRZgrLpGC7Y9F72eYSVt0NCzCJWgf/ASkxNkTaq7+HsmLiVqcX8oMXJg0XcZ+G0+YNJhOJnh/vd/Au+EdDYLlUSeOn5B9ezWsi/VKBJfKQ9vvl1WrV0s5S7CUsNOVvaykzBgwk9dysnNN+16ypEgyVZvOzs3T+2JlBEvtLNNNmzfbOcEnVdBAAKAANm3cKGtWrZKlzO5VQovAkZ6eaUu9ykv13ZJCm+VrMSWKFk3S6OLs4u3i7p/vdjMBRrDROLJNgy4rWSJFKuwwpHDfxs020589sDnofbHmdZk2zhItD56rlJEvXJhjY4TMoC5Xwlm8uFgWabmVapmUan6v37RRNqj2nJ2VKc2XGqW9vc0EAaqTSfRRfgPKIH6mcrL2RPf6yT57EyF2G3PkGBETCJuUOTPJcEjjqVzbmDRd8OxK1XL5khw9eEB279whNUroi4ry5YlH71fteI2mf4s8/OhT2gaekO3bH5ZHHnlMHn3oQVnNwR3q98X6C7J/v7plYs2F88Ygtm/fqgJNqbVy0yY0EhZdf1UzMcITHiZNH/f2Krq6G7u7LnxZayxcvlh7hP0tkNzsHItvibYLf5xnRkaWLbuqqirXdrHIThBL4AbBTVm/bgnOD2jFqBL8lpZmuaj5S9lVVpTLypUrZP3G+2TVqhXW7cpmSHUXGmRR8TLZumWzVGq6qJ8Mk+VkZ2v7zrTu7vLSUilQAYzDZMqVpiFwIVzCpJjlX6x0BUELTJWWm0mf9yNupsJkdlLpKPMlaJt5OQttqdPhI4flTE2NDatuXr9WFufnSO2Z01onj2jdHpEtG9bJxnXLbWUDq2gYwsrU9EH7lpaUalkvkZWrVsr6DRss3TWna1TJuWj5UVZWLdVVq2TL5o2ycnmJtttLcvgwG5y0Wrtfr7ShtBw6rX6rYMowUebCbOv6LtF8z6WXjEiTHATSCCTvOtmQwPXy6kZIzcc4EjGJ8tRB8zhT45u7KHpmIEXkc9x87nN2uSlw7OOuvXvldO1ZWa+Z+cTgFSnSSrfgySclbcWKqFCjOMRNCnzBA39vGqxKWnQDwZi3bt2aOIXG23H+J+9T4b/7b/jHDlVouIxFw/j9kWt0TasLG+/cpIxg08b1srR4sUpoRVK1fLmUKdFn7WZlZbWUanxyVSJkEg/j08uWLtGKkG1Mt0yfWaeKxsYEJ0KmK3Ld+vWyecsWtbvMmAhSY3lFmWnsjKUUFmo4lUqQih2j1uIlARPS4NJxbTrvVpAe8p4xPcaamTG7csUqzS/NAxWEiunqLldBaHGB1qvF2ohX2bI8LyiRh4z5MywC0yZf87QeMrZ3330bZNXyKnVbZBPQOJZ0xQq1p35yGDw0f7EycMbEirX8Fqpbl7MT8xvW4HPd57wVQ3T1m1jw0S7RN46qvKQMmHWc1F+EBDQIZv6ydKVIpeWq6hVGtJYtXaxES4l0Gt2Eqk2mp2s8i62+bN66WeudCoJKuNJVS2EMnbH6wqJiWa7uKzR/shdmmtbAUqwMFfpKlpXK5s2bbFJOUaE2douTExQsgtoG0nbtkjS9ambKuMaJtb9Djz0huevXSY7WR5cu0qdONBN82vQ/eZ94nphnk5k47J27M0/onmR9NwJFZTnaVo69Q+haqoIxk4csDyg0C9AcTwkf3mRh3wygF61trdKsWjPjxBWVFbYsE62YeST3KXOuqqowhgOThVbRnVusTGejCunr162TRUqvOBd4mQqUpeWlNpkUZr1MGUil+sfcFJhLRWWZ1QFPCyorKqz+42c8Danpudn0+Ty5kbu4PdootB6BkmfaHD05GUyE1LKi7HKU1i3Kz43m4VSpAJKnxTSudDFXVq9ZI/dv2yIVqohQVwsKiqzdLS0usHbMGDR0k3FkBBjyi56z0rIKFVA1H5Uew4yLVdguKMhX+qh1IzNb6WW1bFG+gKAEs8/LU/qr+YzCk5uTJTk5eeqH5rvGKY/zpU3Ocy3ap99dk2lNNUk7E/NkOsa7iV/jIF+7e3ttEuFYU5NUq2JaoII8/FO07vx/v/7rZg+X1nan4vZTAfsTDthYWia/yAEbK6tlwWd/ScafejqKGP5OHsGpIk7jYLyBLQC5N83VCg4p+9ZB1zK746CdM1nhkUcesa5TBAImejH2QeWg4vllYHTHMFHEFC29d5reAtOyRvimcg7LRuimwx9NlBEYwGQ3NmRgHDRHw1uojRPiZwLI1TG1p0xADc6uXtX80HDQGNw4DZg87+52+LpG+VO+dJXtUQ2QYYD3vudZm2SHHbpA3XiTyzO6sMhrP+aPwQ+e+T6oeY0d/MlUYgdNt7FNzVuW+FAujKMxpkXZoNXkWr1CKIrls91em++JUpmyqSQ/sEHHvn37pVG1Yw7YYCYqwydX+vu0ng2KnVmtVIPOcAhXjho2MxnoV2apAiN1PU+FPuqjVT6FY7MqmWu6SRPu6a3hPXWX9kIdp71AtLJUK/VtzMfMuo7PugM20vSqUo+Mnj8nndEBG0s+/GEpyMuN0nptHjgk0zlZG74RfPl7WFlTvirEMJzhesp4p22KMtY6QLvwcbo2SO+fYyh259Od8jwZUuMDsE+X9MlTJ+XIkaN2wMYTjz9uSgI9IkyWylbCz9gqXjPcRQ8g9YpZ37mahyzjVM9tvJUQFth8lKj9K72gbhM097ynnlM8rl5r2VKBo7hMBuI93fyfTj54pOYH8YFussQJsBoGuonQSXrZkIVuZcouT+sdbQ+lB9pHfYN2+3kitL9RLVfGrq13hPxRt7YMT43WbvVzyNoIPQsLrR27MWcqAOPcV64MaBmMJPiC9TioP26OQJqVicZaaax7pv6k+zZkl+nl2Uxgsrrlwbf6hgbZf+yYjBw4IE+88YZUspLpl39Zxp9/XtI1bYDYmi/X82wyYN8z6W/DpJcpk+7qlOVVpTL8//7/ZPgp1ab504IkZ+LZQlC4n6zC8J7C5FvcDvdUlluB95PGweQzutFh0mxcgkTnw0oNj0gnYk722DeNB/bsUX/1vT1jN+aWe/eMQ+AYkvvmGDH3ntHYloz4FaXR+3UvwvJW4fOIoyr37NlrDPjpp5+2ngrfYDVzXZ5FdYJMgjh4t3wz//TetD+zAfQ9bvXPudP813tIvT2qJWdPr4x/Uk8Vzqqz76Bh4IfdYddeKqLvPNutxstsimQoUeju7rbjN9E+tmzZbEwawc+Vr4s7wdj2hYmwo7i5B/OWePn0EYYFR/2JLFL3AJMRgfuOv84dxtIf+UFKFjC2/6UvSXrdWRlXLWVMJfguZuX+wi9I/gc/JPkQByWcTuuYBIyz+3C1XG4GlpYIPm4Y7w9E3FnhnfvGs+3ehX3LO7MaIekfbrz/lmZF6vNkmCpO0AvmxLCtZ74KTI+qUE/XdRKeJmGf+uneeljb1it11541DRpAZFe/+HD1nnCxPyHN+sw11d9bwXTyYSrglp392H8ccBqY36MAmM9RW/Nw4WDcO0sfwgjtOCon6rZPL7D80ntvgI83V0ySN9hrhcu3a924fAYuH50Db2eu4OM9VbgNSh+O1tSIKKN+Upl0BUz6s5+dHSb9AyUV8kJnu0rhWXL6R35IWrdtNga9wGaSUyxJ+ExOjbhPUByT2QHOj6TduL1UP4AnAn6DFAgm45t0r8QLMY4oJDy0Ow8fFFfcsaGBfwa8Iz7e+He+MhmiS5T7Mbf+w9RwYU5d8PMdxB0gHaMxMufg6JEjwkYk27dvtyEHtZSwR/6QYa7ROcIFfPqTQpMjlM6dc89togzsF4bm6qPZgnDa1RnzwOxz5Uuy7nJVHxP+AHdetQvHvukNGjqzUlky2NraIuvWrrEZ19TBZJzUsd5oLTZtwwUNYzJfE8YJGqTdUu7cJgiba0dmQ589UeKl/bmPas0Cs/wdU8Ka19Aoq776N5LX2CADy1dIVnOT9KpQcfJHf1xGHn1UFmr8x0fYxhF3DniBVxa+3lno+uOFhZuFKyOFuk/1IfmNz3zVdPl3E2z7d1wxtxYXDx8uV8oKwwQ/hEi0Nlaa2PAYYakdrDuBMYpnLC34QbnybExav5mgAU2knPQDdsy+3ftwsRqVa2TwGsTjZ279h2ngZu17uy4u44l8IE9YEstQE1aIEldSTuxc3KBzETON3plFNVZH8Zq84MYF44BlhafVwPkXfVC4vPOOHKNPOLT3asx+0k3cfTxdcwEff5+PHj78FhWOL6spa22V9+/ZY0w67Zd+SWRmmfSX5NsvfVc+VlIpn1YmnZU+Jnu/7/3SsGGdpF1VyYluXAvGRTIpOblIxjMLJgaw5w3f4wb4K9+Bf/aIuwVcKXiuLOFiwxGkwDVKOKlsSMxxOHfqBws0udJfDfSSGpZHFBVD3Iq377WlKNn4aleXNyB6NvsxDyYBafN5BaaK03yFLxuYNMISa99haOTJ5k2OEFr6yFRLGnnDDY2Xe5dXPp/iZe3eOTsIPNfPGuw4v5096iiERU30bP8+SN75upB44eD8cW/o1mYiGESto6NNVigjXLliudXBZLmpff0nNAiWQSNhPhIZ+0ZvgoI4LXA1xp4VLmQf1yj+uNF4XGvPYVzb3qjmd2HTZdn6D/+gV2XOFZWSowSCU972feT7pf+B7ZKVkS7jw8qkvWP8dVFyP1Yu2pb11hPUiWVwLRL5E9nhmTfxZ/3VIAnI2U1GnvTx4I2Hc+Pgr/HvNweLUxQ26YJGUDfP1tWZ4MV+CraBDgxG7RFXZ520m7ME+OrTwTcfu+TN5GA1QHQXGQ/iFt3pjRf4r5fnk+FG9n36vd8Y3pEP9EKSL+QD3f8+HnH7Hnbv/i3J9kVvfOrcC/sxJO8cLH9j/qUiHk+P6E3kl3uazN6dRDw+mI6uLuno75dVap7bv1/KIyaNJp0xs0z6ZflYablp0osL8+T8T/y4dKpGhCadNuqkSYIiBPLKRzA14/DTG//s4Zls3J3/nvrswXvecfXEBImQpV0wByYhMUMbO/HKBpJeRXFRMzG2swMf/vXg05ma/rsFvkxg0pQLm3IcPXrExp4YglhSXJwok3jSxsddGXpC5r65Mp4uplOOsJ8oh+1Xa1zSYYKI+q+8ihhO5DNjaSwLO3H8eKRJr5W1bAOq75NMGkDKMZFfkYdWnnbv/HNXzQ8uqZbxAa2FD5YPzv9Ih4t+9T3/6QvkamaGZNfXS8Wf/ZnkNDTI8KpVkq5toqezS2o/8UlJf/ppyV2YNVGTji6JIO1KGdqTwZfp9ZD63Xtn8fZlGLeTCFdv7N7ncCoSPt02SAfGxkAVMKaa06eF8wS2bdkqhUVuoqlnkg6EH49DJLhEsXW/3s4kKZjweqIdH4TLIp/nk/gxBeLlcqPySQVuPd2kjbIsFj+2bdtmPZA+Hxxoz66niHvs+eCS4bt0JGAvuCGn9N6+Jy34uMfjnfzuru4bJinEePvebtw9iIcxF4jHx4dNvmKaVEA+19goRZq/7921K6FJzzCT/j3TpH+gpEx+sbNDtYYKufrCCzKqjd26AtES8DuKaGqGTYZ4XLjHzXTcxRHPGMAzFYqxFY6/ZMIBW4EyAcLb8WFNBqz4T/H7gJtHvEy5Z9xv/759pq089czTtvuS5rB9c0zRmrDlu4O7cWXg7E1W3h7+HfB2fdhxd+7WWFoMPLnwPSZ+nwjnRZpNHDt44KDN8N6yeZMKhG5MmnBcfIhD3Cdc6rP75H7sPrJj91EsEnYSN3qr11QBIvrsUoQ9vaMni27LL3zBTRyLxqQ729ql99OflqIPf1gW5ebYJMnI8bVIBmNRcum5MeJlArwrP75t/mAnxV4cU3+ZWRDX0dFROVVTY3vws9yIsVhO4gIT06z30DmLtzcgHtu4/ZuD9yXuQ2peXg/E9Wbse3h3XJk4xlwentkAKD6Xx8OHwauJwVHXo9ubwI3jTdi34PEdwmR5Va8M+qAK86OatzZxrK/PjUl/9HlJz57hMWk3cazdZndbn/ozz6it+ZWBzNaESXM6FUyaddcwaS8t3ghOX7IqZ9eA2weC02klhPv27LFxv6ff8x6bOObLxFVOu1V4aZkfT0D0Tn8mNma+T/2cJCZJd+6eMJ12wDOavU3ou0ngFibNumXOG966dbMxadI3AcRdLxZCajB8sB+EXLdqQNJSZqFPBg3b7E5AIhQy3GZ3y+c/764bN8ooE8fo8lbherHN7mb5zByDeBNPi7sLPRbrOwKYNMMwnFnO