{"cells":[{"metadata":{},"cell_type":"markdown","source":"## Introduction\n* **Note:** Turn on your **GPU**.\n* In this kernel we will generate new bird sounds using **simple GANs**.\n\n### If you do not know **simple GANs** you can check this kernel:\n\n<div class=\"row\">\n  <div class=\"col-sm-4\">\n    <div class=\"card\">\n      <div class=\"card-body\" style=\"width: 30rem;\">\n         <h5 class=\"card-title\"><u>Fashion Dataset GANs</u></h5>\n         <img style='height:200px' 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wyEvS+N/JqVSPx4RFYcl20/j8IV7MDMxwKjubqhfpTh0Ga6VOi58OAUoQAEKUIAC/xZgMOMbQYGPCMTEJWDuxhM4cvGenGEZ2qUe6lUuBj3uLVOrd0YE7Ovefpiz4Th8XoahfDFHTB/cAtYWpmrVDzaWAhSgAAUoQAHNFmAw0+zxZe8yIXDp1jP8tNQd8QlJaFa7DPq34xK4THAq9avRcQnYfvgKth2+Kqtqju3dEM1qlVVqm/hwClCAAhSgAAUokF6AwYzvAwU+IjDkt524es8XjnktMKRzPdSqUIRFI9T4bXnwPBALtpyEOOOscH5rbJzWk7OfajyebDoFKEABClBA0wQYzDRtRNmfLBEQs2Wj5u9BWhrQqFpJ/NjTDaZGBllyb95EOQKifP7qvRew48gVJCSlYExPN7SuX145jeFTKUABClCAAhSgwHsCDGZ8JSjwnoD4C/zAmdtx6+EL5LPOg+Fd66NOpaJ00gCBGw/8MGv9cTwPCIWNhSl2zv4Oxob6GtAzdoECFKAABShAAXUXYDBT9xFk+7NcQFRiHDp7F0RAq1XBBZP7N4WRgV6WP4c3zHmBlNRUWdDl4Pk7SE5JxeCOtdG5SWUuUc35oeATKUABClCAAhTgjBnfAQp8XCA+MRnTVx3CqSsPkcfEEJO+b4oa5Z1JpkECd58EYOLSv/AqNBJFnfJi4eh2sOK5Zho0wuwKBShAAQpQQD0FOGOmnuPGVmeTwO3HAZi87M1f2iuWcsK8kW1hoK+bTU/jbZUhIGZCf113BAfO3YGFmRFGdmuAhtVKKqMpfCYFKEABClCAAhR4J8BgxpeBAukERHEIUVY9LiEJP/ZwQ1s3V/pooMCtRy/Qf9o2ech04+qlZfl8XZ5Pp4EjzS5RgAIUoAAF1EeAwUx9xootzWaB4PBoTF99GFfu+sBIXxd/zO3HJW7ZbK6s2yclp6DX5E146h+CkoXzYfx338hljbwoQAEKUIACFKCAsgQYzJQlz+eqnMB5r8dYtO00XgRFoEHVEpj+QwuVayMblHUC249cweJtZ2BuaoS+bWqgHWdHsw6Xd6IABShAAQpQ4LMFGMw+m4xf0EQBUaFv1e7z2H7kKlJS07B4TAdUKu2kiV1ln94KREbHo9Xw3xGfmITG1UtheLf6MqTxogAFKEABClCAAsoQYDBThjqfqXIC4lyrBVtO4fKd5yjkYI2N03pCX09H5drJBmWdgCgC8tNSd5y5+hDFCubFyO4N8FUxx6x7AO9EAQpQgAIUoAAFPkOAwewzsPhRzRX4+9YzzNt0Qi5j7N6sKvq3rwmd3Lk1t8PsGdLSgGN/38MvKw/B2FBPHiTerFYZnmnGd4MCFKAABShAAaUIMJgphZ0PVSWBlJRU7D9zS+4vS01Nxazh36JaucL8C7oqDVI2tcXvVTgGztyB0Iho9GheFT1bfg1jQ/1sehpvSwEKUIACFKAABT4uwGDGt0PrBSKi4rBm3wXsOXEdTvmsMHdkGxTIZ6n1LtoAEPo6BjNWH4aYMRVhXCxndLTj2GvD2LOPFKAABShAAVUTYDBTtRFhe3JcQOwvm7n2KG4/eoGGX5fAiG4NYJnHOMfbwQfmvEBsfCI2H7iMDe5/w9bSDNMHt0C5ovlzviF8IgUoQAEKUIACWi/AYKb1rwABbj7wx6h5exATn4jBHeugXcMKMNDXJYwWCKSmpeHs1UeYtPwviGIgk/s3RcOqJaCjw/2FWjD87CIFKEABClBApQQYzFRqONiYnBYQBw0fOHcbszccl6XSpw5qjiplCuV0M/g8JQrcefISU1cegt+rMHT6ppI808zEiPvMlDgkfDQFKEABClBAKwUYzLRy2NlphUBsXCKW7zqHPSevo4yLA8b0aoiiTnkJpEUCohLnwq2n4HH9CSqXLoQpA5vBiktZtegNYFcpQAEKUIACqiHAYKYa48BWKEngdXQcfvn9EP6+9RT1qxTHkE51kc8mj5Jaw8cqQ0AcNC2Kv/xx3AsOtuZYPqEz7KzNlNEUPpMCFKAABShAAS0WYDDT4sFn14HQiBj88OsO+LwMQzs3V/RrWxN5TAxJo0UCYjnrtsNXsHK3hzxUfOPUnijoYKVFAuwqBShAAQpQgAKqIMBgpgqjwDYoTSAgOAJdxq9HYlIKvm9bE92aVYEuCz8obTyU9WCxz1AsZ4yJS8TC0e1RtSz3GSprLPhcClCAAhSggLYKMJhp68iz31LA674vfvh1J0yNDTC0cz20qFOWMlooIPaXLdhyEgHBrzG6Z0O0aVBeCxXYZQpQgAIUoAAFlCnAYKZMfT5b6QJ7T93AnA3H5b6y4V3qo06lokpvExuQ8wLiyIQFW07hgU8gOjWuhGFd6uV8I/hEClCAAhSgAAW0WoDBTKuHn50XoUyEs2IF88qDpcsXd8xilDSkJichKTkVae/dObeOLnR1dZE7VxY/8v3bJYXj4sZx6DbZG90XL8bYdl/hw8dnf7ytyJUbenp60Mn2xmazxUdu7/sqDPM3n4Tn7eeoUb4I5o5so5yG8KkUoAAFKEABCmitAIOZ1g49Oy4EflrqjlOXH6BCyQIY1d0Nzo42WQwThiO/9MaAue7wif73rUs27Y+fxk9E80r5kMdQF9mWzzIczELgProD+i07jaC49xgc6mHSzNH4tn5VlHe0Qq4vbOxr/zt4GWcMuwLOsFShGivBYdGYt/kEzl57hNJFHLDm565Z/B7wdhSgAAUoQAEKUODTAgxmfEO0WmDcoj/lX8YrlXLCqB5uKORgncUeimB2BiYVa6GYpd6b+8eH48Hdm7ifXA5TVy3F6CZlYKjzhWnnv1r82cHMC3mr14WLmaI9SQh9egc3vX0QWWkAdi2ahPaVHP7rqR/88x09c2H4ler4dccF9C73RbfIli+FR8bKGbMTnt4oVtAOG6f1yJbn8KYUoAAFKEABClDgYwIMZnw3tFpAFP4QBUCqlXPGjz3d5DlWWXspgtlzfH/6HCZUenv/SD8cWDsNI2dvRVTjxbi9pAdsTN+GtqxtAPDZwSwC465fwYjiOm9bEo9nF/7C3s2r8Nt2D4SU6ISzu9ejdoHPb6iqBrOYuATM23wShz3uyv2G++b3//zO8RsUoAAFKEABClAgEwIMZpnA41fVX6Df1K248zgANV2L4MceDbPhYOGPBDMACXf3oPegUdhuMQSvNg+GXR6DdKDBuLR5O/ZdvI9I8bu5dGBXpQdG9KqCf0fHUJyYPRF7nv3z1SJ1OqNb89rIZ/r29zIdzN7eJ+QuZg5tgck7n6HGBA/sn1YDFvKPYnB7/zpsPXUPrxPffDaPvQu+/W4Uvs7/5p/Dr2zCL5s9cffoclwItkNVt29RQkxOFm+Esd0bo5C1EZLifbB/7m84+eKfvpRrOxq96zrDUDd737W4hETM23QSB8/fga2lGdwXDcjeB/LuFKAABShAAQpQ4D0BBjO+Elot0P7HNfAPCkeDqiUwpqcb8pgaZbHHx4NZwJlF+H7YBBwsNPXfwSzsIbavnYUZC/fjcUAoEmQwywXjfBXQvscg/DihD8rkAeC9B10n/o4rJ07g0et/mm1RoAQaD1uEpQMawNpEJwtmzP65d8Sl6ahfZwr8XSbj+N3J+Cr4Dtb8Ph/L1rnjvl8oElLefFbf1AKV243A5HEj0Ki4Gfy290HpPpsQFf/2A4pb1h8Dz7UTUCVsOxqMWo/HVy/DN91ePNuildBm8mb83q1EFo/Lv2+Xmpom95jtPXlDHjJ9du3IbH0eb04BClCAAhSgAAXeF2Aw4zuh1QKthv+OoLAoNKpWEmN6NYSJUfpZq6yg+XAwi3nqgVkT+mPO3lh0XrkTi7tVhqme2NMVhdvuizCk6xqY//AzJvSuj3yGQFpyAk7PbYMB+00xaOYSTO1VGWaX56Ng859RZ+4dTKvzpq2Rd9wxaco0HHpQF5tu/45OBa2yNJgh+Qz6m32DXRYtseH6H2iV5IFxowbjot0AzB7QBPamQEpcOA7N6oTh2/XQd+ZCTB3ZANYxoQgIjcH+EQXxy62KGLt0D9qLrGWYB/mszWFw5kcYtF6P4ZtuYFDFN30JObcEvX5aiYdRPXAifBlqZcVwfOIe8zadwO4TXogJC8AN9/nIlSuX/OFFAQpQgAIUoAAFckKAwSwnlPkMlRXIuWD2/1UZc+UuiG6zf8esHxrD/m2FwoSgB1g5piXWx36LRbOnodrbpYBAGkKeHMaE1t/Bt/ZULJo76M2s2f9dz7Ft0GCMXfEMvU+fwNS69lkbzOCLpXWLYdKDJlhzdR/avmtf+oYk4LHHEvSrPQcmI2Zj/i89UeztssrP22N2C7NrdsKUC6aY9+QyBjpn72s0d+NxbNixHw/PbsI3Depg69atMDU1ZUDLXnbenQIUoAAFKECBtwIMZnwVtFog54LZUcTaFISNkQ5SkuIQ+vI1SrQajV9/HYJqBUyh+3Zi5rXPZczoWRVzzn5sWKxRv9+/g1n0y/vwi1B8Pgqe66di6u/P0M09O4KZBwYbNcBWi6b/Cmbx4f54ERyFRLlSMQVBD45izrDZQLuMB7O01BSEBzxEYJSiL6E4MqU/Ju41wdwH2RvMUlNTMWuNO+bOmIxwv7tIS0tFzZo1sXTpUpQoUQL6+vqcPdPq/6dg5ylAAQpQgALZL8Bglv3GfIIKC3QYvQZ+gWKPWXGM7tkQ5jmwxywm6BG2TO2E6Vt9UaTvfKz5qRNcLERFxlQEPfwLY1t2wMH4EihdqiDM/q/ohRnKNeqKfn2aomDul7h6/ib2z22C6cfeRy6FSdkxYxZ3DD2tmuMvyw7YcnsLmppH4fm9Ozi08kdM3XwxXagS7cmLZiMzGMxifXDm0EVsndcFay6935fKWJ6NM2ZpaWlISkrG3A1HsH7zdgR6eyAqxA86OjqoXLkyJk6ciNq1a7+bPVPh15lNowAFKEABClBAjQUYzNR48Nj0zAsoqypj5JOTmDWqHxbc/QrLNy5Gt2oFoJtLEcy64nH1n7Fo9mhU+MR5169OT0brDnNxxfBr9G5fHm9WNsbD7+ppnLycG4OPZP2M2YvDw1C/1TK8rrMEl48PhOWT4/h15A9YfF4fbq1robCFEXIhFdHBj3DuwFW49MlYMPPd1wO12m1HbKlGaNOwOExkX2Lx8MQ+HLtbEIseZd+MmQhmUTFxmLfhMP46fQ1pUa9gFv8Yly5dQkpKCsqWLYthw4ahdevWsLCw4MxZ5v+14x0oQAEKUIACFPiAAIMZXwutFhg2+w9cvvM8588xSwrEkUXjMGLqPhSa8Ad2jmiAPAa5EOV3GXO+b4kVCa2wauFsfFvuTUH6/7+icPSnpui6wBduiw5gdb+yMJMfisDpuT9g4Iwb6LAvi4OZ33kM/r4rVhz1Q6v1/tjbMy8eHluKET9MR3iDmVg1owdKW4tgloyAm7vxY7thiGz5/8Fs0MXKmLT+JEbUfNNiIBw7ujijp7sThm3ajSltisJY/n4gdg1oiu/W6WC2d/YFM6kWFYN5G47g0NnrsDDKhUGty2P79u04fPgwYmNj4ezsjH79+qF///4wNzfnvjOt/n8Ndp4CFKAABSiQPQIMZtnjyruqicD4xftx5upDVCzlhFHd3VA4vzhcKyuvj5XLT8Hrq1vx3eAJOGrYFxf/HIeyFoZIjQnAgYU/oN+sS8jbcRy2TemDsvnfBJi4kGfYtXo2IsoMRr8WtjgytBX6rroHx6kncWtMJRnKvPaswcwJ83HkqSVGHs+6YObnsRrz5y3EmqOPEF17Ah5sm4JiVnG4474AwwdNh3fdGTg5vz+K5zVGTNhJTG8xEhtvvEKFAf8OZmcnFIfbqjR0mbwRS4dWexsm/bGySRn8cDYP2qw4gl09SwEIwLE5c/Hr4rU4/6I4ljzO3mAWHBaFeRuP4aTnXRS0NcFPferDz88PBw4cwK5du/D69WvY2tqiXbt2mDZtGiwtLRnOsvJfE96LAhSgAAUoQAEwmPEl0GqBGauP4MD526hQsoAMZjwSMqIAACAASURBVM6On1g7+EVSHz/HDEn3saL3QEz+4wY67nyEpa1tgbQUhN46gJ9GDMLKSzFwsLWEkZ6OfHJqciIiUizRbvwyzB1UDTonZ6JEx9/wIskczrZijikFsRFhCA2NRCIys8fsIlJs8sNC/59S8YnRoQgOjUB8w6m4u3Y4StmLsJiGxCcnMGbEMCw68QqOeS1goJsbqclRCPIJQswH9pi93NwZDr12w8TCFraWxtCp9j32/toPhS6NhnmH9TCwtIejpShRmYSooGCERsUhBdm7x0zYBoVGYd7m4zhz5QGKOVljxsDGCA8PR3BwMI4dO4aNGzciKCgIhoaGcr/Z6tWr4ejoyHD2Rf9O8EsUoAAFKEABCnxIgMGM74VWCyzcego7j15DqSL2GNmtAUoXsc9ijzAcndoHA+Y+w/enzmF8JfN/3f/Whl7oMn4T7jXcitRNndP92RNs+m4Qxq8/jpdvf9fYoTiGrTyNGc3y/fO5M+ORu/6st/9cEN+OnIO+FU5h4thzaL75OH55Wy7/743j0O3nB+i2aBHGtvvq7VLB97saAvcxHfH9stMIinvvz77+DvuWT0er8nb/7/NgL9r1HY29F57JP7Oy/xGbz7bAiX7t8bDCbMz7pce7cvkpcRHYO6EOOi66LT9bf8xWrBnfGYXMgbA/esGm46a396+AURuXov7LH9H1lyTMuO2ZreXyfV+GYf6WE7h06xkqlyyAGYObIzIyEhEREfLXkydPYsWKFXj58s1oiH1nO3bsQPHixWWREF4UoAAFKEABClAgswIMZpkV5PfVWmDvqRuYs+E4HGzNMbxrfdSq4KLW/WHjv0zg1qMXWLDlJLyfvUI7N1cM7VwX8fHxiIqKehfOPD09Zfn8p0+fQhQMKVWqFGbPno06derA2NiYRUG+jJ7fogAFKEABClDgrQCDGV8FrRbwvP0cw+f8AVMjAwzpUhct65TTag9t7bzH9ScymAUEv5Yzp+0auiI5ORkJCQmIjo6We8zEz/379+XM2fXr15GYmCjPOBszZoys2CiKguTOnVtbCdlvClCAAhSgAAUyKcBglklAfl29BfxehaPL+HVISU3DgPa10LVpFejk/mdvlXr3jq3PqMAhj7sQy1qjYuIx/8d2qFausJwVE+XyRTgTlRlFMBNLG/39/eWeM7G8UcyoFSxYEAMHDkSvXr1kgRCGs4yq83MUoAAFKEABCqQXYDDj+6DVAiHh0ej7yxYEhkWhQ6OK6NumBsyMDbTaRNs6n5qahl3HrmHJjjPQyZ0bG6b2eFcERhHOkpKSZDhT7DsTe8327dsHd3d3WRTExsYGXbp0wdixY5EvXz6GM217idhfClCAAhSgQBYIMJhlASJvob4CEVFxmLBkP657+6F+5WIY3Lku7G3+XaBDfXvHlmdEIDY+Eev3/40tBy/LsV/xUyfYWb85rltcIpylpqZChLO4uLh34SwwMBAnTpyQ552JWTQTExPUr18f8+fPR+HChVkUJCP4/AwFKEABClCAAu8EGMz4Mmi1QHRsAhZsPYVD5++gXLH8GN2zIVwK2Gq1ibZ1Pjg8Gst3ncORC3fxVTFHzBjSEtbmJv9iEOFM/Ihwlr4oSEhICC5duoQ1a9bIoiBiGaOrqysWL16MKlWqyH/OlYtLY7XtnWJ/KUABClCAAl8iwGD2JWr8jsYIxCcmY9uhy1i99wLymBhi6qAWqFq2kMb0jx35b4FHvkH4bd0x3Hv6Eq3rfYUfOtaB6QeWsyrCmWLfmaJio9h7du/ePcyYMUOGM3G5uLjIcNaoUSOGs/8eAn6CAhSgAAUoQAGAB0zzLdBugbQ04Oo9H4xesBcJickY2b0BWtX7Cvq6PJtKG94MMf6ed55h0rK/EBOXiLG9GqFprdLQ+8T4i2WN4kdRsVEUBBHhzMfHBzNnzsTdu3flzJqzszN+/vlnfPvtt3KZI4uCaMMbxT5SgAIUoAAFvlyAM2ZfbsdvaojAE79gTF11GA99AtG8dhn80LEuLMyMNKR37ManBEQY/+O4F5btPAtzUyP8NrQVypco8J9oiqIgomR+TEzMu3L6YmmjmCk7f/68rNiYP39+DB06FD169EDevHkZzv5Tlh+gAAUoQAEKaK8Ag5n2jj17/lZA7jHaeRZHLt5DUae8mDWsNextWQBEG16Q8MhYzN5wHGeuPkT54o4Y06sRCue3zlDXFUVBRDhLX7FRFAXZtWsXDh48KCs2ivPN+vTpIwOak5MTw1mGdPkhClCAAhSggPYJMJhp35izx+8JyFmTY9fw+x4P6OnoYMm4Dijj4kAnLRDwDwzH0Fm78DIkEt/W+wr92taEZR7jDPdcEc7EYdTpKza+evUKR48exd69e+USR11dXbmkcdy4cShXrhz3nWVYmB+kAAUoQAEKaI8Ag5n2jDV7+gmBc9ceYd7mkwgKi8KwrvXQoWFF5OZB0xr9zqQB8PB6jPGL/5SVEwd3qot2bq7Q0cn9Wf1WFAUR4Sx9xUYxcyYqNorDqB89eiSfUaNGDUyaNEmW1WfFxs9i5ocpQAEKUIACGi/AYKbxQ8wOZkTgsW8wFmw5CS9vP1Qo6YSFo9t9sgBERu7Jz6i2QGpaGmatOwb3s7fgaGcpC79UK1f4ixstCoK8X7ExNDQU3t7eWLJkCW7fvi3DWalSpTB+/Hi0bdsW+vr6LKf/xeL8IgUoQAEKUECzBBjMNGs82ZsvFIhPSJJnWe05eR2iUt/23/qgoL3VF96NX1MHgbiERLQc9jvEWXa1K7hgRLcGyGfzz8HSX9IHRVEQRcVGUa1RVG0Us2dTp07F1atXZRCzt7fH5MmT0b17dxgZGTGcfQk2v0MBClCAAhTQMAEGMw0bUHbnywUOX7grw1lIeDS6N6+KQR1qf/nN+E2VFxAHSv+y8hAMDfTQs3lV9GpVLUva/H7FxsjISBnOwsPDsXTpUhw7dkzuR7O0tMSECRPQq1cvWFlZsShIlujzJhSgAAUoQAH1FWAwU9+xY8uzWMAvMBy/rjmCGw/8YWtlJmfNjA31s/gpvJ0qCKSkpmL47N3yDDtRhXF0z4ZwzUCZ/Iy2PX3FRhHCFDNnYWFh2LlzJ/bt2wexzFEsZRw2bBgGDhzIio0ZxeXnKEABClCAAhoqwGCmoQPLbn2+QGpqGpbuOIO9p27Iw6Z/G9oadSoV/fwb8RsqL/DEPwS9Jm2E2GdWy9UFP/VrAjNjgyxtd/qKjaKcvjjXTLGs8cSJE7Kkvq+vr1zG2KlTJ4waNYoVG7N0BHgzClCAAhSggHoJMJip13ixtdkscOn2c8xccxjibLMGVYpj6qDmXGKWzebKuP2SHWew7dAVmBob4Pu2NdC+YcVsaUb6cCb2nYlljWL2LDg4GBcuXMC2bdvw4MEDWTTEzc1NhjNRsVFPT4/7zrJlRHhTClCAAhSggOoKMJip7tiwZUoQiIlLxMi5u3H70QvYWJpi+uCWKFc0vxJawkdml4DPyzCMWbgPvi/DZDXG+T+2RQE7y+x6nLyvomKjKKcfHR0tZ87EssZbt25h3bp18PLykkFMnHE2cuRIWbHR0NCQ4SxbR4U3pwAFKEABCqiWAIOZao0HW6MCAn8c98KibaeRC8A31UthfJ9vPvtsKxXoBpvwEYF1f/6NzQc95XLVrk2rYGD7WjlyZl36io0xMTFy5kwUBHn69ClWrVqF06dPy9nZQoUKyZkzUbHR1NSU4YxvMgUoQAEKUEBLBBjMtGSg2c2MC8QnJqHz2HV4FRqJAvksMbZXQ1QsVTDjN+AnVVYgOCwKPy11x+3HAbIa4+65/WBtbpJj7U1fFEQRzsTsmfhZs2YNduzYIYOYiYkJxowZg8GDB8Pc3JzLaXNshPggClCAAhSggPIEGMyUZ88nq7DAgXO38evao3ImpWXdchjauR4M9HVVuMVs2n8JiEIfu497QcyYvY6Ow3eta6Bvm+r/9bUs/3NFOEtKSoIoCqIopy+WNu7ZswdbtmyRhUJ0dHRktcZx48YhX758MrCJH14UoAAFKEABCmimAIOZZo4re5VJgeTkFPSZsgWPfINQpIAthneth0qcNcukqnK/7h8YgXmbTuDS7WfIY2KIP+b2k78q40pfFESU01eEs5CQEBw/fhzbt2+Hv7+/LArSunVrTJ8+HcWLF5dhjeFMGSPGZ1KAAhSgAAWyX4DBLPuN+QQ1FTh68R5mrjkC5MqFDo0qoEfzqjBT0l/k1ZRQZZot9pO5n72FdX9eRERUHDo3roShXeopvX2iKEhycjJEURBFOX1xvpmHh4dc1nj//n355zVr1sTEiRNRp04dGBgYMJwpfeTYAApQgAIUoEDWCzCYZb0p76ghAuGRsZi07C9cu+8rq/f92NMNlUsXRG4uJ1OrEU4D8MgnEPM2ncStRy9Q0MEaM35oIWdCVeF6v2KjoiiIqNQoyul7enpCzLCVKVMGP/74I1q1agUzMzOGM1UYPLaBAhSgAAUokIUCDGZZiMlbaZZASkoqznk9wqwNxxEZHQ+3qiXkkkarHCwWoVmiyumNOAJBVGHcfviKDNX929dGm/pfQV9PdfYMinAmfsRZZ4qiICKgeXt7Y+fOnThw4IAsAFK4cGH88MMPsmKjlZUVi4Io55XiUylAAQpQgALZIsBgli2svKmmCIhZs9V7PbDv1E1ZxW9U9wZoWrNMjpRX1xRDZfZDzJaJM+nGLfoTYixrlHfGsC71ZbVNVbsU5fRFURARzhT7zl68eIE///wTmzZtknvObG1t8f3332PIkCGwsbFhURBVG0i2hwIUoAAFKPCFAgxmXwjHr2mHgPiLvdc9X8zbfBLPXoTA3sYcG6f14F4zNRn+5JRUjFmwD3/fegoLMyOM7O4Gt6rFVXYZYPqKjaIoiGJZo9h3JoqCLFu2TIY2PT09dO3aFQsXLny3rJFFQdTkpWQzKUABClCAAh8RYDDjq0GB/xBISErGRvdL2Hb4ijyUWBQCGdK5HnR1ctNOhQVEefxD5+9gxpojcoazRe2yGNSxjtIqMX4OlVjWKGbO0ldsFOX0xSHUa9euxcuXL+XSx4YNG8rzzxwcHFix8XOA+VkKUIACFKCACgowmKngoLBJqifw2C8YC7acxI0H/khNTcPk75uiUbWS0GE4U73Betuiu09eYuTc3YiKjUcRR3HkQX1ULOWksu19v2EfqtgYHh4uKzZu3rwZDx8+lBUbXV1dsXTpUvmroaGhys4Gqg08G0oBClCAAhRQkgCDmZLg+Vj1Ezhy8R6W7zyL4PBo2FnnweT+TVGhRAH164gWtNjvVTimrzmMWw9fwMTIAD1bVEXnJpXVbpZTUbFRFAUR5fTF0kax9+zy5cuyYqP4VXymZMmSspx+kyZNYG5uznCmBe84u0gBClCAAponwGCmeWPKHmWTQHxCEjYd8MTmA6J8OVClbCGM7FZfltLnpToCoRExWLn7PESQFnvMxMzmsC71YJnHWHUa+RktURQFeb9i47179+RZZ8eOHZPhzMXFBYMGDUKnTp2QN29eFgX5DGN+lAIUoAAFKKAKAgxmqjAKbIPaCIRFxmL2+mM4e+0RjA318W39r9CjxddqsW9JbZAz0dD4xCT8ccwLWw5eRmRMPFyc8mLmkJYooObhWRHOEhMTERsbK2fOxI+vry/c3d2xe/duREdHw97eHl26dMHw4cPl/xYFQVgUJBMvFL9KAQpQgAIUyEEBBrMcxOajNEMgICgCo+bvxfOAUNhYmKJP62poWqsMDFToXCzNkP68XohiHx7XH2PZjrPwCwyHqbEh5o1qi7IuDp93IxX9dPqKjSKcKcrpBwYG4tSpU7IoiKjemCdPHrRo0QJz5syRM2fi/DOGMxUdVDaLAhSgAAUokE6AwYyvAwW+QODGAz+MnLsHYnljPhtzjOzeANW/cub5Zl9gmVVfuf/0FWZvOIYHPkEQIWZivyZoWrO0xoUSRcXG+Pj4d+FMVGy8ePEiVqxYAT8/P+jq6spiIHv37pUzZwxnWfWW8T4UoAAFKECB7BNgMMs+W95ZgwWSklPgfuYWlu86h9j4RDjZW2FSvyYoXeTN8jFeOSsgin38tv4YvO77ygIfbRqUR/92teRyU0280ldsFEsYIyIi5NJGT09PrFy5UlZsFJ8pUqSIPJi6YsWK0NfX57upiS8D+0QBClCAAhojwGCmMUPJjuS0gNjDtOPIVfxx3AvRsQkoUsAWvwxoJn/llXMCokrmvM0ncPbqIxjq66J+lRLo364m8lqZ5VwjlPCk9BUb04ezW7duYfXq1bhx44Ysp+/s7Izp06ejcePGrNiohHHiIylAAQpQgAIZFWAwy6gUP0eBDwiIULD10GUcPHcH0XEJKFvUAeP7NEbh/Nb0ygGBsNcxWLnHQ85eij1+1cs74/u2NVHIQTv8P1ax8fHjx9i4cSPOnDkDseTRyclJFgTp3Lnzu31nOTA8fAQFKEABClCAAp8hwGD2GVj8KAU+JPAiKALr9/+Nk57eiE9MRrWvCqNXy2ooVzQ/wbJRQBT42HnkGv48fRPIBXmm3MD2tVGisJ1WLdl7v2KjoiiIv78/9uzZg/3798tljmKvWc+ePTFw4EDkz58fOjo62Tg6vDUFKEABClCAAp8rwGD2uWL8PAU+ICD2OC3efhoXbz6Vf1quqCN6t/oalUoVZEGQbHhjHvkGYeNfl3De6wnEfj+xt29o57oo4+KgVaFMQfuhio0ijAUFBeHw4cPYuXMnAgICYGlpiebNm2PKlCkoVKgQy+lnw7vJW1KAAhSgAAW+VIDB7Evl+D0KvCcgZnCWbDuD89cfQ0cnN1wK2KJ3q2qoWb6I/GdeWSNw53EA1uy7AK/7fjKUlShkhwl9G8u9fbm1uPCKIpyJfWVxcXGIioqSRUFCQkLg4eGBDRs24OnTpzAwMECNGjWwZMkSFC9enBUbs+a15F0oQAEKUIACmRZgMMs0IW9AgX8ERIXG39Ydw/FL9+VshIOtOQZ3qoOari6yWiCvLxcQwePuk5dYtO007j19idTUNHxVLD9+HdoaFmbG0OJM9g5VGIkfEc4SEhLehbPw8HB4eXlh+fLl8Pb2lmFMzJiJsFatWjW5rJHVRL/83eQ3KUABClCAAlkhwGCWFYq8BwXSCcQnJslDjvefuSVndMxNjeQyu/pVisPQQI9WXyAgHK8/8Mf8TSfh8zJUhtxari74qV9jmBgZfMEdNfcrinCWkpKCxMREGc7EskYxe/bgwQMsXrwYN2/elOHNzs4OixYtQsuWLeVMmghsvChAAQpQgAIUUI4Ag5ly3PlUDReIionHzqPX8McJL0RGx8sg0dbNFR