5kRPPPGEaZAT8zfSJseuuvH5BVpGse+MmTKcxjfqNDTExqX13ureFAm802mPg/jDpKGbxJnZ3TBp39twOyDvMPibyJN3CVi5cEE16P0qBI4eOmQTxyr7mDj2GRn74PdJRqHWNcX0uNN0ELUxdwsx5dfd3w6oICxtwCR26cHvWzCAq68Y/h2NEf9ZxpI6Ps2kJA44YJMMjjxjqRTvbi9VAR4Ugd9takzLwZYI6Ut2IeLEp/bubmnr6FSm12NLM9zsX8rTuXXlmWSsyedry/1G9/pkS//YTarhYqOtcSZuUUV25jrAG2+IJ3XJx9d9d8tLurt7bL3+wBWWGLr6BuEm7F6VpPnWqWnG3qDWu9FR0q15o9qa2enplc521Xx7e61N8K5PG3dXZ4e6bVfTJT29/XJlcNgtS7HeLMJJ5tEERO9IK8ugrH4n8tOlJ2HgR3in5lYbAf5SXj7u5JOGZHnAUiba2bCW/9WrPm390qlCDzPmaae2Mxn+RH+3HJEbwMeT8Gw3K0004bEm/cqVQaUXxF3fqD2fP25HsWG3jMji3md1qflyi/T1aNm2dUgrJ5T1X9EiSbqzIooM+csKu6mMlQ/mBul28ZraeEz2LhWeZnrj7Vt97O3R9tllZZOkn/jl8svdu2d3dWFCdzkqmCFIDhvBryScG6Lkw4qH6/xNfuMx8Y3n2Lf5avTH6paneQblyOMjA9Jff8o9KxCFbnszkxo2M8nJkyeGrsjixQWiIqeMR5uZaJAqEd6adEQhsvEIkiyzstlQwG9mYolUXE/y8nYA9ihkv5kJs4rZzISxJioJywtampttLbMdlh+FMdDH0XIn5OSZWhkZHbOJI2wscauzWgMmAgbSrg20saFB2Nd85arVkpObI5e1LA4ePS7Hjp+S+vMXjCmxLIttQpmYhdTtJW+KAi04+YzhGencPftvXEH8XdxQpw8ePCQnTp6y7ULZbMY0Boo7XuS+ak1RDQYHr1i9gkiXlpRKSckyI+rnzp2Xo8eOyRmtT93KeOgCZ10+a2nP1dfLYZWoTx47YYfWs11oVoamOT9H05wt/UrYz527IEcPH5FadQ9RxO2gXhkyOHniuFw4f87sXLh4SQY0PPIyh41a/LCBXmwTk927bVMTWbpUxpT5DbJPwOOPS846NjPJcolQimHJi6URXxKtSt9rlk0b8fYIg2Z5GhOSAOu6lUdLc2unXGxqkqFRZcbjI9JYr+3/8AmpqamRC/V1dqZw1sJsycnRNkovR0obn0nAcGAeLU3NmocLpXp5lSzUsBsuNsjxYyftsJycvBxba2/jseqmp6db41ortXXnbGMaTrU7puXZowKXcnrbUvTC+fNSoHUrr0BpWVQfcWuxj/LU7vWlvdcHS6XScqVK9s3s3EJ643XdY7J3cVBuTLj1m5lw1j90kL0lzp2rs+EAeig5PINytI2B1B7ulA1ZZPnTm0Rx8Z011kziZfjxirYXVnXQwxnZiEyMqfEGvxL+JXHNs7cXMx74FX++UyAeXdr2Lre2yrjWsWpt/wXs+755vbSP9Mnn//IbZm/GNGmyMMrGxB1IzbzrgUjDSP09kvM777wjf/3Xfy0vv/yyNGnj5fvNZnCqfV9oGLRnJkT8zd/8jRnOeqXykIarSigu1Z+Vv//GN+TPv/JV2X3gmPQNcEYvDdhtqG9agMZV/6OrM7xHyPDSn0fcTvx9gKsr0KyR4QE5peXwyqtvyoFDx2zHJ45gHBwc0Kx3DYx89fnrl3vEgYbq8p48dwKfLytf9nynDDHcA8qes5xPnTppAh3aHW5wj7Eyi/w0gxCMib1LwsWJsHCHf+dV4LhYf1GJU528vZND/nea5s7pP8eOntB3u+VMLQy8U/qVIY0Mc6Zwum1UwkS0d9RNrQrFXZofnKs9rIyYvaD5zj7KPeqOWeWvvv6G7N1/UMPsJrpEwkdnehiPLN+Mm+uA9FveRUBrYink7t17pF7zA41iRPP37IWLsmPvATlTd1aF5sty+MAheev1HXL2TJ2c1XRx0P+ePQekpbXDysYiOCHPZx5kwQJlNgsWoEVfMWHoq3/7d/K3f/tNOVVTp+9GLX/Rts/V1ck3lV585St/pXX3iPVMFKigh3LBJhznlanRddw30Gd1GSHV1T1NhEpQ3NvpV3pl9IX2kCi6WygLn+e+zt8q4v4A6hvMmfKoqTltShRDOx0dXZoftDPc0F44WMidQmUrJ6Ky8r1CHJiDgMlZ0naQhn1z9NO3Sx93jP/m26KPD70LAGEU4/PVx9sj9Xk+IFEqRG1M0zmeJdlLq9w7xYwxaY/byYJ4BqIlIJ0hQcOc0XD8DmQzBQqYAsdvZi8e08Z34sRJaVepkbgM9nVI3akjqtkcl7N1jdLc1qvxGlZpucvGUffu2WPHJzapFMQe0EiWDeoPZ0mjfXNWMQIAM0Q5XpCw6M68qFojGoSvlAGAqkpDVIaqhLCtuUkZVa+ULCuTh7Zvl61bt9j2mvSA0EVGvWDnOAhFW1urHVbSrto2BBAGS+8LM8ZhiqzDpjyOqV1OzKLxo9WiGdCDgj/4R/cx5Y4ABgGhGwpiAPHZrwyPHcTwb0DrJgSV2uqr7HXbftQKmd3NYQxbt221bTth7uxmdUGFAsLm1KpRJXBso/jIY4/J5q3bZGlpubpfIOfO1srBA/uVCXfJ+g3r5NHHHpUNG9YbA2A5zOrVq+WBB7fLxk2bbaMe2grnm1tPAhGA6d5O44xjBvyhLVBe9DbQNuhK5l1nd580XG4x4aK/p18FmHYZvDIka1avkXWq5ZNPRw4flYsXGqKdqzR79McT69mAlbP+cfo3gntPT6eWWYMcPlaj9eqMdGo9ZXiFZWwISMegFxzC0cZRtwtkWfFS24ueniJOh7JhBU0rB0mcOV2radT6q3WSYQrOEGBjn+NaXztVU2cCXzJlEzOeuno9A3y++OdbQdxPn9do1uxABoNlgxfm96xevcp29mu41CwXVPDq6+22PBvo71a6eEnT2SlDqm1zsMwJxvq1PdZfuKD2VGBRvxE2OdWNNnxc84HNgE6c1HxAWNbvtEXoJm2bsGtVC4d2cxY1PUgsd6QcOIe7obHB2jd8BLeTMez5BVfL+M/IK5CitRvda8WMM+nbBRWACkxBUuEhbDROCDTfUjP6djMe9xB+/GePbU4QgqijtXW2NUtj3RnJy8qQspIyyc7JM02rXaVGTh06euyovLVjh+zZu9cECQ48f/2NN+Xr3/im7NaGdrr2jFamvfL2228pkz9rTJyu9n3sd67uIaQBEayORozExv/GbS9e9txm0tW6dWttaRZjfTDcfXv3yV5tqLtUEzt46LCVG8z5O9/5jmrgr8m+/fvkjTfflBdffNF6YziNbIeWw969e4wx0EvDIS4wZ2atvv322zZJiEbNBC+OroRxNF5qdAe9aJntVfPOO7tUeDxvAhb0D20nRkVTYImyOkbdXby4SDZu3CAPP/Sg3H///VrnSo3h9/T2GIFCm2R/bo6kZN9m9ncuKFxiAkhd7WnrAmdPc/YnpmuQPZ5zcnNlUcEiqV6+XJn2fVJeUaH1OcP2k1+9crntXU7Y8xHkC20CIntZiWrTpXppa1HhVfNkwThd7WTuAsnIypJ8Tv0q0vRadyhE1zMvCmFu0kfXLeHS3b6stEzrSY5camzS+tRk5z83XdZ0qEC3kHPQKyttL3l6N84rA7mk7R5GzPADQxyd7Z0mHO7evVsua/o5FhfmzvO+/ftlp9azo8ePG+P2NM42OiKpjFlY3Zo+8MP7c7Og/vg65K9OqOi0ffdhgEwkW7dujdbJfDmjmvXOHe9IfcNl6x25pGW7a9dupefnLa8OHT4iO3Zqmzx8SBnyWRO8sjKyjB4yOe2ll76j7neaEvTG629ae6e9wqBRinbre+zt0rw6duKYMu2Dsvudt6Tm5CnrWULooa3C4Blu8mm/1fTPKRiiU36z4CpnSTjMOyYN0JQYq0DS5ixpDtZAW4hXlpkCBQeTZpY3u0JBKBsaLqoU1iT1l9qku/+KrFpRJtUVxbIwK926tIhBQX6+EtKl0qGNaN+BQ3L6zFlrpJwGc1gbG7aWLlumAYyZFnTm9BlriGjaSIpUurui0swVEsSHqxJorayDQ1eUgF2WWs0vBCeIgj8djYMPmKPAhLJ9+w/JKW2gdSoUHVHtmbHCXNUm6V5kvAtNlUMNkOiPHz8qZ2pVYFLtjLHtpcr48YcygQDQbYf2w3nMvb39SkiOqkB1xsbDqScnteHjJ8TJJmRNCy5dbvw518a4+5V4DChRKizIt7Fvf1DB2Oiw1J6ukXdU+Nuvggj1sKe7SzraWuxwjp6ePuuhefstBA793tSsGsZVizPdrhD8VmV0JTDpFdVaTzmq0oKfd0DroUxPnjolB/fvkUP7diuBPy593Z3QKs3vLBlLS5c21aoPaBvbpwLZqAoz69atlqpqZhdDvsjbOWhHGh/W6Y+OpysRzbHDcFYvL9XyuiIXGxqlpbVNtbkL1kPDARMrVlbLwswF0ZGNR+SUMi52oYN+tTLf4sB+OaPlyPIz0kH9o14jsDHe29rWZnMjzp0/b0KayYKUI4zaGsut4XZpjnfPhkNuc5d868363vdetnkWI8ODMjTQoW2xRurONWg6+lRIqZdTqpS0Kj2HDh4/ocKwpskOIVKB8qqWKct12QDo1El6J04ZnWVNepvm60m177Tr4yrIHLPDazhkpnShGXkAAF71SURBVE7zZq/m44ULtdJwrlZqNT+bm9uUVlyS05rfHRqen5g5G7xjVmD17KoMqZLqMW+YNIXvCM1IonsSbcVtP5dmEhFSN99nkrnhFzMyIeLLq6vtJJeWpkty7FSt1DR2ynhugaxaWSZFearFX1XCnpFuJ9ss0XgRNzbNb+nolOZWuuUGlZir1l1eLVu3PSAPqLbEGtlFSiibLl+W86qBtTS3GrFnKUdyksS7G5qz+quSLkxaKymb76M1MHEK7eKtt5VhHYTZXrDelbpzdcqYRuxo0EzVZlpaOqXx4mUZHLii2ne+rF23TrXVh2X9WoS7IjvG7oHt98uaVSuM4LV1dNkBCUsWLzGNlPFCekjcsEp3FKk0E6TozoORYI/wqIMMjXSpcOaGXm4goVvvgCMOnkhwNOrRI0etTixfsVyJ+nKrSxs3rpctWzcZI2+ob1BGvEPe3rlLLqomMnil3w7D59CJ/r4BO1v79TfeUAHloM18JgYIt3WaPwP9fbJcmQhHriYYGUHfYSKVSiit7Smj5ghINCAm2w0PM3t72G2EpAxxTNJlWIWQjq5OO46TfOAMZ8rDtoh0VWdWwSYydHYzN2BsPFNGNF4FRYtUCCqRgkWZUt94UWq0nlxUbXkh558vr5T8vGzhHPPxMc7EHtU0jpg/dO0eOXRYdmjZolU/9sTj1l3M0B7DYkxMY4MlBDk0x+bmFus9Aomss/p07aTH65n4JMlbhSsvJ5hSX5955hn5wAc+YHTsjTfelK99/RsqeJyQkuJcycvNkEuX26SmpkGam9olMztLcvIypbHxvPQpM15/32Z5+pln5f6tW6W0eJlp0uNatxGGy0pK5cHtD8oTmjfVVVWaZ/3a5s9brxfzN/K0fVD+g0Mj0qxtKTc3S5YU5kib5teJk7Vyvv6y5vm41RPowe2me87B4SP5RdHD7TLpGUo4he8N3Y0waQgyMyshykhQdA/X19fbGAT2ZjLTkdrwE8mOs047OzrknT375Ex9sywurZLS0qVaibRyjo/aKUbnzp5WyX+fda+2qV1OF7RNEjVK+cqQOaR/sTIAKm9ZKWcel9gM5oOHDlq3LMdVcnwaGlyAB40/Ynr6S+lytjBHLVIm5NlC1URhRCxPom4wJALhrKxcrhoxZZQp2apB5xUUWN5jCosW2zGXHHHH8Xmc0oObFm3cjEfTbUa9gvm6OuUIEQatiC44N7MVjbbHek/QlPJMQ8X+DephzAp1jJ3IDh8+Yl3rHJH5yCMPG8Ghi33Tpvvkwx/+kDz/gz8gjz35lKRlZMgB1eTPM7FK6yhnDG/Zskmefd975MGHHzbmdebsOdVQumyyEV3GZ1QLz1qYZcyfbnDSYxnqI6FxngO+Nil8GwfkLwIEXf6k5an3PCuPP/2sbL1/myyFAas1egbGNL6cN/zY44/Jgw9ut4gzpwPBhOEIkmVy0KymCL8dmx5TbXpoLEMrZ64sLS+VZSWLpfnyRdm1a5dcVgbCOfEl2raVLRiTTldHGfpDz9CY+sEwDidE9Wq9GlGmhEZIPaJXpVtpG3WaugaTpguZzVMW6P1spu5mQdkRZ8ruve99r3z84x+3EwXpIdizZ5elkTP4OzQt+/cd0XzpN0F56ZIC1Zqv2GS6HGWe9I4WFRbJIm2TCFxMBOTUK47vRAjgLGlbaaOMGy2bttPd0229XfQ05C0qlOWrN8ja9RukqrJEhZlu2bv/iDL0y1JQuFTKyypt5r01UwVx9mY+wMo0GTl3VeFifFjbRoFbIw1uW5PG62uTfHOZQKYh6fn7oqIi21ebcWI0ZzQaxi2m0qRTn6eDeGGxlpTjAakUVVXLZUAl1wP7D0inVoTq6pVKkIvk6siYmiHVhBvl6OGDShAvGcFmbIoDxql4diSdxoVxdI5Gw38qW5Vq6IPDgzYGxXjostIS06R9mgMoD2pNVI5KeyEEuXk5sn7dGnn8sUdl65atdo60Z77k68oVK2T7gw/KY489ISuXL1fClmZrUzlCdFTdM7cBidoxhzGt7E5S778yLKdO18khZdJo1nYIvfpHuVFmaKv0rtBrApGg+xGpnLkRjz76aHTQwqJE/SHmUyNZNyEyTD5jvJHJQ/S0MOYOQWZMk3OKs5VZU684T5rtRYe03hAv5kswHk2doYtxUb6GvyBdrppwmCa93Z1Sd/qUHcDPubycfYxQY5kZG8O8+ZZyLRLJvgmQV16b83CMOsOI8tLSCiPkhdEY+qgKHbQnOyo2M1PKK6tl2/3blbAXyrkL9XL2/AWbhGWIkncLZGCaIM547oTIodFx6R9dINkFS4Vznwd7GV/eoRpir5QpY+VsaSYeQquog5YW1ahHVKPO1DJcu36tbNq6RRlNuxw8fMh6apjsR9pY8sf5yA9pvWaLXMa2OWd9doWQm4fNzWnvsLQt1zq8dcsWG7bhfOQMFWCqK0rlSmez7N65Sxpae6Vc6WgZ50Hn5Wo9H5I2TXNbZ7u0d7RJe1eHTfaydqd1wtaja2EyjOPycNR2I2T5JYyd5Yxr16yVhx56VLZte1CqV6yVqhVVkpV1VY4e2adC92WlFSq4LyuzyXqzVy9mDtQwaxua1n4VQlpqTrsPitvjEhA/Lu4phlvLFSIJAWas44Mf/KAZtqDbuHGjjU0zbsxYSJy5eQZ9K4zau4FIQtBylUmXV1RJ0RLX3bS0aJEsr6pUoblQ0jOz3Vm32lDpdqQrflgrG3FemL3Qxs9wA0F155lqhquIvzAnV8q0oXHUXVtbi2ntdG/RKOME690OY6RWbzRPNF/ojmYtLLNiS0qWGuGj7NesWW0CHGPG9KoguC1QjYzyYxgBgmbMQH3KUD/QKjMytL6MK7HXlxxUjzFGwDrWKwNGINBW0GadHxl6zVANd7HWxXUmUKFRd3V1qptRYyzEL1F6kxYjL51hhjXEh/W1O97eITU1p2xCDUM4Z2pqpOnSZds7+/SpUzaB7Y3XX7fZqyMqFG7asE7u23CfEvaNWoeKbKzt9VdftYlwDNEgxKBhd7a3SVPTJevJWaftp0gZn6te8Xah99NuJ2pP3U9m+xaa2jUg/ykrzrxGo2YMmnJbQN5rWZqgqyZLNSsM7Yu2WaXC2JCWwcWGSzbGS1xIpzczD++pC4Aw0u2wE61zOQVSoYJF+bIlkqkJKFlWqtpvhdVbeuIXaL2DJsBgSCt+ZGm9Wrlile1etrh4sc1ivqQCf0VFpTLnlcrARq3XzU8qxb2ndzOR77cDyszHhbpLb9Bbb70lb7/1ttTWntH2kyVr166XyqoVsmL5SslWMtja0iTaYmxCIz1a1Sv0vdLLmpqT8s7e3VJbf16ujI7Igkxts9QDTS9p9qAHAkZLW6Tdl5eXqeA6FLXFYclUN9k5i2RZxXJZsqxY+nratKmPmnADzSDLboU3zAWsZqXGTQXqkYFe6Tx1MnpBv98MbGZyms1McvNtM5MlRQUiT7KZyUpKNdHKp8OQyEwqAdoLXYAwMwgzE264X7t2bWIbT4heKnxhGMFPSTzh44auS7RZiAAFCbNEm6LiLF++QhlCmU0ogsht27JJNq5bZW6Hx9NVSq6SFVXlkpedpVKehqGVJ1OFirKyKlm3epUxdQjLUvVjeXWVjW9DoAeuDEpd3Tlb77tl8xbVxh6x3gIfr5tBPF2TpXO+Ix5f0s4zk0MuNV404WalCmMIaoxbZSzMM8JVUcbYqmu81A3qA7OhBwbY8GKBFKqWWbwYzXZcFubnW1dvqTbYBeo3B9DTPW1dbSODKmzlSLkSkYqyUslQYstYIYShqHCxLSGpVA00M3OhMTsmLEI8EQIgSgzFoM0uK11mcxKoJxpolBrKwt0RD8ZXG5X59vb2Wbcg9dcmDjY2Wt1DMwdsREJY2bmMrbfIhQvnbWwcwQGC/+gjD6mAulIWqQZBX0BPlzZg1T7oGVinzJuxdiaJ9fZ0S39fv2qcFbJl6/023OKiRqSUuegfdxZH1WJsMxNtC2nLlsmYtuNBZQpDjz0mOdrGsjV/mfBodtXYrOLIrU+jfUhcEy8nYKr6yTs0TA72h6FVqSC8TMtLlJz3Dw7ZuOzK6kot02KVczOkoLBI1qys1nQuVs6n6UhLt/RVKcHOyWGrVeLnwiK4SYKcFlLjC71geV9zU4sJ4tXVKyxu1LtsFRpWVJZJpdZNJpQWaXy2PbDdlAlbuqeGTWzKSzkbPUOWaR2wIS7NW8r+vs33qZsi0xSZ68B8GMZP+/r7bMOWq5r/MDVm+KNB+u1p+TXjHvUa3cww4vnAvV8uB+1lMxPaIGPmvOMQGdpjlZbZgw8/pG2oWpiAyySwlvZe2frgg/LkY9tVi86x/CNtCMcsW2X4iTa2ToVh0kt6oI1sNMXYM0NOtHnoQHmF24rU2qK2j+ycbBWMlsoyFeTpLr9w4aKcO98gq9dskCefeljzTutLhOvlk0/rbOWlRzwc7jGJzUw0L6svXJBFmidpjz8qY1UV8ttf+UtnX4259B5MF9hnacFvf+n35Fv/8B15vrhEfrG7UwldtQineDz9jEu02ruZxONv3L7v7qb7iAk+dD36RHpMFvdUf7ina4YJGmgpMAK6LulSpyudmcA0kuzsXOlX7YyNItBUONVrWAluuxLH9KxsKczPkeGBPiWkrbajU4ZWoJy8RbJY47VQhUw2pRhfkGlSHDs9aUy08tTb0iAmhrzvfe+VJ5980tJyq/Dp9debyd87jXi5cIUQokHu271LGWCmPKv5U6wMraOzW/qujBpzWlyQb8MHAPeUV3NTswqJ3cqEc6wbnHJi2Vz/0IjkKtPLV+I9pMIRs7hzlcjlqlg/0Kea9+BVWZhbZJp3hxLgltZmLaE0G+pgiRTzBJioQ31DeocY0a3HmstBJjKq8FaqBJdlUl6rcPBlQrrgg13Wtc0BG/dv22bjzUyAYbY6WhLpJi10b8PE6ebsVGZJOMYENB7sYV6mhJ3eACYgkSeXG1XrVi2C2eDlStjJq4wF6ZonbGTS5bQOfUevwIT6Ybea30og2bM77QtfEFV/JI29u7Vediqh6GPv7o98RAq0TqfBpCOWAJP2VSzyUp8pR+6iF2b3WsTLOw7aIvMLIMKuG5Mdx0alq/eK5v+I5Gv66S3p7huUodExKS7MV+E4U3r7e6VD2yKCzlItn2wVmJOA8CXjerOI5xcG2kOvBzP86WZ9QpUPyqmju0fphdIjjfeiPK0vV2Cs/ZKXv8hoCL073Zo24pgLU+8bUOEwQzVvZVCa3vGxq7KoqNDGpplbQS8BjIk6xxLNTi3fbBVeysvKbfUBAgJJ0tQRO0okEc/ZQjwvEKhYbcP8Deo8e3cjdKLwNDc3WXoZW2fCG/sA0NN06eJ5+fY3/l4uXu6Q9z33YXnqyQeVHmbK2OhVm8fTpO2O4Yp8ZdJ5mlYm48KAqftUMvKb/GMMeljbHXSfdoBiiBBLd3uRln+p5hErbbrb2+S1V16WvfsOyCOPv0fe94FnVZAutDTE4dM1HwANqG9okAMcsHHggDzO3t0qpKW/8GkZeeYZWVjhNjRxZc/PTUYe+55Jf/PvX5LvX1Iin+nuktVrlyuT/oyMP/W0t+iut4HJKuON4oubVDsQBhgllQ3pjFOw/GkuSeAm9hx7dLfRC73gvzm1n1R3PGtB6JWJcCynYEbywyZpVlmFBLPZ0OY9yMaxcak9c0b27dmtDDFDnn7Ps1Ki2oc77CKOCblvcOU7XaJMz0tkUQl54tbK8MYeMAsZYPd61qNitw069tspWJdsvG7jxvsSjBM71Au0YUgu4+TeT8KBkRIOBJHXjjgDV6d9nOmlwa/pw/kGk17wxS8ak1bpQa7CpFWLNyb93HNGOF1OzyUIjzKi3OMZzPvrZPgsAubE7H6WGDFc9eijj5ngloiNz6LohT3qDwKMlpC9s98Ue3HEy486QNkyX8G2tU1UtJilGGaadhA2wN/UeybysvSQZ04DQ7mhflKHXX1MzjdgDLnx4gU5eOCwxjxTHnlMlaHyZVbPPcghQnA1/Obg44ZTE1n0mflDR5TGNre2yf0PPqza9EqlJwwxTA0X75nNw5sBTLpRBY5DyqSHYdKvv25HVWb88mdFvv95SVNFEhBDS3Ei4dME9hNM+h9eUk26VD6jEmBlxTLp+n/+uQw8/phl4AKt6C6Y6WGyjJsqI7F7vYz2afLfTXKpr7dGh6aylen/qql4e+4a5QNu7DH5zB3rGvGNSTt2g0bEn967ULCnxoi6GrXfr9JRd4+T/pmghHbmQdy8mS58fMHNuJsv8GVGFx75xHKiQ4cO2jgwcxDo4iMfycJx0of2F0szcO610etrGB52LCeMuTv7EA4rLXPrwsRf55U+R9o5cHlKObirs+Oc4szCi7zCrksDNrAbWSYsBcSI3h82u2FXqQ33bbCuc8qduqI+6W9kOxEODIreXAssGQ4rDyJLxMFp7y4cvjvZIUobjrjYK2eHZ7vDL/xVTTvj3Dkp/KM/kixlziNr10qaCpFd7R1y6Wd/VnLe/35l0rlQWu/c+R2DT3/0ZL+pdiaHd+Pt8kxe6FX9s7u0aDwyenbewgzsrUJf6L+59C/NTsKCwvt/8/DpIp9h0vS8cVwlPW9sQEP7xXcX58h+lHZzyY/1MhBJ9z6qkYbEsZz2wH/kVt/jxkz0zk+gAlEQsWf3Ynr5Pj14v+Nw9U1M0WCNMjSUCW3QTeYSuHjTzlgVgXtNqdrhwJeebqV5WUyEdJMgXaJdWly8tY3zUv99uzM78XhEPTb0kPAadwinDk6gJQ5DA4PS09ltwwyLi5dYVzh2JyZpwoO5w85M5uFNQcO/pMLxaa1jC1UYfPrtt6VcmXQ6p0g+/7wsmEkmzVGVP1BSLi90tkt21gI59OHvk8sbN5K/kq5t3WXBrWZEPF635ocvDMDYCtIxmixbKVKBaIzJ9KfkQ+K9kYwoBkk7MVoYfaPiuavZwz3ha2X32jOIV4ybrSTE1cf3jlWwW0Qyn92kGOJPFx9L7OiqZV05XYruNCZNm6UvykPnzB6N8tmt3tg3993/OuPfYl1LxfxSQ4OP7Pj8S8YrshO5uxm4qLojLhn2OKuNjwkuK5YvlxUrVhrzNs1D/Sa4CaG46E6AxSli3oYori727t6n1/2q4QZ7Mf+M/ilg0ldVEFp0uUk2/f23pbC5SfoqqiSrVbVoFSr2feQjMvTww5KzMJvNtc0f8se8VA+9l+ad/jgtKqrtUdymj2QEfWpcGL5gXaSdt3xRaOL4M2EjcuPAV2/AzcYlCV8PrBdDw2FzGBg1E77Wrl0n+fmLonRr+BYP3KiJgjTXdq/fia/Fme/OAvMkgH/2ZXNNlBPvufEfNdWxfLn5PL8xfLr8PfmAYfyZLm9w33332ZwhvsO0J8aD+OEH9/xEfnHVT8aM9SPlF9k0G1Gpu/B9ZurFMW/eRy/i4Jt+4FMazds50Lx172jyFo7zwuLk42plR1h6nRj/2QVheiCQt3Z2Socy5hV9ffKh/ftNk14wo0xaK68/T/oHS5VJd3TIorwsOfVDPyCt27ZaZqdf1YJOZMLkmeHD9pnlHn1Bu2/uXdK9+za5fx7xNPnCoLKxUQoMgsrGeKZj0lQ2s2n2ueI6Ku6orbh3/sdZd/bdF365unsuxIFwmXwE8Qb2bASbCuQqemoeXA/ezXTszkf4PKEMyAc2B2GPcyZwsa91sWorLMewXPRpjPLHXgLfEKM896Xgfs2l/XrrEAGfW9iPj10Shs9/B08ybgUw6QzVJPrl9Jka2/WIvbiZlMZscytrbOkP4RMFq1sYe3D3zo774IgPz/rIs9nhx10spfzbK32K0uPSpz+Ru3HN67HMTMlVrWj1V78q+Zca5cqKFZKpbaKHjWN+5Edk7IknbRw1bSTaltD8d8bls3nqnjQMpz3FwpoUFgG9uDLB2rU2vd/JL85V5Db6xq9/MxEuPu5rsmx9ud6orXh7Hl6gRoNEgHTr2DcJe6UzMYxytDasduKGCDqvvLjBCxe21cHrR+MGMI/nDOSJZ9II0mwmQr7QA0mPAt+dkObzOypffYcb07ARaKgjasHsRBlAXUpC6WF0N7GOAezFn7n3bglff2Ne2dfIioufM8DFyfkVv96obswkfHwIk/g0t7VJY2urlOn1+/bulYqeHsekP/rRmWfSH11aJi90d0hVRYn0/fzPydBjT2hENFOI0IRMvhX4uN26P2QKzNiPrdDdvX37dhuTToJwJoYxWcg3jk3MHwpF76kHvkJ44wvMG95NF9i/2+HT67dEZDjg8Sfo7l5Gjtm36YAc9vkddxXPoYm+xcpnUkw/7Gvh/OYsaDt8Ba118yabOGbd3VbWzibBWEjxiMZAuuL54KxN1p7iHkSEcjJQ5/R7+rk6yf2D37du76sbNsi4CkldSiRa/+W/lLwPfEAWsYRImZAPJjW0JGJpmQG4cNzvRG95isfCf02N2cxFhroJIz595rQcO3rMJi5xiAQaJIi3V0KNG8AXVxLOjgliXFOjfEtI+jub8GnkSm8CB1vApJlwyyQxl/5r4zIhb7jnxid8otUEpng9CbDpcxn/o6v98EvYjuUbXeA/Fh9/9Uh9ngvE43Px0iU5Ts/uyZPy9FtvSaXXpGeaSX9LmfTzxWXyi92qNayqFvksE8eeUVuQE/yd+4yYDKPR7G42X2fiGJXt2oljAXMJ6hG7yjHjnjXKTz/9tBEApEwPXzNdKc2f+jQVSBNMeu/e/Xawwrb7t8nmzRsnzEW4Y6Cdq1CU9vnP2wQyJo6NapuASfe98Iuy+MPPKZPOmec5PDeAXjC7mzksHGby2OOP29K7qZBKQe+VPERYgW6i3MCkWePNmHS8jc485n87v10wl4atZA9o/RpWJeUJZnczJv3Zz07o7p6xXIbPWZZqwHRv0AlCt4N1PehHGOH1jAOu6MZ11Z3KQUNhAwk/bpx0g7cT/ZjMePh7/MHgNwY/eSYc/83CVDMxvOsb7LKEgrW0uAXJ7y5clvAMDg3beGvc7bvZAMqB7m2/45B+SWgeasn2PKZmULcY8Td9cII/ao13NlaofmDV7GtZjgza8jo7ZUpf0s09ph6qVwlM9Ov2DDHBuPOsk/UsNRzqi6tnE+s1Mfd1kEjG3Th/WdvtTgmLf3Pfk/UbpH43gzvio1cz2NVna7NRXNUGrid3P6OGQnBGn+wdcOl3O02x85vbecq1T5Dqj/7wduK7CPF3N2tspr3PE99tGwtHf8zE722oIf6sblkKyHp40qG2/Sc1Sb/mswG+Xvn8AO4LcHduvNkbXqDLOl4A8MoMH7UdujF7rFGXMd4OPIBwRm2p1RXNP2sP+GG/gDaU6g9f9V49uRsM7c/nqbXFCC4VScyKKATRMUMDdJTRnidDwi7ElYagRQqzY4IXZ/eera2Ts3Xn7Igz1uMl7Ts36oPzaBJMtOvsxe/JINbcMibKpAg0Ogz3jMGwjtMThskQ99uvcWS8m3V8VCr9gi0tBM6s7pCaM7VSc65eevsHjMgG+Dx0V6ucWnnHlLn2dnfIpYv10tzSKoMwWOySn5bXg9Km7y9farYZpK6MmAUNw3MMnfbKjl1NlxpUEzou5+svyZXBIfMjHiYGYsw1cqnm5uH8c8bD/Df/ki9pkNQrV+fqbBcyV89GhROE2ltbrIeKzW844erKwKD5Qx1izWjdhQapOXteLjRcku7ePluuA9gYgvFvDnHBLRujsN6bkH2qvJk0lVA5969w8b7GTgpcWm9kaxLghLzRch4fHzFC3NXZI91dfbY/QXNrk7b9s3L2zGk7NYkzlzm5jHPbIdhWVvxrQuzWDP65lLn7pLlZJN35upEMg3cIELaHfFeXrcN34/KOsEJQ3QxudadlM6hldP5kjZw+USOckQ2F41vSTLwFPrzJ4L9N9X224PMkYbTN9ff1Wp1jjfiobb/r4kV2JFdckGLNR3PnCszlo97yF7kxY+H465itijlz5pycPHVa2js6bYMU79ag9xYXq9GOd0SvI5MMy4NnJ3RNfD/XSITPFQPTngIzxqSTifZXDRRKqe/9N66pxtl3mUw0oRVdnZ22lvm73/2evPnWDtmzh8MsapRxa0FpBpsUEgEvJvPXGxC3D/x7NiuAmHHQwuuvvy7f/OY35dvf/ra8+eabdqgHm93DALDP1d97eImId2jQMHg22ucgc/zWr86tNuqW5suy/8ABOXz0hHT1cMap8yPp270N8sGba6EMWl8jCdOFNjrSL2dqDso3v/U1+e4rb6iA1u5mxS6gsY9J8+XL8torr8q3v/kPWk41tkUrHlh1c96Zf8NDg3Kh7qydOHT85GnpH7ii/hNGZEnhytA9E8TtGo/EvSXM3VJ/ED6PHj1i2ynu3PmOnfLV3gZD7dV0XpT9+/bL22/tlB1v75K31SDYOWLYIocOHZaX39gh33t9p3zvtbfk0BHO2e2VYWXQHMqA2zfffEtee+11eXvHTjl34bztCU7wRMebyeHbiNbZ6G5quw4u37y76cHyiav+oS0hWHV0dMmRwyfl2NFTcrm5WS7Un9W07JLvvfSinaz0Dy99V/NqlxLsWjtFKumH889uIqTWsdS2Px34dg1cGI7JeFAeNadr5ODhoyZIUa5mG3t6z9XV53Hp6+6RE1puhw8ckjYtexc/bDOpKoqbXsgPaJtpVREi/WZSc2dAfMkb2uiwnKurUzp9wE6ogt6575SrtjE1HO15dczEFrcy0tN5vceQDGZisx0oU8egl5bt+gHBp0vz7qi2j4MHDystbjP7tmxSM4CTxbDIo9Pg3Tfcw+CdwObgmXJq3ZgPcHlAyi0JBnvnbg2WdTOGhM8+mHhQN4IrXOpoh0pNnNvLOAhEm5mEbJ3IOlqfFNeQ7FYz3l1vBhQWfjOBjK1BR1XzhckSJoXKdqSsjQRIzWjJbIHHlnS+IeEH2j2EF2bPzHGufkcp2y2NTeSb6tVcVEbdLJ1a8UZGp9bO70WkNpDEM/XDylDLPhLSFmiDu3q1Vy5cPCkvv/qy/P2Lr8vxE8pshlxXIVtJnj51XF78h5fkxe++IjW155QRDSvRUO2mo12aLl+SViX6g8Ouq7Svl93JWqRDNTW6Gzm0oburV7WyFtsVzBEXV5+IXhTFGQNx9gSfXaiYTIbp1XrEeblFRQWycGG69HS3yYH9h1ToqFUFZIHtrnRaNe0339lleyQf3btPDu7dq3HvFA7+oC7u3bdXziqhbGxotEk9nFkMw+Dox+MnTtiOZ/TqUBejppK43mm40td2pPmNhnno8AkVlo9reQ1Ifl6B5Obm2Y5WNTVnbLc/9tVnlz6Ohk0UkSaGrPXGw+c3iNe7WwWuvQ/4RZ1ixvcRZdJN2qbpzaAnhIMymA1u27qq0I5dmAnngHe2d9iBGmy2gT267/GVoQuO6bRd9Ix+tApH3uIW3hOP+m0mY4YAA4ZJj8r5c5ztfkTOX6i33dNIzwLWQo1xWuCANLW0Sf2lJmnXdsYpbYh/V6+OyNDwiPT1D6rg2Sntmh+ccIXwDcjH3v4uaW65ZD0nLS3t0tnRbcIm6Xe9rK2az/VGaxlChHqQX9BwdixrZye0pstaTj2u7mt94LvRG8Odz8h4Hb0RZpZJ3w6ihkZhDWgFp9KyYTtLV+6/f6ts2LDedvtJLmTnOv2EpoJCs60Fly6VLVu22HIstuZj9ib3HOqBcAADZlLTa6+9Zto2Gj6VA2IIM0bj5lCE3bt3225maHUs3B9VBlF/sUH27HpH9rz5qtQc3m9Ht12lfszqhIv5BfI5FVRQMzQuXuiPjSvZ/VVlUkMyQjeovrvU3KlMmXO4aehj0tPVbmcms9/34DCnl121fXxblTkfO3RAdr71huxQLbLm7AWtR8Oa1emiBc3JGjKsjZhjDt/Zs1deef1N1+tRX+80cWJzEw1nuiBVaBUQi4aL9XLk6CEbI9+wfr08/OBDcp/WsyXFxapJ90m9EruenitSVb3CDsmAIV1Sgn/27Gk7eY3JXZvWr5H3PfWIrF9ZLV3t7ijXk6dqpO78BclSgfOhRx6yWchs01hbW6dazjnbVtHjzpMnD2KCYXhrRDq6epS4dkt6WoasqF4lWzZulsqqSskvKJTqFWvkoYcf0jxZK4sWcdToHKYjHlBUPejupu0jaCHkcdAO9Wjnzp3y8suvyGtKJ44cPSZdKpQ5esXZ6F1ysqZG3tr5ttbPt22VCcMvCJCHDh3TurjX3r/++mu2DWmXCiZu3oELc35AM8N1Edi8mn5ltF09/ZqOYf0Ek0VjHVZBslWOHztmPUJval7s3bVTLmrdh9FySht5s2vPIdmze7/sePMNFXYOqPLSaQJLs9LIgwcPyFs7XpcDh/bKpcuNGtZVo6nsh19Xd1be1nyCHu/YucPO8WaIBFNz+ozs2LVHdr3zjrzxxmuyd+8eZfSXlVYTN81IK8s5qzkzhlngFq5STjTTgBJkso9KyU42MNChoRFpVWmsRc3AwKBZixNS6L9jAjef8bjDLzRpNjRh2Q/7xWJg3DBrtGSWBrHTDkID+8Yy05N3SMssHaKrHK3Gf4fgE5uWlmbbFvL0mVproN0qTaMF+W5wny3TzJ27GibFqvG9CxA4jHUTRkXnytLfL5D0hYulYtUGWVZSLN2dl1VbVKI20C+N9RdtOIQ9gpdXVtqMcMY0e5UgDg0OqJ0+a6y7VSu9oOVChcpQhoVg1Nx0SY4eOaQaaq2NcTHeSUNG+/EaNfDxmBlQwgvU/2ElOA1aVxpMy6KesCc4+49rttgJV0uKF+v7AdOcIT50Bq9UZly0KF/fX1Ehg4NgtL4uLpSli/NlbOSKXFbh5Fx9g/QroSwpL7dDaNatW2t7fl/R+suhLoQ3w4m6fWh7N2NtQU26tn9laOkqTLFhyNJli2XxkgLJ4/jGpe5wCja5WZiZpS4i4W4KeMHQX28LRNEj8o7uXmY522x9DYMZ/BxDW1Nz2nraWjXP2UGPtf/MC0DT5vxrNraBSbET3YH9B9Veq823ef31t9X+ETvMo+5cnTLsPXKuzgn8MXI3TxBlgrbRtLQsSV+wUE2m3hPRUWWW3XL0xDHZc+CwNDe3yMiVLrlYd8K6xS9eapVz5+vljbd2yO69B+WyCijMPdi1Z6ec1XQ3Kc08cfyE0tsTphz19JBn7UonBmXs6rCcO1evjP2wnK2lDQ3ZzOi9Bw7oe3V7qVEVpT3yvdfeMEG8tblJDhzYb3ndoxp1Mh+5mXeZel3MkkoXZcLN5Edkz3VvF9lJK5yQUq8EiPGonaodMSHGaT2uAd5uI/TuqWDcw0RgHNxDtNGMYcJ8f+CBB8wAmDbdi3yj64qTb7Zt22ZLh0y4UKZRd1a1mNoz1k234f4HpXrtBsnS9NiM0dh4ybsBvqzIRwQfJuaRf/RIkOeUubODJE5ZZCuDUkJdukLWrKmU7Iw+uXSxxqRiJhNif/nyalm2pEgWXB01TTU3b5GdOsSZtYPKzE9r3l9oaJRRze8F6e7UrHO1p+TUiSMm0RerUAZzP3xIG73GxxiZYYYbsHoHgaA+wZB7e9HAepWQXJS9SrjefEO1/lO1kpmRK8tXVsnQSI+8+upL8tLff0vaW5tleUWl5sE6WaXMN1MZ9GnVnA8dPGR7Iw/09xpT6Orh1KQ0O+CBwxqy1DCEQz6RRroIyV/A7+21mpkE5CfKb70o3Ve+jWhCPaB7c0TLL01GxtymIQ6ux8WEuxskxDGO5HXmwH7rHEGJdjckp0/XqlBVZydhPfbYo3LfhvXW1cr66qaWdhnVeLJN5Yqqatmwdp0dHIKA36yCfqsyssZLTcr0M2XDhvtsT+zL+o5eODTHeYdEvtPzlC5pC9yxrxg0XoTCA0dOSlt3v6xas1oef3irFBdla/6clZNnL8olS+8l69VargIoh9W0tLXIhfrzckbbLMMIo6NjsvG+rbJxw2YVzDh4Y1iFnFY5eaJWLtZ3SHnZSnnk0cekorpc/WqQ06dOyOWL501gRbOvpCdq3XqlA0prauts2MTF2HV40z3O092Cuel3vWF+0PDUkuYgUipaLXs4v//9z8rGjeuVCItNtkFaZcwGwh7H7TZCz0TigLihLcOEOR6T3YbYaYd7xqipTHRZMW69bt06+842o2jiNK4mleQQKCqqqmTTtgdkzcatUlJRJRmZC21CiKvo7x74howGTd7R1Xzi5AnTLoyBK0OxGaBaJcfHs+TqSIZqTTmyvLpUipdkS2NjndWBhkuXpWjJUjs5amFmuoyrhE3RDY2MyUDPgAz3dstQf491RfYNqARO3UjPkNGRIWlVTbZFGzJHh9oe0UpoqUswMbraZh4UMnWVSYcajs1vy5GigqVSqcyXtfrnVbPYt3uf1CkR6+ntlezcTClZViCLF2XJmGrVFxubZXhBjmx68DHZ9sD9smD8qjLoemnR+kWc/XGZflkWsNbAj28WN1HXsOrN7APygyE0jb/1HQD91XTa0If+MURkbWaegAlK7gzscRWU+o3xjGgk1ygD3qrC+kaGzpQONLe0SVNHt4xrmy+rKJMN69fpt41SVl6h5TVqW8eiZS8qpEt/tdK6LbJm9Rpj6Az5uXHrmUUqnbsRprLPW8qEKsZ2txhNkrR19CjT7ZWComJZv36D3LfxPhWoq6TvyrBcuNwiV5QmLlqUL5VVFbJuw1pl5KtMoOxTgfNSY4P0dHfJ0iXFsnXLA7JlyzZZubJSaewCpcOt0nS5TbIyFmkebtFvm9X/1ZKRniYtTY02DEZ7qly+Uv3daHvlLy4qlIHBYentH4rahjd3F+aAScepxY3g7GVlZUt19XJ5VKXS9zz7tNx//2bN5Ks2HtHadi2TninEKyT3hMOVri3PZLhHW+a917q9OzQXgDuLo9rnHVuC6o0yDK3IatXcmM13D3wekS+jKkXDGP2QAcs4bKkL48eaR9QCDm4X1aQ4qq+stMwmmLy98x1p7+pRwWe5HceoQrzWixFpaW2R/fsPybHjJ6RbhSoOpTDBTRnx2HiGsUmW+xgV0TJjkhnRKSsvkwe2PyArVqywIyOnX09vDHxyvsH8lZmq9pSdXaQEqlyqq9bJ9u0Pyv3bt0pBYZ40q/Bw5PA+OczOVotL5Cf+0T+Wn/rkP5bllRWy9+gpOVx3SZaUL5f3vvf98oFnn1Fiv9bGahctKrDem8WFBZq0EevyJ1+HRobtuFV6bDjmMCMry+WHIhmva+FKyOkZcwdCo1GwL4GbTMU7W/NKO6EdxXueojFRK95JI+raqTfAt9EbGd/eMddgwruo5w3BaGxUGa3Ww7QMWaACE21dqYNkqh3O/2Zu/dUM1bqV8XJmPVo0PR22j7uGh3C6UAX9bGUwDN1kqkYNjeHM5ZnscfPpmo65Xj5EOer+NH7MYE+PCsP2HxiDYWeqAJ1pU0Hsk+YI30bHVKDWXOFMdgQR6/XRumlDGBoUM8aZaAcFSNe2a3O+9QP1Yuyqtlnyi28Rnc3QvGa//zSkBY0HW7fm5zMRM1v9zNA2rf5qfg7zWe3bLPC7EDPGpMk8/qO7CNHdFHnj6oC3zZWTZ9w60kuXGm0JFKepDA4N2iQyJnblshtS1PhAvHJdz8SR2og94s8UOGPVaMqc8cu61gvnz1ucmGW6Zs0aGydjLBqNmlnh2OGZyrdk8RLly+nWBVN39pQ01J+VdhUwYBB0z04M+d4HeWtloQ0NyZnhDE67ogv4wvkL0qkStFpyAg2bGSjzHVPtNz9vkVRWrlCClSYnT57SRpklVStWSl5BvjJ1Zfhqr7W1WWrO1Ni47JKScuuJ4bxo2M1VCIfWqSz1d+nSYjs4vqykWKory+S+Devc/u0MU3CsnRH/iElplaFNcz8toz/eTASdbGlGjMpV2ChcVCj9/QPSrHHu7unSb1dl8eI8JTxj0t/Xr88ZsnhJqWrT5crAiwS21af1n2VW2QszjTGnLcjSNqHuliyVdVoP16xaKdlKlBq1/tXWnrVxzvb2NluhQM8P52nTAnwr8Pf+2aAPWjp269M0G0jkj2UW+2NjaKOaUmV4esNHfZOut/SqoE0j6ESx1XpgfziPjL22z65N34rxuIZWqKG92pIi/aOHjdUnvT29+m1MCvJzbUIrmhpjpA0XzklzwzkZUs0Q+lG4pEjGFowrg4Khu94OE0id9xremPUhjGo6bZa42qFXxCsAIBk7d+/NzYP6TXrVvV2vNTdEIgIIEaNyZXBAOjs6rNu+t7fLztDn/Pe+3g5p1HxoPF8vzfVtWj/TpaIU+p1lQoBtXEQaYbBqVLyRJSp45qiChtB+9mytnFOl7FJDo1zpG9Z8LlSaytyMLqW3tTa7++LFS8b8i0tKbU91MnV8VAUM9duEcsW4Cv30mrmcJP168eYuwYwwaUuz+aR3/C+gUrv3k8HsUynUUrKCMBEBQi52zN+JE8fltddele+9/D2pOX3aGCKzVivKK9Rv1UojaS8Vxgh4P8k3YGFFVw/uPVPGcI9Uy1jz5s2bbdxv544dsmPnThu7hLAzPs2s8IXZ2TaZjBngaDLMCIdJMIGnqqrKJjDs27VDLp4/K7nZWVKydLFWRDQbFzaxnDym9yAoG72Q3+yFvFI1WLZlRfNrVaYyNDxkxBBNYpESPw76X6yNr6yiWlavWa8aaLWdRFRSWm6Ti/LVTsGifBPeiouXGCNjTIxlVksWF9lWjtm5OepXns1zWHffJlmrZYeGckaZer0ytYHBK1YWXnDi3hv3YnKDohd/jrtLuuUBRqO6hEr8q1ZXytp1FcqcW2wW7/59ByQzK0e23L/dzsBlRvdVTcOBvftkzzv7ZKB/WLZvuU82rSqXwZ42OXTggLz+xk45ePiE8rcs2bJ1m9bFDbJJzfp1a+RKf7+89eab8s7Od5TwiWzbulXWaz1EYEEnM4VDrx5E0eBvtHwSggnXKdrQ7YJsoQ1HOa6aZaaNPS5RwxAG7xekZ0tuboEsKcqXRbmqXUJQzHFkYjD/IloyOUiHN5PD+cGV0J0/dh/RJerk6PCwCeRHjx2Tnt4+6+FZvWq1dW/T1uvrL8ibr70sJ44dkTytm9u2bpbK8hI7izpXBVNoCt3kOXpfoAyJSYB00RYU5Blt4BvvCgsLTLDiwBkXkXj81EBrXRSnDZcWTPRi0rxwTCzhv5mJAZmAofUiPZ05EAvVCUtXz8obb7xl24bS9tav5TAZkYP7D8gbr+yU5qZOuW/tGtmyfo2UKH0sUCUnN2ehpTcra6EJroWqAa9cscqGDJnTs2/3bjl18oT6n65CUJkKmytlw8Y1srQkR07XHrV9Ek6fOqvCbJls0Ha9rKzC8rlwUZ61NXow8zRvF2lYnCttZWrpJ42zU69nC9SCz3Hzuc/Z5abAbOZde/dqpp2V9Xn58vjQFSWGhZL21FOyYPkKyxgqBgTQCjsyvItnE/Y066IHtB+3DAuD5MkSFZgljWFRwSK1Q211dpHGPbP3fseNr9ncw9jbOzulUTXjTCVcldqwCgvQTLQh0ngY06iskjJlHBRwtmrRrGVl+v/I1VFZmJMra9atky0aF4SGReo2Uxk6/qNdr9AKdt+mTUqMV0tJyTKrNOkZKgColsPM2zX3bZYN6zdIRclSJZys+Z7YVKIcmBTTtTfvQBl4o/ncowIPjJRnGmSJCjRoDh1alyhWNL/CosV2Du3i4qW2DKe4WBu2Mtxq1b43qmCE5kuZsXa+Whn9cjVFWk6ZWelKAHNlWeVyWaflsGb1CmPWi/Tb8hXVSgSq1e8lMqZ1hvG+vPwcK+tlS1Xz5uQn4kjuRpd4Rqc2a/8cs2Lw71kWdknrWa8S89KyMinVOEO4cxdla51QbUotFhYVy0aNJ/MZypTIFGhc6QpEE6A3plzb0IMPbJXV1WUiV4ekpb1TOvqGJE/r1aaNG2TLpo22EiFP01yg76iLaGwwhPXKuGkzpZq/MBhXBlF8Na8XKBFMY0LNsqVytbPbxlaHHn9Cctevta5/8sK2t1SkpvFWcW2eESEXTk5ejrXH6uXVkqftTiuLMamiJcVabstNuM30TOsmQJja+u03HnIqoD8YqwPu3+hQW3uH1Vd61Eq1rlwZGpS+/gGtg6V2cAoTGAtVSKRnx4Qazf8ipVfrNm1RgWy9oxHKJErLSqwXh/Xf9AYt0XRVVlfZePTiJUukqrrCNPJ0LfccpaXU+xKjE5kughFMOFRMnZLJ4fIeV0lzrR/uvaPFfHc2EK1pn0z4orxoh4sK8yRN67HrutY0KT3NUYG4vKLKyjFHaSVLJjMzFkrVclV2HtgmVZUVVrfyCoqkTNO3tGSJ9ZBCJ5m7A+0t1HxheAaay+TOtSq4rt+wUfN5hT4vldwCrRtpV+Wq5vWyknJVlLR9rF4lOdq2cpQGM95fXqaKVpbWH/VjiQr05fouPy87EsSTf3calEl3b69cbm2VseZmqVIBsGBIFZUnnhDRdP/ar/+62SOmVn6TaaXXA/bdARtfkm+/9F356NJyeaGrQxnUckn75c+KPPGkt6mGgvf+Jwt+MiDkjGjj6BsYsMk/o6Oj1kCKtCDRQIFVVLVnPug9j4mEAL1JPHNjlzTz6/T587Jn7x4lZCpUPPqoVCuzpWFC3IZUUuY+KyNTMmDc6o7K0GUzaN2aRzS7Am1oCJtoJ30qSHT39CpNUUYNY9dKCDFhnGZYpcqePsYJB0w7X5iTr5U2SzLVb9d95uIYkQe9S0T3Goy51ERwtp0PU7mIw7udjl0H58L9utCm58fEcnV2qVq+BlxUgnfoyBF7/9hDD5lkzezkwyePS4NqtsxuhbkUaoODkWVqQyO/YOSUH88QbzZPYFkTZQUhQ4vu7mWtJWNeeUo4cvVbhjG8QXWXoW5yVViiG7Gjr980IYSnosJFkqcM2gmSFi3FxDTGU5SKuE2XQn2jCe7UOrNn3z7bBOf++7fJVhUwszWuI2Oj0qUNs7dvQBmxCiJKxPNUi8Kf4bER6db3bOhBnufTS6DEBy1yUAXg9p5+rW8jVsfoZcjPVmZKwPrDutUebTPs0sQz9ZSDMqiHntkCBFVVB2XB//yfklZbK7Jxox2w0a6Eovszn5GlH/6ILM7JVj9c7QK4TvqQzA/3buLTVMCWrxukzdtGCOegfmt7+sc4YoaGTX1n/fGQtiEElmzVQq2MpoSPB3BxT4Z3Y8Rd44L2Pax15cTpMzZhsUiVj0ceeUTrVJaN96P9U0cXUsfULvHsVBoxqMJOtpbnYhUqrQdDPw5q2gCbMZGGEa2PdPeiWUNHRzScTNX+oBsuL0ZME2QIAzqUjJ1vRS5NLl3XTx22vZtUTOUyGRrGKU1ntM7s1fpMvXj66aekSpWQkdEhpW+DqkyN2OYmCxdm2vyIXK2XAyqkdnb1WPdzgQowBarhMpbMhDnyamyBppf8oLtf3fKN9kr97NE87Fe6Sh7naV1kDlBmuptFPjQyJB2az2xakptL70uBlQFzlshHhkmyMjTP2FBFGd5VFcgR+MlH1ZdMK02CFJLa6+fhbIF8Pd/cJPuPHZPRQ4fkqVdflcqubkmf+VOwYNLfk48uK5fPdLbJyuIikX/ySZEHH1Rb6r1NfnDBpIaQrHKxiBj0SSusEReLl1YVJiloopK2kn5y53+TcPYS31VNg9A3NjTYbkx0M8EM0ESs94OgaBAanknEFm/nzo1r2IP+6XdaHnZwo3GMaxzObWSUuDIZKrKqcBMtjLtHMSMF7lscqW+whX2QJHATMflbB+8WXM/eREweNzDZ22QYPq4TY0paRVrb2mx5FMxz4/oNpumiYXd2ddq4PrPpq6qrZdXKlbJQy0hbrcsztUM+Uwdsyz/U7kR58ayEXfPbQqWweE9G6z3rbyfYozwtdrxTE9UrnwIX73jcpwvnA/FEM2W9c4syv7Vr18iqVauNENt30hKNNFm9ZvwsStN4GkRfw+Yfo3WWb66eRfHWe4u3GqtcgLpmdtSRvnLfST/fo7RwwU59vaT92Z+JtLfLuGoi43V10qcCUv8nPyEFTz/tNFnymbCcywlIlm8qJrPt4Vwlbfg7IqtxoiwVaVov/Dt7b+nRmFgZXd9/Z5wd7oD6kLi7MWJ2Na/ZJYsu7Nq6s9ZTBr1YpMyXfMGu5T+0AET57+HqlX7TV+69mqieWb3Vd3w3umJphL7xrPdRvU4Y5zoB3sSfU5+uhfMjCf88uTtKyn3h1wlM7Gp36tRJfUwzoZMJnfQ+WrvUuszYstkm3fhgddn5Ye9VCbK0YN/Sq3Y0P1zPBQqRfuO7PvMd43qlo3ymLgO169qvC8+2CyZfLRBXh7xd4mBXwlJruLJwEsCRR/x+tuDDdmGRr2zecqquVq6eOCXb9uyRpRr3Bf/mV0S+/3lJU2EcYNtc3iqT/rwy6W+++Io8X1YlL7S3yPKeVhlXoiRl0TnNlmGJYPSOe59VqWHylex392YV2ItUu9OFD1t91jgPqhbDZhhoZIVLlkhmJK1MDh93LnqdNAr+pQ8HuPAMuPPfEnkB/NVjUs8nwLu4sc07D5fia9M4PHhFejq7LS+KFy9RRuwmAjKphsk4bPBB9yxdW5kwacs3n5/OV4Nd9NlacvTd8jqCuYnsJuKhz2aVZ+y7Vw6pdm8V6o/6P66afk9nl81hyFdtOVcl/qQmGIWfCDO6cjEr+uOtJtJ+I3h7uNV7cwcSHqnReyWSad2dMn7ipAzkF0rfpi2Sq4wot/a0jK9bI2lVVbbTmWM+0wn3XkMs35T4X1F6wWYYaL2FWl/p1k0iJY/j2eU/pQArU3yaFDdr/9ZBKJMlwMXgSm+f9DAkpY8MP2ZAN60+R+7MejymkV/eyiS4zqeE80nrsd1Gz1N6cDdgXIboiVXteVyZdXFzs6SrgjL6K/9Wxj74nBQW5putRD7dKpP+wpd+V7793dflA6s3yo9rYPnH9hkhHk93XXh473z2JBvpJsrgBPwzNpPffIzitifauD7i4bp7140VL/ixmGfXhpO0ByY+Ofh3Sfh0Jm0l3V3rQ9x93N+7H6lppR4wg/eq5CmhqygvUWl8qdJBZrQyB2HI1pW2s25aC4UubdOAzR/nh38CSV8n3vOUzOfku+Qv8fCuIsl7ArxvEzH52zgmhmm+6w28zmlLfPEX9+tcJOtL/JnfG9c//yYOXLn3TiCeaIuvpmGPjknDkmVycVm5LOvtltUtlyVThdKrCBjG5CMH5od/SIY8e0iNvQ/92nY1s0gkOALPGpYWnoXIrb2Nx26im/iX6eHatN45EJN4LCamDZppPVRRbxVaIHB1lHTEy8cblz733mPiE/Ahxb84dxO/uDCS7yarEXEXqa7d77VuUm3ePqbyb5LYRfnK/ge8H16zXrp/8hMyuP1R+Uff/6hZSdi+ZSb9O78jL736ljz0wFNSNZYh59/ZKZ0dTAKCSav3rs8iESe6JFxG8TU1ETMLl6SoYOn6IDpK/G0/ZyVUHMDAmtpE0rn6KCMlTid6atecY/169rFkFhURb/DhTieYuw4kjvQlEjcuY6NDyhz6ZUVFsXzkw++XrZs2SEPjZbkyNCqDV8fl8JFTcuDgMRkZUYfpfpFlLHe8f/jNNfGNZ71PcEMseng7cTjiQTeddbddg5R3znJUL6JnrglrvODi/OUDE9v87Fx3MpLrgpvgtVnWF/5d5E3sZiIS9qf4PgHxgGKwvNNvGr+ujAzpSs+UfH0sViKRzpieCkysUXfdl5EfdpnCv1lDahrnInwN04J1YVuXq6cX+g56YeXo67avh/F8SkRTb/ge3RrskYfInX/231MROTdM8EPhn6dyGwduUt1NiliAkRtfo+kFIi9sGJL3UV0x2mrpjOo3AVibUuOcXovpxHlS4CEm8n/GMJN+gXjC8ds/+2sUXvTo99IY17wdyS+QgYoqGS5cLHu//lv2PeHDLTHp8+flC1/4gvzt174lJSvvkwWZeXKu5oz09Q1oYbLMCMao/lqp4opnglTD1YjqbCIKGxBeZCxe+s3SrBXNEFlL3Ph4Tgc4wcvrWccOQXlvMfF39xw0cbF2Sz0YHx0WGWFmbKG8571PyqrqKju56crwqOQUFMnFhmY5cei4jAwOS1pGlhEEVw5RmaRmlH3jGvtudWoK+ykwIhzdJzGJG7zzBmBlUq/VgtnRj3Qr68XqmL2LHMfd8cqeYy+9Xf8qcmbw93E/psRUlpKeuA0z2DaVDShY+uRgY/42NqxvEt5MK9AZRDzhHrMdhyhMoxlqKEDyJaqDibK0KzcK+xTFi0t0a8BK6jOIv5v4cC1S/QCTvZsObujOR1DBbdy+Xu0WJStScox2JvJCTcLvmCM+xZGwc6uIR2qmMNP+pSY6jpT4R/nnSRmP9CxS10a7j9k7PpmPVgFvAthnk4//9ad/Kv/7//y59EJYMxeKHTs2qpqDMehYyD5idonu5wI+WT5IHyefdJ/u1OTfTBR98q7nBjveHoiCn/DuXgNp87D0QvxHJWNhhiwtWWqzlNva2q1SsuyEPXt7O7q0/ow64qiMzmGKTJo033zGgpvJ2BsURDwtYCqriaDVAvfUL+zeTFSmQsLv6Hq7MP+In/dQr9z6eIOZCutuQjxfLG+ivCAz/Le4Hf8Z3Ev5Rbri6fHPkZJzDe1M2I059N887qX8mQmQPxN6Z9REm/r09DRhw7LMsvFmmTRgkw8WsHNEG0cHUnZI5PjqyiK1RJJh3Hxot4ZEAq8BbyePJbjZ+E3mx3QwV/kw15gqP0gvdY2xaDZG8PbQVmyDC8a83D9v7Xdq+NzD3vzKSYuN/iRScKOkBNwloGTf3YUZcmCG4YlFPFf19r/999/wt5GVW2DSuOF0H/YLZv0psGCU4N6oEG8+tFtDIoHXCXGy2N5s/G6U3skwV3lwpzBZnpBmV9foPqSqRLbcg3Mzjfozn+HH8TzuntTE4303l8BMYWI5TsS7M3/iddvlQKgnswXb6lRBDluu3wqTDggICAgICJh5eAXGD/oFBAQEBAQEzDMEJh0QEBAQEDBPEZh0QEBAQEDAPEVg0gEBAQEBAfMUd4xJM1FtaGhIenp67HSjgICAgICAgIm4Y0x6cHBQTp06Ja+88oo0NzeH2eUBAQEBAQEpuGNMuq2tTV588UX5wz/8Qzl69Khp1QEBAQEBAQFJ3BEmzcYndXV1pkUfPHhQXn311aBNBwQEBAQEpGDOmTSMGC16165dcvjwYeno6JDXXntNTpw4YbuXBQQEBAQEBDjMOZNmz+Zjx47J66+/Ll1dXTZp7OzZs/LGG29IY2NjZCsgICAgICBgTpk0WjSM+Z133rFubr/fd39/vzFtxqaDNh0QEBAQEOAwp0yagzg4Neutt96yLm8/Bg1jrqmpkR07dkhDQ4Np23MJtHnic+XKlehNQMC9g+7ubuutampqCkJwQMBdhjlj0jBkiAXd2mjMPPsNxLly7CVHXu7fv9+Y+VyBWeVnzpyRb33rWyYgBATcS6CdHT9+XL785S/LSy+9ZPsSBAQE3D2YMyZN13Zra6sx4/LyctmwYYMsWbJEMjMzZcWKFbJp0ybJyMiQlpYWW0PttezZxqVLl+RP/uRP5I//+I8Dkw6450CvFELoX/3VX8mbb74pvb290ZeAgIC7AXPGpBcsWCAVFRXysz/7s/K7v/u78mu/9mvy3ve+V5YtWyY///M/L1/84hfl13/91+WDH/yg5OTkJLTs2Qba/ZEjR2wJWNj5LOBeBPWabm7a1Fy1q4CAgJnBnDLpoqIi2bJlizz++OPy0EMPSWVlpTHkzZs3y5NPPmnv16xZI1lZWZGruQFxQ4sPCLhXQZuirVHXAwIC7h7MaYtFiodITCbN+29TfZ8tEB4EjDDnqos9IGAuQZc39Xsu21VAQMDM4I6J1TBEP4ub61zP6PaAcKWnp9u9XxIWEHCvgHZFvfb1PDDqgIC7C/Oi7+tOarBekwaM3QVtOuBeAmPRmHiPUUBAwN2Dd/0AFdpFdna2ES9mlYfJYwH3ChA4YdAsM/T13PcaBQQE3B141zNpJowxoQYEJh1wryGVSaNRBwQE3D0ImnRMk4aYBSYdcC8BJs3mQIFJBwTcnQhMOiJeAE0aohbGpQPuBVCPYdBBkw4IuHvxrm+xdHfn5eWZJs1BH3O5JWlAwGwDwXNgYMDqeX5+vjHrgICAuwfzgklDQO6UhM+2pAUFBXbPloloHQEB9wLQpDk0hq14qeeLFi0Km/YEBNxlmDeaNGs5MYwJz4TBr+l0W7MspbCw0DTpwKQD7jXApOkhop7DpIMmHRBwd4FFk8bJ5noctra2Vr7whS/IN77xDfnUpz4ljz76qEn7MxEPGG5ubq4sX75cFi9eHL2dHBCx73znO/Kf/tN/kgcffFA+85nP2DalYewu4G4HwiqHavyP//E/jFH/5m/+pmzfvj1o0wEBdwHgY3ZVc8eY9Je+9CX5y7/8SxsThqn6SN0u0BbWrl0rv/ALv2CHeFwPEDLOt/70pz9tbv7tv/23tq94YNIBdzuo2y+++KL8xm/8hk0ao72tW7duxtpZQEDA7OGOM2mOpHz11Vfl9ddftzNu/f7CMwH8WbVqlfzYj/2YaQ7XA+k+dOiQ/PN//s+t2xuN+plnnglMOuCuBysVvvrVr8p//+//3Y6D/f3f/307JjYgIGD+444zaWZRd3R02BnTfs/smWDSpAN/0M5LS0ttHO5G4LxdjstkFuy///f/Xp577rkwdhdw14P5Ff/7f/9v+Z3f+R15+OGH5bd+67ekuLg4+hoQEDCfcceZtMdshjtdpn/x4kX5lV/5FWPWL7zwgmngfj/vgIC7EbQrJkJ++ctflq985Svy4Q9/WH71V3/VeosCAgLmPzz/uuN9ukRktsx0AUMuKysz7Z5ueNaWBgTc7WAYifpMrxD1O/QOBQTcfQgDr4qFCxfaTHDG8C5dumQayJ3qWQgImAlQfxlOunz5ss3mrq6uDrO6AwLuQgQmrWDm6+rVq03TaGpqku7u7uhLQMDdCZh0e3u71WdWTqxcuTIw6YCAuxCBSStYn11RUWGnYUHU2tragiYdcFeD+tvc3CydnZ1SVFQUursDAu5SBCatgHgtXbrUlqnQRXju3LnEjPOAgLsRbNLDXgQM4dBLxL7dAQEBdx8Ck47A/t1bt2414nb8+HHb7zho0wF3I9hzgN6gEydO2KTILVu22LyLm5lMGRAQMD8QmHQExu0eeOAB0zjY3OTYsWOmhUDwgrl9cyMgEE3mLpibN6z337dvn9TU1NgwDkw6LCkMCLg7ccfXSc8X0L194cIF+W//7b/JG2+8Ie973/tsU5OZ2k/83QjyDe2NCUuVlZU2ecmfOOaBHYYY6urqbAwVJgOC1ndrIN9YevV3f/d31iP0kz/5k7Y9LpuYhDwNCLh74NtrYNIxsD6awzb+4A/+QI4ePRpmw84QGPNnKOGnf/qn5UMf+pD1WgDqHBObYCjs4c5cgFAPbx8+D5999ln5F//iX9jhNaEuBwTcXQhMehKQByy/2r17tx260djYaJpd0EBuDeQbPRSMj548eVIeeeQR+cVf/EW7wjT8CWSchkZe0y3LNq4hv28Nvg2Tt2vWrJH3v//9sm3btoRQFBAQcPcgMOnrgDE91pjCRMiXwDRuHeQfecn2lLt27ZKf+qmfMkbN2D/L3dgr/bXXXrOtWOmancnT0N6N8PUVYWfJkiU2YSwgIODuQ2DS00DIk5kBws5f/MVfyG//9m/Lxo0b7VxjdsDav3+/HRFKd/h//I//UT7wgQ+EbtkZQhB0AgLubvg2HGZ3XwdkUjC3b5h8t3nzZuuCpVv71KlTtsSNWfRMcmK8mm8w68ncB3PzJiAg4N5AYNIBsw6YLxtqYJgoxtKg/v5+W8fLmPX69evtnONwhndAQEDARASqGDDrgPkyPlpVVWUT8RoaGoxZc2X9LsuzOP87ICAgIGAiApMOmBPAqNk/GmbNhDG6vLu6ukyDDmt4AwICAiZHYNIBcwKYMEwapsxxoOyIxbg0+6Wzb3pAQEBAwLUITDpgTgCTRmNetmyZrZtmNyxmfbNtJac0BQQEBARci8CkA+YEMOnFixdbdzfrppk8xnr0kpKSa7YKDQgICAhwCEw6YE4Ak0ZjhlEzs5tJY8PDw9bVHSaNBQQEBEyOwKQD5gw5OTnGqFmSBYP2z6yjDggICAi4FoFJB8wZYM5sV0n3NrO9YdBhG9CAgICAqRGYdMCcAWaM9sy+3TBsmHXYWzogICBgagQmHTBngEmjOXsmXVhYKNnZ2UGTDggICJgCgUkHzBniTJpxaLq+gyYdEBAQMDUCkw6YM/jubmZzo0nDrNkWNGjSAQEBAZMjMOmAOQPMGKZMFzcTx2DY4WjKgICAgKkRmHTAnAKm7Jk0VzTqgICAgIDJEZh0wJwCJo02HZh0QEBAwI0RmHTAnAKmzGSx+DUgICAgYHIEJh0wp4Ape006MOmAgICA6yMw6YA5BUyZLm8mkbEMK8zsDggICJgagUkHzClgyjDq+DUgICAgYHIEJh0wp4Ap09XN1ZuAgICAgMkRmHTAnAIGjfH3gUkHBAQETI3ApAPmFHFNOnR3BwQEBFwfgUkHzDmCJh0QEBAwPQQmHXBHEJhzQEBAwI0RmHRAQEBAQMA8RWDSAQEBAQEB8xSBSQcEBAQEBMxTBCYdMOcYGxuT0dFRGR8fNxMQEBAQMDkCkw6Yc7AtaH5+fliCFRAQEHADQCFNlQkaTcBcoK+vT44cOSInTpyQJ598UtauXWsHbgQEBAQEJOEVmMCkA+YUdHUPDg6aycvLMwYdtOmAgICAiQhMOiAgICAgYJ7CM+kwJh0QEBAQEDBPEZh0QEBAQEDAPEVg0gEBAQEBAfMUgUkHBAQEBATMU4SJY7ME8nNkZMRmMwcE3CyYNMI68rCWPCDg3Ykwu3uW0dPTI2+88YZcvHgxHMkYMG3QDjG5ubmyadMm2bJli+Tk5ERfAwIC3i0ITHoWgfZ89uxZ+cIXviADAwOyZs2akL8B0wYCXmdnp9x3333yiU98QsrKyqIvAQEB7xYEJj2LoJv7+PHj8kd/9Efy6KOPyoc//OHQ7R0wLdDr0tDQIK+++qox6p/7uZ+TFStWRF8DAgLeLQhMehYBk2bby6985Svy7LPPynPPPWfENyDgRqAdXrp0Sb773e/aUMnP/MzPyPLly6OvAQEB7xZ4Jh04xywhdQya52CCmY4BQWgOCAgAgUnPIgKhDbhVhOGRgIAAEJh0QEBAQEDAPEVg0gEBAQEBAfMUgUkHBAQEBATMUwQmHRAQEBAQME8RmHTAHcPo6Kj09/fLlStX5OrVq9HbgICAgACPwKTvETCTfGhoSHp7e82wa1VfX58MDw/Py1nmMGjWAb/00kuyc+dO27gjzIYPCAgImIjApO8RDA4O2l7hbEX6m7/5m/Ibv/Eb8nu/93vy2muvSVtb27xjgAgUhw4dkj/8wz+Ur371q9LY2Hjby45wD/MPWnlAQMC9gsCk7wHAnNrb222XKpjeH//xH8uf/dmfyR/8wR/If/2v/1X+9E//VM6cOTOBecG0cZfKvHlONangnXcb/+6fvZnMf+C/oe2fO3fOtsGky9vbncotz6nGA6Z/8OBBS+u+ffuuy6hxh/+pYcT9jZuAgICAO4XApO8BwEgY262vr5fu7m7ZuHGj/MRP/IS85z3vkcuXLxvj+va3v21MEdAFztaTMMjm5mZjcP49z11dXWYXOxgYaByEceHChUR4hA/D4967p/ua7myEhzjDxC/89IyZoxizsrISJ4WxpSpxPn/+vDQ1NVmcAHGkRwBDOPiB9k26Cb+jo0O+853vyJe//GX55je/ae453CSVyRJP4kf8MbjjHcCvlpYWe+fjH8+fgICAgLlGuprPcfO5z9klYAYA0YeZHDlyRFauXClr166d1b27PZPiUAYY2D/7Z/9Mfv7nf14ee+wx+7Zr1y6L0yOPPGJM8e2335avf/3r1j1++vRpi9uyZcvMLQzu8OHD1hVNV/mBAweMcXISE26xD8N/8cUXZf/+/cbUFi9ebEcr7tmzR773ve/J0aNHzf3LL79sjHzJkiVmB4ZNmN/4xjfknXfesf3Na2trLY8QKPCDuH7ta18ze6dOnbL44564ESbj18eOHbPvaMxg6dKlZvcv/uIvLO4wYdyRpuLi4kTeMyTAwSf/8A//YIb4Ej+OgiwsLJSamhp7T9zRykk/7/Ly8swv0j8XYE4B+cJ1+/btFreAgIB3F37t137NroFJzwLuJJNGC33yySfloYceMsa4aNEiYzhos9u2bTMN9n/+z/9pdmFAMCriynGaaK1f/OIX5e///u8t7jBDmCJu0M5hUv/rf/0v08xhhtjBbzRh0vjKK69Yd/ubb75pzBy/9+7dK6WlpfadZ8KGeaPpek2Wc5Ofeuop04x/67d+yzRiuudh2DBRToFCy/7Sl74kf/M3f2NCAMyWuMGQiTuaNQwWoQENnThx1CNuiTdlglDAUAAHn+D/yZMnZffu3aZxr1+/3r5//vOfN0EDpk/aECays7Nlw4YNUlBQkNhbezYRmHRAQIBn0qG7+x5BKvOAcSMYLFy40Az3MHCYM8yJIzR/6qd+yhgcmiPMCOaGP9j/4R/+YfnVX/1VY54wNBgiDBdGnJmZKT/2Yz8mzz//vGmnr7/+ujFywoAZcmrTT//0T8s/+Sf/xLqKccd3mCvnbL///e+X//Af/oOdDpafn29htra2GnMnLggYuIVxosnD3H2aECQ+9KEPyQsvvCAPPvig+YnAAENGGy8vL7d4/at/9a/k/vvvl4yMDHOLO5gvAsDq1avlv/yX/2LpQwsn/r5Hgfii0X/yk5+0YyKLiopMY08d0w8ICAiYCwQmfY8BrREmCrNkCRZMDAaJNgiTQ+OEEcG0mAkNw4LZwaw8E6qsrJRnnnlGPvrRj5pWDvNifBgGi+ZL9zfMGS0dhoqWCWPHPe+eeOIJGxOHWdJVjLbLeC8GBki3+/d93/dZdzxMEDAGjNaMVku8CIO4YbeiosLsALq+OZ8bIeHhhx+2d/hPtzZaM9oumjlCCGki7oA0o7njL3H+4Ac/KO973/tMwycv/Lg7TB3B5WMf+5j80A/9kN2TVsboyb+AgICAuURg0vcIPANh7BbNj3FjuqX/6I/+yJjYli1bjOnBFGFcMCsAY0MDpVsVhgqYLMW49be+9S3TYvGbMdmSkhIbv0UAgJHCkHGHe7q0YXbYRTuGmfKdsHgH80NQgFHTjcxMdLqa/fgxzJvueYQMmD3vGCr4wAc+IA888IC9g9HiH2mAGeMfz8SHK13c2MFfxqzp+uYbIHzc8Yy2Tpe+71Yn3fhHGBgEDuySDgQe4oIJCAgImGsEJn0PwHdRw7TQdGHQLL1inTQM9wd+4AdMq2Vcme7rdevWmVZM9y+G8V2Yru8Wh3EyuYvxYZg1mjIaNZovDBnGRfc4TO6tt96yWdC+ux3m79cqe6aNwc3WrVulurraGDTruWGW2ANovcQNhsx4tY8b496MzeK/Fw781QsaxBn/YeqM39J9/ed//ueWRu8/aSPuaNiMtdPd/Tu/8zvW24BWT554P3FDnH1a8H+uJo0FBAQExBEmjs0CYCJzOXEM4D9dtmikdA/T/YvmDIP++Mc/bpo0GiPMEI0VJgTjQtuFccJAAYwXMMZbVVVl7n7kR37EurC9No3GCrz2S5cw9mFuvEO79s90EzNhjS5m3x0Nw0Xzfvrpp01wgDHzfdWqVeYf7nzcGGOm+xr7pI/xbpgtmjrMG//o9obJov2iMRMH4sSYNO7IG8Ik7TwjzGCP9DG+/aM/+qNmHy0fEF8EEhg/7yhD4kdcZrscQZg4FhAQ4CeOof5YP17ozps5oIExOQtt7r3vfa9NkJptTYzy8+O+Hp5heQ0ZeA0RDZKrZ9YwcMavP/WpT9n9v/7X/9rGqgHPMGavzRIG47Tc8w6mhx3e0d2MXZ5htnS/k3aeiQ92CBt3xA1tm7jRjc731LjBKL1bmBZ+wph5z/g14RE+BhA3mLl3x5WwPPAXd8TDx4GwiSPu+MY9YRA+ceGKHfJptkFYzHJnuRnzB37mZ37GBJOAgIB3FzzdCkx6FgAjmGsmfbug/Ol+/jf/5t+YBsuVSVtxBhcw+whMOiAgAHjaG8akAxKgO5elU//oH/0jm+EdEBAQEHBnEZh0gAGpjXHsj3zkIzajmrHnoEUHBAQE3FkEJh2QAOO3fgtP7gMCAgIC7iwCkw4ImIcIvRgBAQEgMOmAgHmIMJEzICAABCYdEBAQEBAwTxGYdMBdCTRNlrqx3pldwYLmGRAQcC8iMOmAaYONRNjww2+a4jcO4f1MA6brD76ACcfBN5gzR0uyLWldXd01dgICAgLuBQQmHTAtwATZo/trX/uanRn9B3/wB2b+9m//1k6XmmkmyU5i7Bv+1a9+1XZCY3czD5g0e5QT9m/8xm/YXt0w84CAgIB7DYFJB0wLaK7sSPZ//s//kd/93d+1AzK4/vVf/7UdiBHvcubqjUfqM4i/S/3OdpwcFPKlL31JduzYkRACvB20bI7g5HAQjtGcDW0+ICAg4E4jMOmAaYHxXzTpmpoa28P62WeflR/8wR+0bU/Z+AQmymEaMFdMa2ur7duNBoxW3N7ebmdGw1wBTJW9uLHLftmcvIUdhAEYMfY4X5rtVTnJi3f4FfebPb/9/twBAQEB9yICkw6YFrymy/pdTsxi+9BPf/rT8lM/9VN2yhdnN3NG8//9v/9X/uqv/sq6xP/iL/7CznX++te/budao4VzPrUf137llVesyxo3f/Inf2J2Xn75ZWPYMGCEAX+wBQz63LlzZh+/ccNRlOyJjgnrigMCAu5FhKMqZwEwlLk+qnK2gTZM1zLnSKPJ0sWMlos2zJGYZ86ckS9+8Yt2DvWBAwesixoGzdnNb775po0bM8YMg+YISTRpusz/8i//0hj3/v37bRIYRzRybCTHSuIGRsxZ1hx9+ZWvfMXOgN61a5ecPn3aNG2YOAeBcGKXPwnrbkc4qjIgIMAfVRk06YBpwwsanM4Ew+WkJpgrXeH+qEe0bbrCP/GJT9jxkjB2GM1P/MRP2N7gMG00YgQZ7NPFzVnNL7zwgrljxjbaNAyKbmzCxG9OhkLzxt0//af/VH72Z3/WhAO62XkXEBAQcC8iMOmAaQHm6ydvPfXUU/Kf//N/li9/+cvyL//lv7RxYcaQYarbtm2TH//xH5cPfehDUlpaahrxD//wD8uP/diPybp164z5ooV7xsqxmGjKH//4x80NYOwb/2DQdGNjYOiMR9Mz8fzzz8uP/uiPypYtW8x+mDQWEBBwryIw6YBpA2YIc4Vp0rVMVzPPME++wVTpmmUiWX5+vmnSMHCeObQjKyvLGL3XuNGQ0cLput65c6ctteJ9UVGRfcNPHyZ+4T/DCNiji5xZ5XwP49EBAQH3KgKTDpgWPGPmShf3b//2b8u/+3f/zsaVGT+FucIwGbv2XdAwYJ49o+XZa+P4g+aNxkz3NuudmWBWXV1t3d5o2LjlO25g9IxlMx7++7//+/Knf/qn1m0OMweEHxAQEHCvITDpgGmBGdabNm2S5557ziZqoRl77RZGCRN95pln5OGHH5aCggIbf+ZcagyaMUz38ccfN/dMDIOpsvSK67Jly6SqqsrcMmscf/CDyWAf/ehHZf369VJWViY/+ZM/KT/0Qz8klZWVsmHDBvnYxz5mhnu09ICAgIB7DfQTmgoSNJGZAxojM5///M//3NYRw5i8xne3gvpBNzXdzWi4HjBvGDKaMeugSSdnUmMfu2jQMHDes0sYbmHwfPvUpz5lE8t+5Vd+xdZcs0aab3SVe/eESRc6jJ58xQ+Wb/nudPzLzc01po7AcLeDdDNJjkl5TND7mZ/5GVm+fHn0NSAg4N0CP4wXmPQs4F5k0h4w3TioSBjqD8Y/A//OM894HYMB/9mf/ZlcvnxZfuRHfkSeeOKJhHsP734yP/077kHc3d0M0hOYdEBAgKdpobs74KYAw40bX5G4xp+Bf+fBszdozJ/85Cdt6RUzwv33OLz7+PvUd1zj3wMCAgLuJQQmHXBHQFc13eCMLzMDPCAgICDgWgQmHRAQEBAQME8RmPQsgbFbumXRGIEfSw0mmOsZwEx1JuQFBAQEMJgXJo7NMFjXy6xlduRil62nn356wthsQMBUoB0yqW7fvn22Rvznfu7nwsSxgIB3IRLzbtQEJj3DQItmN6zPf/7zRnAZdw35GzBdsH6c5WgPPPCArQ1n7D4gIODdhcCkZxms72W7S3bI8nkbZiEHXA/xNsjabzZ4KS8vDxu1BAS8CxGY9CyD/KTb22+RGRBwM2Augz8FLCAg4N2HwKQDAgICAgLmKTyTDmJ6QEBAQEDAPEVg0gEBAQEBAfMUgUkHBAQEBATMUwQmHRAQEBAQME+RmDgWEBAQEBAQML+wgIP4AwICAgICAuYXVq5cKf9/mhHoTv4+NuMAAAAASUVORK5CYII=