2/qQg7qzzcd/YZ4x8SEY1Tlx9i9V4PeSyBmbEhvqleEr1aVYO1ucln3Em7Ppq+KIgopy/CmfgRRUGWLl2KCxcuyIqNDg4OGD16NLp27QorKysWBdGu14S9pQAFKEABFRJgMFOhwWBTNEvgdXQcDp2/g32nbuJFcIRcelexlBO6N6sql+Bx9uzT452ckooHzwOx8+hVHL/kLZfa2VmZoWXdcvKHoey//31RhLOkpCTExMRAVGwU4Sw0NBTr1q3DsWPH5P+2sbFBnz590L9/fxQsWJDh7L9p+QkKUIACFKBAlgswmGU5KW9IgX8ExLJGz1vPsfuEF657+yM1LQ1O+SzRut5Xcmmjph+C/KXvgphx9Lj+BLuOe+GhTyDS0oCShfOhnZsralVwgakxly9m1DZ9xUZRFERRTj8sLAzu7u7Yu3cvfH19kSdPHrRp0wZjxox5VxQko8/g5yhAAQpQgAIUyLwAg1nmDXkHCnxSQPzF+LFfMA6ev4P9p2/Ks84szIxQtWxhtKxTFmWL5oeeLs+UEogpqWl47BsE97O3cOH6EwSFR8tiFiLEdm5cCSWd80GH+6A++9+4D1VsFDNnomLj2bNnsWvXLlkURFdXF/Xq1cMvv/yCSpUqsWLjZ0vzCxSgAAUoQIEvF2Aw+3I7fpMCnyUgljZeuPEEq/Z4IDA0SoYxsTTP7euScu+ZCGvafMXFJ+LPM7dkgPV/FY6EpGRZ2KNni6r4pnopzi5m8uX4UMVGRTi7ceOGrNAofhWfK1myJH799Vc0a9aM4SyT7vw6BShAAQpQIKMCDGYZleLnKJAFAmLf1BO/YKzZdxF/33yKlNRU6OvpviurX6N8kSx4ivrd4t6TV1iw5QQe+4VALP8Ulzg0um+bGnAtXgAG+rrq1ykVbXFqairEjyinL4qCiGqNopz+48eP5dlm165dg6joWKBAAUyaNAm9e/dmOX0VHUs2iwIUoAAFNEuAwUyzxpO9UROB+IQkHLt0H5sPeCIg+LUsDJI7dy7UrVQM3ZpVQRFHW+jp5tbYs6XEnjHxl3//oAjsPHINB87fhgit4oBoK3NjfFu/PNo2cIW5ls8iZtfrnL5ioygKoiinLwqBzJo1C+fOnZPjY21tjVGjRmHgwIFyDxrL6WfXiPC+FKAABShAAYDBjG8BBZQo8DwgFFsOXMblu88REhEjl5GJwhZi5qxZrTIo6mQrz0HTlMN/RSCLjo2Hf2AETnh648iFewiLjJEjIEJYuaL55V4y1xIFlDgq2vFoxb4zcdZZbGzsu3L6YvZszZo1OHjwoCwUYmFhIas1Dho0CPnz52fFRu14PdhLClCAAhRQggCDmRLQ+UgKpBdISUnFea/HOHzxHh4+D0RgWJQMaGLPmQho9SoXQ+H8NrC1NFXbIiGiGmVIeDSeB4Th4o0n8LjxBC+CIiSDpZkxnAvYoH7l4mhcoxSMDfX5guSQQPqKjSKcicOoxdJGEch2794tKza+ePEChoaG6N69O4YMGYJSpUrJ/1CgKf+xIIeo+RgKUIACFKDAfwowmP0nET9AgZwREIcn/33rmdx75uXth6C3AU0s7RMzScUK2sl9V0UK2MIqj7Fa/MVY9OmJf4gseX/3SQBuPgzAq5DXEtTK3ATlizuiUiknVP/KGXbWeXIGmk/5l8CnKjaKJY07d+6UFRtFEGvatCnGjh2Lr7/+mkVB+B5RgAIUoAAFsliAwSyLQXk7CmRGQPwlOex1LO4+fQnP28/kTFpIhCgZD+jq6qCAnQUKOVijlLM9KpQogGKF7KCrkzszj8zy74r9cmLvmNc9X9x+HCCLnfgFhiM2PlE+S8yIVS/vjFquLvKgbVtLM7m/jpfyBN6v2KgoCiLK6Xt5eWH79u3yV3FQdeXKleVZZ61bt2ZREOUNGZ9MAQpQgAIaKMBgpoGDyi6pv4D4i7Iory+W/l269RRnrz2G2I8mLjFzYWKkDxsLU/lTtqiDnEkrXcRBaSX3o2Lj8cg3GLcevsC9Jy/xKjRSLl2MjImXlSfFJQ7Trl3RRS7PdM5vA2sLE55JpmKvqqIoyPsVGx8+fCjL6Xt4eMhwVrRoUQwbNgy9evWCkZERi4Ko2DiyORSgAAUooJ4CDGbqOW5stZYIiL8oi/O8YuOT5FLAQ+fv4uo9H4glgjKkAbLcvr6ejjzzy8XJFlXKFJLBRxxcLX4/O67k5BTce/pKLlG8dt8PD32CZFGPxKRkJCalQOwpE5eRgZ5sR/PaZeFawlG2UZS+F9UXeammwPsVG8V+M1EQJCAgAOvWrcP+/fvlfxywtbWV1RpFQBMFQrjnTDXHk62iAAUoQAH1EWAwU5+xYkspIAXE3rPjl+7j+CVv+LwMgwhJIgiJJYTvX2bGBihR2B5O9pYoaG+F/Hkt5CyVjaUJHPNaflJUzHSJJYnhr2Plckr/wHB4PwuUz3z5dp9Y+huIsCWWJOro5Ia9jTnqVymOxtVLoUC+Tz+Hw6p6Au8XBVGU0xdLHLdu3Yq1a9ciOTkZ+vr6slqjWNpoZ2fHmTPVG0q2iAIUoAAF1EiAwUyNBotNpcD7AqKC4+1HL3DzwQvcefxCLn8Us2ti5io+MVlWd8yOS8x36b2dqROzYmImrGThfPiquCMqlnSCo51FdjyW98xBgfRFQUTFRjFzJgKa+Dl8+LCcPQsKCpJhrFu3brIoSLFixVhOPwfHiI+iAAUoQAHNEmAw06zxZG+0WEAcWv0sIPRdyX3fl2Gy4EZ0XCJi4hIQF5+EuIQ3BTjiEpKQkJj8SS1RVEScqSYuPV1dGBnoIo+pEQz0xK+Gcs+Y+HEpYCuLkSg+q8VDoHFdTx/O4uPj35XTDwsLk/vNNm3ahCdPnsjZs2bNmmHixImoWLEidHV1ubRR494GdogCFKAABbJbgMEsu4V5fwooUSAmPhGh4dEIfR2D8KhYvI6Kl62JjI6DKNjxqUvsXRMVE8VlZKgHcxND2Nuaw9TIADaWpkrsFR+d0wKpqalISUmBCGeKio0inF27dk0ubbxx4wbEQdWurq4YP348mjdvLs8+476znB4pPo8CFKAABdRZgMFMnUePbacABSiQQwJi9kzMjIkAJsKZWNIoioLcuXMHO3bsgDjzTPyZi4uLLAgiDqTOkycPw1kOjQ8fQwEKUIAC6i/AYKb+Y8geUIACFMgRgY9VbHz27Bn27NmDXbt2yXbY29ujb9++sjCIqN4o9qHxogAFKEABClDg0wIMZnxDKEABClAgwwIfq9goCoEcOnQIK1askGedmZmZoWfPnrJiY/78+eXMGZc2ZpiZH6QABShAAS0UYDDTwkFnlylAAQpkRuBDFRsjIiJk5cazZ89i7ty5cqmjuDp16oQ5c+bAwcGB4Swz6PwuBShAAQpovACDmcYPMTtIAQpQIHsERFEQse8sLi7uXcVGEdA8PT2xatUqPH36VP553bp1sXDhQpQsWRJ6enqcOcue4eBdKUABClBAzQUYzNR8ANl8ClCAAsoU+FDFRhHOvLy8sGXLFly/fh0JCQkylImZtDp16sDY2JjhTJmDxmdTgAIUoIBKCjCYqeSwsFEUoAAF1EdAhDPxIwKYomKjWMooKjaKgiBnzpyRpfYL4PBpSAAAIABJREFUFy4s95y1bdsW1tbWLAqiPkPMllKAAhSgQA4IMJjlADIfQQEKUEDTBT5UsVGEM3EA9b59+7B79265rDFfvnyyYuN3332HAgUKcN+Zpr8Y7B8FKEABCmRYgMEsw1T8IAUoQAEKfEpAURREnGcm9p2JYiBiWWNAQABOnjwp952JGTUrKys5ayZmz5ydnRnO+FpRgAIUoAAFADCY8TWgAAUoQIEsFRDLGkXJ/PThLCwsDBcuXMCSJUsQGBgIQ0NDNGzYEPPmzZPhTJx1xnL6WToMvBkFKEABCqiZAIOZmg0Ym0sBClBAHQQUFRvF3rKoqCiEh4fLEvqiKMiCBQsgDqUWV+nSpXHw4EE4OjoynKnDwLKNFKAABSiQbQIMZtlGyxtTgAIU0G4BRcVGURREhDMRzMTPzZs3sXr1avmrmFmzt7fHhg0bUKNGDVZs1O5Xhr2nAAUooNUCDGZaPfzsPAUoQIHsFVAUBXm/YuP9+/exadMmubxRzKqJoiDTpk1Dq1atWLExe4eEd6cABShAARUVYDBT0YFhsyhAAQpoikD6io2xsbFy1kwUBREHUP/xxx84fPiwLAoiwln//v3Rq1cvODk5sSiIprwA7AcFKEABCmRIgMEsQ0z8EAUoQAEKZEZAUbFRLF1MH85evXqFI0eOyMOoRYEQcb5Zhw4dMHToULi4uEBHR4dFQTIDz+9SgAIUoIDaCDCYqc1QsaEUoAAF1F8gJSVFnmcmwpnYdyZmzkQg8/DwwNq1a/H8+XOYmZmhfv36mDlzJooXL86iIOo/7OwBBShAAQpkQIDBLANI/AgFKEABCmSdwPsVG0U4E1Ubb9y4gd9//x13796Fnp4eypYtizVr1qBcuXIMZ1nHzztRgAIUoICKCjCYqejAsFkUoAAFNFkgfcVGsb9MhDPx8+DBAyxbtgxXrlyR3bewsMDevXtRq1YtLmvU5BeCfaMABShAAR4wzXeAAhSgAAWUI5C+YmNMTIwMZqIwiCgKImbKxPJGUbHR0tIS06dPR5cuXZAnTx45e8aLAhSgAAUooGkCnDHTtBFlfyhAAQqokYAinImiICKcKc468/PzkwVBjh49KveiWVlZYeDAgbJqo4ODA5c2qtEYs6kUoAAFKJAxAQazjDnxUxSgAAUokE0C71dsjIyMlLNnwcHB2L17N/bv34/AwEC5rLFjx44YMmSILArCio3ZNCC8LQUoQAEKKEWAwUwp7HwoBShAAQqkF1CEM1GxMS4u7l3FRhHQjh8/ju3bt+Px48cwNjZGkyZNMGbMGLi6ukJXV5fl9PkqUYACFKCARggwmGnEMLITFKAABdRfQIQz8SPCmdhbJpYwiqWNopz+5cuX5dLG69evQ19fH5UqVcKMGTNQs2ZNzpyp/9CzBxSgAAUoALD4B98CClCAAhRQHQFFOBPnnSUkJEBRsVGEs3v37mHTpk24ePGiDHD29vaYN28e2rZty3CmOkPIllCAAhSgwBcKcMbsC+H4NQpQgAIUyD4BxcyZKAqiCGdi9szHx0eedXbu3DmIPzMxMcGUKVMwbNgwLmvMvuHgnSlAAQpQIAcEGMxyAJmPoAAFKECBzxf4UMVGsedMzJ6tWrUKhw8flpUcRQn9QYMGYfjw4bCxsZGzZ7woQAEKUIAC6ibAYKZuI8b2UoACFNAigY9VbBQBbefOndizZ4+s3mhqaoquXbvKcFakSBHo6elpkRK7SgEKUIACmiDAYKYJo8g+UIACFNBggfcrNopy+mJZo/j1yJEj2LVrl6zYaGBggJYtW2LEiBGoUKEClzZq8DvBrlGAAhTQRAEGM00cVfaJAhSggIYJfKxiY3h4ODw9PbFjxw54eXnJ0vmiUuO4cePg5ubGg6g17D1gdyhAAQposgCDmSaPLvtGAQpQQMMEUlNTkb5io5g5Cw0NlRUbt27dKis2JiYmolSpUrIgSJ8+fVixUcPeAXaHAhSggKYKMJipxcgGYEv3xph9E8hXuiZGTl+OxkX+3fBw/z8xseky5Oo4AuN/aor8n9uvwOtYNPdXrD1qgfG7pqJDiXzg9vnPReTnKUCBnBBQFAUR5fRF8Q+xpFEUBPH19cXGjRtx4sQJeQ6anZ0dBgwYgJEjR8o9aLlz586J5vEZFKAABShAgS8SYDD7Irac/pIPFtYohBEXgVy5C6L10DlYsKA9CqZrRsjT9ehZZDJyDZqFJcu6oPDnNtH/AiaMGoxfd9lgidc6DHAtAN3PvQc/TwEKUCCHBBT7zsTsWGxsrNxzJgqCiNmz9evXY/fu3bKcvghkvXv3xqRJk2Btbc1wlkPjw8dQgAIUoMDnCzCYfb6ZEr7xJpj9dKMiihW7iwCD1pi3aDG6VLWF4r//ZjqYKaFXfCQFKECBzAikr9gYFxcnZ85EOIuKipJ7zsTsmZhR09fXR5cuXTBhwgQUKlRIFgXhRQEKUIACFFA1AQYzVRuRD7bnTTCb+bQhuvWyx5aF51Fv/FzMGdMKToZvFhx+KpilJL7G05vX8SLmn5vbFquMUvYmyJXr7e+lxCDgyWM8izBAibJFYG2kKDWdjMhXPnjk7Yeotx8VyylL2L7/F5to+Hrdw/PIWKSKz+kYwrpAMZQoZAUWrVaLl4yNpIBaCiiKgojZMRHORCgT4UyEtNOnT2Pt2rVyiaMoCiIqNo4ZM0ZWbBRhjRcFKEABClBAlQQYzFRpND7alrfBLKAtfl3fFw9mDsTO0K8xdfFsdK5WAPq5PxHM/C9i6a792DtvNk4H/POAil2noF+/Xuhf5+2CyMi7+H3scEw87Yh17rPRvJgtcqclI+zZWayaMRsr1h2D79uvVx+wHWtnd0IJs7e/EemLMx67sXTIHLg/fYUk8dsGVijXqB8mjesFt8olYMF0phZvGhtJAXUUeL9iY3R0tAxnomLj1atXsWnTJty5c0cWBalbty5Gjx6Nb775hhUb1XGw2WYKUIACGizAYKYWg6sIZh2w+swq2J2ZgWFjVyGx02L89UsnOJrrf2TG7Dn2d2mP1nvuo0jDXuhb01H2Nsr7KFbtvYCQwi1waO8eNBGFRD4QzNLiwrF/WiMM3xyHqq3aoqKjEQBfHPjlNnrcO4/v5Ua2SNz/YwkGjN6I1JrN8U3pvNDNBaREB+PS4d24a94KcxdORMtyeblnTS3eNTaSAuor8KGKjaIoiAhl4qyzCxcuyFk1UbFx1KhR6NixI4yMjLjvTH2HnC2nAAUooFECDGZqMZzpgtmFnWiYeBIzhg3FosuOWOC+CX0r2yH0A8U/Qs5NQo0GMxFcZSjWbZiE1kWtZG/jX97BnoXD0HveabgOP47DcxvA6gPBLCkyEEu7F8b6xEFYuHIm3JzE0p9Q3HS/C7MGteFsAsS9uIT5YwbhQHQTTJ0zFvWL5oFOLiA1IQweW6dgxJSTqDphOab2qQMbrhxSi7eNjaSAOgukr9goioKImTPxIw6gFgVBjh49Kved5c+fH/3798egQYNgaWnJcKbOg862U4ACFNAQAQYztRjIfwezVnZx8Fw/HP0nbcKrNhsQsLQjwp79f1VGz18roeaka+izPRRL2/97r1fi/RWo5ToUT53G4+jDqajwgWCWGhOKHaNroP82HXQa/ysmD2mJgsb/Bnt1dQfGDu6Bvc8c4GRnCf13NfZTkRAVihd+udB82krMGdoUDoZqgc1GUoACai6gCGdi31n6io0BAQFwd3eXSxtFqX0rKyt07doV48ePl6X1WU5fzQeezacABSig5gIMZmoxgO8FMwcgNfkWFrXsgynHdTDz/iV0zL3hvXL5r7C1ey303GqF3594ou/79fPTzmGQSUPsshqOg/6zUPVDe8yQDH+vHRjVoQf2+OrDQF8P5YZuxfGfm8PUQNSDjMeDY8sxot8oHFZsQPs/T0d0mcVgphavGRtJAQ0SUOw7E/vKxPJFUU5f/Ih9ZydPnsSsWbNkOX1RBKRdu3aYOnWqrNioo8MTHDXoNWBXKJClAknJKTh0/g42/HUJr6PjsvTevJn2CFiYGqNdQ1d0aFQRujr/Pl+TwUwt3oP/D2ai2YFHJ6Fez/m433A9fCfHYECx9OeYvcTmrrXRe7s5Vjy6in7vHUiNlLMYYNYIuz8ZzBQ4L3F09lRMWbAX3q/D8DquLf6I3IS2ZqnwProMI/rNh9WQNZg7uAnsxTY0XhSgAAVUQCB9xUZx4LSo2CiCmajYeO3aNcyYMQMhISEQe9OaN2+O6dOno3Tp0jKciSqOvChAAQqkF4iIikWH0WsRFRtPGApkSkBXVwdHlg2GidG/9/kwmGWKNae+/OFgBnhjmVsbDDmpgx/Wdsb971bA8N0B06FwH9wQbVdcR8/dEVjzrfm/GptwZylqVhoBn5LTcOb6OJT64IzZ+/0Lw8mp3dF1xhEk99mPFysa4cWZdfhxwHD41F+EbVO/Q3Ebng+UU28Fn0MBCmRMQASv5ORkuXxRUU5f7Du7ffs2VqxYgfv378uKjdWqVcPMmTPlr2ImjeEsY778FAW0RSDsdQyaDVkuu5vPJg/srBTlqbVFgP3MrMDLkEgEhb05gOrEymEMZpkFVc73PxbMgNALU1Cz1lQ8cXKCrU8KXN8FMyD0+Bh81XQe4ptNwtYZg/FNaRvZ/Dh/L2ydNwKDlnij0aozONCn5AerMqbEPcXVo96wrdMULpZveh50dhK+aTYbvi034NG2zjD2vYDfRg/ErNuOGP3zVPzUtgIMdN9My8aFPMO1249hUbQySjpagAuElPP28KkUoAAgZs8U4UyU0xfLGkU4u3v3LrZs2QJPT0+5H83Z2RlTpkxBq1atYGZmxnDGl4cCFHgnkD6Y9W9XE71aVqMOBT5LYOXu89jgfonB7LPUVO7DHw9monz9oV7t0WzjZQCOaJYumOH1bSzq0RrDj7xCoTod0a1qftmz6EensfngZRjXnAb37WNR3uLD5fKjA7djYJkxiPq2F76ye4Pid2Edtp/LjTbbz2F7+8JAYij+3vwbhvy8AtdMq2Nkq0owflsBJCrgLk7diUG3nxdgaNNSYO0PlXux2CAKaJWAoiiImB0TlRkV4ezhw4fYu3cvjh07JmfUbG1tMXToUPTt2xd58+ZlURCtekvYWQp8XIDBjG9HZgUYzDIrqBLf/1QwA/DyKga2q4zfL74XzGQIO4WtW5dj+i974P+uL2XRZ/ZAdGzRBY1KvF3i+IGljCnxT7B/9hT8/PMW3Hv33coYvvZnDO7YDEVM3vxmYuhTeF77CysGz8buRwFvDpgGYFbIFZ1+mIoRXWujmH0ezpipxLvERlBAuwVEOBNLG0U4EzNkYr+ZmDnz8fHBoUOHsH37dogZNVFCv1u3bjKgiVk0sayRSxu1+91h7ynAYMZ3ILMCDGaZFVSJ7yci0PsWXiZZoVAJZ1jo/X+jQp5exfMwfVjkdUQBJysYpPtIUlQAHj4IwD/1g/KgYOnCsDHSw7vt7SlxCPb3w4sofRRycYSFodgrloaE6CA89/bDm9Ww4rJEEdfCsHyvigwQi1feTxEQHY/Ut5/UNTZHfqfCsDXlvjOVeI3YCApQQAoowpmoyigqNirCWWBgIDw8PDB37lz5+yYmJmjRogUmTpyIkiVLMpzx/aGAlgswmGn5C5AF3WcwywJE3oICFKAABTRPICUlBeJHhDBFURBRtVHsOxMVG/39/aGrq4uaNWti3rx5KFeuHCs2at5rwB5RIMMCDGYZpuIHPyLAYMZXgwIUoAAFKPARAbGsUYQzRTl9saxR7D178OABFixYIEOa+HMxY7Z27VpUrFgRenp6XNbIN4oCWijAYKaFg57FXWYwy2JQ3o4CFKAABTRLQBHORDl9URREEc4ePXqEdevW4e+//5azavb29li6dCnc3NxYsVGzXgH2hgIZEmAwyxATP/QJAQYzvh4UoAAFKECB/xAQ4UxRFCR9xcanT59i165dOH78uNyLZmpqKsvpd+rUSQY1FgXhq0UB7RFgMNOesc6unjKYZZcs70sBClCAAhol8H7FRrGkUfz4+fnhwIED2L17N8QeNAsLC/Tu3RsDBgyAi4sLw5lGvQXsDAU+LsBgxrcjswIMZpkV1LDvi794iD0TVlZWcmlOoUKFZIUysYdC/Ndixd4JHR0deRir2PjOiwIUoIC2CHysYuP/2DsP8DjKa/3/thetVr33XlxkW+5FrhhjDKaaJEAghJvk5uYmIQnkhnCTfxJSSCCFJOSG3qspxr1X3C25yVbvXVqV3dX28n++MQabmNhgY0v2fM+zj63d2ZnzvefbmXnnnPOerq4uNm/eLKU2CvVGs9ksKTbed999kiiIOFfKcvpXyiqR53mlIiATsyvV8xdu3jIxu3BYXhZ7EmTr5Zdflm4gtFqtlIoj+vkIoibImUjVET17xE2IeDI8duxYaRt5yAjICMgIXEkIiAdV4nx5qmJjb28vBw8e5PHHH6e2thaDwcCUKVMkBUchCiKTsytphchzvRIRkInZlej1CztnmZhdWDyH/d4ECduwYYMkAy0iZykpKYwfP55jx44RHx8v3YTo9Xqp2L2wsFB6TZ48edjPW56AjICMgIzAZ0XgVMVG0XRaiIKIB1ai7kwoNpaWlkry+SKd8YknnqCkpESW0/+sIMvbywgMIwRkYjaMnDVETZWJ2RB1zKUySzRUFYRMFLC/8847FBUVIW44YmNjMRqNUoqOGCKdR2wr+vdER0dfKnPl48oIyAjICFxSBE6megvFRnGuFDVngqDV19fz5JNPsm3bNimyJs6pL7zwAtdccw06nQ6lUnlJ7ZYPLiMgI3DhEZCJ2YXH9Erb4+cmZuJiJI/LH4GTBEykNZ5M3RHpOOKmQvT1EdEzeVy+CMg1MZevb+WZXTgETpIzkXEgFBtFyrcgZw0NDbzyyitSFoJoUC3Oo7/85S+56667pIddsmLjhfOBvCcZgaGAgEzMhoIXhrcNn5mYiQtPd3e3FDGRx+WJwMmbcfHvJ/188j3xviBngqzJ4/JEQPhYiL2IG0j56f7l6WN5VhcOgVNFQRwOx0eRs/b2dt5++23ef/99enp6CAkJkRQbv/Od75CVlSWnNl44F8h7khG45AjIxOySu2DYG/CZiZkQfRD1RjExMdIFRR4yAjIClycC4kZTyIDPmDFDEjGQh4yAjMDZERAiSSJ1UZAzETkTqY2CkK1du5bXXntN+k2JtMZFixbxgx/8gDFjxsiiIGeHVd5CRmBYICATs2HhpiFt5GcmZm1tbVKdkRB9kKXSh7RvZeNkBM4bAVEfM2HCBOlGUh4yAjIC54aAyCQQNbgi3VukMIq0RvHau3cvzz33HEePHpXSwEWN7oMPPsjUqVOlNEc5dfjc8JW3khEYqgjIxGyoemb42HVOxOxkioaIkHV0dEipjAUFBTIxGz5+li2VEfhcCAhiNm7cOJmYfS705C9dyQicSbFRRM+OHDnCSy+9xPbt26VraH5+Pr/97W9ZsGCBnNZ4JS8Yee6XBQIyMbss3HhJJ3FWYubz+YJC8lekZwjZdNGbRShPCbU+OWJ2SX0nH1xG4AtHQCZmXzjE8gEuYwQEOROvUxUbhZy+UGwU/SLXrVsnpT1GRUXx6KOPcvvtt0v1nLIoyGW8KOSpXdYIyMTssnbvRZncWYlZZ2dn8Pnnn5eKlOfOncu+ffukFAzRNFMmZhfFR/JBZAQuGQIyMbtk0MsHvkwQOKnYKFIbhWKjiJoJciZEQUTkbOXKlVI9mhg/+9nPeOCBB6SaTpmcXSYLQJ7GFYWATMyuKHd/IZM9KzFzOp3B48ePS0/1REqTKGIWAiByKuMX4g95p5cIAaExKilNKhSXyIKheViZmA1Nv8hWDS8ETlVsPFVOX1xPX331VZYvX47FYpEI2d133839999PSkqKnNo4vNwsWysjgEzM5EVwvgiclZgFP6GXLp7yiRozWfzjfKGXvz+UELC5vPQ5vCSFG1ApZXJ20jcyMRtKq1S2ZTgjIC6lJ/tCigjZqaIggpi9/vrrtLS0YDQaWbx4MT/60Y8YMWKELAoynJ0u237FISATsyvO5Rd8wsOOmAX9foJeL0qdHuT75wu+IK7UHdZ02SlvG2D+iHgMGrkNhEzMrtRfgjzvLxKBk+RMZKA4nU6JnInURiGrv3XrVklO//Dhw+h0OmbNmiVFzqZNmyb9LSs2fpGekfctI3BhEJCJ2YXB8Urey7AjZj6LBXdFJcbJk1DIfdSu5LV7weYu0hiPt1k52NzH4jFJhOjUF2zfw31HcsRsuHtQtn+oIXCSnAlBLSGnL8S0BDkTcvoHDx6UImcffPCBFF0TPc5++MMfcsstt8i9zoaaI2V7ZATOgIBMzORlcb4IDDti5mlowLZ5C5F33I5Coznf+cvflxEgGISjrf3sb+zjluIUQvUyMZMjZvIPQ0bgi0VAEC8ROfN4PJIoiCBmQhSkurqaN998k/Xr10vETdSaffe73+V73/ueVHMmVBvlISMgIzA0EZCJ2dD0y3CyatgRM3dNDdaVq4j+z2+h0GqHE9ayrUMUAUHMypr72FNn4SuT0ggzyIRfJmZDdLHKZl1WCHyaYqPoF/rGG2/w7rvvSqQtJCSEe++9l1//+teSQIhMzi6rZSBP5jJCQCZml5EzL9FUhh0xc5aXY31/OTE/uA+lTneJYJMPezkhEAgG2d/Qxwe1Pdw9JZ2IkGFM+IPgabNL9Zea+BAU5ylkIqcyXk4rXZ7LUETgVMVGUXd2Mq1RRNBE5OyVV16RatA0Go2U0vjYY48RGxsrRc/kISMgIzC0EJCJ2dDyx3C0ZtgRs8F9+6SIWdwD96M0Gocj5rLNQwwBQcx211rYWtXNN0oyiTINY8IfCOKq7AWlEl12OArV+SnkyMRsiC1W2ZzLEoGT5OykKIggYoKYiX9XrVrFs88+K7WpEeRs0aJF/PSnP5UVGy/LlSBPargjIBOz4e7BS2//sCNm9m3bsK5eTfyDD6IMDb30CMoWDHsEBDHbXt3N5opu/mt2NjGhw5uYOcstoFKgz4uUidmwX53yBK4UBD6p2ChEQU6Ssz179vDMM88geooKdcY5c+ZIcvrTp09Hr9fLio1XyiKR5znkEZCJ2ZB30ZA3cNgRM+vaddjWryf+oZ+iCg8f8gDLBg59BPyBIJsqOtlc2c135+YQb9YPfaM/xcKgP4jjUDcKjRJDYZRMzIatJ2XDr0QETiVnbrdbUmw8Sc6OHDnCSy+9hCBp4rMJEybw/e9/X0pvFJE0WU7/Slwx8pyHGgIyMRtqHhl+9gw7YjawYiWDO3YQe//9qKMihx/issVDCoFAIIAgZhsquthW2cN/z80mMdwwpGw8aYwQKemwutCplUR+Sh1c0BdksLQThUaBcXQMCtX5KbjJqYxDcinIRl3mCEjnJb9fUmw8KacvFBtrampYunQpGzZskN7Pysri29/+Nv/5n/8p9TqTRUEu84UhT2/IIyATsyHvoiFv4PAjZu8tw1FWRsx3/gt1TMyQB1g2cGgj0NDQgEaj5Ui/ih1V3fznrCySIoYmMfMFgqwv7yDWrKc4LeKMwAZ9AQb3dqBQKzGOi5X+PZ8hE7PzQU/+rozA50fgpGKjIGcOh+MjUZCmpibee+89li1bJr0XFRXF7bffzs9//nPCw8Nlcvb5IZe/KSNw3gjIxOy8IbzidzDsiFn/0qW4qqqI+trX0CQkXPEOFAAEAh76+/cRHj4JpVLuwfVZFoVICzKGhNCqiGVXbTf3Ts8gJXJoisp4/QHe3NdMcqSRmblnfigR9Aaw726TImUh4+NQaM9PuU0mZp9lNcnbyghcWAROVWwU5EyIgYjIWU9PD8uXL+eFF16Q3jMajdx4442SnL7oeyZHzi6sH+S9yQicKwIyMTtXpOTtPg2BYUfM+t54HW9LG+G3LUGbnCx7FvD5bNTW/p7s7AdRqS5+tEdqlOpxo1SpUam/eGJod/nosrmIM+sJ0Z3f8TZv3owpNJRufQoHGix8dUoaaVEhQ3JdCWL27I4G0qONXD0i/swRM48f2weCmCkwTU6QidmQ9KRslIzAuSNwsu7M6/Ui5PRtNttHdWdbtmzhkUcekd5Tq9UsWLCA3/3ud+Tl5Ul/y0NGQEbg4iIgE7OLi/fleLRhR8x6X3qZgM2KeeFCtOnpl6NPPvOcfL4Bqqp/S17u/6JSnR+pCLrdktS6QnPuTZa9LhdNRw8RFhdPdEraZ7b/s36h0TLInvpepmRG/Ut0K+B0ErDZUEVEnNMcVq5cSVh4BP3mTI409