    My questions are:

    1.  Regarding the act of breaking out the department details what is this called?
                  a.  Removing repeating groups
                  b.  Partial dependency
                  c.  Transitive dependency
                  d.  Something else

    2.  When we breakout the department details into another table, is that done in 1NF, 2NF or 3NF?

  • michael.leach2015 - Wednesday, February 6, 2019 12:04 PM

    My questions are:

    1.  Regarding the act of breaking out the department details what is this called?
                  a.  Removing repeating groups
                  b.  Partial dependency
                  c.  Transitive dependency
                  d.  Something else

    2.  When we breakout the department details into another table, is that done in 1NF, 2NF or 3NF?

    1.  It's called normalization.
    2.  It depends on your application, but the goal is typically to achieve 3NF.

    Drew

    J. Drew Allen
    Business Intelligence Analyst
    Philadelphia, PA

  • Sounds like some sort of test question for you. I think there is an answer for both 1 and 2, but what do you know or what have you done?

    Not a fan of doing homework for you.

  • Steve Jones - SSC Editor - Thursday, February 7, 2019 10:07 AM

    Sounds like some sort of test question for you. I think there is an answer for both 1 and 2, but what do you know or what have you done?

    Not a fan of doing homework for you.

    Hi Steve,

    That's very flattering of you to say.  As it turns out, it's not a test question.  I just believe that framing my questions like a test question makes it considerably easier for me to convey what I am asking.  By providing multiple choices for an answer, I am hoping that somebody may give me the correct answer, instead of providing an answer that doesn't really answer my question.  The idea is that people would answer by selecting one of my choices, and even though I have taken the time to clearly layout my question, many people still don't answer to the question.  It's amazing.

    Furthermore, I am studying SQL in pursuit of taking some certification exams, so this is another reason why I am trying to make absolutely sure I know this stuff.  I am trying to anticipate what I might be asked on a test, so that if I am asked these questions, I will be able to answer them correctly.

    Again, very flattering.  Thank you.

  • In that case, what do you think this means for normalization? If I remove the department groups, what effect does that have on:

    a) no repeating groups and atomic values
    b)  no partial dependencies
    c) no transitive dependencies

    I have my thoughts,  though I'm  not completely confident I am right here, but I'll share if you do.

  • You're trying to normalize your schema. The heuristic is to first look for entities. You have two of them based on your data; personnel (not employees! Use a collective noun for the name of a set) and departments (there's no good collective noun for this so use a plural).

    Next, remember that the R in RDBMS stands for relations. What is the relationship between these entities? I'd use "job_assignments" and create a third table that references the primary keys of the tables involved in the relationship (employee_name, department_name).

    Now I have to decide what kind of relationship I have. Is it one to one? One to many? Many to many? Can I have an employee that is not assigned to a department? Can I have an employee is assigned to multiple departments? This means I will need to do this in the DDL, which you fail to post.

    When I try to split out the departments as their own table, you have screwed up! The department head is probably an employee. And not modeled as an attribute.

    The relationship table can also have properties of its own. For example, a marriage is clearly relationship which has a presiding official, a license number, a date location, whether it was civil or religious, etc.

    Please post DDL and follow ANSI/ISO standards when asking for help. 

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