/HliamkR58fhp91Pue6vccX4O+bq8mODeW6osQzfi3g9mP/oFXqXxYyORGlXo6YnSu+8nYyAkMVgVNFQVwu10fkTKQyClEQQc6am5sRcvuzZs2S0honT54s1Z3JoiBD1auyXZcjAjIxuxy9enHndFZi5vP5giLH/WRhcXt7O93d3RQWFl6SJ3KWZ5+TEDKVzECXnX1x0focR/MH/YiLqvoLTDH0enupqHyIwoLfo1KZPoeVJ74S9Ptx7N2LKiwMXV4einNsYOp2OKjZt4uo5BTis3I/9/HP9Yt13YOSvH1JbgwZnyBRnqYmXIcPY5w8GXV09Fl3+c477xAZFcVAeA5VHTZuHpdMZszQJWZ/WFtJblwot44/c7Q44PIxuKtdajAdMjkBpf78nprLqYxnXULyBjICFw2Bk6IgQpVRRMkEMROviooKnn76aQ4cOCBF1UaPHs1DDz3EwoULpTRHmZxdNBfJB7rCEZCJ2RW+AC7A9M9KzGw2W/DYsWMkJiZKL1F4LOR7R44ceUmIWc+TT6EKNaErGoMqIwe1VoXqPJvoXgAcz7gLQcg6Bjtw+BxkhGWgVJyfEMOn2el293DkyAOMGfMX1OoTvd0EmRbjs8goB71e+t98C1VEOKHz5qHQas8JGvfgIBW7thGdnEZiXsEXfhNQ1WldJPSQAAAgAElEQVRj/bFO5o+IJyf2dCLqrq2TyKVp9iw08WdO9zs5KXGTI4roI6Ki6DNn09gzKEWisj+xz3MC4SJs5PYFeHjFMfLjzdw+OfWMRww4fdj3tEs+CJkYj9IgE7OL4Br5EDICFw0BKXXc55PO8YODgxIxE3VndXV1vP7664j0RvFeamoq9913H1/96ldlUZCL5h35QFc6AjIxu9JXwPnP/6zEzOFwBEUdjlB7GjNmDGVlZVJhseihctFz2INBep56WpLJD6bkYA1NITrRSEjY0GwIHAgGONR1iB5XD7NTZn9hUTOn08KGDY9w9fz/Ras7QcxEWotKpSI+Pv6cC8GDHg+9L7wIahURS5agDDm3yJHLbqd86wZi0jJIGTH6BDELQsDrR6lRSdGbCzmOtVtZebhNIlGCpJw63FXV2HfswHz1fDRJSf/2sKJmY82aNZjMYfSYMukYcEpkLy/uEjcuD0JQ8a+wCWL2i/fLKUgwc+eUM6eMBhxeBvd1IL4dMiEepVEmZhdy7cn7khEYCgicqtgoImSCiIkHpkJlVqRnC8VGi8VCZGQkd911l9SM+rNcC4bCHGUbZASGIwIyMRuOXhtaNp+VmFkslmBpaSlxcXEUFBRIETNxERg1atRFJ2ZBn5/e555FkxCPy5xAtyqZ5NwwwmJOF7wIuN0E7HZUoaHnHPX5Itwi0hj3deyj09HJwoyFaJRnr9sSF9fQ0FCJVJ3rsNu7efvtf7BkyfcwGMKk1Mny8nK0Wq3U5+Zc9yXqs/pef13CLvKrX5VSGoXgRG33IMnhBkwfpsW1u70MeP3km040YnbZbRxav4rY9CzSi8ahUCoJePy4qvrQ50agPE9lwE/icLhlgHfLWrilOJkRiWHSx76eHvz9/Yion33TZszXLUKbeuao0sn9iRsa8XTZYAqlQ5dCn8PHrLwYificaYgaL7vbh9mgQen0odCrzrtP2CePEwgGEamagttmxXwiGugL8Mvl5RQmhvGVSaln5LuBQS+DBz4kZsVxKEPOvub+3TqTUxnP9VcobycjcHEROJNio7h+iHKDTZs2SYqNouwgJCSExYsX89Of/lQSBREPVuXUxovrK/loVw4CMjG7cnz9Rc30rMTM7XYHRbqEyWSS0uIuZY1ZwOWm7+WX0KYk41CF065MIX1EBOFxp8ub21qa6D12jJix4zDGxH5R2J11v4KY7WjdQedgJzfm3HhOxGz79u1SZFKQs3MdVmsHr772FLff/i1CTTGIFD1Bpg0Gw2dS5xKEbGDVKrzt7UTdeSeqyEgG3T7eLm1hVl4sqR/KyO/os1Mz6OLu5BM1XE6rldLVy4jLzCGreOIJYjbow76vHdOkhPNOp/skDmVN/byxr0kiJ6OTw6WPHQcP4j5+HMOoUVjXriP85pvOKg4jZKaFXL7OYKRZnYjTC1OyohiReGZi1tzrYG9DL3PyY9EctqDLDEMTe2Gl9X3+IBsrOtGqlczOO33turx+fr3qOAXxZm6bkIJK+a+hSL/Ng+Ngl4SJcWwcKpNMzM71dyRvJyMw3BD4NMVGIacv6s2EfL4ga+IhnRAFefjhhxk3btyQImc1zd08uXQHtS3dww1+2d6LjIBOo2biqHSWzC8mMebEQ9mhNmRiNtQ8MvzsOSsxC4oz/ynjkhIzu12K6OizsxlwqGhRpJFdFEVk4ukpdz31tbQcKiNj8lTC4s+sXvfFuyqIL+BjU9NmiZjdln8bWtW/r9kShGrdunVMmTKFsLBzP+n097fx4ouCmH2dqKhk/H4/u3btkp6U/tvIpr0LmvdBwbUSHCLiZNu2HW9TExE334Q6IQGby8dLuxskefaTEZz1lgGO2pzcl36ihssx0M/eZUuJz84jd/I06aIfsHuw7WzDND0Z1Xmm053qK7EYSxv7eHN/E1+ZmEZRyofEbPceHIcOYZw0EeuKlUR8+UvosrL+rZvFzcvRo0dRaXU0BGLxK1VS4+ZRSWfGvqLDysbjXdw6PgX9znZ0+ZHo0s5M4j7v+hIRylVH2jFoVcwvPL1GTrQJeGx9pZRqeXNxMhrVv9Ys+q0eXEcsUiqpfky0TMw+ryPk78kIDCMEToqCnFRsFDVnIrNFZLg88MADUmq7GIKUPf7445Ji41CJnD30t/fZvL+KQOC0W41hhL5s6sVEQKVU8sDX5nP9zFEX87DnfCyZmJ0zVPKGn4LAsCJm/r4++t97D0NeLr3dHhr9qeRNjCM6+UTKl8PrwOqxouq007hvN1nTZhKRnHLuzj/JQUUe2TmMoLiQiFqgM2zf2bUKgzGH7d01tNlauD33y+gDSpQGg/jCGfcuLq4rVqygpKREquk719Hf18Yzz/4fX/rS3SQlZUqF4SJFz2w2Sxfif6kFDAZO7LqnEspehfm/kv4U6YCO/fvxtrVhmlGCLjsLq8vH/22t4/oxCR/Vc73f1c/+gUF+mXOihmuwr5fd775BYm4BeVNmoFSpEATBtrWZ0Nmp50QOBP//tPQaQTRP3kQIFx1o6uOdAy0smZDCmA+JmX3LVhz79mGaWcLA8hVEfvUOVBkJqFQioqWUiIqQkD91tLW10dLSgtvrp8YfhVanY1RSOKOTz0zMDjb3s/xwG/dOz8SwrRV9fhS67HAQtp8henWu/jt1O0HM3ilrJUSrYtHo0x8qDDi8/G1zDdmxISwek4Re1O99YvgG3LSX1UrzTSjOQm3+uP5SYOeyeyRb9eeY4iinMn4eL8rfkRG4+AicSs5ElouIlImXIGWPPfYYB0VWgdtNbm6u1Ots/vz5Q0Kx8Xu/f4u9RxskwFITIi8+cPIRhwUCXq+f9p4BydYff20+N8wuGpJ2y8RsSLplWBl10YiZeBb26XRHEAXx6b8nRL7OTilNTZ+fS3ejlXpvKoXTE4lNPZH2Vz9Qz+723czVTqBm22byZs4hKuPfR01O9ZbfaiUwOIgqOhqvMohWpUHxb2zqbR9Eo1MRGnmi1urUUd/wBGHhE9hmaafF3sydYfNRVtZhmjULhe7MYiWCgLz77rvMmzfvMxGz3t4WXnjxaRZffweZmdnSxXfr1q3SPsaOHSuloJ42+htBbQBbB5Q+D9c+JmHv7ejAdeQIfqsNbUoKxvHFDLj8/HFDFTePS/oobfCtjj629Vr5a+EJAQp7Xy/7li0lNjOb/KklUpNpX78L67pGwq7JQBV6dnVHcQOh1+ullzQCQYL+IKgUNDY1SkXsgmiKGqwDjX0sP9TOTeOSPiJm1rVrGRSiH9dcg3X1GsLvWIIl9AixMVfh7jcQ8AcIiz89PVQUyttFFHbAxnF3GOFmM/nxpo/m+Umf7q6zsPRAC9+bm4NpUwv6giiCaWZcNg8R8R9LUot9ijTSc63tO/U4Hn+AN/Y2S42zxfxOHRa7h6e310ktAhYVJWI8Q+2ep8/Blu1rUClUTJ8+D41B95Fkvt8XoK26H61BTWya+dOeD5x2TJmYDavzuWzsFY7AmRQbT4qCvPzyy9IDO5HCnZCQIPU6W7JkiZSdIR58XapxkpgplQo+eP5Hl8oM+bhDHIG6lh5uf/BEuySZmA1xZ8nmnRcCF4WY+YJB2txeIjUqTJ8QtQgEPLhcLWi1MR9JvX/ajESKnVDc0+fn01HZRb03jRElScSln0gnO957nA2NG7nVfDWVG9ZQOPdqYrLPva+Wq6ICT3092ikTOeSqYUzMGHSqT1d8PLK1BXOUgbSRUf9icm3tY4SFT2ZLbxfN9ibuVE1Fuf8o4V+6DaXxzHVJItL11ltvcfXVV0tE5FxHd08DS5e+xJzZt5Cbl8+gfZDdu3dLF1xRr3YaMRPRsopVEBINQoxk99/h5qdAocLb2orreIXUvyzocUuS+b0uH79dXcFtE1IZnxYhmfRKu4W1PQO8MCpToq02Sw+lq5YRnZpO3tQZqDVafBYn/SvriVicheocVDMPHz5MdHS01JJB4mUOL95uJ+ooPXuPHCA9PV26mfAFghxo6GXdsU5JlfFkxGxg+XJsGzYRfvON2DdvxXjLXNo0q8lI+xbNBwL4gwrypp3e+6uqqkq6IWnvtnDEaiAhNorM6JCP0iM/if8HNT0SMfvvOdmEr2tBXxiJLcqApdlG/pQExI2FGDt37pSkqpOTz9xr7N/5VQiMvLirAZNOw5cmnh7t7bK6eXF3g1Trd83IBELP0KPMbbGzYsvbaJUa5hUvBKsPw8gTtYBet5+WCgvGMC1x6ecWkZWJ2bn+CuXtZASGBgInFRuF6qyInAkiJsiZSGsU7UGEaqNQbBSp7t///vf5+te/Lp2vRMbCpRAFkYnZ0Fg3Q90KmZgNdQ/J9l0oBC4KMXP4A6zpGWCs2YjO34Pb75H6ekk3iz4rXe1rCY8YT4jpxHufNtw1NTgOlGIoLKDtUDONwUwKpiUQnxEmBdtKO0tZ27iW282LqFqzmlELFhGXX3jOWDkPHsRTWQVzp/Ni69vcXXA3odpPF+HY834dEfEh5E6M+5djVFb+grDIErb399My2MxXvONQ7TlM5Nfu+lQZetGX5o033mDBggXExMScs90dnbWsWvkK44oXEpkVh9vuouV4iyQgUlRUdDoxC/jg8FsQGg8aPWx9FL7yOqg0eBobcVfXoI6NxV1RQdjNN9Ht8PH/3j/KnZPTJWEMMV5qO0HMnhuVgUahwNrTzYE1K4hOTqZgaglqrQ5fj5O+ZTVE3pJ7TsRs7969kpyzuEEQw9fnwl07gCYtlF3H95GZkUlKSoqkErmvoZetlT0sGBkvETORGTrw7ntY168n/Oabcezag2rhCNr1G8nNuo/KLSKzL0DR1ZmnYXrkyBEiwsOpb+2grFdNRnI8yeF6xqRGnDFOuqO6h5VH2rl7Sjoxa5vQFUTSF6mnq97KmLmpKD/sp/feu8swh5mZPXvWZ77REZL4T2+rI9Sg5qtT0k+zt73fyZsHmkkKNzCvMJ5ww78Kezh7rLy1+RUMSj3X5F9LoMOFeW4KLlc7+M3UH+wiNFJHcn7ip6bUnnpQmZid889Q3lBGYMggcKpi40k5fVFz1traysaNG3nllVfo7OyUIvu33Xab1O9sxIgRl6TuTCZmQ2bZDGlDhDjMHQ8+L9koR8yGtKtk484TgYtCzAb9AV5vtzAjIpSmnu04fE6uz7r+BDHzDtDavJTIqKmYwwqk90QqXq+ll/CYCHo8PUTqIglRG3EeO3ZCea+wkJa9NTSrc8ibnEB8pkjLUrC9dTtrGtZwd+hialespui6G0gYOfqcbkDFcQf37cNTfozA1bN4vXIDd05egln/6cRs62uVRCaaGDXzX/tllR+7n4jouZQO9NExWM9C+wTUH5QR/V/fRmk6XQb9pA/FvMUF89prr5XaE5xpiLI2u8srEVGz/sSNeVtbJZu3vEVm1nRsCR6UDiW6Lh0hphCpEbhQ5Ppo+L1w4AUITwG1DjY+DF9bKf3fXVcnRQx1ubnYt24lYsmtdLqC/HxZOXdMTmVGzgmy+GKbhe19Vv6Ul4ZJraS3q5M1q1aQnJTMlNEZaLRqvN4E+pdVE3lrHqrwT4s6BggEvCgUanbt2iNFxDIyTpBzX68LV2UvmkwzWw59QE52DpmZmYiI0p56C3vqepmbH0tRajhKhYL+d9/FvnkL5oXX4Dx4hEBJFH3GfWTm38fh9VqUATfjF+edBqnoyZeamsLx2kb2dwbJy0gmLlTH2FRB9k5PqxX1Wduru9lU2cWSMckY11UQlhfPQHgInbUDFF+TLjU7F3Ueq5atk4KRU2dMJjzs1MiUaAxrQ6UyofiUZuOCmP19UzUmvZL/KMk+LZW20TLIqqPtxIXqmZkbQ5TpVFyD0m/J2efh9a2vYkDH4ozrCXR5CLsmjfaOdzBqx9FY5iEyUU+KlIZ69lpKmZid5xlW/rqMwCVC4CQ5E5kYgpzZbDZJEKSrq0vKqHjyySdpbGyUyNncuXP5n//5n0siCiITs0u0QIbZYeWI2TBzmGzu50bgohAzuy/Ac229zIsycbDpbfzBIHcU3vEhMeunpfk1oqJnYiYMlGr6/QYqjx8nMz+DQ/X7GJFWREJkMo79B/C2t0mpjC3by2k35pM9MQFtnJ4wg47NzRtY17iOu0IW0fDeKsbccDNJ48afGzELBrFv34H76FE8187l3dK93DH/JvQaO36/B4PhX9PSNjx/nKikEMZedXq/LHFBPHL020TGLKBioJuuwWpm9E5Ds62UmPt/iE87iEYTjlJ5em2auHiKOoBFixZJJOVMQ9y4763vRadWkmcySJ2IB1y17Nu/mqiYfNpj7WidGhIGEzAYjRQUpmO17iEmev4JsuFzw+5/QGQGaAyw/hfwHxuk/4tomaepCeO4sVhXriJs4TW0q4z8ZsUxSWhDkAGJmLVaKLMO8mBWAjFaDT0d7byxaiWpicnMT/agU4M7dD4DyyuJXJKH+gw1eCdIeT822xEMhnT27q2TUv8ys7KkqJiyz42zvAd1tpn1B7ZKPfRycnIQ8xe1XmVNfZTkxEhph0I2vv/tdyTxD+OkSbhra/GMDeDSl5FY9BMOrDCgVXmZfOsJ4n9yCKl8QVwPHqtiT6uHUXkZUhSqOO0E2Tt1iDW7o6qHXfUWFubG4dmwi+TsLGzmcDrqBph4XSY6g1pSxFzx9nriE2MJjdJTWFAIAy0waCEYk0Nz++skJi5Brf4Ucu4L8Ni6ComY/ffsvNMIYlWnjR01PUSGaJmcGUW8+eP1Ewz66e5aTcAZw5v7t6FHwy1xN6Lo9hJ+YwZNzU8RoplB48EgcRlmkvP/fY+3k3OXidnnPrfKX5QRGBIIfFKxUaQ19vb2UlNTwx/+8AeOHTsmZVWMHj2aX/3qVxJJE39frLRGmZgNiWUy5I2QidmQd5Fs4AVC4KIQswGvh6caqrkqLokdtS+jU+m5d/S90hTcrm6aW14mNu5qzHVHQBdCb/xMjhwqlUhFfflGsvJnEh2fhX3HBwScg+gyM6nfeIjGkAJGT0liXWcfs3MTqLJvY0vzNm7RlND63hqKBDGbMFnqq3VyCEleUWYl0s5Ou/cOBLBu2IDn8FGsN8zhH1Vv8dPZD+K2bqC7ZwvZWT9Gr/9YvlyQr00vCmJmomje6c1+g0EfZQfvISr2OqptPXQPVjOpYyL6zaXE/ewhmvpeIjZ6ISEhp6duDjocvPD881x//fWfWp/k8Pil+qowvZoMj5JgUEkwtJHjFTvRGMKpjbSjd2oppBC9wUhGmpGm5mcYMfJXKBQq8Dph+58gOhu/zohz88OY7l4HejPuykr8HZ0Yxo+nf8VyTOPH0xGdzGNrjrN4TOJHfbVearVQMejkGymxpBm0dLe38eLqtaTGxXNdghW9NohTvwjr2mqibs1D/WGvL6GYqVaqMapP1Ni53V1YLFsJDR3F7t0tZGakYY5PkyJTi5IicB/qRpVjZuX+DRLBEak2opfXzloLFR02JmVESqmMgpj1vvIqriOH0Y8uwtvVirvAiV9dStS4n7L3dRUhZiVTbv9YxUmI0ezetYvx44s5cLSSPU12RuVnS2qIopZO7NPe50arV0liGR6fnw9qLZS3WZkYF45123pyM0bgMMdKQjQTFmWgN2nw+328/dIaisePpdveRFHRGAzte6GnisDIm6ho/B052Q+h0ZxZ+VHM7+HVB4k06vj+HJFa9DFBPNIywKGWfsINWsakhpMc8XFjdbHmWpqfJ+hM4p2jR9ArNdxsWoSqJ0DEl7Kpb3gco3oWjWWQnB9FUq5MzC7QOVTejYzAkEfgpCiIyMo4VbFRtAwRCo07duyQ5iDSyUUkTdQ5XyxyJhOzIb98hoSBcirjkHCDbMRFQOCiEDOLe5BnKpYzO7GYNbWvE6WP4ttjvi1Nz+lop6HhaeKSriOiuhSFzkRX0tWU7dvD6DEpNDe8SUbqYqLji7Bv3IRCq5EUA8tW7mWNKoObZ2Wxua2XmbkJdAS2s7+jjLn+0fSt2krhgkV4Qs0k5+Sh/1Bwo7/TQW+bnYTscAynqAUGfT6sa9bgOXKUgevn86fal3ho7k9R2nbg8Q2gVOmJiZqLVntCSMHn9fPB0mrCYo2MnpV84gb6Q6YXCLg5fPhbRMTMp8raSc9gDeNbJxKyvZy4hx6ktudvJMTdQGjoiI9dHATboJ0XnnqK6268kbT00+uLTm4oelm9d7CV6FAd2U4FBFUEwuppbjqEw++h3DyIwaVlmmma1DjZGGylq/9VJs94GgUq8AzClt9BVA4Os5H2A78ga9FGMMXiLC+nt/IYYTNnEiw9hNoUQmdhMX9fV87C0UnMzosTyvC82mGhwenm5rhI8kP0dLY18ezqN0mLTuXGeAcGbQCn/hasm+qIuCEbbdKJ6NDy2uWYdWamJEyhqq+KTFMkvT3rCQ0dx86dLWRnZWKISeedsia+UZiI+0Anilwz6w5vITcnV3qiK4jpB9VdNHQMUJQRzbi0KNQqBd1/+Qv2rdsIW7QIt70Lb7YdhaIM0/ifsO9JF2FJJibdPUmyI+j14qxvoKy1hSklJRw5Xs3O+l5G5OeiUSmYmB4pEbNDm5qJSjZhDnfT3tRMkyGJVquHLIMRy+73yUsaiSIyHUuHnTHzUggJ0+HzeXnjmRVMnTYVq7cZNUpGaBvBUo2v+E6O1j5EYf6jaLUnhFQ+OZxeHz9bsYdIo5YfzhuLVqX+aJP9jb3UdQ1i0qulJthpUR/37wsGvdTX/42AI4mV5Q0YlBoWGxagsSuJWJJFdd1vMSjn0VKmJr0ojoRsmZhdhPOrfAgZgSGDgIiciZeoZRbkTKQ1in5nom3ICy+8wJo1a6SUR6PRyF/+8hduueUWSQn3i1ZslInZkFkiQ9oQOWI2pN0jG3cBEbgoxKzTZeOf5UuZmTiOjXVvk2hK5FtF35KmMWhvobbmb8QnLyamci8Kg5m25MXs3/0B44vTaah+mrS0G0lMK8G2ejUIyfTQUI5sLmeZNpMvl2SxoaWX6dnx9Gu2UdPbwDh7LJ7V68icuZgqD0yaPoPwD1UOu5ttdNQOkDE6GtMpKXZBrwfrqrV4K6rpmj+dR2qf4qFZDxLq3YspdAwudxsi1BYZWYJSqcHnCvLWK+uIiY1kakkBwaAHozlcis75/Q6Oln+f8MhZVPY30j1YS3HLFMIO1BPzg+9R1fMYifG3EB4+XsIg4PSB249d5eHFv/yFRbfdRnpOzgkC6A9KEvEatVKqCLI6vbyyp5GkCCM5dsEyVCiiGujuqcVia6YsxI3ZZ2K2fhRKlQF7234I387UWa+hVGrBNQDbHoWobGwhKloP/4r8+esgPA3HoTIaD71G1LybMXVq8Tc30Tl9Di9teI05o0qYWZAvpaG+3tFLj8fH9HATxWEhtLbW8s+1fyMzPIclsQqM2gCOkDuxf9BA2IJ0dKknVDOfOfoMepWe6zKv4/ljL3BHzkJslnWEmieyfVsr+Xk5GOLSeWV3A98rSsG7t4NAbgjbqveSlpYmKUwOevxs3VNJ456DjJ49kQljs9AqFXQ+8nvsmzdhXrgIr8qOP9WKmjJU435E2V/6CcuNY9K90yUMA1YrHc+/QG1yElkLr6O6ppaG5j6yc/NQBANMzIhErVKye1kN0WkmwqPt1FdUYIkdi80bJMKnpKvsbXLiCgkNK8BqGaRgToqUuuj1eXj1n8uZPHEqxjgXna1tFGsqUfQ14p50J0eqH2TkyL+i18ZK/c/4hEy1IGb/u3w3JkOQ++dOJET7cR3ZztoeumxuDBqV1Ow7O/bjdMhA0Ettze/w2hPYeMSCDjWLzFdjDOgxX5dCRe3P0AXm03HUSM6EZGIzzq2/n5zKeAHPtvKuZAQuMQIn684EOXM4HBI5E6mNQhREtGpZvny5pNgoel/ef//9fOMb35BEl75IxUaZmF3iRTFMDi8Ts2HiKNnM80bgCyVm4r7T7w3S6bXy9/JXmBZfxIHWTSSaErh31IlURrutkeqqP5KQfANx5TtRhETSmHwj+3fvpLg4lYaKJ0hOvJaMwuuxv78cl9lEc0M9douOTRGFLJqYxor6LqZkx+MN2Ub3YD/p3QpUa1aTPPE6jitCmDh5MnFJJwQ6OuuttFT0kjMhDnP0h6lgXgdB5yADG/fhq2unaXoBv619godm/phYDhIRNRefz4rD0UBk5DRJ1t/l8LPyT6sJTTVRUJyAy9ZDxrgJJ6TifVaOH/8JoeFTqeyromuwlnHN04g+3kPEN+6hwvIwSQlfJjJyBlKKSZsDf48Td4aWV3//e6654w4yCk7UQzX0DGJ3+8iLD0WjUtLn8PDUthO9rHL7RZBOhTq+Eau9k5aufZQalMQQySx3CM5BGPS0E5JexqTJr6ESvcscPbDr7xCRgVXvpan814yYtQpFdB720n3UHXmSmHm3EeFKx713P+1z57Js22NMKLiV2SPH4w0EebOjV/o306hlZqSZxpYq/rruL2SH5nBHlB+TIGbh38BR2kLojGR0GWHSPP9a9leCBLmz8E7+eOBPfLtwCa6+tZjN09i6tY3Cgnx0sZk8vb2GnxSnEdjfhSdLz97WwyTEx0vNsm1uP5u3HqJj0zbyr7uKSZML0akU1Pz+Udr37CNv3Bj8sRoU8Q5U3g/wjPkvjv7FSviIFCb8x0xEYFM0Km/63SN0jh5Fy/xF9DU1Ed3vIDEzF5/fLxEzgfWW144Tn2MmLs1CXX0p3YZ5BJVq/D0e7DUrSDKnEaMqxNljJ+P6LMLjjXi9Hp7751ImjZ5OWKKT9sYGJpmaUNo7cY69nkMVDzB65D/QOkMIeNxS9PfU4fL6+MXKA+j1Hr47o4gIfQh82GJiS2WXFDHUqpQkRxo+avgtkfuAl6qq/4fLGs26Sh86v4qbw+ZhUpkInZ/A8doHULnn010RRuH0LKJT/1Ww5kxnE5mYnfc5Vt6BjMCQQuCTio0n5fSFSuPq1at5++23aWlpkcjZHRunV+wAACAASURBVHfcwXe+8x1GjRol/f1F1J3JxGxILY8ha4ycyjhkXSMbdoER+EKJmcfppafZijsiwBv7X6QgbSTHbQeJDYnhnpH3nCBm1nqqKh8jIfk64g9tQWGKpTblFsr276UwP5nasqUkJY1k1NQl2N9dhjMmiqM7t4E3gV0J45g3PpV367qZkBmDOnwbHj+EtfQTuvUD4vJLOKIwMn7iRNKyT0Sg2mr6aThsoXBaAuFxH/YTaysj0N9JT40Vd1cdLfkTeaT2n/xk7g9IppyYuJvweiwMDtYQETFJEu6wD7jZ9+hOvKl+0sdF4OztomD6LLQGAx5vL9XVDxNiHsfxnqN02WoY1zqT2HoH4bffSnnfz0lOuAOtdjIej5swux5/lxNnrpY3f/0w87/2NbJGjpTsFb2zOq1urhkZj0GrwjLo4a8bq8mLCyXT4kKpUqOPb6O/5gOaaeRISAQJmlhmOqC9rouI/Dh8ppVMnvQuKlHbJZpK738GzCn0aW00VD3CmKnLUMQVYdu/m4oDLxIz71YSdNm4Nm+led5s1u/+LYXZd3LV6Cl4g0HebLdgVCsxKlVcExNGddNxHt3wRwpDcrgn3E2oNsBg2HdxV3cRMiEeXWYYvoCPpw4/xaBvkC/lfYlf7/kNPxh9BwrrRkyh09m+zcKIAlGPlsXfNlXyy8kZKA5acKaqOGKplpplT5gwAavbx8ZNZfRv2Ub6wquYPDETg87Ansf/xMH6GhaHRKPMT0UT5YbBZfQXfI3af7oxj06n+OtzJI7ja2+n/n9/hn36NPYsWIyvvY08u4OItBycHh+T0iPRqpWsfuoQyYVhpBR0U9WwC4t6MaYQE121A6i6thGuiyLGlYfXYifl+iwiRMRMG+Rvzz7LtOyriE5y0t5QydSYAVRuK/b8yRze9yNGjX0CjnQTIEDY1Vef9pN2eLz8enUZBoOHu1PMxGkMqNPSUWg0rC3vQK1USMIksaE6RiR9XKcmiFl11S8Y6A/l+RYzIW4F3zFMIVwfhrEkimN196EYXEBfXTSjZucRmXhmcZlPnl9kYnaBz7jy7mQEhgACgpydrDsT6YsnyZmoORP1Zi+99BLV1dXo9XrmzJnDD3/4Q6ZNmyYp/F5ociYTsyGwIIaBCXLEbBg4STbxgiDwhRIzx4CV2n2H0WUkcHDdGxhGZNEQ2o1JE8LdI+6WTvA2ax3VVY+RkHgN8QfWozDHU538ZcqPHCQtMYmq3VtISDQw6dq7cCxdhjM1mb0r38PrjGNz3CSum57Fho4BRiZH4AjfSLfHSFFnOzGHG4hKyKfR3Ev+iAWk54yVAGup7KO2tItRM5OJTPywRqdyFYGOWjrsGhz2alpj5vLnulf53ryvkUMV8Ylfxu3rxz5YSXhYsVRn1tfpoPKve7CkDpBcGIXH0snI2Veh1+rxKPs5fPhhwqLGUtN3lK6BWrJbZhKoc1H8leupcv2BhJhbcThG4XI5SDOa8PR040lJ5v1Hfsfse+4h+0NitvF4J619Tm4en0xZYx/ZcaE8sbmGEfFhxLa1SxLt5ngr3u1/pCYlhiMhySQb4plutdNR30/a7CK6+v/BlCkrUalDYKAZDr4Kxng6g100tf6Z4uK3UCZNwrp3J2UbNxE1ZxE56Yk4V62iaf5MdpT+P9JSv8HVY0rwBAO81dFLok7LgM/PLfERHGs8ym83PcpoXTbfDHVg1gWwmX6Ir2MAY1EMuqwwHD4Hb1S8idUzwPz0+Txe+je+WbCYkMEdGEKmsXfPIHm5OQQi03l8QwWPTM9GXd6HLS5IrbMZvcHAhIkT6Xd62bShDNfWzcQtmMvU+FaM6VPZ8cQf2dFzjDs82egnjUFv9hBwLKU18Xq6X1OhH5nN2K/PQaNRIPrhNT34ICxYwDtX34Cms4PiQTumuEzswQAT0iLRa1W8/9dSkkaEkDm6h2O1W7Eav0RibAzlpZ0kH3gPfWoGIZ5CfFYnibNTCNMqCaYY+P3Lf6UkZSEJSS7aqsuYkaVGE/DQn5TGsY0Pkj/lj/g31eALCyPuK7fxsTQNWF1OHl5ditkU4GZFP6mKEAxTJktNyZcfaiPCqEG0TAgzaihK/liKX9Q11lX/jq4+PX/uSibc7uEnuiKiQmPQTQjhaMN/o7Quwt6awOh5hYTFxp7TCUQmZucEk7yRjMCwREDUnAk5fZfLhd1ul9IaRd1ZeXm5JAJy4MABiYyNHTuWBx98kKuuukoiaxeSnMnEbFgunYtutEzMLjrk8gEvEQJfKDFz9lto2LmZYGomjSvfY3BUAq6MUDx+F3cV3oNKqcRmraaq6jfERl9F0tE9KE1xVCbeSkNNJZEhCdTs2k1kbC8lS76D6633cOYXsf2Ntbj6nezPmMmCqVms6z9OblQKreGHqHFouLmnirRGN+awJPrTDpGWfT1JKdecIGYVfVQf6JQEO4SiojSOLMXfdJhWvwG7p4kG/VyeblzNnbOvZUr/euISvoQrIQubrZww8xh0uji6GqxUPlVKS0YrGanReC0dFE2ajuJYJdrZhSxb9SMyc6fS6W2iu7eWyJapdNX6uPUrC2hwP0lM3EL6Bwpwu12kxXhxWmvBPJUN//gnU77yFXJHnBAGWXG4jSaLg69OTefhlcf4jxmZvLynkYKYUMIqj6PTKQjLBM3Gn1NZWMBRQwZp5iSKOzsZtOlJnJZFa9vfGV/8JkpHAIWjHWX9GtBG0OxqpqX/ecaPeJLWhBkod2/h+PpSIkoWUlSchPOdt6mfP43DFb8gOu7bzB8zG2fQz7udfRSE6Kl0uLgzMZqyhkP8ZvPvKVZl8J+mQcL0YDX+mOCgA11OBPrcCPpcvaxr2YzV3U9+eC6r6tawKKWYWO9hdPpJlB5wk5udicOcxp/XV/Cnkhz0lf30RnlZ2VRLVmwY46bksK/1GM6jOgJbNxI2r4SprMY0/m62PPUEm3r383VbAfo54zHo3Cj926kyFuNZY0ZZWMCYe2aj1SpwHTtGy08exHTddTx+9Q2YujqZ2m7BoE6gL0pPmkJDZkEky/92kNgCLXnFXRyu24RTeyc5EfFsP9LBhLf/D2VxMWjHonB5iJqUQLhagT87hD+/9RTFcdNJjffQenQ7s8Ylo1cFsYRqqVz5MFnjf8LgmnrcGRnk3P5llP4gCp0Kd1Uf9hQNv16/nwgTFKm8pGtjyB+fj9bn5e1qG2mRRqllgFGrYlxaBEFRzO9yodYrOFr1BzosBp7tycc8YOF/QkcRGxaPZrSGIw3fItC3CHdXKuMWjsUUcaJZ+NmGTMzOhpD8uYzA8EbgpJy+UGwU5Oxk3VlDQwPPPfcca9euRaVSSUrBv/nNb7jpppsksnahREFkYja818/Fsl5OZbxYSMvHudQInJWY9fb2BkUTyqysLEJDQ6XmlCIXXfSVEjnn/244ByzU7d6APyqJ7uXLaB0RjrGokG6Hhf/IuwF1axm2yFgq6h4lyjSFtLpalKZo9kct5kBTE/nqCNr2HsQUXsXsL92P9533cY2dwbqXN9M32EtN2jTmjE3lPecb5JrG0R0XoNnuZlHjdtK6w4gxh2NLOUJ81giys++TUjdaK/uliNnImUkfE7MDz+Or3UVzIAKHq4tK4xxebN/JDVPHc03P28Sl3MNgVAH9HbuIzJ2PISSF7vJenl1XzkBiLQt0YfitPRQVjkGzdRvGe+awfOsfiE8dSY+vg57eRpSN4+hsUnPvkhLq254nJvsqum15eD1eMhOcOK3VBI0z2fnq64y5/noKik5Iu7+1v4W6bjvfKMnie2+U8qOr86XISXaYEdPRMvSGAKHZBrwrHsZSkktlSCEZ4SkkVzfhtOnIKkmmo/tVRuT+Gf/OcjShPgz6ZoJBLfXWBjpcKxid83PeMpaQfWADtg+OY566mAkl6TjffIO6eWNpbP472rC7mDt6Dk78LO/uo9gcwk6Ljet8eirdVTxR+jjF/iTuNfYTITIm9f9L0O9Fm2zCUBhFu6ODXbuWYld5MaWkU9tby9jweDIU9ajVYzl8JEBGWjqD5hT+vrGaR6ZlEVpvoyvUye/2HWdiVgxzZsXzXtVmUhvy0G/ZgGZGMVMD7xI6/XtseP4Z3rft4rsDo9CWZGFSKAi63BzT6jCVheErKGL0HTPQ6ZU4Dx6k6Re/JHzOHH557S1EWnopaWjHpIjHEm8iyhpgxIR4Vv7jAFG5akZM7uJQ40Y8nq9S4I9ifVcfE5f9FdXo8QSNE1EGfUSNjidSo8JXYODXL73H2KQcCmJdNJetZp4Q8dCo6FT00Lji/4jPXELtZjuasaMYd/V1KGxeKao48H4drtlR/H7XYSIMfsICPrJD0piVF433lRdYOfkmRqZF43D7UFicTEiPwql2ULlzO2MWzmNp2R/o7TdyoH8M+r42vhszmqSIRBTZAQ41fx1vxyKC1lwmLp6MwXxCkOVsQyZmZ0NI/lxGYPgjIK6NogfjJxUb29vbpd6a77zzjvS5iJY9+uijkiiIIGsXQhREJmbDf/1cjBnIEbOLgbJ8jKGAwFmJWX9/f7C0tFSSzS0sLOTgwYOS3aLe52zErHewm7Vlb5MSTCawbDUVo4z0Z5TQ2N/N4yUlqPa/ykDuVCo7niFCN5rMditKfShrzdfyTksn1/s12I4fQms8yowbHkC9ZiPOCfNY/+Y+WgM2KkPzmJgbzXbFm6QZRtGXnILf1Uv+vrdwdaQyLUaHL64NU7KGqSW/h6Ca1qp+6g/1UDA1geiUDyNme/6Jt2obLb1mPJ12DmXN4/WBQ8yenMBt3WuITf0adn0evbXriS65DaM5i479Xfx9Ty3W2CquVavQOzxkpeWyf0MZHcVZeDoqGDfCi1XThqWnGVtdIe0dJv77+iKam98jMnc6rbZsvB4/eSlWXIKY6a6i7L1l5M+bx4gJEyScX93TRFWHVSJm33zlAD+6Ko+9Db2kGPVoS3cREuInJCeUunX/IGxWLK1h40kyJRJ6rAG/xUfOrDi6+jeQl/ZTgluOog3z4lH0g19NR7CafkUpuen38rxhLoX71xI8fBjtiIVMmTcG99I3aZ6TS7vlXdya65hXdBUOfKzu7qck0szy5h6KK9x0xbfxRsOLFDmjuFvbSpRRSb/iZ7Q1WcmcloBpbCx19kYOPPUIqqhI2seloENDjNJNmqIRg2YCtVU60lJS6Dem8OIH9fxkbAoxbU5atFZ+UVbP6OQobroqjNfK15LaNRnX8cPEpJmZr1iNefK3eff553hHd4gHLQXoxscQ7tHic0VwOGAjqTMeR+Zokq4txq4IEHHsAGVPPk5i4Vj+eNNXiRywMeV4A9HqeHoSw4no8zNyYgLLn9xJZJaa0VM6OdiyGdxfZ7Q/htWWXka/+wiavImodOPRKDyYizKJMWjwjjTw0AvLGRWfzIQ4N80HVzN30XzMGj9tjmpa17+HOZjN/spEoiaPYfKs+WhtPvQjoxl4s4reSSaerGtAr3ahdNoYGZrLVUk6HL97mFVL7mP6pHz6B904K3qZmhnNoMnOwfWrmXH7LTx58HHa+/T09Y5AM9DJN1PGkRqRSDDZycGWr2NvvIq6rkimLS5hVFq+pFB5tiETs7MhJH8uI3B5IHCSnHm9Xkmx8VRRkKVLl0rkTKQ6iu0eeOABfvSjHxEZGSlFzs4ntVEmZpfH+vmiZyETsy8aYXn/QwWBsxKzrq6u4Pbt25k0aRLR0dFUVFRIT9VEzvnZiFmfw8KaQ28TbTNjXL6VPYUBfPm3cqizjufnTkGz7Qn6CmdxpH8pMdpcMvvUqDQGVurmsrSzn1u9AdzV5ahNRxkx5naiSssZnH4tm5ZXUatyUB2MJD8ljFLdK0RrRqDLnUi8r5uILS/R1pvDjNBB/GE2giYXVy/5CVp1Gq1VvTQc6SFvUgIxqWap9Vhg0x9xl66lzR+Dq93HB7mz2ORsoKgoyH9Y9xKd/BXsihH0HF5J9A13YQ/NoG5PO89Xt6EMOc58nMQ69YRkFLBh83FMqT1oBw2k5HohupGerja6azLptSXwjWnxdLftJjRvNIf6C3F5lUzPacLTX01AeQ0VGzeSMXUqo6ZMkdTUX9/bRFWXjdsnpXHP8/v43txsGns6SNDoUOw7RGiIh9CRQpDiLwQT4umPvopITSShVY0oOqxkzI5mwH2ctPhv4N10DEOokx6rF5VCjUVfSqPuIDPSv8k/tHMZuW8t+qZSFOkzKZm/AO87S2mbFY/FsYce71Tmj70GOz7W99q4JsbMC5UdjDpkpzutg03tr5FtNfOVYCNxIRr6+Rn1jTZGzE7CPDGBY30VlP/j90Sm5LAp183YiJE4nI0oXNVkGKcy2BpNUkIi3YYUlh1o4b/y40i2eKgO9PBAeSsjE+K4fXaQV8tXE+dcRINtgDGBFm7VH8BUeCMvPfM8GxMbeKAjjZBxCURaFXgGoyh19JPjj8eWWkRg0ggO9w8y21JN/fotGEMUPHnb1wi1OxlTVk2GLp6O5AjCuv0UTUnkvae3EZ6hpGiqhX3N2wj13UWxL4Hl/f1kV/2CsJBp2K2T8eq8pOUmEWnSohobwk9eXkFedCzTIz00la5jUnIqscZBupPdlG/ZTUxPkH2+eSSPK2BMXj5mmxvTrDFY362jMdvH/1W1ocSOzuxhXPhIFhqdOP78D96dezOLb1+AZcBB36EuZmTGMGDs48CqZcy793YeO/QkLQMKtD1pqO1+7skeR2poPL6ofo52/DfdVRMpt2mYfd08JqdPlYnZUDkLy3bICAwRBE4qNoq6s1PJmZDQX7FiBYKgCcVGES277bbb+PGPf0x+fv55KTbKxGyIOH+ImyETsyHuINm8C4bAORGzpqYmcnNzpVRGkcYo0hnPJZXR6uxn3cF30LT7CV9zkB35Ngxjv8m2psO8cdUE1Ct+i2XMbDY5NpGvT4OeSEKMEZSpR/Nqt4s73A40dTWoIo7h7x/DaJcb5Q23sn5tMzXmII0DQaIjtBw1PYc6MJLR4xeQHeghZtNTNHniyA8M4lCDItTMrCWziTDPpeZAPRU7Kyi+ZjyJubESMfO+9wscu9+ny5iAvcnI+oKp1KlriUq28X1fDTFJt2LRlNBxYDUxN97ECmJwH7Xwbq+FTBqYYq0j3RYJhQU0blhPUuEAg4oCFJFOjKmtdLW30VadiEoxgsXZPgb729DmJLO1qxC3X8vCwgq8fdUEAtdRtWUT6VOnUTRjBv5AkKWlLdR0D3L9qATufHYP35yRisO+gwRVBL5DVkJDnIQXmujr+DM2fTj2uBsIU5klYqZt7SN7Tghuo5eY8Bvp2lpJmHYAu1WLwhegM2Q7eww7uSvzh2wYTCP80D7aHZWoYydyw9Vfh/ffoWVaCPZgK62DeVw9bhFWhZ+NHRZuijLxt7o+Mnb00pfdQlvzE8R54pnfaSHeoMUe/7/UdXgYWZJA2JREDnSV0vL4n0jMHc//Z+88o+OqzrZ9Tdf0qt67ZMmyLcm9UdyNMWCKTSeEHkKAQEKoIQmBAEkoofdqTAs2GNvg3rstW1bvfWY0vWj6t0bGb0hCi1/43rWI9lrzZ2affebcZ8+Zc53n2ffzQlYT5+SeQefgUbxuO6WqUQhtRlKSUuiXpbDhaCuXZOeQ54ly2NfPr1sHyEtK4+JJDt45tpq08Pm0h4eoch7jLKUVVV4lK15/nZ0lPq7uUpJalYNqwEuTP0afTc14nwVbdhX26Ys54HBxpquTwLYWvHTyh/lLUEUETKtppUyRSlemHlVfiLFT0ln5+iY06TBqso1d3bvJiFxIdTCNj4MuittfQSMvostcgUseJT3TgF8vY2yVlruWr6FQa2Ca1EF/ey0TRo/F2LOVviwfL/SlsKijhv3CBeRnGcmTS0jx+9EsWUxg5yAHBb0812RDJvZDWohqXQWL/N10v76V7SXZnPnLeVjtEdw1EabnGrEnWNj10QoW/PxKnq17ky5HAIlZSWgokatKJ5AlS8Iv76C+9256GstoEuqYs3Ae1RmV3+kiMhIx+04yjXQaUeBHpcAJU5C4Y6Pb7R6OlMVfGzdu5O2336auLr6+WcasWbOGI2cTJkxALpefVORsBMx+VFPnBzuYETD7waQdGfikFXDTsmMHu2racH8xhkJdybyLJvDd7NW+esffCmax+CO0L7V4zrnFYhlOa/y2iJnb62DNzuVEumwkf3aMg2OjxKpvZm3zblbOq0Tw1v3YqibysWA/Y2Sp1PRmYDBk4BNk8aotxsWuXhJ7zEjSOuk+VsRYSQjhaZP5bI8bi1FHwBbEq4hSn/gaNl8Bs8dOp8LVR3rdcnwqJRp7CFtYS4JhAuMWCkhNuYxjWw5xcN1upi9dQGJ+EIUql9Cbd+DevRqbQoOlI4s1FROwmBqQy638RmzBlLKILtX5dO/dQMqCiWyQpVC918b9jgH0Cgtju3Yz2p+Fq7gA2+ZPqZwqps05ioi2F0ORHXPcnr3eQLJmCpO1XURFYQRpWlZ3lxCKyjiz5ChRdxsxwWJ2v/4aFWefw/jZcwhFony0t53mfifTyzO48pV9LJuQjDb2CcZYJtY2Dyq5j9wcPT7XY3QFdHiFUzEokhBYeknotTJuogBPah5Zupl0rKvDILTg9RoJ+/wMJm1li+YA16VfRXdvGG9dG7sTBpHrSlg06QYiaz4iOEuJVxKlx5XMrHFn4BAJ+HzHXpYIgjylyyfp8wFs+a3Ieh9FH8lmYqubZIkIb9H9tFhiVEzWoxsD2wdrsT35GpmjT+XhzF1cmHkefc6jeHu6KDaNJSGWh1FnokcsZV/dZyxKP4visIgdzj7usjhIkqi4sMrCR/WrSRdfTkcszPjBY0xzh1CVprNl9RscqtaypMlLYXkhCf1WlgvbSe6fytyBjVgzqmibdRP7bHbOdfcgPTCALVDHI1MrcWNgTouNak0KnelGEnsD5FalsXHNR0g0cnKqbBwcqCEvvISx/mw+k3sp2b8PuU5CozMHiyRGUoae7kwFi0tV/Pbdz8lVqZkjDOH2uyibWYlx1yu06Pu5W7SQnx/5hDrNOeQmhDE443AvRH/pJURa/Gzpr+X1Fh9KdRib0cMkbTnnWBo5/PkgjkQ/JTelYXapSGgpY1qWjsGEXnYOg9nlvN7+MU2DHsKWQXyBYn49di6ZIiPu6FGaOh+lq7OAFrmBefMXUpl2fA3jt7URMPs2hUY+H1Hgx6nACVOQuGPjCTiLpzfu27dvGM527NgxbAJSVVXFLbfcwrx581Aqlf8xnI2A2Y9z/nzfR/XfB2YeDr//Au/uEbDg9puY8t38uv5d9oCLY5vf4eXPXEw5+yzmTMnnCz/y7/sU/XeN5+1n+9qXeeiBl9i8vxnXCTDTTOTy+37ClcuupjLl5CT5YcHM42TlxjcJt7RS/NkRmmYm0j/uVj5q3MraOWXw6gPYx5XwobKRMUId++xl6LTpRETZvDko5KL+OlLtDkQZVqzt1Wg9PbQmJxLyG+jVJaJ3hOiWh+jUvUo3OUxSGZnQ1oRR1oY0XY960MvgUDIy3VmMnt9Jasoyjm2u5cCanUxbdiaSxA1kZF9E7K37cOzdgEMcpbWvktWlFTTkCsmN7OQPCid6w0yaJEvp2b2J1DPHclCXQ+XWAX4TsaIROSmtW8t4UQ5d2aU4921j7ngXDd4CQooe9CU+Bnv66GxJISd1DsVDe4moncQSjazsmkg4lsC5BQeQ+HsJCM9g2zNPUX7xZYyfOx8BAtb+fQsdzV0UzD2FG9+pYX6ZmiLlO2hCo2jv8aBWeRiTnEQo+jTHBrREW5PQpubQI/dgtPuYmO9jm2g0F46dQevHR9FH+/EGswg43NhzNrNR18BNyUtwt9qw1fex3iRCrUthYuYV+HZuIG+xkoA6lRazgAnqPNymRDZt2MO5bivPTzwTxedHsGX0k9bxFEpBGuVdUVJEQkKjf8MBm4VpY7IwZrawydeH57m1ZIxbwBOFBxjnK0ekc+PqaKEieSwCSQ5GbQpWsYAj9W9zSsrPGCtWsMbSzf1+DwZ/lFlFPWzt2EiO+qd0E2W8vYOqTh+xIiX1u96he2YplTu70aeNI9lfw5vqTsb2LWai/R26UibgmXozux1xMOtDddSCPdbBm+VSjoXzmW1zMT5ZhEU5juyuEKqyJA4deZkgqeSXdtFv34/Ufh6lwRJ2pwpJP9CCXuHniD+LTmJkpmloKFRzQY6Uxz/dgVEsZHFUSiQWI3NSFom7X+Co3sJd6ou5adUr9FVcRnbMDQ0tVGi0GK+8gpgjxp72Bh5qdiM3+PHRz2RVKecNNNPUpEcuakB6DdQ6FST1zGVmhgG3oofDG9Yw4aK5PNK1DbtriARHE4GhKu6uPosMoYZBz3Y6ut6iYyCDFq2BM2YtpCL5uOvnt7URMPs2hUY+H1Hgx6vAvzo2nlh31tjYyIoVK1izZs2wKUg8oyYOZxdeeCEKxfH6oN913dkImP1458/3eWT/fWA2wLvXLuDKl0Q8VL+H6/JOUk1PHysfuYLFv+3lhr89wX3Xz8QUHyoW47NHz2HFQCWX3XQ30zJOcvwf2WZH37iGez6wct7v3mfZN90mWWp58t4/sCpYwoVnVHC8qmw/y395HR9ZS7j0N89y/+0zSD4JfX5QMHN53Ly3/m3Ch/ZStbEey5xRHKq8gb83beXTGWmIXnsCe2U67+naGBVRsi04F3WCDoU4lVWDcs5t34PCdhRZcrwu8hR6xGpSSgqR9PmoFUfRWwJY9TEskaeo02Qy0S9hjt/DkLgdRXEiioEANmc2UvUZTDzfjlxeTMsOM4c+38GU884jKn6BRPMYtP07cPZ24vI10OKq5qOM8ezLz6A8sIU/eHvQqctp1F/CwM5NmC6oZJ8whardNh5K92HyRyiv/YBseZRm1VTCxw5xWnYLvYVKAoEQCck+nN2dDA5MoSD/TFK6VhFOchIx6vig7XSiXFAD/wAAIABJREFUQgVXZG9C7+qhV3E+r362Celp88gtLWOsRont/XX01zaQsOQ8blvZxMycKNOTP0TiqaBlwIZG7aI6JQ1x9Hn2dOsxNZkIZiZxSGSlIGCgLNXJBsq5aWoVravqUA91E5ZW4Lb6cBd9zGfybm41zYCmASzNg3yYbkCrUVIkuZBoxwHK5gpo0Y3B3ecizxYmkJtG/c42ljosvDX3YgKbP8UtCFN28DWcqQYy/JlkiRNQlZzN7p6jzKyegCmtlvV+M94Xd5M+diEfju9FVidElyXG3tnGuKQi9gUsVGdMRSpP4ljTa1TrfsY4SZAPrV4ejonI9HpIUdfREqilVHExDomQ0sFeKpr82DKC2Jv+TnDuaZje200kcRK5os2sNNmZ2r8IUfR9dmVXMbngSnZ5GjnTKSWhoZeQSsjWjG72RcoY77IxPnMQa2g+2R0CpPlaGvuexucvoDC3loToEfzea0nsTuZIZgKGWgfpKgd7/SY6ImFMSVoOl+hYlgKr9jcQCXpY7JIMP1FOnawmvfZFNsmGuEt7A7d++hGByWeS0deM50Az1WlpGK+8CCEyOnptXFXfg0jjRObqoFqYynn2fhxDFcjtm7Fd2MZmtxJN78WckZWGTNNDy8HdpJ9eymO2RsKeMCrXIWK+qfy6ejEp0nj68adYe16jy55GiyGDeaefR6mp5DtdLkbA7DvJNNJpRIEfrQJfdmyMrzs7kdYYX+Lw4YcfDpuCxFMejUYj119/PXfdddd/5Ng4AmY/2qnzvR7YCJidpJzRMG5rNx3mMIa0VJINSkTDXBblxWUi7m9dwMOvfsIFpSc5/o9ss0135nHag53ctTHM/TO+4eDCAWzmQYZkGpKMKo571Adp3PIwV838Lc7FN/LY3x5lZvp/LtAPCmZuj5sVa9/AuX0907d3EJ09jY2Vl/Jh+04+nqwg4fVXsU1M4p3EDgqGJKwVXIRGrMQQUbPZqWRB126kg3tQK1NxmQsxTJ7M5NI8dn/eSAMupDYHvmQNLvtTbFMlcoGijGmpYmqaPkNbrkfWHcFtrkCqqGT2tYn4ff30HIpQu30X1fMvJqZ5Ec0OJcq6WoI5WryWrdjsxbyXOZ3Pi8sZ7d7G3a0HMShHYck+ncChTxCeu4z6ZjlZLQGeHtONJmBkeusuZLIOaoITkPR2MlW/i/7JEHNpEGl8RKwD9HRMQmeayhj3FsI5Xrx6MSubzkEk13FZyiqSzT00Gy7hwcY+LijIIrd6HJaIGNWG1diOHWbglCvYsnE1seQM5kgbkbgmcFi0A7nSxpSkFAyh59lozqS0JR1PXjL73F0k+5PIlQ0yKI4y9tTF2HcNoHS2oTRMxmoW4Cl8g4/FZu7QlqDu8WNuGuSVNB06lRqTdQEJgSbypgRYZ5hGssVM5mAEX6YA/x4b5w70svG8mxhYvY5ESx05ri3UpJpI9OSSLdZjGjWTbW0HOH38ZExph1jnNeN7p43EktPYPsNP7z43qYliHHYzZXoDK727ObvoQkyKFNra36JAfAmFsZ184MzhWUUehUMOgo5tBGXt5OkuRyIXYGxvYnQbdCX5EQyuR7nwfHj6fVxpk8hRbOOAMUyFfTQ+wXrqcpPITruOGvth5pkz8PR40KUbGdAdZHN4NPlOK9NyO+hzLUHVKicpW0ZT4HECjmIKUw6RqujC5/0pimYV3YYoUoeMDEWAGrsAS8SDMymbPYU6LjFEOHDoKF5hgPk9YjQaHabxIXK6XuMdiZrfq6/ltu4WtDmjKazZjmdfF1nJaRgvOw+RSkOPy8pNh/txyzwonJ2UuYRcEPbTKZ+MqPFTwqd/xg51Ec66xVxdVI7G0EV/eyPC0Ro29NQz6BOgUvWg8MzmqlHTMWm0dLW+R9B8P33eXNrkucyYdS0FKccLrn9bGwGzb1No5PMRBX78CpwwBYk7Nnq93mHHxnghaqvVOgxnb7755nC6Y9wU5KKLLuLJJ5/8n7TGb4ucjYDZj3/+fB9HOAJm34eK/xhjBMy+Ws/vDGZfczr81lb+fGk+bwqu5bEnn2Z27n9+3n5wMHtn7Rv0f/Z3Zu3pQzZ5LmvGLOAT2xFeni7Bvm0PxtQAR521KGVCXkq6Fo1Ihd4bZfeQgtnd+wiHbGj8mQgGQsxcOB9jcjq165ppkXYgUh5mUDKaQOsb7JMruLH6UpI0TjYeXEM0T4a8I4TcMoUEWQ4Lf5GPy1VL784grXsOUzp/KYK0V0iLzYAn3scpE4HqGJgTeTN3Gh+OmsIoyycs628lX3Y6MYUUQesaVJWX4rOl4oxKeTtxE1FRJqd1NyNSNLDDXonK5We68XNsZSGCPi1ijQuJ3UXdsTEolBVMFB4iWujFIQ/yft0yJFoDl0pWk9LeT/vopbzY4eXCFDlpY1JpimpJObwNX/0eGsf+hFEH7+Yl7RJOF3lJtI9nt+ZzfLJ+ZmpV5Ag/4hNnFpVHUjAX6GhRtZMRMTEuOkBDT4T+ormoOsOk+VrRxUqwhNPxj32NlTEnt6lNpJg99HeGeM6UhE6lIrVvFkPRNvIrXKxJn0d25zFSegUM5TuQHA4wrb8P67m/4/DyGhS67biTrbj9EfKa1RRItaRWVLGxZQ/zxk3HkLyTtR4bSZvqCOeeyoZxClrrxZhCHsIxD9mGKNs89SwqOY90tZqu7vfQDv0UBQdY59dhUVuRBU0MdNUjCdrQFi7FKHRBUzvlvRBNDDDk2YZp4RUMPfEu7uQqVNo99OijpEUSGPC0ItOlUZdfhsUywGl9OQy4DSQnikjQ1rJXW0lxaIBc/VGs5guQNySgT5PRoHwSibMAQ3ID5YIOAs7zSejWEJIM0i0qJT3qp9EXxRlz05tcyLZ8LT9Rh2ndsZ6gBCb060lJTUE/2k62+R2eTSzjkYQl3OBvY1QglfHNe7EftqLQpmI8dxb+HZ9SP7OMv7VrsUZ9qB2d5HbaOduk5UNhMVmtB0jX1dI0qYQjR/Vcmz8NU3IXXtcgHXorHZ2tDPhDaDOsJA6eweKKGSQnJdF25GXCjuc4Gi2nTlLAxactITdpJJXxP79cjmwxosB/rwJxOIu/Ttjpx0EsDmfxCNonn3wyXO+sv79/OIVxwYIFPP7448NFqeNr0b8MZ3FX5/grbhYSB7mb/rSCPUc7EAoFbH/ll/+9Ao8c+TcqMAJm8TBXGJ+rhhevvYXfL9+MGRBJE7j1vR5+u8BAQjwU9q8taGPby7/ikvubufyJx7jtnAosr5xHzhXv/Xvf+ffT+MotFCZ99Sq0iM9G/8G/MX/aPRw5sXXGHB7420PcsKACjVgIsSgBTy/b3n+S++54iG39/9jNte/0cP98E4lq6fE3+z/lJ7Ov4bXqP9F7p4o7Fy3ihXqouvg+nnroXiZE32HB6CvZedly9p7Xzx2XXsV7rXDqra/y/J2Xkq+HqN/C3s3P8Mv597DtxK6Kr+DDFfcwa1QOqi/KLUeDPhwtn3Drxb/irQNtBON95UlMu/LPvPLHc1HtfYIl1/2B7Q2Of9alfDFPPP4YPzs1+zv9Qn2WBv60rIwPFDfw2N8e49TM77TZP3X6gcHMw1vr3sL6yZvMPOhEWj6TT8bMZKuvlQdPhUHzMbIiQrpr9xJLiPG3glsJoybD3EuDWs6c7kN4BXLkPSIkbiennnk9yQkiWtZ30S5pRp29ibZYJfbGrfRKnFy7+G5UjkZWtNQgyYgQsclJby5FIUzhjJsLcXlq6NvoZOBgPRmzlxBJfZMUcxq6bT30x9SIomuR2XW8WjSFD0pOJ69/I3Nsg5T4phASehD01yIZNQ9HxMhhtRyX/DMCkSRGmztJ0TWzt6cU9VCMioz9eFUqIjIHUr0NidVP07ExCBXljBHsxl8gxpPg5o2W8xHpjdzgWklWu5mmqnN5YyDKmZoA9sIIbmkh4xsPIGjYTl3JxZzafDcPqS4iWSxFaSvAp2/CLu5ltsTCaMVWPgykkL8tkWP5EMq1kRfNwCgTMnDQhaNgPIEaD6NiA6g9Gbg1hXir3mKN18t1JgkZDhe9gyael2tRJSjIHJyFVdBNXoGDLcZZZDXtw2AWYBoTQniolUSzk9ipv6ZhsxdpXgODih4czgC5dRqypDpKxuayuWkb88umo09azzq3k9J99fRnT+OT0kRCtixCHjNinxel3o4zGGFMXhU5OjE9PSsJOW6kQTJIfdTBJNXnWAPjiNitWNq8yMsXkCVx4Wh1UNplJ90UwNm6iqSxi7DvbsEtyUWoq8ObBVKNk2ZXgEJ7EZ/keIgFbEzrK6EtMgqDyEOxoZOjo6YzVtCGIHoYT+sssnZ24csv5UDea6jcJehTGhlnbyfkmofcZkAtttLmSUEpNFAnEeISuOlPKWF7joZlEh99B/cSRM6kfkhKTcRY1EO6dxUPJU7nI8l0FoaaKdsRZJSlk15/jERjOoXj8rB/+Ad2XlDEu8LL8LsD5AaOkNY9wCmpVbzmMnFqzEVi91HMC0vZdyzMGabRpKT1QszH5kANTqsdd9hFtqIO/eB8CvInkZWSjdeyhhbbp7RFkujwaLhi9oUUjZoSXwTyrVeMkYjZt0o00mFEgf8aBU7AWdxO/8uOjfEI2vr163nttddobm4ehrEZM2Zw3333UV1dPVyYOt7i69GWL1/O0aNHWbZsGeXl5dz8yPvsrR0Bs/+aSXSSBzoCZhA0H+SZO2/goZUDpOVnoJIJiUZtOPrH8MDm11j4VWYTXwFm7jX3sfTBTfTVbabdbyC/pIJhFptwBa//+nwy9Md/r//UgoNseugSZt23Bn3hRMpTj/fxWVqoVy3iw+W/59QcPRF3M8t/eSmXvNFAXkEhWQb5cD9/z2F2d4apuuFpPr7/IlLi+zsBZhnz+Un3y6yXTiVLA0WzL+cX11xGqf84mG2YciHndi5nX0IVqSoYe/4d3HbJHNJUdg7cfxFT/nSQojElGL/gvYClkf0NWm5Y+Rl/nJ+OLOKnZd0z3HDb79jmSGFMXhJSkYBIwEunLcjcW57hnvEdPPiX19m2eT2HugJkj5lJrg7IncrPf34jZ4/9LqvF/Bz+5LfctPQDcn/1FA/cNYvUk5jvPyiYOT0elq9+G9/qtxhTP4Q4u5wVY8ZxLOrilmkRQt56UoUmjjTuRybz8lLK7aSYQxiHPBzW+5g7UIMkTtZt2fh7+5ly2iUYvJ3YGqFT0kF6wVbqozls7g0TiHZxzcLrEHet52OfmDSpDZsoj+yDcnRhEwtvLmXQtofBLb3Q2Yiseindsr0Ud7WQ2a+gV25A2v8ekqiR18omsCrnFJJ765nTNUiWaywxsRV5xEZs/HS6BmRsTA5REN2CJZZJpqOdMYY2etsSMQzZ8BQEkdjzkaXVIDUNIO0L0tEwHqGxkvzAOnqSM4lq23l3cBlhlZ6b2t6isGOQIxOXssaTSFF4Ox36AbyGSSzq3U9aWwO1WYsoci1nueQMAj4DimAi4Uwxvdg5Z2gNpxqPstwtQbM+E0uJmujoATRhA6MEXnp3D5F42mzqN9lJ9NvQBIoJapPxlr/BWm+Ua3UOsntjdIbTeEGRgESiINE5A7fSSWa6n9ZIPkldh5CaIbU6EWXdBgb77AzlXoKvr4DctHradQ6arVFGNSoxJqQzbrSafY0bmVc6HZlxPZtdTiYeq6Uxs4oVBTnEbEXEokNIHA6iygH0UQ3phcnk64U09Wwgav4JO2VS+uhgkenvdIYnkdTZQ9fRIbzlcyhW+xnoCVLa00uZyou1/gMy0qfRORDGoS5Dr2wjmO3DnNpGi1vB1KZCduYGiFJDYd8E9oXKMciGmJHQT+3005jgOUTMPUBPWxpFm45gLpjA9nHvIfVMIyv9KBPN7UTdUxFbkjDKzRx0i0iKVFIvD2IXuRlIL2N3ppapLjOSvg4cGjHT64YwaZIx5dWTGFrH741zkMmiDIWMFK1zkmNx0m9UYjQYGCd24DK/x8HKVN5I/ykSeyqT5NtJ7m2k0HAWzzVKODdlCNnRz4nOnk9Ng4hqtYGkxBbCti62KDvxBCX4IoNUBDuR2SajyyggJaBDYWqm4egajiWkYkHL1QsvoXjMRL5LIbMRMDuJq+rIJiMK/IgV+DKcBQKB4RRGp9M5/Dpw4AAvvfQShw8fHo6uxeuf3nrrrcO2+nFTkDjMxWugdnV1cdVVV3H//fdz33OfsfdY50jE7Ec8Z76PQxsBM+jf/y53XH8F9dWP8vJvf0KJSUIkdJgVv91H2W1XUnHcgeJfgOrfI2Zxe57/NJXRV/M8ixf9mvXyap588S2un3rcJjL+nV4+JuXSRXNJ1yXQuv7XnLPgaVxzr+EvD9zG4vLE4X6WTX/mp798kM3WTG7920puX5iO7ASYHe0ie/aV/O3pF5iX/6Wv330czNZ6Qow791b+8qcHmP6lCJS7/jEWjv4VCVc+zaMPXcHoL47fvv85Lr7oVtaLr2XLrocZ56/h6buu5+6VDi645288csV0NAlCAo5e1qx6lcCoyzm/6jhCnUwqo/XYOj7b34k3YGHtX56DRTfyy5/fwsS0k5v5PyiYOTxe3vnkfVi5glENTqIZqbw4ppgeaQJLJgowhA9ikGbSfKAGscHPu4YbSDSH8aolmAUNnOmpw6AMgnkBvoM1JGWNIl+pYajXR4vYQlZmE43SMMstubhEVn46/nQs4X20uDUUeXvwyUajPywlcUhE/rWFhAe3I9zWjsbZRbBoGdb+fSS69pIiU2PLlKKsP4JEqGb5qDGsTJyAqXeI6Y0dZHrGkSDuIyrrob+kmqglCU+KjwTRYY6Jc0n0HWWmuoVgk5Jkfxf1JQoEzdPQlGxDktSDvDeMtX06guQppPlXcFA+mgTjMdb6z8MrVnBDw5uUt9o4NvkKPhGmMdmxBr/EzEatkSmDdVQPiOhOKaRL5afLkY7ZVUh6gghHdoTDkiCXudezLM3KivYuYutGEcoyYR3XhxIJU6XdWA8LMZwym/pdPrC6kYfGoEqM4S1cwcdePTeqGsjfL6BFmcsTSSpCQgU6dxU6RQBJiph+iZaSgV1ImgK4x4xF07WJqL0TnfYn7PBmcIruAK1pYVq6pUzsiCKRlVJcJqK1aR3TMqZg0/TQEOliZt82Go25vJxWisBaSIJUg9BjRi7zYRpSoqoQUaAXcLhnF7HOczmgMzIkqKUyaTcDkRLSalrp6VHizJ5KqdSG3QMlAz2MDg9i6fyEIn0ljS4l1qQJ5Is78GU72J9Wi8epZXxzPgeyFQyJN5NjrmL7UDkGvZgl3qMcmXcGU23bCQ0KaeyMkbutFXvuaNZOfJ+odzGTjHupHOgmFh5LyJyJSWZmj7eVPC6mVWRlUOTCnDuOXZmJpLY2kx0YwGmSMLPGh0GehylzD1rXOv5kXMzozL3sHZpDSZ2MzPpuomoFUUWE0d5aPForGwRq1k05F5PDwDT5VpLcnRjV5/H4PgFnpFnR1X2KsOJM6jqVTDSaUCqOYety0Zl9EIssG2/QwUzHMSTeagxlM9B2RhDpj2DbsIqNplJ8BjXXLlpGzrhJI2B2ctfMka1GFBhRYPjGLkY8chaHs/i6sziYxdMa446NcTv9eM2zuNV+WVkZ1113HUuXLh2OmC1ZsoStW7cyefJkHnnkEd7a1MH++i6EQuG3pDJGsHce5JO33+Oo/V9OgUhO9qQlXLqo/N+swJ0HlvPHFS0UjZ/PWUsqMfz/PHuDDbz74Sr2NydywZ0XME79FZGIk/0+3dt5+NV1DLrHcM2D53ASS1lOds//J9v9X4FZfJ7H53F8zsYfKEybNo3CwsLh9NyvWj9pc3pZeONTwxpdc+40Lj9z8knq9e+ujLba1dz982vZGJ7PnY/ey3mVaUiF3zL8V0TM/nMw87L38atZcu8KUu+pZffNRV+705U3pnLJqnR+8df3ueOsbL4845uXX8b0yzZQdcNfefbPS0g/AWbOcp5a9TZXj/kXsvwCzDanLeLF955jaan6n/a7/4GxTLyvjinn38yUf3KVdHP4/VfY0DOJl+rXcbr1fe645io2F/yadx/+BVUZx6N4X9VOBsz2P7mIs+4+wNgrb2R2XgnzLj2LItVJnnbgBwUzm8/P26vXoH3nbUb1NeFJ0vJc8VgsKg2jJmgZFduAQmDCsbeHQLKErfJzsGPAo4iQN7SNiZJeMkIO6JmD8+BhtCWTGJVSgr92H7XiMJkaCw1JvbxuqcIhcbEoKQObCcLBIMaAm2KBHParELpVNM8KkCk8RP4+O5lCG86EBQj3r8Oe7ic5Q0xMoydqO4ZEPsTK1Co+UY/G1K+noLmXPN9o8sTN2CRt1KeORevMIlbgIVHQzU5BBomBbUyUNRCtUZFpHcAyXcfQwblIx62F1G4S+qO422biFFeRp/2AGkEFElMTtYFTsYbELG1eRUWzhbbKq1iuTeCq9sMcUVo4nCgkxeFlgkWBwGhnVc44jG2D7LdPp8goxpVlY5/UxtnCbm5Ni7B61wY6951CQCNlIGcQnUzFVFMLkiNmQlVzaToSIzAoQBYsJjOxB2feGla7MrlOd4Tc3XJadHm8pg3jQ440NImyYJDmDD0erZBK+zbEdQGa8ipR2PejDNRS5v8Jb0lzmKPYS1O+mHC7jwmdYcLKKrR5foKBjyi0TaJdJsej72X60Me0KdX8VTMOkWASKQojfmszqSIRWpuKWLWbImOUA937Cbecx4G0ZGSKfWTLevDHlIhremlmDNlRCVUJfbT4k8ly2ygZ7MLZu5ZycjkiSqcnZTzjwh04U+2sy64j05dERnsau/VSwrIDpLtzORwaiywtketa32PfGZcw2bOFoQETDZ1Okg4FCKaaeG/yxyj9CzhbuJGsDitO4ySsrnIKYg6a3WtJFf2cFqGZPokLS954jqQlIjlWh0m4C4kin3lNUZQJBSQZ1yMI7+YZ/UKm5qxnY/hspIFUirfWUxASYxE7KFN0YJenU2t2smHWGch8USaLtpEZ6UEinc0fD+uYYTST391EQDsWj0POmORkpKIGsMXoSl9Lk64Cn9/NbPs+YuHxhLXFyHsHycuO4F71HrvyCnAbU7jsjIvJrJzwna4aIxGz7yTTSKcRBf4rFfiyY+OX4ayjo4OPP/542BgkDmzp6elcdtllXHnllbz++uvDKY56vZ4HH3yQA/0JHG7u/w5gFqJj9+vceuGVvN/6L3ILpRjzKpm8cBFXXfFTzhzzj/KuXa9dRNZlm5h31YP87blLOFnX8ZM6wS2r+cl1t/DyZ8W80fsaF6V+VUjjpEaGfY9TuPhuWvqWsSn6DN9kIHeSe/inzdo++zOPvrWD0mte54ZJX39j+33s66vG+L8Cs/jDhHhB9dtvv304IlxQUMDixYu55JJLSEpK+jdA+yHBLOzpYtUTt/Prhz4mUjyR8nQdY6/+G/fN+4Y0u+8FzKysvP0Crn6yjeu2NHJv9RcLt/7tRPXzyKmZPOVZxuMfvMYZ/7K+ytH6POfm34Pwigd5+qXLyD8BZsobaNr1q39/uPAFmO2Y+AhH1lzLPw83yFvLSrhoufVrp5xUfhov1X/KxLYXuOWyuxFe+gx/vf08cr4Bmk4ezKI83L6SpdqvWuj3n/0qflAws7p9vP7uejJWLadAfgA3CTydMxm73oC6WMIEyRpEQTHqvQKsWcnslMyiQ5mMXB5i8cCnCFQCikLN+JvGId7fgWzsOZSmQbTzILv8MjLd3XSMCfG6txRLLMJpUhfajFzk8jp6xSlM8YdxHUkibM2kLnkNJNYzq1nFOJmTnr5i3D3NmE7TkZosoq89m4CzDunYZj5WVbE2IQ+jtYjkJjtZnlSq5C14w03s0RSjDVcQzHGSpz/I4VAuyb6DZCQ0EduhYbSlG8+cNLyHL0M0/h2CxhZEFiGhntMZ8I8mJ/XvdAwVEU1uxxyspC2QwKKm9Yxt7KZ93DV8ipcLB22s1bgIJQbJssvJdAcx6ffwaNkljG/cz2rLfAq0IiLZPfRHeshJMnKnysHm2u184F2GydaGStaFWmUiM9FFbm0t1qIptHUoGLLLkPnTyEtsozd/L+sc+Vxj2IN2sxizPI1NSRGCEQEx0WmMCQ6xLc2EXONlVOAAsUbo0ecj9B4hImxh9MDlvJFTxqxAPS0FUtLMh6hoEBIwTEJoMqPLWIm++QK63BLE+nbKwh/Rbwhxr2ImwbTLmC7xMDiwE1NQi6ovCWdhJyXJQ9Q46wm1LOVIhgmdbC8pTh/iRB+eYy4aJFOYbW5ktMHB4VAFcmGEkuZ6/D2fUOhSU2McTVfqOCZ7emlODbEufy9n+gsQdShp0PnR6ToIWDJpCBcSyCnkvsOP8emMS5gcPozImk1bdxfi1mQihiCvjl9DoWcqSwNbULe76c2ZSu9QJRVBGV7vS0gE19MoczIgs9OcWs3RxERMLQ1Mb/kAV/FkxncJEUqySVGswydu5f2UKZyeupvPpPNojxUxblsLE2wOvL528spdOHUmOg5pWDdpCtGYh8m+BjJj3QSiJv44UEKh0ssMtwpnxER6JIhBqUYubEPvUdOU+S51pmKCASdZNg/e2Hi0Xi86i4XqXCPe9etpLpPQoyhm8aKLKKia+J2uFCNg9p1kGuk0osB/rQInHBvjhh7xVMUTkbOBgQE+/fTT4eiZxWJBrVYPpzSeddZZ/OIXvxiOrl1xxRW4lOV02YPDRiDfbP5xAsx+hf3027n1J3NI/4IPvNZ9PHbNT1nRoyFt3s9448FbOLX4eKpVyN7JsU4PamMqGRl6vliG8v/nfAVddHX3YnPLyBqVhV7yv79p+58v7rNS395PIKSjYEzGD140+NBzF3DenSuY9oyTl5do/v/o96W9tHRbuPg3rwy/86sr5nDWqWN+8O9wIiocf9Bwww038PnnnxOv7afVaqmoqBh+L250o1Kp/id69kOCGUTx2fvp6d3JM5fdwdP7mxCllzF90o08+t5tkSMCAAAgAElEQVQ1fKXj/fcKZnZuP7CHW0q+Dsxa+O34UbwhuoqnVz7JrH88Hxk+V67+t7gk9Vb83wuYdfP8GWP52cZCfvvhM8z/CjYVCFVklmQyuCMOZg+guPopHrn5TL4hYHZSqYzHI2YKnra8zRlxA5T/ZftBwczm8vP+2+swrn6FHEE9npiSx8sn4k40IE20MUG5BUEgQtZuOZ25xawWLaZblUKhroOlvZ/SrzNQKq6hr7aYtO396LImUJU3hN1jZueAntTeXqzjVbySOki3N8q53gQ6s2aQqt/PkExEYqeSds9kMvuSQL4OT2wL+eEIs72DNJrT6fELKT9Fi8kkobUlk7C9BeXoOj5UjWerQoXaOY30BidKu4QpgnZsKT7WacuZbM7AnmylNG05DcESjM4ulKIBIrvVTPI34JuswnvsTuST38BNM9J+ISHxIqy+0aSm/J2mwSzEKW2EfYXUCHTMb9xERZ2dw9UXsXuon7nOBNYYoqi1A+S6EjD5PKTpdnHbuFs5q3E17/XPo1LaRDjThSdoIaCbyGmdDdRmGOiy55JqraFA1EKCRoNDnkVlq4HBxFq6HSaGvAkovXqyTb205tWxzlnEtcYtKLaIGBSnsjsZJEEPEuks8uVRdqdIyQybSRJ1EGuL4REkIvY1oFa0E+i+nFdPOZ2Z3W305EgoGNrMuD0RAqZqMox9CAs+JFp3IfZ2ASrTAHrFFgKmXm7TLcZtuIClgg4GPXsQe9MR9uViNtUw0eSnb8hOXd9MutO0pIjqkPUKUOXZMTckYBblMq2jhnS9kB5pJSZJlMz6Wtz9H5FuD9OVVE2PfhSV/iG25Eo5mv0pV7iqcA+IaDd2U2b00t9Vwd6wBm9OLr879BjvjDqLGfF1bpZM+vrq8JpLcBn8LC9Zx0RXAecO7UXYFKWtrHoYprODBkTRx1D4r6FZ4cUmNnPUOIljKamktzZw6eY3qM/OpVCSR1ieQZp4N2FxEwcyMig2+lhrrKTJXMa42i4qB3uJORrQT7MTTvVxZMdEavLGMyTzMn7AR0akBXe4l0eFVRhiRpb4tARlCvIjHlxhERphB9mRXOqzXqHOlA7BAdS2fCyicSSajyBxt3N6QgHBhjY6iwbpNpazeMFSCkZ/tz+1ETD7X15hRzYfUeC/QIETcHbCFOREIeo4fMVvZp999lnMZvMwfOXn5w+vNzt06BBjxoxBXTybkMSASCxm+yu3fYNaJ8DsTqLLHuPRO84n9wvzuFgsQqjnMM/8/kZuen4PC+/9gOdvWTRsFDDSvh8F/q/B7P8iYhaHsLgLaXw+t7S08Nhjjw0XVo+/H09jVCqVzJ07d7h2X9zIJj6/7S7fD5bK+I8zGSU0FCAUaeOvp5VxV0sB5z/4Hst/+hX/698rmG1i8btDPLtQ8jWTKg5mBTwXPI2H3lzPxeX/3M22+w+cOulJkr9XMItw7+d2fvO1GaNBmjfHwexnuM56jufu+SlF35DPfDIRs2hoiKGQAJlCNlwj7n/bflAw87gCbFj+OdGPnyYz2oI9ouPx8ROJ6JXkKI5SIu4koBkiyyriiGgin3vn0iNOpDy9gXnmbViVOkpFTbR25lC8swWxdgLlyUak0j0c6zChtNjoqNSyqeAIvT0CJigzicnKSUquxyw34G5KxxKSUtyXSUJwFT5xP0k6ON1iYf9QJla3n/GjYiTmqDncmUbY1klyXjsrNRPZZYihcC2krLGPqGeIEoZozxFQH8un2u3Gm6xnjOlpDkYqyOjpQB60Y69XM1naQKRERLDxjyRU/Z0asYVgQEl6OB+vrYr09JXUm5MQGHrIlkmoVcgZvauZggYtGypPoc/RxjSXgt0pEmyaGEUOP9muPpyJXv448SpubHiZVW1TMcr8hApCGD1bQDeKvsholAyQ0jBIKFHO2OBhRIow/cGZzHSMoVX0Nu1hDdGAmsJgAQZTPzVJe9juKGdJ0jrkO4X0KbI5pItgjPSiEM0iVa6i1WhjlLeDsHiIkBnC4QTEgRhqnQtzWznPLjybmS3ddGUmUOjbzPQdbiLaAspMu/AWHcbTfhqRWgGKiA1JaTuCjD4eFsylQXsmZ0Tb8IXbGfJnkNSdQ2BULaMMHuxdITY7i/HqhegFDpxDBjKTG2hry8Iv1rB45zqkicnUG6czyxdF3nOE2tAuaksnkmodQuUUMcYf5lC+kJ70zzjFMRmnS0yHqZaMDBvmzrl0uA04U5TceuxNVpkWMU5lIj/oZ8Cyl3CjmpbCdOqSWygLixgv2MZgUxqOslScgRL0wXT04idQ2pbRIXVjkdjpSSpnIEMGTUMsW/MGjooCFLJReIRGksUNyDhKd6YIhTaLD1Ny8dSlUNDbTaVlkIinHdk0HwkZFj5qPA2/qhqzTEB1e4BR0hoCsXbeiJUTHSplkTOKXhRCKY5iRYwq0ssocTFtuS+yO9lAJNBMib2cXskkgr01OL37meQzkTXUT2tSAn1ZM1g66yxyS0YKTP9vL54j248oMKLAPxT4V8fGuJV+PFIWNwc5ePAgTzzxBPGi1PF+J1rcvTF30rnoMsuRSKRsf/XkwOzEeD07XuK2n1/HO84L+WjtIyzMM2LZ+ltOW/QmZXc8zTO/Oh19vHPEj82ykqtTl/L+FxuPPe83/PWhe5ieI0MYN6yNRRmy1vHBE/dw2+8+oPfETsbdwe7P76LKoEDkbuDlu2/mVzUlLH/kLA7cvpjb1jswFVTxwLv7uCp7Lw9cdSMPNUxkzaYHmGxUQsDKphdu5/LnHdzyh3sp2ns9Fz+8g0Ef6DJK+M1r27m2WkLfZw9z0e2Psa/FhUAo4qzH9/LKlWOGTQuGW+/fuWDKVbybcRdt225i2MzbeZi/3vRz7h+YzrqHryT096VMuXvPcPfE8Wfz+0ce5/Kp6cOOdMdlsHJoy3Luv+ZGVnb841wufamFpy7IRq8Q4Tr2Cb/6xbU881n3P0/3lFFc9se3eeXyCgj5sDoaeOn8mfxqk/t/+lWcfQsP/P5eZherkIqEEA1Qv/JOFv9yD2f9/l4m1vyZm59YTacHblwb4/E5X/+L+jYwO5FWG089/Lp24gFCvM+X5+E39Y9HguNR4HjNvviDhoaGBp5//nlqa2v/ZzONRsPPfvaz4bWUQqmCJb98gfgi7u93jVmM0JAHnx/kGjXSLwjAtfseppz+Ihk3v8Bbv5v/72sovwHMXrk4gZv3T+KuJ9/hllmpfFOsp+bFpZxz+7u0zHsZ2/MXDc+NeAsPuXD6Yqi0amQiIbsenMb0v9o4/94XePYnE1HFS1HF55rPxqe/PZ2z3hRw9SNv8tTS0n+4Mp5UKiN0vnouBVetpuSX77H5rtnoFf8AxqDbjC2kItGgwHZkFffccD7PhS7ig6fuZ9HYtOHfeCwSxuO2E5Vo0Silw35o2+4pZsYfmjnnmXpWXFX4jZocnwBRhlz24xqYTCi/Lpj4H/xZ/KBg5vO62bbybQJ/fx9TsBv7kJZXp0whyaBCbdtOmtaOMCVAaiTC1sBcDnWNwRbRYBjloqLXhlJpozTYRY9Thrz2KELNNCbFkhhKrEfcHyTo8LG3IJWe7N24j5VjHSdlVp+I9Owu6hVV2LpMdPkPUNKRjlvfgso9xKSQmlRXLVv0GXg9dsYbBEjHZtLUrcRr76Tc2M2nhsnUy5OIRsZT3dKLHyt6vwhLmhXPUBp6kYdQUgVTlA+zXzCNjPYWUr29mM1GUpIt6OUR1gUfpCjjU7pDdpxKOYUeIQn9o0lK38O+vlRkpn7KEwKYZV7SDwyg7RvLusICPIMtzByM0JKZyA69kerefkq8x6jLSOSvky7ljoZnaNufgkOuxVotINe5kQydluXGSzlj8C18Lck4TekoZF2o5D6SOyZSEdRgDe2hzT5ITGRglLQKfdIge9QHqTNXMT57BdK9Uno0OdQqwyhjZlLCU0gSZOBV15FNOy6hBLHLSyQixiUuJosIdeYYr556DtO7bViTBBR2bWdCrYdYoo6cxB14UnsQ2VIRNKggIEavbcCf7We1dDKr08/g1NCB4fVsgaCeU5tzaS+qJZbcScAyRJOrnJgqigIBoWg2OboN7Osqw6pJZfHuT0iUqziknsXkmIzE3iPsp5FjhWkYHSIM9iBlrgC1+TGGUjZS7pyCzy3Eqd2NOtvBgf5JCB1FRDVCzra0sF06lWq9gIyhKO3uA6j2WenMLuFgvoXicIRS0X66usugQIrLm06WP5tE/orUcyYdAg9W9RD2xGLsOT6iTSGqN3xKZmoiXu10+kVKjJJ+9KK9WDJkaITjeSlbjmy3kCSvl6peC2FfG/KZAhKy+3jJshC7cDJmkYiJR92cptvPEF1sDhYjGhrFWHsIVciPKEGIVxpDHRgkJ6EUZ8mbvGbKRuqr4TRnGl2iiXRZ9yK31TLa6mGsYZC+cBJNGVNZeOalFJWP/k6XiZGI2XeSaaTTiAIjCnxhCBK/4Y3fyMbTGOMGIDKZjMzMzGFIi9/QxqMPX26m3HFkVS5AptQMR8y+viD110fM/mc8bx3P3XoTdz0b5M79b3JjZTrWrwAz176HOH363bRmjqUsJW5PEGCwPcL0Xz7E/decTpIMgtZjPHH9Iu5Y4yQ3v4hk9fE7LkfrTromvkDD+5eRdALMtoQ5RXSUPf5ssgwStOlFXH3/CywyfQOY/XUrulAIeyiB1JxEJAI/7Yf2E86pZtb4Yg5v2gjGLHQKCbamrTSHsrnir+t4/OIihm8/vwnM6gOMq61lf1IJFelyQj47nU1HiVZcx3NP3c+C0abhJ/udr11E4fWryS0efdwuPa6EuYF9jRZm3Lmdlb+bjKh9J08//ghvfryFunYr2oLJFJnEYMhh3jX38pv5afR//BfmXP8wR4IpTC867sIX8dlpb22iN+dsVjz7KOdUpyGKfQFmP1uFNs+IyD5IWJ2MXAxLHt3CTeO//mf0bamM8Xm1ffv2YfOZb4Ku+AOD7u7uYeOa79Li0bF4fb6+vr7h6NmJKFp8jH+FwNzcXH56zfW8t8eGTKnjmnOnf4/mHy72v/sQf3mmkyk3XM3o4zKz7aEZ3LevgiufeJenzvsKU46vATNiMbb+fhozHu5l3uW3cNN5Y1EasqkuSkf+VSm3g9u587wreXBTA9N+tYLfLzjuzd+5+Sn+uF7Jn158iPl5RhwHn+PCM25mjbica35+CxdNOG5N2Pv3m1n22DEqF93N0y/dwfj4E5L/1RozoG8VF0+5iDftGv4fe+cBHmlZ7u97eq+ZSTIlvSebTXY3m+29wVKVIkcQRf+CBRREEcRjV2zH4zkoCgrIigLS2wLL9l6T3fTeeybTe/1fE1hdOZTleLhOIe91zZXd5M03+X7zzjfv/T3P83vW3fg9vntJyV9f0obffpS7Jr5Dx64vkhsaZfuvvsVtP/gjsY1f55c3bcCgEBGaGeCx+3+KcOt9/OKWVaQrQCceux7LtY9iWf8N7vv2FjJUGbNRfqtO9g7LZZwnb76GL/5+nC8fbefu2n88ZnZeYJZeiGnHpPRIL870BbaysnK2V8m7jaDPx6EXH8fX9ATqxCjxLj3b6rZgT7kRSlowqj2YDFEMKQM7UpuY6TAgDIpwLpZS7HBgUnuo94YZCQ4R7+3Ga7mcVQEbE8o2ciJOQtNhDpuKGMtqJru3gJZVCmqmXJRlRhmU1BFyhhgeO0OBs44Jgwetp5Gtnij6ZB8v5tiJeTyYpeUol2TjGPES8I6xQDHKIdNyPN4FTBtNzO8bJ6wcRunSITAOMxkXI1JKCdvWs7rr54xKi0DnpircjiuqJ65JYZkRck/OD9ki2kFieoSQMki2xEuZMwuBTsYLw4VYs6awiUI4EzEqHb1oXBW8Zs5mJOzm4p5xnLZi9pkyWDjajTU6xHSunp/Vf5Ibm59AdizMiMpEa30mue5jLNGGafItpkp+gklHMSPGDKaMbgyqJAt6rCyQtxHqz2Kmq5GEOgObZQMZlhl2KfsZG1pKadlvEbYpGZcX0a0L4EvGKPXXYAnNI6xuJUN1hgAKdH4n8ZQYp2Y5NZ4kOyIhnp63nnpvELllHHtnM5ZhPYkcHaWiJmLKU5iTUmLTmUQjGqzTZzhdYsOtyuaQbQlFNDKRsiNMKriwo5T+rD4Gi46Q9Ptw+1aQVIoQxtSUhAswy5/lJfcCZgw5rG7eTWZKyZB0KTGbkWW9rXQk+nFoppjfI8KlyMASF9BaFCSVdYBK92ai3ggS6T4kuSleCRdgm16OVBahThDnJUM+FyPG7BQwHjyC/tQoPUU1bC8fYK1TQ4GkkSFfBQJ7Ji2iIjYNqjAEHiBbuJhW4kxmpIgZ85mxeXC0KPj4y4+jU4uZqriaEaUQhSSEUX4cr0WKwL+RwyXjyI4AgRS1Y16SsTEy1kQR5Y7ye/dWIv4ixnQG6k6F2KRrYowgrUkrmlAJan8cfTSKWinFLXSREfNhUJYgLn+Jn+jqKJpu44Joih5RDS3eQ5Q7O6jvg6bqBHVDbobsNaz52JfJq54z/zifD+W5OXMKzCnw/hRIb1bTNTk33njjbG+zs0OvTzcFYjbqcO6QqQyUrrkedYaFQ4/c8Y+BGRO8/N2vcNs9jVzx7HZ+cEEBMwf/Y8Ts4Pdr2fS9MT7zXBu/usgEuGh8ZifDmirWrqtEK4bBZ29i5bV/wXzlbfz7d25nZeEb5NL2+C38hs9z7zWVcBbM/u0V4pVr+cHvnucLy8+pv3K9C5jd/DDhyhVc/ZWf8YNr61GLx3nkc1u57cFmYpZSll53J/fedhWVFjWnH9rERz9/iuxrf8K2+z5LcZol3w3MHtmPfvlH+cy3f83dm7PxjzVw/13X8cNtUj7z2O/55tV16IQwc+gBfrjDzVU33sEy2xuvivPID1m37jsMGz/DUz2/ZX3awg94p1TGyNQBfnjDLfzySJy1P/o9L3xu6ez88HgLj917N9/53Q4yrnqIF35+NXZ5/I2I2Uf+hVFrOTf883388yfW/RUK322lvVvELL1HHRgY4M477+TJJ598fwv2v3h2SVkFZC3CmDtvFsxuuGz5f/IZ3urKGGLgxNP8+PPf5fFTPXjePKpQVMk1d9zKHV//LG81NZyd8k5gRoqxnf/C1Tf/ramy/ZP3cfAXnybP+PYQMnP4fr7+vV/y4GsdfzsndS7Lrr6d+378aWrMalJhH8ef+DbfvPc5jpzqJ/jXmSVc9PkLuPqG73L9LJX9F4BZGgy3f4+v3r+dQy8c+1tUGzAtuIiPXvMV7rlj/WwUMThwhEd+9SO+//Buxp1v/lViBda6q/nmD77BpzaUMluy2vE0V3zyCzxzPN2+GwzLrp1tMH1t3Rs1q/9x9POH667j9sc7+fTuCX62+h8Pmb0nmAWDwVRfX9+sE036zle6oDedK15RUfGeYBbwBNj76HamTj1Fpq0JeYeKH1d9jogkTGnGy+RGZshUC9H6FrNTWUVqWIk9paa1eIIC9zQCQ4CVASFToZM4RpR47B9h66iY8fAhssQQTjdu1pcwLj6NJpTJ6c1ZWGbaqE/oZjftibCDib4hNPIlxGN+krFDXOwcI0s+xPPWbIQeP8pYPVlLtIwOBwn6BqiSu2m0biQ1XU2fRUzBwDBS/Qii6RykskF6RDGEapCaL6D69DZCSSlDS3WU0Y3KFWDAa6c0EOTHFV/l8tBBFNODJBITBDOmsIV0lGJl20QNBouPXPEog1EziyRDlA+keEGXy7BAxeWnTxG1VnAgw0j+eBOSQBSJVcSDiy5nXedhKo/3MKDKpql2AXnOVubl9NI/VkaeYRiny0aPVs1khhOlTkXdaIJlxp14Dy5icsBBUqkh21qOJtfDEWmESP8abGX3EO83MykpYdg2ylRSRJmjjkzHfHymMyjsDcwEsyiZHkKcTOE1XEqdI8XvFUleN5cyLxnCZunEPDgw22BalaVArJxGJtiLRiJlTKzD6DSQNdDPY4vqWBKdZFS5iQlxK+aUiwlNHos7ChHKZmiaf5DhmJtUfDNxmYCQN5stnmwyhI/xp/hiQuosqroOYkzqCMoW0FOaxZL+fqbCXXjppKpHjlttxpCSsH9+AIXuAMvGLibmd5MlOkQ4X82LSTNl0xtwC2LMFzvpE0ioUVYg9QeJufaiax3nWPVCdhQNcdGYhhz5KSajhQh1xbxqrmZjj4iFjkbyFCL2h8OM6CVo7Aac6VrHMwY++cqjKOMiRpZ+jH6tF7lIhk7TRdAsZmRyE9LKMwj3CWctpu0+KSKRl4LFboSWUR70X0h+Z5LGomrKTwdZauhiQqhnKAHCUCH+cJCScBKdUsWQqIOsOCQMOqwFJ/lLvAaLc4DlEhn9qRzaQ0cp9nZT22ng5ZVutjS58VgWsuL6r1BQtfC8PizmImbnJdPcpDkF5hQ4x0I/nfaVdl986qmnZqMN6X1DOiXs7UY6QpZffzlZxYs5+Mgds3U6bz/OI2LGFK/84Cvc+qNTfPTpdwazll9fQP1trVx42z189+7rmPcfvCyc/Pm6edx02MLtv3mF72x5i4vB2T/wLJg9OsY//fIBfnzNYhTiN9IEZ8e7gdk39rPx+7/mh5/dQlZ6R5hKMHTk53xsxU9IXXsn//6LL1OfDt2lk6XiR/hi7gYOlH+R+/7yM1anWfLdwGx7iLv+8ixfXWt7s12ll+OP/ogvf/G32L/5F35982Yy39FYsYXvlS/mF67N/L7hea58E9jeCcxGdv6cT3/524wuuY9Xfn0tuenw15sj1PMSX73pKzzYspzn2n7NBQbxG2B27WPk3fQd/vUbn6TKdH52LO8EZmcNOtJg9tOf/nQ2Uns2YvZ2kbP0PjZ9k+BssOF83rhpc490PdnZVMh01C3dq+/cNZ12GU03Vd98wcU8tGsIkVTB565e8w+AWYD2V57g5TMC1n3uBhbN3tfw03t4L6/vOcPMm3+4WFLHx+/Y8hbHwnPOKhFiuGkPLxxwMn/LZpaWZb4RcU1HNcNemvc8xssNbzgbFq+5houXFKF6pxKy9KS+V/nhY6f+9gT6Ui68ZCM1uYa/1VfFfXQf38Wre1r5W3y8hmvvvpj8cwUP9PLSn7bTLK3j859axhu3bs4Z3jYe/93LjNg2cOM1C3l7y5kk3okGXnrwNfrP+VXrmk9yw8q/89CH6Wb+9PweBibfTLeVqClYvJXL15Xw5v2H2SPMHH/kr6m7maX1bN68ibx3NFQN0rXrWbafCrP8M5+mPuOc9//5LK63mXNeYJbenNXX1yOXy2lubp4N5dbV1Z0XmO368+tM7XsSq+0U6mE53yu4jW69gU3GP5If6EWn0KD1bGC/2oZ8XEmJQMDpwmmqp+MMZnipiolR+A9ywleNP3sdXzzegdO5n1hGPn6/j6gqhxlRBwlLkl3lq8mL7mT5lIJR2WqCogDjQ31IDBWoZ5SEEw1scPRj03Wz02JA5Q1jmS5EvTKL1hEpQXcb5fIw7YVXYJ0uYWdunLL+ZnIMY3gna/GJhumWhlGrQlg0K8jveZoxXTZN8wrISjrIaxuhaaaEWsMgz+VcxYXRXjSOboKJaXoz+5AnBVzqy+d302tQ2H2USrsZ8RdSK/NRN9TDE/oqPDILH2ntIqDVccCkRz96Erk7gd4s5OXSVeR4B1l58BR9Wjst81dS4ujBXnKciZE6Mgy9dEurGUupkYhaiRpN1ExHWZL1Cq7XbHTP5JBSa1FlusnIjzCdsJAc3UC26fvEOo0MZJRyqiSFT5Bg2XAZpplCJNZXkRZ30TNVSv1UF8p4iEnNDcx3K/muRUZjUkmpMklZZhOGkVHmt4jJ1gYYVsfR0YRE4ps1EKkbzCblkvPyYhMfnR5gOvU5muQnWBJr5ExmLbndFmyRIE0LWmgQjyGRb0EjcOGdKufCiXRT50f5AyuISoyU9J/AnsjCp5vPyVIjRcMzWAYOop3cT0RQhkNnRpVUsn1JDJW2n4+eKSTpm8SibceVp+ellJZU6jJSngQLfD1ofdMo89bM5vEbJ3cg7B3n5UVraTWcYPW0mkJJK4GwnYS8kl2WfLI9Bq4biJMn6+GIY4h+pQJ1tR7vLJiZ2HTsz8gicgIVl3HG2IclrkNlmmZaZ6BpZhXFpcdI7fCh9HvQpgpI6ZNUlE0i0o7wb9LLqDsyRUtxLbbOEBWmHmZEZnyRMJpACYOyPmpmJKDU064+NAv7w9l+6k1OBhyLcMYHKJJriIXktCdPUhyaor69msdXD1B7epSUfinL/99XqKiadz79pZkDs//klXXu1+YU+BAqkN64ptO9/H4/o6OjtLW1zUJZGtTS/z8Lael+UOnNbXpueuisZZSvvY6Dj9w5C2Zvn854PmA2xFNfu42v/byNa7a/M5gFB7dz66Uf5Q+dGSzevIqq+fVcd8NNrC56M5+PPn5YX8r90Su59/nHuWy2gOttxlkw227kV0//jCuqLX9f/P9uYHbPEDfe90tuu3TeG3fqSTLW8gA3VP8E9Vd/xr/+7Epy33zKZKKTby5ewAv68wSz4+U88eqP2ZT7ZmSCBL2v38utt9xG7GPP8dDXLsP6pjGKf6yVpx74Pq/+NQgSpHvPdnq56DzALETDH+/mC19/nNqfvcYvr6lGfi5XR1v59Sc/z7cfN/KrqT9yTYb0DTD77G42/vDX3HPjsnfYbP9Hrd8plTG95tKANDMzMwtLaUBL99Z7p1oziUQyC1nvB8zSe9800KWf5+jRo7Pwlw5YpNMh0+s1bfyRdmdctWoVRrOFm3/2HEKx7B8Esw/hBWTulGcVeE8w8/v9qWeeeYbly5fP5omnL7Tpxblw4cL3BLOw38/hZ1+ne9frmLOOkjGU5B77zbSqsrg0+zFsgRHEEjU23xJ2qQoxjovJTw1zsMjM+kEXZ6wRrGItlY5dvCpahCtjGV/afxLt+MtMFdbgdPiIqpX0G11UZIyyrerjKOONbB7wMCxeSYjuJoMAACAASURBVFw1zujQAE79YiyuFFJ/KxvG21HaHZzUqNDGhdiHLGhXWmge1RKZ6ibTEKK5+CJKZ8rZnhvl+vaXydNP0uS8gK6Uk3aVD5syQK6iBuvgs4yabBzLq8IUc5PR68A5qkE4T0JAXE6lZIrssUaciRCt9kFEYjcfdVZx//gFZGWPU6ztZcZpYZ4gSaWnk23aOgJSI9f2xfCKUpzOFGPy7CflFRI26ekQG9FooX5nA11mK51l66lyDJJduI/gQB0qVSuvVa0j5FRj8e/Dr7ewxi+jKPdpXC/qOBNaRURvQKA/ij03ijq0EM/MRszRn6LoCHK6sJy9C7LSDh+s7rGR7cmh0PYw3rIJOoZrqHH0oo95mZRfiylm5Z9tRqadUSyZEmqNDajH0hAQQaTwMKJ1zc4tkPdz0C6hZlBLb3Ihw+ohVomiiKJf5pjqIIuiDRy31qLtM5I/k6SzdoxT6ibkmq0UJ7uJTlQgCS+mVPQntifqICGhqn+AsmQRA+ZcduWpME77Wdmwi6KeVxnMrGXAbEIkNHKs2kHUbGRTswK5p5cKdSeObCPPSeT0aq/FMhpn3dQhkmI/LusKyuJS8n17GB/1sSt/AWOK3dREsyiinYg/n6B8HqczdEjiOhYPWViXPE6no51+mRJVtQJ3vpfhlmzWdTYxLXCi167jUPYZFrpkyDNCdOtKOCytotbUTPL1AQyhBKiWY1QFmWefIppq50d5n2X14VZGLXZyB4VkGnvpFBuQRxWU+7NplnZROaNCZhEwmYZvj5kW6wir9ELCM1sYSTUjF6Uocjk4qOijJiBlweByTpWnkHfvRqHKo+5zd1Ayb/55XQLnwOy8ZJqbNKfAnALnRMyCweBsnVn6kf53eqOchrV0lkD6a9oQJP399GZ6++5jjIyOUbb2Wg5uu5v0xvk/DWb+Nu6//Vb++YEY32x4lJsXvH2NGUSZ7mqlrX8737rgmxxWGbDnXMjt/343n9pUiXoWzMp5MPFpfrv9t2x+pzZR/2vALF0L9Btu+9IXCFz+NzBzNj7AZz/xLxwc7GLK//dLWJd56XmAmY8jv7uLm7/xOmsfeI4fXVaB7O8cJHp4+PqbuOuPGn75D4LZu0XM0nvS9NpKp8mma83SbRveCmZn11T6axrK3rmW8W86nDsnfTNh27ZtHDlyZPZGQxoIzWYzF1100WzT6fz8fDIyMhCI5fy/HzyJSCzhpqvSEbP/bIPpuUvKh1WB9wSzcDic6u/vn22kZzQaZ+94pVMZz6fGLOr2cuzP2znW3oo+6zT5PZP81HITPSIjF+U+i9GXrvsJsiBg5VWWYXDIyQ818WhFNR/pbqGhSIVFqmad43WeUS5lWr+eaw8dI8fxHOSW4e8eozUTGuxmLvMMsu2SS1EmhljS4qVfVIfO3EqsaZK9xtVYklPYZ0a5fPIozuIIR0Q6LCkltrEsMhea6BrMIDo+QMSuoKlkJfNceRyz+bjg5HaKVA4Gopvpi4Vp1U5ikkapNuRhVz/E+HQhr+vXYXNNEHIKEYxE6V8yn0UxkBsmyO87imtaRo/FTSRrnK2+Mh6c3EC+YpB5uk5cITNlMhG2UA9/lq0knlRwZeMAicxqGs1JzNJXEAcj9AVKCAbdhLQ1LGzaR1eelP6czVS7pzBZDyPqKEMvaeK5DWtIjalQBk7jV1q4LCnCmvMk4Ze09EmuYVynJhx4Bl25H417Cy3Ty1ga3UbWWDfHc8o4XakjFY8wf3QeZV4N5oInGc0L0zU6jwWTPeRFx+iXXIZIVs5PTDaSY2FkuQKWalpQTPpY3OUiKBlhJsuFwithvqqDRquAXIeC48lLkEzsZZ7NiDX6CfbqGolLAgwareT2hMkejTNWHKMnezdS/cUUxMbQuk2ckG5mUfxZToWKEYckVI96yY9m0m+ws92uRBKFi47toLx/Lw55Bh1WGz51HuPFTcilXgLJK1HFJrkkeACxwMBf1HE6TZejG1GzdXIH0cwIUdFK8twuBIIRBP2DHMgx41WcZHHSjFruIOIrwqsopkenRRXMQBTSc+1kO0PR44wqlMjtESZLk0x0F3LJhJYh335U4ir2FDSwfkqKWJfkhHoZnZZytkR3M35kADkWHOY1VKd6qMp0Myjp41eWL/KZvUdpyjKR4xSSpe2kTWokETNQILDyWkaChcMRKrNPEfZ76XdnctLew2VyE8rpSzgj6SND2EeJt5Wn9CmqPQrqHOuI6jNxTDyOJKmi8vN3Ub5wEYLziLjPgdmH9aNh7rznFHj/Cpx1Zjzb0yy9QQ6Hw7Nglv7e2YfT6eTUqVOcPHmSI0eO4Q9Fqbn0VvY9fOdsZs5/FsxGDv2e22/5PE8a7uD0tjuZb9Mw9XaujG+eWioVI+R10rzjt9x16/c5XPMNjtz/VRbkOPhhfRG/Cqzkx48f4JPv5JX0vxzM/nyDnOufsXPZV37BL25d82Yq2Qi/v7SO73ecTyrjWTD7DQXfOsa2z9VxjjEeuI7zg0/fzE+fs/LABwhmaQhLr7E07KfXXDqSlc7sOne8E5i9G6CdXc/p6O43vvGN2dYPZ6Nk6ayxa6+9drbMJ50ame5tln7EkkI+ducfEAiFfO7K1XxqDsze/4XkQ/4b7wlmqbck6b4f84+I38XRF56leX8f+swODM4J/sX8BUYTOjbbn8LoTSCXj7HGDbv8FyINmMkONbJtfj2XDzVwuExIaUzFKm8zL6oqcWs3svH4SSTJPeRLc5npHeF4TopDGVVcGW9jR/U6tnpegGA2EUrw2YYoeL2LXnEezUWZVIwKWOvZgaMsTGdKgyqgQ5ksIKtERs9gDoKhdjoLzYwULmGF08RJSwz7yQaWM8O4tBpXLMyIZghrQkhx2nmw50E6bRW8lrmJ4uF++kJZmEcnGVywlLLEOEnbDAu6ThMcUTOmdREojFEXtfHU8CLMKhcrNE14o1YK5WJUgk6eEKxFFBGytGcEu24lhw1RMox/RuPzc2x0GTZfMwJRLbqJdnoKRbhNF1AWnEZuOY5qMIIh6OHY2moiUwYGxX4SMS2XSLxYjK/h3FeAMLWFmE7D9Ngz+BdMIA5cwPhMAaWRJqwFh2kIltKpVRMVBaiYrqXQp8dV14BCOE63q5hlI12UREdolCwnbKrhEXE+tVMn6SgooU49im4ySE2PllTUgbugHcl4gjxFE725ScxxKUddlyEd3kVByXzKUos5phyiSafDozBS3TOGamwKuVnMsOV1ZNn1qGJipHEteyTrWBZ+jQ5/If6QmoXjTqxeER5dCa/lyAmI5Vx/ZBdm3zFEngA9BYU0Zy5BmLOb/GAXe/VfwxYc45JIIwa3mZcM0whUGxibMVPiPo28yIsysBa5c4BMfwvazm5eKS3AldXF8qiYlCyFwJ2LW5NNt9ZCbb+SkyY1V44n8UteZMwgQckMo5UyZgZq+afRHFyj2/HIs9lf2cMGp4iEQcQO8QoEmYv4iHsbg0fGCMlKac9bQZ2giWqtj0PaGE+qr+am116iLbsQa1xIrrqTHqWKXrGCoHYtQ/IAW4ZasJn2k5iRM+Y302zvYrOinNzhKziTdFEmP4M/MMhrZi/14x5q4mtJFkwxOnQYzUQVVV/8OsULqudSGT/kF/+5059T4INQ4GwdTjpNMb1RTkcy0o80hO3bt2824pC2HD/XFc9gK6do+VXs+8MbYPb2aWbv0scsmSA0eIz7fng7X9t2msu+/RS/vfUislW8DZjFCbq8JJQGNLI37k4lXWe47+u38u2DBfzh2Z9wUZmZZ29Sc82zNq787h94+LNLkb9ZOxb1z+BNqDDq5Aj/V4NZL9+pq+SPok9z7zP3stWWrg1La9POvZfWc0/X34NZ04Mf54q7Hkd781GOf6v+rymbruMP8+kv3sXzmbfQ9fCtFL9p75hKRBnd9wA33v599pb9M0O/vxGTMvVfnsqYfv3OWuWn11Qa0t4KZW9d5+ebxnj2uOlo2W233Tbr+piGr0984hOzzdLT/fjSjdPTdvnprwqFAn8oxmW33T97c+Efc2X8IN6dc8f836DABwpmIb+Tvc//hf69IxhN7cgjU/xGe8usbf6ywqfIcCoQSodY2efkGBvSjhqoQl0crapjmfske0vUrBVWUTp5kF/p5yOWVnL54f2IRAcpSOQyNBqkJV/G69JyPi49yJnsFWzs/Qv+HAvWSLpZchDz8QGm41HGLQspnsliQfh5UrkhHHE5IbWIaKIekzlFz0Ah4vHTHC3Q48tZxEf9LgZkakJNY6xPROjTFOJOpBCIR1iczEEgj2I4+ig9yy3sLF7JgvZWekR2xK4QnpxaRLQjLIizqqOPYEBFVOQilglGYTb7GwoR5iRZY2gBXzZWkYykYoAnJUvI9jvJG3YglFXRk61hvvkxlDNOXhnayoLQASLhYpLeQfqLDSjkWyiMTZLMaUQ/OoBkSo5jsZF+dzlNJhEqd4S1GWHKRCcYbLOTiNaR0GYRGHiWUPEw+tQylgf6OBnKxVR3hAOOeUxhQxOZQBavRBUsQ1B9iJxAH+NhC8WjExQlJjgiLqAvt57TvkI+497G0/lbqcKFzh2mfLwAe0TEYNFu3CNhygRH6csLkSnS0NezlOFgM3mFF7JYKuEoAvZkGyBlZH3vFFFHF3allGnTqxhyDEzFSnCICjikms+ywE76XfMYDejZ4mjDGgKvspbD1rQTv4TLjx8lpurC0teDKzeXHbnr0GR1Mc99mtNcT56rlflGF/KpDA5mD1AQ/Si9QTm6eB+iEgdMraJgdAJttJ/QxGleKy4nlXmc+WEJsaQS7YyZCUsmfaoyNg8JOSX2ky0tRi9+kYmMCEbvBH0VBvyDC7lq2Eiqez+d8iQn5gVYFYwjMyV4Mr4ckaKSf0o9jfPQEGP6Mjrta6kVNbJI4mOvQc2hVBlbj79IV+ZqrAgoE/fRqjWwL6OYC4Z0OM0DJGXTWFOHkU4rmAgZmbA3szy1kPzBSzktllMoPc1IuIdG0wQr2p3YTItRVEwxNnwKw8gSij5/NwUVFed1fZqLmJ2XTHOT5hSYU+AcBdKRsTR8vfDCC+zevZvjx4/PpjC+08hdcCGZJYvZ9/DXzwPM7sCx+la+dP0GLGl3wrTFu2ecJ75/Bb9t1JN38ZfZ9sMvsbrkjS6y/zFi1sj3a6+g4ZoHuWPNGweYbn6Ze//l55yp+Q67/+0W5llUeJt/zzVbvsxR/WK+cPtdXFT5hvXAiX+/gG+5f0rLKzdh/18NZqPcd0ktXzyq57IvfoevbykEunj4+rt4qGcc9VtSGWd2/oC1n/kpLZpP8PTvrsMiUWLOK6FY1sdv0umjf9zLzIbvcvib62d1Cg4d54Ff3sMLPSV869GH+cqmYmS8aZf/n6gxO58+ZmcjXOf7ZnyvdMY04KVhL712T5w4QUNDw2w9WTp7LA1laSBLG4Ok/52uQUs7lXv8YS7+0n3/BX3Mzvcs5ub9X1PgAwWzoN/L7udepu9IL2pTBwbPIH+Sfx5BzEBF6dMoxrMQil0snmjjuHARIo2NVGCckYL55HKCk5kyVqbKqAic4Z6sevzCGr6w9zEksgbywjYmh2M02OLsUi7nqvhJBq2VLJh4gYjFTmFIzkGDEuVgH88XqamZzmRRQkh26ggqTZTJGSm+ohD6yfUIdSm6+4tRejrZW6gmZjTzGeE+GqIr8HXNsDqspE1lwZuSYE1OUi8tJZiMED9zkKGlcs7M01J2YohGdQVemRxzzIBL0YQkX8WmrhE8EREe8Qg6MciUZezsKUSuDbFOfwZRLIusuJ6oZoSnNTXkDo1SPDZMRD6PnrJsarV7UTr7OdCzgmzJcaZCJWQ6eukptaJMLqAq4SCeO4Cpu5+UX4qwVMQp/1JO2WRk+iaosSlYGR2mo93Dq7aPY0hAWc8JAtldSOMLqI114IxHCC3xcsSZhypYjy48TLsqnyxvAQUZ2/GlYqQSQnJGPBQzxRlpFrtK6/D35XF75Df8IeNK5g0MIpGKsIrmY/BNQFUXfYNQIDlEd76P/HAG4231tMhaqMu6kDrpBHtTVl7KkaMLWbm4z4/f1YJSkSCmb0FV4scZKKQztYluhYZq/07i4QpCwSjlMx5KUlq6FOWcMHiRp2DlYCeBjAkMLSfJMsp5qXADw/Yclo6/jmywBn2sBX2xiuC4nHFLD4WxjzMUkmBKjBIrnMQ1sZS8kXGSUTfO6ABH8jOQaI9T5JcjiigwOyWMFdro18xj5biK2FAHp6vKmS86zLRWRmagjZEiDT7nPNZ6RjAcFtEQd3CqWsrKmA+NNsILqTVMRUu4Sr8DSUMH47pcWm0bqRKcYVXCz6vmTKYTEioHztCqWoUtkWB+cJgGQzYnDFlc0p1EVjlAm1xG3uQZdJFJhiNG/Fn9VEdLMU1cwZhMRY5gN0PxXtr0fhYfjaAvqcJcEME73TrrXppz/ffIznuXhjHnXOXmwOz/2iV/7nzmFPhgFUhvZtPlDnfffTcPPfTQX58sHQlL14+l68vOHSKJjOKV/4TWnMf+R+5EKpW+R8TsMzzd95ZzkMix1Kxj44YNXHPd9Wyd92aTp7cFs0Geu/ub3P3Tx2iLn21GrKWwdgtf+sm3uWFdFVoJJKMBTvzpLm7/+V841Db5tyc0LeDjd/yce7+2HuP/ajCDmX2/5J9u+xdebzzbPNpC/cXLUXc/zynX1r+rMWNwD7ff/hX+/bkzxBMpFLm13HLvC/zk0hw8Tc/w01/9hj/8YQ9jsbOaaiiYX8fWz3+VO6/ZhF2fFvWDA7NzV8T5NI9Oz38vMDtrZpOO/Kbr19JrNx2RS0PYWafGs+v6rGmNyxvkolvSYMY/2GD6g32fzh39f64CHyiYucNhnt1xEOeeM4iz2rFNdrAn8ikkCjMFhS+TGs5DIvRQEjrJkdQ8bPo8AoEEo1kmzOIGDsk15PpUbBYP8auyVQxSw5eOPIKBdvTCAkYcKpqkvfTJtrA01IbfkkFF+HU8hjJyggJaDWq03hZ+n69i/aSGupAU+VgPWfkTjLmVeHJllI8uJqCJM9iZiyw1w/FiKyLpCNdGD/Og8stYp/dRGbBzVJSFOB6nSDJJpUVCbKKY6OnTdK42MlI2RdGhcY7oqhnJsVHfHaLDfBKlzc7lPcNMRSK4pX3kxJNElcv4tWAl1a4W1mkbEYjyyPSriRnaeS5zOfmnBijwjxFOVDBUVUCxyIUmcpzebjUZ+g7a4vUsnfDRXFKELyJhYXKUqH2cnJZ+3AITosIY7c5qTpvkWILd5Bdms9wf4EzHMC+Vf4LasICVIwF6NA0kIiaiCRdGaQvBRXr6pwW43OvIjDkIpCSYwlkYTSdxxcTElSLKBqcoEblwqDN5trwWX2MWNwn/jWclV1DSNYBAqcKkq8PrP4W12s3goA6LaB+DeR6s3izGW2vo1/ayybiGcmUbO6jgZVuUbH8JK4ciRIMnGNEmmc6xU2JoRTYjolFwKRLpBBmONmypPKTxcURTWSwR5LPHZOOwpI+siBCzqA2pqg/tSS91ikmO29azo3QFteP7sJ80IjA0kmm34hsS4bcPkp+4iuGEHFPwENGcJIO+jWROTyNwuZgSOugzj9NgkFHphvyEk+yZBGPz8glmaJnfV46mqY+XFuZQZu7AL9CSyxGCWSk6pteyRHSa/OMWesYdNFaImS+cQCKNsUezlmjEzkbxQWIdfTQbKunKXcASYQeb/V6eyrYiFIYpHA7RoqknM9hHxbSLUxkWejKgfixBQcE0hyMFFMw0kq06TVvUwHhmkgvDBqY9NzKl8LAi+BemhE5axSGqDkrQlyzCkjlB1O9AovSSc8X3MeWsR3AeyYxzYPY/9+I995fNKfA/UYH0xjUNZvfff/+sXX46vctiscx+Tacypl0azx3qjBzy6i5BZcjiwCN3vov5RwLPaDM7nn6eNtdbzlympnDtNXxi6Zve7uf8ODC0j22PNWNeeREXryjgjRjZEK/c80eOR882GTZRs34LG1cV86ZZ4RtHCLtoOvAizx4+x4jbtoEv/b+VzPodRmc4vec1dnYr2Hr1Jioy1X9/VQ2NceClVzjksHHdJzdgTxdgJYIMNOzk+YMeFm7dco59eQrf1Cme/80hpMs3sWVT5WzD2/RIJR3s+f0DdMoXs/XKTeSlvb19HTz10Eu0aVfx5RuWvDE3PMmx115h36iJK6/dSKHuzZAi4Bk8yWuvvEy0/BouW16GJu1SHw/Rf+w5tu3sevOZirjoc5eib/gVT7cVcslnr+HNQOHsz70tz/Pr55uIxpOozblsuOIGas8ao3hb+NNvXqAn/IbTJhipXrOFTWtL0Zx9PVIJHJ27ePzFAQo3bGXDQjvv1Lb3rWv7vRpMf1DvhXPr19J1bOmRBrM0kKVvIqSB7FwzEacnMAdmH9SL8SE57gcKZs5IlD/vOkFwTyNqbRsZvjaaHVczadNQYjmAvKcClbwHi6yV/aElZGckmQlkIzYGMcW62SWoQuH3cFF8hIcXXcRYophP9/yZMk8XQUMVHaFs+vynSKUuJCPcjdSUojaxnVH1EvQRLcPmJDnhQzxsFlDrKWDBaC7S8Sbyqtrxe5Qc0FWxMlSERDLMdKuVlEZOU14lutRONsWP8ZDqbsyiRsqdevbE9OgDMapkbVgLR0iNXgPNzTQuysdf3E7NsXZaDCX0ZJZg61HQl3UaSXYRHxvoZDTiBnkvdmKMCNfzJ2E9RaFWNirPIBBUoJoUk8w6xqsFGyjY109+1EU8Wkt/dQYVCR86Ouju91Khm2RvbCXzYnpO5lqJOl0sE3YTzJymsKkbl9ZGyupjeKyEE3o99kQ7hcU2FjvD7J+cZE/J9azzSlnQN0yzvBuBUIk3FkCpbUdaqWPEEWa362IKEx6KPJPkhmI4CsKoxzw48oxUDE9TLI4QyLDxWMFiNCeirBfezx7NpZij0xhdYjQsYjixB3uVgKmhLNQcoy83znyHgEBTDt3aCBtz6rBr9vMy9ezMdJMXrKB6PEoq0cAxjYJkVi45un4C7mx6WUBOqA2h20suInzSEIVDdlYIStlt0XAs1YkpGMVZMkNRdC/qYwaWiEZptF7E7pJySl2nyT9mIGk/ikVtZiqgIpLpIM+7nKGkiXzvQ6j0Rg5ILkGVjnRNCZgRupiSHeJgUS4F01KsiSmKPREGqoswZjjJ7VsODWE6rEo8y0MIAwlypY2kknHOzKynTNXBokEdoWYv7TlhzIYRImIRR3UrUUZ1XJg4SPf0JK2iOrpNxZQnonxM3MfDuVZK4gMUjFhpMtajCB3CPhThmFmH0Oyj0jtDpl7C4WANpZ5mLBkHORLPYlol5tqUgheTt+CQObjB8QemBEm6A24Km1XYc5ejMvYQDcUwqXopuPj7qEvfSDd5rzEHZu+l0NzP5xSYU+Cv++5U6q+pX2nTsNbW1tn6n3Q62BNPPDGb1pje6KY3s2drzMzFi7GUr0KhNbyHXf6czh9mBd4rlfGD0ubs+k2v2/QjHWVLr99zgezcyNscmH1Qr8SH57gfKJi5wlG27W0kvPMoFdJ24sI+WiY+QkuVnkWyHSjaijGoOtHmDfO6ax16zRCdYisr5KOIeiJ0aasJJadY4hziiSVXoXUbqIzvY83UONMGO01RO2OOBrLjm5hMDpCtnWF1ZAcdivUkU0ZcWQkq/Xt4IttDcaCUxf0lpJzDWKqb8bsTvKKys4oKlPExwu02BnQmzthKqJa8QI33NK8pP0vUrGTdwBQ7EzKyp6Ha0Epm4RkEvTcQc4xxulLCjHUYS9sQIXEWuikBw8Kl9Ft6SGWX8qnJfvpio8iETRjkErqCS9jFQgypYT6qOIAyWYx7PIeE5SCH8paQfWCM8oSDqLiWidogZXEnWSk3p3r8KE06HBMlqDVSOjK1KF0pyuQtJGVBbB1niBrsSLRTTEwX8Lq2mDxZL4ttavJjUV5zBzmtuxx7TETOUBvCpA+lKIQzpsJqaCA3K8ShqJHnY1dgDvuoneynIDVKj9lE7nAPrkILwpAOi0SGVS7m2ZwyFh4fojjwZ05Z10FGiqL2GLJoNWHDc3hsFoIjpQg4QZcVVju8pNq09Cl0LCurJEP3Gs/G13NEN4klVUSVK0rMO0qTLp9aeQyNbQ/N4aU0hFawdOYYk0ktYpmLYbmTq1pLqU+Uctoqp50J1OPd9K+RUxJ5EfleM4vi0+wu20hrRg76cIRVPVoUOcfRRwNMKNR41DF0rjwc4UKKpx9mnlLBo5kXkfKPUjAqxyGcwps4wdSaGEzb0E5BWTDC4cp85iVGKAxW0NaXi8E7yI5Ly8mOTjAvfoqwQ05zagVG5RB1ASFZx+SM6N2kcrqZEUtplVSTkufwkdAhOlIuZqZtDNryiJPJJcIe/pKXw1rPKfIH6jmanY8kdRhbT4xjVhkZCS9Sp54Ss5Y2TQKN04HZtJdTwmyyPXHW6kw8xnVMa7xc5/wDDoGX8akA+d2LKSuy4VNMEgrFyNE1MG/Dd1FVrT2vq9wcmJ2XTHOT5hSYU+Acu/y0M95Zu/yRkRHuvfdedu3aNeucl7YUT1uLp10Z06mNOQu2orNXIlNoOLTt6++rv9Sc6B8eBf67wCyt8NnatfTXsxD2TgYic2D24VmTH9SZfqBg5vb6+POzO5lq7mGB0odA1EzP8AZOrNBSH3oFGg0oVHGiC8O4BDLyGGCvaj5ZPaCK+vAoighGhimbnuLF+qtYNiRmPGOAjw378OqTdAQsTDnasUuXsF/koFbYywXBI/RIV9KvMhMwa1nieZ0X7JMUhizU9xTh92kwl3YR9nURwEBMW4nQN4O4z0SjoZD+jFyWZD6Ooa2LfZrLEeTM56KuU5wghcmjw1zSh77gDKK2T5GYaOFIoRCPbYbxifisUURJTwBvuJyG+REk5oVcHDiMMz6BMxzHbdYiGZGzV74UlX+Sy/X7UZFJj38xcynn5QAAIABJREFUSv0BzmTMY95UA1nhBE7fYrwV09iE01hS0zT2KXl+3sf59LFhVNF+TtuzUUcMKEwn0XmF6LqbkFZpEOFlrLeIlzKrKdGMsyYjiiKcZG8iSk9wKYEMKdbxHmq8cWSyPqZDJWRbzmCXJhhJQo9jIQMJNfneaQrULbRTTZH7OMEcG72yWhIKMxKVApF2giXHxtA59uHS5eDINbC40UUkOg95zosMWqsJjNYQ5xBJXYxFaQ0GREwKTVTl1aEQNvGktJ4zsgGkilwWECI+mqLHXMyVXg/Oihdpji+gObyRze2vcDirGr22g5aUm483VbMiUkCXRUOXIERe4AmOLqwgJ7IbzUEh8wJ+nqpejFtoRyJTs2LCxDxDI5JAH5GUj16tmimRBaWzhozTz7BRH+bhqouI+D0UjWuYkEyR8J7Cc7GDsD8Paa8SUzDFwao81vT3MN+k5jXPZqqad/PQlZdjFM9wydSLMCjnVcsCkpIAKxRCCo8W4JNMgfUQbpGIKb+VHPV6KhL7OKN04xrSExbFiIikmDNDHLbOZ13oKDkDaziuMZFQjGPv99GQ68c27iYSN1JgtjGWPY53eoZM3Qm6lXksGAqxQJfPQ6k1JBUB6oLbEYiHcE7LsU9eybz8EZxpp8yYmlRuLxuX3U12ee15XVPmwOy8ZJqbNKfAnAJvKpCuMUsDWBrOent7ueeee9i+ffvs99LOdbfccgt79+7l8OHDlJWVoSlaQ1KZhVSu5PC2r79n3c+c0B9OBf67Uhnfr9pzYPZ+FZub/1YFPlAw87tdPPn0dtoH/CwViZCK99A3uopDq2Usc71C4qQKV0YmncVFiDwR1hqPMigxE+yRItCCWKQHXy96b5QDiy5mc5+a49YJPjE8TlweZdylY8rpwJ5ZypNyP0uCnVzsP8agaCWNhhz8JgMZ7iG6ck5RnwizoKWCidB8TAXdJKInKIoKOG7Kxz0exDlVjUVjo9mUgSb/j5Qc6+CIpB7p4gJquxuYnMzBENIhqBlAl9dJxqmrCHbt5cCSEkK6QbpdMlYHUugdIuLexeTrw7xYZqc6/iw5kgRj3lqGrRPkt03yim4jmukpFmW1IxDKGU0sIUN9nE5dKcsiuzGFAgTFufTKcpALwZ7sZHC6gIcrtnJb4yiq7pc4k1dNUaAAWclBYiPK2RRN02YPofEUg/1FvJazmgrFJAuMAQLdSoYKAojGa2jNjJM91kqdX0ZE00o4WIOkaAxBUoU10IqsUcEJeQkKaQxbdienp5axOPUaMzY7zkQRiybcNFcswJnTz5KWGdrDWsyTHoYrMtjSMUYkYGPAcAR1fgWRsfl4RCfJ1ikocA/RPRhj3CZjnbyCWE8rzy5YT59kCKU0k2LNCOGxXEYV2XxiCny1j9EuyOVo/CMsad3F3pI6Vguf4fWYgsu717Dan8mBrCQOs5P1k8/xtPICSi3PozjmI9uv4rnyUuRRI0FDFsunxCzWjhL2tZIKzNBvUHJaryV3Yhl5e19joTWDP8+fTzLso3Q8m5mUk1DgMN7LpxBEDTg6rSh8cs5UW9gw6KZUO8WecD61J/t5/IprSamjXNHzF2ztMf516SKCQSFrrULMJ6vICPSTtB5iQizFPG5DqJpHhvtRJgrseAazGdRFkGSoKKCPQ6plLOMoha4iWqP5RGV6JFMjdBROkNPjJI4Ue0YZozluAl1uSsVnaCnKYXH/JLkZC9kWqsCciGPgEJmqU4yPW8lxX0Z+7kkCSR/uUAGeqi62Lr2Lgpw5u/y5j4M5BeYU+K9X4KxhQhrKvve97/Hkk0/O2penI2Xp/6ed6771rW/N9kRNN+eNGufjisiQyOQceuSOOTD7r39J/k8c8b8zYvZ+BJwDs/ej1tzct1PgAwUzt3eGX29/gaEeBRsEIlDsxN1Vx/7lIqq9ryM6LmbAnsVAfjHmzgTLg63sLjSR74Sw1oBc5MXunCQUkXB0cS0XdxvYndfLjVMv4I/V4XAa8EyHySzI5kGDgGXOFi6YOUWn/HLaDEYiJjH+GQnt2lY+qzuOvW0hnlA1ipwudLEh1P4oLTkiBG1Oot4SRMYyTmYZSebsZfOh0xxLleK62E5NXxve9hKMQSPRhX1IM7qY3/sRxjt3cXhNNZrgOFMOPbZIDJ9AjslbxcK4l/uLEuSJusmTecnyFuPXDJMYG2NH1layh4bJLxhDJorR7t+IwNTDjM5EibcZa0cMjAYG1RqkOj2W2ADJUDUvWo2UtvnRDL+E07SEQoeWnNIRJpwu5P4uFCVKmJkh4DLySs4GsuWjZJvEqPZGGF9tx9aTy26Li8zJVlZ5jPRrJ1BHSghWDSIKCCn3nkF7QsRJZSVKlQRJXjftXYsp1Z0imi1nJljOyl431CTYXSBgw8QMTwUWkdU7w2CtlauHJ8AbYVB3CqVuPoqpcoZFLViVcTITEVpGlYznwMcC4BQ282rWNYwwgTVpQCEewxvOI+wTcpXXhLD2CdpVcl7l4yxs3seRmkWsTzxIm8fMkqmLWeaN8JIxgSJ3gtU7xnmgbBEV+TspPTpEIFrB9iIZhV4p/ZkVXDLgwJI9hiPmwBlTIpY4OGRMUj5cQ83RE2Rk1rJzngpF2EPm1Hw8YSeJ4G6cH5lAiZSB9jI0ITXt5UbWeowYon2cyDhO9Q4bh1Z9BH9mhMu7nySrM8qvV12Od1pFXWkvsda11E13krQfYlhowuafzyGxiOv6fsvIvFrGxu3sL0oRNi1infckR6PZrI0co86fwcGEnQKhmpBjlBNVEsztg4gFIpTGpfjsMzQNCikXdOMvkVA7PIJau5jnvTmUCWVo9Q1YEnvoHMrHGvkIVusLJBRCPGNVeCtOcMG6O8mz1J+H9QfMRczmPjjmFJhT4P0okK7DORsp++Mf/zj7q6Wlpdx8881UVFTQ2NjI7bffPlujc+uttzIat9I7GUQilXHoka+9n6eam/shUmAOzD5EL/aH/FQ/UDDzeZ08sv1F2rtEVCrUxA2HKWiuxls2xlj0KOIWCd3ZBYxn28jvcrM00syjZfOpmRYjUechEjlZNBNlUBigYaGEC87Y2J8/xk2+/8/eewBXel13nr+Xc87v4T3gIcdGN0LnxO5mMwdR5MqSaMuybHldM9asU42tqXXYoF2Pw9bOrGXZlm1alk1RpBJFUs1udmDngO5GN4BGTg94eDnnvIWuoktTU7NsrcSRReKrQqHq4b77fed/bx3U7zvnnvO3BAuHWcq5UPjLaJtc/N82LQdKZzm6Ms289hMs6AQIDHWca3neUFV40X4B4dxh5FktheZbNAlVlHxqIj0LeK76qGfsbHh7uGF3ErXF+dSVU9ykk7vHhtgXuU5j3IC4bKOybR6BNMLh1EOMz04yO2rBUdogMW+mNeljvKWN9kIvmoKfC9YCOmUepzxCe64IagVrG0kmbcMY/BGsHSnM9QLToeOkrBtk7RIskXU8Ew3kdSsxV5yyx4SsFMGAmQX5IKU1P7LUKSrqUQxrEpydESTREMqUlnJbAmV2FmVUxlnLLmqWDVQ2E7o3aoQOdmFZTHG+xYgjOsXRsIM5uQ6dZIOVrgbqWIP9+YsIJu1MKroQa+vUmuZYv9WF0xki7xawUBzkyL04yv4ob1vF7KonuBQdRBcpMtPt4vP+GIK4n7TzBqX6dqyxViYay7gTU7g1DU5KdpJ02fnM/CyRnglOSp5nPi6gv6Ejo02RqGhwrgV5bBPMdlxiQVXmO/JP0HtvnNnuDo6WX8UfOoBHaKO/foYTsjbMehH73grwUl8/me0FPnNzjEDtUc6L79CarDDXOszzC0Gk7ll8dSMBgY72xgzv6pN0z7fgWo3ikrQz15uilhMhzB8ml42hTX2PwJNpJEIx4RkPRoGFjVY53XkLRJMUWt5Aeq6DgPMhEvYoR8JvovSL+NrwpymEjOxvvYx/43FGg+OI7TfwC/pp5DX4szGeTJ8n0N1CItTLvfZVxOJBesorfKfWwRPJd9lf1PNW2YpN4UQd2WB6uwzd2D2EUiEYn0FiWeeNjIDtwnGqZinuYhmTpI8rQQV7xCLCygwawS3GhRZkgsd4uPFVpDIzofVmKuYJHn/kC9i6dj6Q69sCsweSaWvQlgIfeQXeayw9MzPDn/zJn/D1r3/9fvRrs+/T5z//eQYHB+9Xsnv77bfvR8xcLhdf/OIXubxcY9qXQCyWbIHZR34X/bcF2Epl3NocHxUFPlAwK6dTnHjjbX6wUEBiMmLRXuHgeB/C5hCz5TeoLhuYMg6Q0OromF2hXbLM17Yd5dCGAK3EzpokjrUgJqgOUmkLc/RaDyfaKjwv+gcS4T2slq1Y/Wn0ina+YlUzZL3IwZkSG7JeltRZxCbYsVhkxjKLW18kvbgfczxHpHWOZoUJg6+TibbzdF4LkUnaSXS6uGRuIWGs8InpH5AVt/OtvfvYH7+E9maNmKALRes8BVme44V+Ls6XyW9P4CiukLytw5sIcWLvEfpL3YwX76EUlJHra1iUaxTLYDKoqM9kSOo2y9Ib0bYX8BZzFGd7SMqCLBzQ4w6EEE8bsVfFVFqWCds7Eeey1I01JImHKEXHWVAuIa+7cSzUsXTn0K4lqZb6kLdNYiqNkfVpuajbTalrkVazkOrpHRS35TEvr/KOdxhXdob9y042pBrM8nc50zRAWyrM3sp1lOv7WBE0UzBFqOiXyF410eipkfRImCy28di9LJZ2H99XaujXruMPbSNXUjPjcvKxVB7T4hTCnjF8xVFMmVbSiTma18fQOyu8bjxMyXyAT6x8n6JynVcch/CFdQwLtcx76gjyQo6MjdFfk8LoKrPSBq+rnsWzskHUauR49TRr68+j0SbobLzJWd0ADmmZbSciXPbYWNph4WgsSjo3wnzsLN60gJme3Xxqdplc5zTT1T3EhXn2Vu5xSRumdakVQapEe95MvGuOSNJKXXCcbD6KJ/Iqs48IENYUyKckYGgi4ZUhK6rIBGsYvG9hmfJSrh8gaV+nI3gBYUrOP4x8ivKGkk/YLhMMH8CSvYNGv0RBNEw6tkq5XEApqKNyy6gHhol6xpEKmlFJA3yz2M8L+XfoK0g5kXGisHTRHo4w01fEfu4ONa0MnfETJPVFvlfMMCJ7A6FJiS6vRqnaQXAxym6RgltaAUVxnFW5h5qkmRdqf4Mr6WUu4SAtneWJJz+LZ2T3VsTso+Llt+zcUuADVuA9KJuYmLjfv2wTvjahbNu2bXz2s59lZGQEg8FwP41xaWmJl19+maamJh5//HH+5o0JplZiiMQiLr20FTH7gJfqZ3b6rYjZz+zSbT34j6jABwpmlUSCd775bb4RqZG32hiRX+bInTYSzWICxa+jXFdyRbcTST7DwOocAk2Dt0Z/jtGwgA1ZgngtSU3Ug0AXweK4y6NnW3ilW4xHfwdDykAyKkEYKyAVDXNHUqatd5Idt3pICfIsaTcQWMX0ryvR6l8mZ3ARWxhGGklTdGfRK6p4YwcZd7yJeyJHIWLA393NmNFFUZ/iSPAyRoOJP+7bwyOBE3jvSFmQ78ZmmmFD3eBjRQPnQq0omq9hy8cI3dZjS/k5u/uTDBbsnC1N0lLLIjYoadJOsKQ14FBocV4vkazfZlwwgqYtTX+hiOmWjlQ1yI1PtNAWCBGdbqUzW0DoWmbZvQdnIs1qSxpZwk5lNcTVbhXeaAP3fAp1dxbthgFffSc9TSewiM6x7LNwVXSY8vYZDqvjpCb/DenmiximN7joHqZVNsPgko1QWY5DdZY3dI+yh0u4SyGskaOsJAWEWtewokdzz8zCjgyLtjKZJQGPLDaQDsb5VsVEb4sP5aSBu7IBMjoR2wQNkrEqEu8KgUordYGH9sU7HAqcQ2DO8H3tUWrqZ3k69ZeEcjK+7+1DF8mhazg5vd2BLZzi02+fRaERId+V47ZEx0nVQ7StBMip5Twq/gGL0cPkRGKGMqe50daNSVSl9WyKWasYraGBv6mPXN6DdvYt3BkzY8OH+NzkVZKdS1ypH0EgWOFwwcdNTZim4BC+chFPzkHDPUY+KKYiepRAI8HAxneYPKCmVlXRMR4lamsh3C2/32g7syFBobtOt0hJZO0pZNZ7tN+7S60k4a8OvkgmGuOXNNNsBPuQFGbpUedIqreTCs9zzdlJdyZGqzpPw7+dkHENpcBI3TrLalzGzso9RFUlY9l2hO5R+kPLzHSGMZ+ZQy8S0+R4jhWNmteI0aH4Fk5VA0tGScByGPvULVz1Ts5ZVaxpanT5Ydnt4rjoLxieN3CZI6wbVnjh6NN0bN/Lg5DZVsTsR/SoW8O3FPiIKfAelG2mKG5GwE6dOnUfwHbs2HEfyjZ/b54v02q19ysubjbpjcfj9ysybsLa//73Z7izELqf2njppd/+iKm3Ze6DKrAFZg+q1Na4n3UFPlAwK8djvPnK13klJUKot7JXcpPhBQtZU56F0i1UITXzMg+xjIB+4RJypZRz3mG8y2KyqiJZSQF5wYnUJAPvHV64qeSVLiE5gYq+xgQXS63suxPH176HKbmWo9K3GB13kKzWmTLkKJob9KRsdNf+Cb/VRHH9KKlUAJkpidrqZ772EErZObZdr5EI6lnadpgpoxmVZoah7AxmT5nfMz3KI2vfZfuihAXtMHrZBjMGBZ9OizmT2o1Z+ipCtZLMmIam6BT5HQ9DzcrVchhzNURB14HNcJWau4ZQaKbnuodE9C0uKEZRdW2ws9JAf0NFKp/izotWzMk81as2uqIRsAW50X2UnlCKxe1BHEkl5StFzuzvpjeRxT0zi6wtgDp/jDuCEUbkr6ETvM1c3sHVxhFq2338cjLFneBTpPou4ljKMKYewGr1sSsXJLLchkxznbHK04yI30RDHlX2CeZDcSodU0gC2/Eul6kMu7nqXUc2H2bnkpzGQJzXIk2Mdq+huwEnbEdQ1VI8mc8wk5PgMN1gUdGFT/8ouoKfQ4nvYa0ucVZxBG3jUQYlX2Y82MJkdzdDmQUKGTtf3bGLwbm7HB+bp6rJYepVclE2zJjewsDiLFWZjMdULxNOtrJY6WE4/C4Tu9qRCHU4b4qZMRfYU/YTsEsJVPZgXRyDkovbw0f43PRpQm4f5+SHkDeWOJjIct6uZDBg5149j73kpmq7jHU9TqbxCBOqHCP+N6DfTrghwTK3SFjbyUavBIM4Q3rNgigfo9m2Tr20k7okgnsqjqZq5c93H2Y5scqLhiukottRZPzsFVZY1HURykZ4p2MPh/yT9MmT1AJDBCUJrGUZia57CNJ54gk5dkuUmfwgImUH27MLTLdlsZyepSPdQNhxiJJCz+uSCnLNW7QIq7hzIm67HuPwxAk0mV286u4l4Vzm8bko4+5BtjX+ksGpNsalQ0y1rvPM8UfZ27zngXzXFpg9kExbg7YU+Egq8MNQ9nu/93ucPXv2fqGP7du38xu/8Rt0d3ffhy+9Xn+/wfTmtVmtsVgs3o+oKZVK/sOX3+L2rP8+tG2B2UdyGz2Q0Vtg9kAybQ36ECjwgYJZsZjn5bFTvH53A1VDw5BkktaQkqwqymoqjSLWgqwQ4YKohe2aOeRKHedbtHTN5dDKRcQFNgwRAakmHZXeq/xiJM6r9d3csZrZVppnotDLp6/PI2lT86Xe7fz80ivsX1KyXO9iThEho8vQJKqxvb5ITuBCGGtiuZQC2RIaV5xXLc8wJDrHw++uE/LZ8W87xA2tg07lbQZVKwh063xJ8RmGVy+wM5YkoukiJRYQV9Z4Nlvim9VHGVr+Mqs9fYhvGtkeuoJ5pIfbVQuLhSyyYpa4uZ+64h4HnLcIq22o7xzBsniNN/Um5N3r7K6JkC6pSSeqLDwlxZtJUrlmpWNxCYEzwdujj6COFcl15+kp1smfSvPunu0MFPI0T9yl2hVBnXuGlUo3XYI3EfIufomZQKWZjcEmnl8sc7Eoxt55C68vy7v6fVStMkaEl5Hlq0TqNYLzD9OveB2ppEBG/Awr8Qw25xS+lUfpmX0Hx84dXO8oI8qv0rxsQm1d4I3lVka6AojvyTltP4AhmeKRdJ5xhYJW21k2sl78+o9jq6xSUPvoyV3CL2jGlh9Fp3qN2bk2gt2jPJq9Sbqo4rsdTfTN3UQZ70ciuIrGa+aaYD9zGuhZ3wCZnL3612hk9NzKDtK2fofFI62YEOG8a2TcIeLn43NsSNZRxjyEC1WuyDwEB/byb2dPsOAIclp/EKlgiT1+Ba92buPJSIpwKY203E7cfpJjG2mi6SO8bckxFHyLXS3t+DN5clE/Yfl2ZvtK9EsWyPtclFMOTPI5hO0CatU8lvlmXNVt/HGblZW5Ap+1v4FAYqCUyzBUljIrMxAq5PlB73H2L99mlzxGI7KNjGIBUVVPqCOIeSnK3UQbPT0zjGX2oKqL2S5ZZsGjpPnSOE0+yPV1IZN5eFdepK66gbdRwlIX8Y7lcT43+wqW+HZONAaJNN9hpCRjztiDofoK5tld5CRGNtxLHH7mY+z2bIHZh8B/b5mwpcBPTYH3oOzatWv87u/+7v3y95uFPzYLfXzpS1+iubkZo9GITqe7D2CbEbIfbta7+eCbn/32n3+Hsek1hELBFpj91FbzX/+Nt8DsX/8abT3hT0aB9wWzer3eyGaz91MTNt94BQIBIpEIvb299z/7/7oKxSIvXz/H96cWEdbFeKUrDEWSOMQVztZ1aEMe9MkbfF/TznH5AgVNG2+6hXSs+GiWytBWJWRjKm57PFg7v80vRgrcCDzJWL8UZzlMOedgZEZBpxr+r44Wti/+PYfDBlbKvUyrCsQ0cWLuCIfLZ9BGHieYMqAsiUGXRGte4GXLU7QqJnjx1Dv4E72Eu4f4ttHCzvIcI66LCPxC/lPvz9GyNM8BNmgImghUC8Sli3QpHFwqP8Sx299goreLypSbwdQciv42bhfk+JMpxNUGdZuTYjXG0ZbTFM0y5iYf59Byjld1SWTuICMUkKTkbOTs+IdF/HrwO9wIdKIdr1Gz1Xh79CCk/SSbnezLx6hdWuDUvl3sjEsYuHWd9GCGRvQ4DWEvHunLxJgiX9EiK3sp9RW4LRkgFhPzvOpVvPEC31c+ScStYjg7gzEuIi1dZm39KTy1WQyiW6zbD5HKlqnqoowvPcRjoXMY9ndwzyiDyjSOsAuj9hanZprpa6tRDiuYFXSiS1QZKZQ56bUwpL2JcKnCiuNpOnJTRI1pKpIImlIea6EHmegeNzb6KDV1czR1hWw9yWyTkK7lSfyZ5xAp7yJrMrFU7GVZWccRKlGXStmlO0OtamQ804x7fZLAqIsWYRzXnJczdgG/HpthUSJGXJGTjpb5nspLtHOAX89+k/VUhiuOPchFG7QH7LzZ3MGeeglFNIkgayGvfI1dIj3J0D6+60zSnjnJ03oP45ESVXGATK2f2S4Ze4XXqAdU1GMHEdbvsdjaRLP+NraVfhyZPv7PZh2m23M87L7Dda2QYkXCw1Ur/qKUYCXJ2a6D9IbXeUi8CtE+VNK3qcsqTLU00XIjwEp6CM3+FX5QOoQ3tkGHbJL1piba70xiXVBCt5C0fBtzEgd54SJd0km0ciGvyj/G78y/hDXVwflSB3HLNfrVdmZ02ykUT5OfG8Sl0eJvDXD8+JMcdu94kEzGraqMPxk/uzXLlgIfKgU2AWsTwsbGxvid3/kdLl68eD/itQllf/Znf4bNZvuXSNl7UPZeQ973gG4zYrb58z/9yWvcmFrdArMP1Q75yRuzBWY/eU23ZvzXqcD7glksFmucPHnyfgWl4eHh+1CWSCTuV1p6PzBLpVL89fde43owRkNapUWS4cDKHTSqBDd0g4hibmr5Nd52d/FCYZZM2c4Jj5zhqTXM0gJKnYRAUsutpj48yiv8W3+dd6r9nB+wcTh8ioBagn1Sib0ZrmkP0Hv77xmuWgmlXNwx6UgoI1wc6eJXK3+GcH6YyXAnnRUJCpcCrfEy3xH2UdZU+aWrpykUB0g1DfDXrhJ7QjH2G8dRjVV4Zecw8lSeA9olFAIHoUyCcfEqZfsjDCxtw5V8lRWbnNhECzuy66R7trGSEyCqzlKQCvFre1AnEjS1LdJkDPKu7xjPzxe5qAwQ9VQZIU4yqWJCvB1hc5b/dfmfuBjrpOZrEDYbuNo3gjM7z1xzO4fDflR3r3FloJ/ujIuu+THyOxKUfHtRqPfjlf9n7uUyNMRCzKVRLK0RTjbM3K55+EL9y1gKal5SPkeiM8eu2DK5ZQUxYQpZdSeuYAWH6LuIvRrSdTnXxA6W1g/yZP4UpQM9hKpyNIXLeCsmBOoVzs84aGvVUxaIWEnZMQTkdFaznGjXsktxFeG8GrGgH6N4Hb89RURVpSc4R2u9n5hSzoWginJTL/syk2QEd1i2WRmeuM5i9VnE1jWUGjeJhI6QoUw576RRq7PX+BaihpcrBQ/G0B2KnXLaGiGMkX3MCy+hkIXoS+9ARIxyRMw3NG3EOr28WH2J/B0x09496Bsi9NUG551SynIzB+MFNEsNpurj7DCI0ISbOC9LoNRNsUMt4lbaTcUxSTXfT8HsYhtXiaXKdPkeI5Ef555tCIMxwPZcBmvWwh97ezgQ+D4NxxLT0h0UCjJeyAkpRWChUuNk1yBNBSGPNO4gSbZRkt6irI+y5vDQejFAJTFE5mia76V7aU0v4DDOE1N30js7jjvYQUARIK5rI6M9TLWyRLv6BGKjkK/UH+fnFsc4mqlyvWAhrr7LNqeZm+ZhNiJrVOZMDCn0RNulHHjsIA+53Q/UL2grlfFfp+PeeqotBX5aCvwwlG2mL242i5bJZOzevZsvfOELtLS03IeyH46UbZ4fe+/a/P571yaY/bv/+CrXJ1e2wOyntaA/I/fdArOfkYXaeswfW4H3BbONjY3GZoqC1Wq934Nkenr6/iHdnTt3vi+YRTM5/o+TbzC+sUxbrEKrJMt+3xmErhKnXQ8TWjOcnynjAAAgAElEQVRjSYW50N1Hu6iCJpBmySRndGoduWKZhstIIGxmsWWE3uwqLyTmOVPbRrS5Sk/gJrfcQvTLRopNUqKyboavncKtdVCKK5m1qCiL1nl35zBfKH+Z2Go7M6t99JfzSF1i5PZZTtCPX2rgyevXaRKYyDn6+Yo7yt5QhZG0FvPUWU7sdpGtSTmsmEGlsbORT/KGVIRN+xAHVjzUhK9SlJRYnu1nKONnrd1JIaVkrzjFhLLKBbWdbREfi112PMow82knz45tULDlueDQc7CSJpzOc101hFm3yv/i/xpXQ7vIh/NsmO2829VOU3WdFU8nw7MZ1OtX8VucOAodOBN3KA/ESK2O0KIcxSx4lSvZOjjLtGd6kHqSbCwnCQSkDHePky/v4nvKPgQd64ykAiRCWjZUOTSpfrrmMhjk55AP1kmJZNwKOimmj7KNUyyMHkYcKeEOnMRr1pJWZ5iY12BpbUWrLXI958KwpKKjFOXt5nk6HDMo7+2jZ1lFw1RizRVmwSDggO8eTn0np8RDpDeSNEx2Dqf8JNU3mTHbOHz9KmPKoyicMVpEDubidpLyLBFtD8pEiZ7mb+KpdnIm7sXon6PSXqKtHEAaO0hFcYp39UU+HnsItXiJWqzM2zIPoW4Lu8eu3e+vFm8+gKdqoaSNcMMTZEFU4bCglV2XY/wnc5yBho29vhjfs5sRuKZoEqkoJC3UzG+TaWxDLummvXiVqWKNQ2vHiGdu4zO0ULOU2VeZxZ5X8OetR+lKfguNTMC45gCCaplPR31oVoJc0BkYt+1CILDxWPUSqqyDeZGPoNGH0OGl56offWA7mcMhXks1o68FsNk2KDW6GLh7D1t1kMvyOCWpGZFhBHt6FZvy26TbVPxlcTcHllK8UGjgz2iJ1S/Q1aZmqtnL6ZgL+0SeHqWVcruKh4+NsNvjAoHgfR3IFpi9r0RbA7YU+Mgo8F60a9MvbDaL3oSyzUyavXv38iu/8it0dHT8V1C2GSnbBLD/1rUFZh+Z7fNjGboFZj+WfFtf/hlS4H3BrFAoNKampu4f3vV4PPj9/vsRs4GBgfcFs3gmw398+zXOxmIMBet0scbO4HlkFhGve3+O2WUpnckQ/mYrzaI8t7QezIkMI4vLpDQbCB16yiEBk10HeCwEg7mzTNQ6UJqXycRjnHZI0cU95A1aUkoDD11cRW82IM1UiKjKlGQbXBgZ5AvFl5hb6yG4aqMnXaDhUSH0bnCm0UlaKaf78hKjdRG5pmH+yhvkWCxDy+IANt+bvPExA/M5L7tq88i0RuKlPOMiLU+I48iDx6g3vo1ImGY2MMr2VIoZbxZTuI89mhLXBDGuq/Q8kpzgfFsvqyYXtUqVZ068g9Xbyjt6I4fzCXKlZS7rduJSTvAf1v+ZC5GHiaVLFPVyzrS5UAmSRFu76ZtooF64wrLDhi3bgys/TqU7zfL6HvZK26AywZw8TNklZSgAaXeUtbkahVCZrs4kG/VDTIplOFwZekrLxCJtjFvWERa3MziRRq9aQ74zQkEY5cZCE1K24YrPcHfH8zRtzNO6+g7G9iaS8ihL8wpamjrRWcKcE3ahXTDjTfs44R3D482iXRqla15NXScioptnwqhjZ3GWNoOcU/7HSBdLqAVwJCsi7rjEuFrBU1evcdV2EL15jdaqjbt5D/FSHX+LEXHchLXjnzgab+FUxIFpMUSuu0JXcolqvIc1Tx40PjrCjyMULqCVTBCUqll29VC7UkabWSXXcoTuipCiLs6cZ4212hxoPsuLZ2b4it2PSLyPZxY2eNcJ2eYJNIperL4UeuWb+LStiOr78cTvcrWm4MnIbvKZyxSpk2hSswM/xoKAv2h7DlHhOzwac3LFYkFdj/FwMIt8PsOb23VIJbtYFLs4Xj6DpmLlbiXNqnkGta2VHVcXMUcG8R/ycSrtQF2J4zRGSDLEo9Oz1LPtfKNTDFkRcmUXo8k0bvUbTPfJ+btsGwcWKnwiK8eXdRArncPbV2O+w8KV9XbUq3UcMjsqW51njgyzo6N9C8x+hhz11qNuKfDTVuC9SNlmKfzNSNlmafxNKNu/fz+f+cxn7r+4fe9M2ebnm+fH3g/KNm3aArOf9sr+bNx/C8x+NtZp6yl/fAXeF8wajUZjM5d8843XppP9Uc6YxTJpvnTqn7gQTtCbljJcizAaOI1MCm90/o+sLUWwlEuUHUpGsxvMugQI1xW4CmWu2pU4G0WEiRLn+h/ic2s6VOXvkVVKkYtKzKRjXNFoMausaMs1svo+9l8I0NDJyAoK5IsbiLUp7g518vnUd/GtDyANRpGGbKTdRgoDccYkcrSqAsVrJo4lagS6+viOc4WPJSKo54Yxh88zvUvIeLWLQfFtCmYHd/J2xNkkn1KPEUz+EqXaN5FJYwQCA/QmzVx3x2hN78CjvsBEpcSiaht7cqtcc/SgkBRZ0egZHTuJ12TglmSUkdQqDeldLln20VW7wy8HrvBG4hlWJVls4hhXnVbS0gaVTje2ZS3OsfMs20y44h20lS+R667zTuApfk6oIiyOkXLcIW7ycGQhjs/qIzRfplho4HKJkYpUTODAYxXhLc6TCo1wtnmZQr2X0RvT2DUGzP0bJAWzvLvqRp8VYoxLuLJ3D23RIN3L95C1e8lJ1wncE7FfYyc+kOSMrI2W6Q5skVVOdaUwtwWwLhtp9lkpyDVkdONMGOwMNe7Rq09y8s6LBLVFOiJFdlft+FvOMtsQMnpvjRXLfuzKu6gKGuYrTipFuNPfQSWtx9D813xmrYVTGQ2G2RyZ9gYtxWUyBT0Nlx6jOkLatx9x0k+zdhaa48zzBL61NNrsCiXHQQbyeZLaEDHXGvnSXdak/xt7pmaYU4yxon+Cj6/EWFel8bmvEzPuoWt2DafsAtM2G8LqXmyxO5yijZ9P9tLInKEaKZBzumlXZRCVU7zU/izJwpt8Zq2NaWsKR8mHt2ymmK9zyaPFUOrhrszJkcI1DBU107U8a+YZlOYW+q+tYs8N4Btd4VZBgT6dxqpIsqZ4gp9fXSCwXuTrw2a0yRxI+nBnK+yVX+L8bgXfSFroXzDxTMJEsiCglrqAaTSLr1fO1FIX5kWQyOwonVJefGiErk7vFpj9+P5za4YtBT4SCrwHZa+//jp/8Ad/wOTk5H0oO3bsGJ/85Cf/pfrie+mLm8ccHgTKtsDsI7F9fiJGboHZT0TGrUl+BhR4IDD7YTt+FDBL55J87dzX+f56GldGx5Fijo7kawjlRabMv8riygZxvQ6lpshgKo7bepbAchs1rYvvtvTQHV5DmSlzsmsfH4uYyOdfx1q2YdQGuV4NEhU3kNnduMph1kSP8/EbkwQVKgKiCrFkErUlSnjQxi9ExpiKdqJKXEOzto01kwH/KCyJhXTKVrgV2MvH1opMtXlZVE3wRLJGbXEEQ/4iVVOUlZyJfv0lQi1ersaa0CdD7OpbIrXyC2REJyiJC2TCbWyPNXPVnsabc6ETvslSQ82ydRfORoN7hiaGMpPk1BLmTWoeX7pLtXgcXW6CrHWMMdtBDi5NMJwQcSa/C595g7a6nymzjimNAnWrGk3CjeXmLWIyBZ1+F+2cId4h4830U/xSrUJEXGTNO01U6+GJlSjLumnSM0VqQiN6q54m7V0u1LZjM6kwFmMIlga53bTOisjB0euX0FvtqJuVxKtzrM6p2D6zRtDcxJlDFuxlAW1zAgxOB3nVPJG7Aj5eFrB0VMxFoZ6me12I8yvc8ZoxNt3EviDH4OsgpzNQ017nntmGRznPoDDFS4v/jqppg0emN+htdDHWd5FiMo4oY6DMKB7jGUpRNYGyEmFFxMXhY3TFxVhMf8++uJ7zWQ2q+QalzjpydYJSuUi/xIioUedMsoEjXGJbQ4DSkmRR/hg32MBYCCHR7qAnm+GevAzOBWq1yxSK/zOyZI7+0A3WDdvxJGQkJXnW297mpusxem4u06K4yppdgazeiyx6h7cEB/h81oM6/wPqCzny5gGsuhLFepR3Oh5lvXSGZ5fbWWtfxZ0PYao0EVCXmZVbUOYczCusHEiN4ypJWBLU8VnnkBidOC/dYld+hNsPJ5mN13BFChjEeRYMz/HCeo21me9weqgTY65CTdmKOJ5hZ+VdTj02xImwnIfnS4xmWxCVRAiC1ygdKrHWJ+Ta2i6eupFgXWdF0G3hl/eP0NzheiD3tJXK+EAybQ3aUuBDq8APQ9kf/dEf3YeyzRe1jz766P30xc3qi5tnyjb7lG0W+tiEsh8+U/Z+wmxFzN5Poa2/byqwBWZb++CjosAHCmalQoyzl7/C36xUMaScPB7LYuSfqTkKVFPP8V30hExgqMfYFszQZXqXyJwdqc7K2aZOHMUYmmydDaeNY/EEbwtX8K4+glMXZsI0j7GyQFC1G69zipuxT/Nrk4ukBCWC9RJ3KhIEzgC1bg3PrM3x3ZIXY+oqO9e6WZVZmd2jYl1UZ6fgHqerL7Az2SAvtaEpX6arLCcc6sdSvUZFsIC/oqNTfZeA10swpaZSjOHsXKIQ/iSS8lUSZQmSdAs7IgaumqIoqxac4XOsKPWEOvvQ1mxM6230ZG7hFIT5Wv9uesNJhsJevIEzrLXdYNq2h4fPzVIX7WMjLWfVvo6LFGtGIdetCkxmAZq6B/FUgka1wY55PTbJaZJuOSv5dlroQ1uNc7MrRkKp5cnIBhGpn9K9EFWNDZPegcbwDufq/ZhsJiR5MY2FLhSWBXyBKMpGjiapkYizk3puHtF8kaF769xpa+LyThFtIhGeaRUGq52YaonQHTGfSMTYOG7ipMyEdcGKqjLLgqcJvfkijhkTqrU+CiYt+cY0sy49JleIoVCdf878PA2Hj0/euo2rtp3TPXfpjF5kyn4Q0dIAzc0nqEZcLDWSCBM65vufoCNYxOl8ldZGibGkl3xUi8hTRCwq40+H2IWBjrSZv9W/hWOjwrFCDyJDnaj4CGe0AZyNBMZ6N025LKekCjSWSbKKs5iTXyBYFtE7dR651Ii53ERJA7mua3zT/RyeG6u0ay4jsdZpVK1kkwtcrB3jxZwFc/0HiO7FKaqHESsLZBoZ5nufxJe9wr6gh+S2CZyZHMqkh4A5wqzCgzhuZF3l5kD0Ah1lCctCOz77HGWzitTMdV4MHeLd4wX84QyeVA5buYTPcIhH/CruLH+NleZtSIoaMgYV5lyIbcUJ3jz6EONrGX794hhdhR4KlnYiiRkyeytk2qK8sfE4T0zGiJh0iPo8/NK+ITzupgfycVtg9kAybQ3aUuBDqcAmlJXLZb71rW/xh3/4hywuLt7vU3b8+HF+8zd/8371xc30xfegbBPIfhQo24qYfSi3zQdi1BaYfSCybk36r1CBDxTMivkY71z6U/5qLY0nfISHkynkiq9Sd8TJpJ7n65Y6GkGZrqQJ20YUlfM6sXtamuRSImrZ/X5bq8UOFl1uPrmxyiQJiLlwSGWENCF0iQh+4wC65ikWY0f4/EwBpCmmxSXuVdNUbStIWnQcm5niFaGVrtgMo8lOloSdTA1pyEhjDNVO807xF5Cqm9nnFyCVL2AuiwmErVjFd0hFg9QkNZSaOTZ0Xox1PfOqOBZLjN7U8/gLJwmnxBgrvXQlNVwzriNoOOj2/YA59WZvtCFEwmaiYiGWzDx7cnf567ZOtqUDLOqeYGTtOjrNZdbd3ex6a5mU9jlE6wkmWmJoxCIK8iRXvTL06gbtORm5JQt1iZrBpTom5Vsk9GpcySTRxnPU5DrOdhZR15Mczc1QLWbILzup6RYx9ZYR5xa4LGjDbrHRSBkJ+9p4KrLBVHGcpWYdrXUlU9ZhpMll9P4A5nSYvF3K5RY7O8RVLCtZFDYXa8I8wXE5j9R8NEZdfE9hQrxipqe4hKZNzILpDu5pA03zNoJNXiqpFSYtGiRuG91LUuZqMta7ajw/eRlDfRdnm9dwq64wpT9G+1UVmo7zZENegkSwhyUkvU+TD/lI7fl7PiYSc9O/l2zCisxWISsSsZZZor8uZ1+gm7/xvIItLOBYbBsJpYGCqJVzziB6lYaDERWSUo1XFRq8yjFyupOYY58ijpvW6VdpEYvQZVspO1eZGVznbOUXqAcNbJNexGVOEs9IWc9Fma7t5sliA3fjOprZMCX1I2RkGTKCEImOh1kJz3A0pUU0dAZRTokg1E66aZFJrQfxipV1ZR/e3GX2lzfP/XXjs64QtjYoTS3y8dxhzh+KIyovII4ocK4I8DU380TkHOPzBdbtB0iWXaTVaZrVIfqLPn7QdZCkf5xHJ0M0F4apO+SE0xEkA3Ukzkn+IfRp9q1kyFssKJvNfHr/AM3e1gdyR1tg9kAybQ3aUuBDp8B7UPbWW2/xW7/1WywvL9+Hrs30xS9+8Yv3qy6+V31xM63xvfTFH1WIrYjZj6rYR3P8Fph9NNf9o2j1Bwtm2RRnzv9nvhJdpHnjBfamEkitX0cjmKe49BRvjoBRIkWx3oMqOo2m7Sz+e068IhUqdYiaUcH18k5uurr4tUUhjWqQiWoMk0BPXJ7AEjUTdDuYM4tQpqT8zpKfotzEpYqfRMZPqWmZaoeZPn+VsUaOgY0ZWrLd+NjBxIABiWqa7crX+XbiGBb5fh5erLJuqKMvFEjHGlgkq9T8QcSKJDnLCsmKE6VwAJ++is0QZmdhmKXyOwSiKaziYazJViYtCcoVLU+FXmJBaeJM/x4WlF0oMiZcsSgfT/4Tf9G2F0NjHR1uohIzrvxtii4VB07fJSl/AkMwzrQnQkplpyLKcK1dg1YjZF/QR2PSS0VrwZ2Jo3NeoJBWYdsIkSk8ymrvLm4647QnI+xR3obiNBt3R8lo8iQPZuhL3ONW1Y1bZ6OeUrK01skzKRlf7bhGa0yAU6jlkn0UZWSO5vV56ioxrdpFTmr30iuP4vDlkNhsTNcbbEyreFJ5G3FvFyelWqpzVpqqKwy5U9zQx7CFBPRMyFlxHCVZ8TGvKhJxdtG6bENZv8s9r4HnZy4hlOzhuimE3nGbOeXTPHxjibr9GsHMCKV6HHdKSVm0j+XqWSLHrvOsWMT1tf0k0xo0Zog39MQyU9jFNQ4sdnDKeRN31kZb3kyuriba0PJWRwWzysmLvgKlioRX1QIOKN6lJn+X9cLTINlF9+Jf0qvKUfcNcc9cYGE0TjS4m3K1jUHBVQy2aeZCHvyZLBvyTg7WEnTm/Th9QTKqp/DLcmSFSeQeN5PRDI+kBHhGv0FO4CQ4v5NS8wSzliZUd9XEpMcJqCd5rnaXUq6NeV2YoLGCd3yFNuVTvOGtIikuoV9J0eIXsbbLxicjf8f1VTNpyePEa3ok4jnWuzpRSusEFXrMC/+MPuqkpjjOtvoEhVwVTZcCoeEyr4ZeoDtdoGY04LKZefrAEK6O1q0+Zh9Fj79l85YCD6DAJpQVi0U2W+X89m//NgsLC6hUKp599lk++9nPYjab/6v0xff6lD3A9P/FkC0w+1EV+2iO3wKzj+a6fxSt/mDBLJPhnXN/x1eTd3FGH6M7GcXiOI0yf4uN4NOkPBrQpKmEtlHJn0PZcRX/1HbaBUZG1FdIqK28XT7EuLWTF2c2QaXMRj6GuWYhKQvQmjITamrlLa+RvvUQn1tdpipu5nTZh8G/TNYbQNomYV78JJb1c/RuzGJodBIrjzLWb0Whv8A+40ne2nDgST6CN9vEvLGMsJBGlEvhaJQxRxcpyDOUlAGSWRMx6W6iuiA6R5qPF4ZYqJwnHArglO9EkPFwz5ihWrLz8fzfMl/V8/KOI/hlA7iSctyRKM9k/oJvWD5OTbTEroUMbw0+jDq/jlRb4/nbpzkt+xh7A6v4mmOsWFrI1ktMeOxoTWKOrFxDe93KxPZeejMbNFcvEInZacRLCIQjFFvauGUt05kosdN2hXJljKWbXgIqCfMH9TyVucqNUhd2hRthWsBKpINPCFr5R/O3MSUqOBt2rjs6kcZ99CzOItbKaTL4+IFsmA7ZKgOLBspuGRcREFlW86jlBjZvCxNiE+UZJ7XKNCPN66wLDYgqfqw39QQcDxESpdmQRCmZ2hAWWhlOznDe0uC5uavUZAMsCVJIrEuUWp2MrPgpVxcJpkYRNDTIijJWJRrWRGdIHMjxGUGVi8uHWCnWsFsblEsuirE7bJhMPHxbis+xgJkOHBUdkrqSjWyNt7qVeGTNPLcSJVtX8aahzMclryAV3OMriqPINPs4uPQqw2I/tbmjnFPWiOwLU1/pIi820888Jss0k/4mMpkia5ZOBgsxdmTyuCI+EoI9rErqFJU1Ss0N1sIidiXEtPV8i4rOTWhulILtNotOB4KFCJLqZ7hhCfGC5ByyhINJVYGCqIp9PIOx6RivqSWIMxHaM/dwxCXEex38avCrvB1XUSkdIYoCG9fJWoaJ2G3E1FL6pl8hHm4jaj3KQ/EbCGtCRN02auJT/CB2HI28hlyhY8Ro4dDRXdjbWxA8AJptRcw+iv8Wtmz+KCvwHpRtpi9uninbhLLN6NiTTz7Jpz71KZqamv4Fyn6cSNl7Gm+B2Ud5tz247YvrEV784kv3v/DvP3ucZx8afPAv/3ccGU/leOLXv3z/jr/6/H5+8ek9/x3vvnWrD4MCHyiYZTJxvn3iL3kztoipfhB7PEaXaex+MYiJtUfYVrMSsUcJxLwUipdRee8QXt5DZ8nFTuVZ/GoXV8tDTJu97J+fZr3VSDm6Qmesn6JgDWUtT9zez8muLvYt3WFwNYFaYGSqEqV1YxF/W5xB6xKvuf4N8vlZHpqZQGl2kM/vYHxAjUJ1m33iC1wpKlH5n8JacRM1Z0kUC4gKGezVGracH6FwnYy4SKwgJyIeJKi8icnWxKeFHcyX7xBcSeJUDpKsS5hS51BWvTxeeZnJmI6Xdx+mIe6jPZzDu7HBTvmrjNePEpavs+92lW8efZqacANTI89zM6f5TuV5HolMEmjJELBYCQkEzLS1IjdKeGT+FNIbWmaHdtFVX8Hhv810uh9xWYxL6aGkEnKu3UZfuMKQ/ga1wjVCt+Ssq9QsHxGzr7zARKGVfgwsNnpZSdp4SKYj0LhEshrHU/VwxdaEPJHg0N3LtIrWmetx8a6oh27xXUZXHWSaRZxrqFHMVHC3BumzmPHJ5CyuupDnVtjRO8dqyo60vobhror5plGyEj25WpCWWhtXPDYGIllmFAk+NnsFhchONCfhfK8Br8XH/vAq0cwC5XQ3euEguWyeO4o8AfVN/CM2fq2e5Pb6HhbqaSzmOpW0G1F4iqt6L4/eSxBt8tFUaseZVYPeykIpwJUmG+2STo751kgK1JwzinhR8LcoJfP8gXQUhauP3vg8u7PTiGef4IKwQWpPBO8VGXdtVuzSAn3GZWYDKgRpAX5PCx3xODtyUozZeySrLfgEYqJaFcttSYQRM3tWMrS4TyByeIgsDhM13MXncKBeCyNoPMsla5VnZW9giNuZVEKtJEUwVcPuHuEVlRBbIYwjv4qiIKXa5OTfx/+U11Iqctl9RMRybOZbyBQHURXTpB1ZrIFp8hMO1psO0JfwIZVIyHtcxAo3OSXfhVZbxliV8pDKyO7Hd2Pr2AKzD4MD37JhS4GfpAKbUFYoFPjHf/xHfv/3f59wOHy/Vc4mlL3wwgv3m0e/d6ZMLpf//05f/OFn3gKzn+QKfnjn2oqYfXjXdsuy/1KBDxTM8pk4V17/U74bniOpOk5TJM6I+TZp903OLw3zeKmXoCLDeshApLqA1XmFfHwv+lw3auZQGSvMNLpYtjjZuTbGWo+T8mKY5mQbNNbJSVaoagY41XeIhxZvYvBlUAuKFEtqWiN+Flqi9FrvcMryDOlUM5+8/F2w6Ck1hpjqF6CVzjGwcZs5s5K6/1kMeRlyQ4NZkZhGxo+k3sCRjNLCFPcMRkKiLKpkF7XcMjlvO8+aNawU1ohM1nDIu1hTVJiSxdBLrfwP5W9xed3E93ftRi7qxxnNYPFVOFZ+gzFLC3FRhv5FB2f2HCMhX8BajXFs9gahcD8t2TBhT5aaRMCM1sGVbf3oZVU+tfgaq2sm0u6ddGkXsfoWmYwOo01V8OjcrMuEXNzWQY+/wiA3KRdushooIs6IqQ6lkDXl8WU9HMlomJeM8m1FO1bq7MksEmAJm8jLGb0NXSzD49evMlK9xN89tIfZagt90pvsXWsi4hBxrWakZ8xHdFBJv8rKmirERMBBa75K++AVxoKm+9FG06qUaf0OpCIHjfw6BqGOgqvGonCEVNXP5269g0KmZgkjF7wW2ohxPLLAongMScGJUfw4wXSElUaEJdsEN/qO8sulCKWMnYVyEaFZSzGlxxq4yXW1h0NLSQKeGC2ZPixpMTmHlLXyNIu6LtoUDraFI/jFOiYNYp4tnqRZeYP/p+TBaLeQkVjpz82iXjnI3WqR0kiSHW9Wuewxolfr6dMkGU/WKaVkKNrruDcK9BVMGErzJAtl1iRKVrR6Ai0b1LO7OH5jipbm8wjtzQSWRljXzhJ22ehcyhKT7+acU8fD4u/iietYVsvIZU1UZ/O4zW1cUsWwCHIsC7TU63Iscj2/mPhr/l/23gNIrvu+8/x0zjn3pJ6c8yCDAAGCYKZIiaJWyaa82tWt7+w9hzufa+0tXTnpXLJkWWdLK0qWZQUqkBJJMIAEQCJnDIDB5NQTumc65xyveqp4Z1+tLWolyqQ4XTVVM1Ov3/v/v79X//f/vF+6lfMRid5FRCKmsW4CmfQhFBt+fE1J2ouTyE4J8VvuIegQohbKESjMRILXOGndi1mbxpYR8JBIyY4P7MHU3fGvNn19a5nY9phtPzK2FXh/KFCDskwmwze+8Q0+97nPbbXGqXnKnnzySR599NF/Vn3xFwVlNWW3wez9cX/9vLPcBrOfV8Ht779XFHhHwawQD3D5lf+Lp5MBEsLdtG/GuNt8nXXXHc4tdPHx7D3MSyG0GiOjDhJsOovVfRfmTJi9dekAACAASURBVD0lYRyL0c+EfJh1o4E9vgvMdNox3a6gzdUhFngR4qOqaOAnAwfZtTaLyBfESgRxSkuj3898Sx6Tc4JZcT8b0l6O3j5PQ6VCWrWTyR4wKW7RemWDTJuUbOBxShkBNq2KizoRUs8kMYOZHt8cg6UFLphcBJVLNGwOoPKpcLdoONgeYiWVJDuuoEnRgFcqZEYUpl6fZH/+PJdXrRzbP4JKWI/TV6Yab+bj68+TKHvYbLCgKXcyaesnKlxCoMpTt+ihY0WGSFAg6wihKEUZN47w4ugYzWkfT84+T6xBTEXeSpPCQ25VwWxwkB73FFVrBwF5E1PD3bg2MrR6LxLiJl5FHn25jgHxONOjJTaS7QwF2hDkNXytbpCkRckfTV/ELcmjkel4XaVHG89zeHyVXYmX+PLDfawWOhkVXGePvwmvFZbLErrPrnNjXyujIicrmnluei30FLQ0tJ9jflOLTKbCHlUxJ26gqeSE7CalujX6lULORfYQFAR4Yu4acnWOi4ZG/PImzKUiR3NXuapeRZkSUBEeIpKLIwwHudXs5s2Wj/JoKo5LmGIloiZubEIZDOJMTrJhcGJeyJN1JDEXetEG8gRdIjLpKdY1Y3Q6g2g2tMxIlWQ1JY4E1+jVneZHSS15sR6/ZSc7czcRJ/dxLS9EOrzBvheTTDYZMCjsIAoQKanZSMtwta1jWhfTn7VgSRRYT44za7cQVJXRmD34Sx9nz4VX0PdsUtb2Ul12MK1ZodAqZXQ+y4Z0mFON9fSJX2E4pMCvNpBMymA+T7NczZR8Fr1awHH9KJWqAnPBTE/0NAbxK8R9B0kLszQLbqCRHURSSnHVWMe+3GVSHiVV6SGWmssoBCKEMhm5pUuM28YoWcU0xis8XpUw8sTdaHvatsHsvbJKb49zW4F3WIEalKVSKb7+9a/zxS9+EY/Hs9Ug+tOf/jQf+MAHcDqdW+GLGo1mq39ZrQjI/2hO2f9/Kttg9g4b91fk9Ntg9itiyO1p/FQF3lEwS0dDPHPsG3yrso6k0kjvRpHDliu4HUtMTrbxieyTjFt9pBfW0JjzXHbdxHl7J30lKWGDCpN4kUuGI6yrlHQGbzBTJ+DATQcFcQNC0QrWRIy83MIL/f30+9aRxedRVwuoMhWsG3ECjWVW69dICGwkFCr0GTGPb8xTqvZzu0ePQ3cbzYk4urYqxdRRvCkVPXItx0xVxAE3fpuDo6kruJJerkpaCKtvofUPY14zE7Jr6N0xxXqiSuyOgl5pCxKJlJl8nF7TEisFP6FgmTf3DSMVaGlzV3BE6ziSn8KtOk1IP0h3wsoNbRN+hKxZomhWl3h8Qs2kzYpas0K5Gsdt7OaN/iZGPHO03VxH7ArjaNLRWAjh8VrZCDWwM3ybKWUdcuXdbHS5MMXK6JZfwSu+QNipwd/4FEcyX6Ni2iCWdmFZdZHL6vlO837S9TK+OPcs3lInRWmK12RKJHkxexdS7Es/x/f3qZkuHGFn5Tp7Ys147ClSYh/O10qcOjDI3ZVWguoZ7qwU0JbqqKu/RcwvZ92gwpHtZrUEo2kbktIm/q4b7BCaeD2goG4ThvJutKI1XjcPEpH1o04rOSw8xwvmAor0PLmYlYpES6snzbWWMBfsH2I0L2FAP8dyyIWwoqJ37jw5vRylegyfdwGxsYJV0EBiM4HS0UA2fI0Tnfs44AxQXZTgFUnIybLs9QWps95gPCWjkpcSahhkODZHUbib18saJANe9p2FuXYrtlSJSdUs9mQX3rSEntZJ5F4t3VklbT4zM+HXuNbVTUmRQqMMkpB8mP4LP8K9y0lJvoeu2Q3uKIPIe3L0LuaICgc41ViHQ3KSvUEhEVUDiUwZ3Sy0EGNBO49GCT9y7EdQUaFIWNgbG0eqOU54427UeTf29AxqdRcyTQk/Tnoy81wU7EKkHCZhWMJYFiFXRQm5V5mr62De1crIYoiHKwJG/9396HpaEQh+6vrAtsfsp2u0fcS2Au9lBWpQlkgk+MpXvrIFZcFgkNr/fvu3f3ur2IfFYvl/c8re8pTV+pj9oj7bYPaLUvJX+zzbOWa/2vbdnt3/p8A7CmbJWIKvvfxjXs9OoBY20LBRZtRyjbDxDlPTfeypdhOoCyKcLeA0Vzln8GG71U6XNIbPrsJc8HHC/ihemRpLfJKycJG9iyN4TS7EklnqAyGUUi0vdOxjeGUKc2WK5ZIVRzqJNZKi4CzwTEsSbdWCsZQjbLDwYd8FyikrM64R6u0ztJ5rR2ZdJ1ZSsBTuZVQq4WVDBVl4nVuuIT4tfxVlPoFn0UVWdQV/fBeuJR0pixrHgSuEYxrCE0UOFXvQmyTMJTwkdUt4K1pyWT9zI2OUFXYUvhKHF6I4xGpODf4AU/R+nD4Ny3o5QbUZnyKOKPYmT9xs5Ly1GaVqmbRYRExnZ6ZJxf6Fy2jdasr6AFbJEK3ySTayMrIhJYerAa6UjGhV9xCtMyHPVxG5TxIQnGWjXcH1rv+V/7L5WTKaIqGcC9WSlVjexHe79pBvVPI5z1fIho7gkW5yTSglJZLRs5FhT+UGP+yRUEoNslNylYHEAGtmL0SmMc4aONYzQptCS1lyG+F0mZSykeaOSTZWXZw2S5EI7WiDWrpFdurSUcL112iUijgZlrNnyc5Y8RSieIzT1lE89Z1YE2p2isf5TqMGUfYCxkUpcY2N4dU415rSzOgP48JMU90Cq+EWDIkMRyZOs2xpQCa7m5XsDUxKHU0iI+5AgrxChi0wz3d2381OhRVtYIpUSYZPXqUtUsRmvEBMEMKqEbFkG6R1NY620sBLWEl3x2nbbONWk4Xu+Qvc0HsYCuwikCsy5JpAGFbijJTo3HAyGTvN1Z7dCKUFcqIKKt1ORs7/hFN3j6CQNdMytcaqKIS0WYcivIGt0sGNBh0G9QsM+gwE5P2sFqUMT1Zpy99i1hpFIyvwA8cYQhSUo80ciLiR2V4ksHGQLt8VCrIcVY0TqzKLeiONPhbmfM9RKho9UUGetowavXyKOzkDp6x21l1O7p0K82jJw84PP4yme/e2x2z7SbCtwPtcgRqAJZNJvvnNb27llNUArQZfv/Vbv7XlKXurJH6tT9k7AWXboYzv8xvwZ5j+tsfsZxBr+9D3tALvKJjFE0mefv0Yq94llII61iUydhpPQfYGy0uD2MRqRE0F5DMlLCYxC3kdpiUzJu0EoXrlVgPd5xseJSTW0ZAep9fzJur4B1g1D1GV3MIWDtCoKHDccZSR+cv41UoWS2pGoos4EklyDfBCRwRRdRe2iIeIUc/+9Cz6mJxbrn56HFeovNpFznodvcGGZ/MAvYocV+UFitE0Ey3D/E/CFxBViwhuOCiJN7heGabemyNWJ6Nu/xmSoQY2Z+I8lBpGZk7jLyYZFyWQx8NkBCmm+u7BbzQizfp49HoajdjOxsgLKMIHyXkVlCUVllqtrMtkjK7eYccq3EZOqi5D3pQmILEzb7ewZ/4VWqbERF0KGiuDKKRulsV2LP4wR2RZ3ig60QiHcQpEpEUQCJ8hX7zGap+Qucan+C+bf8lkrYJfvB3NooJcScnLzb2sjLTyn31fxu4+yIS0wmoxSkkK9eF1WsxlLhtqnsgRBso36RbuIF1xkw3PUVG2cUJsIWC9Q51AhH2qGbFKSk/fBHPrQzwrlSCThukIdG1VROxMQVg3iccwT365mf6wiz3RbyH15zhnG+VadwM9SR37xMt8r72DcPmHjNyqkktrqY/lONNVZFO3l7qyCp0txHqxHlNGRcadp2Rap31ThFCaR6dpwSkssrSZZ0GXptfj4ydjB2lWOTBGrpEpmklKoCGYwqKewclNEm0y1iq7sNTyxmQKpst6rrTJafebuOpq54Gl7+GX59EkD7GcSeFoW6ChEEe2qKZuU81q+TKXXQdQ46CYKyNwuRi7foqLO9uRCDRI19JEhVGUChcK4XHaUodwN2nR2X+IY1PDsvQAt8pKHp6ChuRpvJoISkWW77uGyIn1aKKNPKZ/hmAiRWjtLjoD10lb1ZSwYZGliOph6LU7XL/rIFKVkkzchbOQRcFVzilbed6mQ1Cv5alLUUala4x94jE0Xftguyrje3rx3h78tgI/jwI1KItGozzzzDP80R/9EfF4fMsz9pnPfIYHHnhgq8jHW+GLNSj7RYYv/tNxb3vMfh4rvn++uw1m7x9bv99n+o6CWSid4cunTyCZnsKWLxI0RZi1d5CJz9C9lESNinKnAP1sHpR6AhEFurACp2acQIMCRzzMC+0PEitpMNYa8s5dISn5MAHtIBLRDLrEJg1E8FZ34wpd4XT9MO6SjKOhC1gicYItBsY7xBQYoX7tOkmVlmbFBqakggstTewxvUn8pd2kteextTay4RuhXhllviRlUVxPuSLh19WnEVeqVG4byYpiLFYHMPgTBJuFtO05STLcQWA+yWOxQYSGIpXSKi8YFNg8c1QyBcZ77mOyrR19YpIdEz5sVQ3D7eNMRHfj9UupyGUs93Syqozw4OICXW4h60U/qy4bSssSa1UnM3UdNG2eYex6jliLjM7SCNXqOnPaZtpCQYaleb6q1nAosJPuYomYDDyxn1DNzLM4JCEl/Tgfyn2VKZeCRGAIybwShFLu2F1cG+vgaPIHtC86CdHEanmNvLSEM3ITlbmLRfkatmI3/eKrNNJDvOjDbZyjrqznpL+dJcscLpWTxnkjekGJlvZV5kIt/GPJjEw8x25/KwN5DU6JnQXzAjfVp+mf7cOYbWVn9IdU8iKuqQf4SY+Rw3EdD1aDfL2rj1D5mxyYKRKPaiiK1Mw5I3i1R+jKCpHrN1nVN2JIqajMJika51AFzDRKQijU7eiEa0S8SrzyJHVJNc/3DqDTqLDHL1LKtyKSFWjZuINWJMNoucKKXUkwsAt5McUBRYVkQcaxOhuDASHzzp00ek/RJlolUKqFuybJDIYZia4inW2nqbhIRX6Nl2U7yAj6IJtE1tLNkHuVi50SFFk16WiVhDhHU1VLi/jrSIO/ibtZiLLxeVq9YsblB7mGgidmjCiTb6ISTVBRFvlW627SUittcTUP1n2dyKqc1NIutLk5Ig12VEUz2kIBpX0Jx/kwZweGUGiFVIMHqCtFkKTOMK3Yyz+6gsjqHfwv59LYTFF2/PqjGFxD22D2fl/9t+f/vlWgUqlsQdlXv/pVPv/5z29Bmc1m4xOf+AQPPvjg1u9vQZlMJnvHoGzbY/a+vQV/5olvhzL+zJJtf+E9qsA7CmbBbJYvnT9B9dZlmqSbGFRrnJHey2mFhE/cuYiw5CDdraTdI8Sfd7CeDqLPShgt3ybUXsEWyPDj7vuJZ1XUZZbZOXODadvDCETNaCWrKHJxNGkP5nUFJZGPk+37CZRE3Bd+A7U3iqezgdneTsolMz0L1wgq5JgsAbR5Oa82OblX+waZs7sIxefQ9zWQQ4WqGmAx5+Cq8wANi5s8qb2BrgLyuSIJoY9FjiAOFPG1pmkbPUc+2k7SG+fxSDdZsZ48HiZSaQrKKCuaCrPN9xHROnAEptD7r3HXuoauzjRzsQZWkmVydg0LjXezoprikckoylQCUXmCFfUoGu0M/qKJmeYhtJEpdl5KE+rLc2+6nlLWzS3DMK50mUZpic8bUjy5fi89+QJFUZlw4AXSZT8LIzla02PY5VeZ6shR3NyBaFKCUKoibm7FXZ9BaXBjXCkiKHeSLAWISSXUx04gUu9hRSSiU6KlTTKBVmohkg+zoZjDrk/x5tRhEoYVelQ6zD4JmooMrS3HUtrCc5kGSuqL3LXUzb5cFaXGzrLFR15yE7OnmWpMTndxDp/RyEahgdecVY6mFNwrTfM3Hc3kgs/SkSsxh4PWtRwr5jB3rP+OsUgGiS6Er9GKwSfAOLWJ37mIP3sIZ9VHt1iIqDqJyGMmIMmhErYz1VLHst2IPXYWZbwVpTKNzTOJNe+kOvgGPoWc1NweSpo4OxVpyMh42drAPd4sfssYdxJ+hsrLiIoDFHJpMrvm6VwroZrbi13+HFLpOi+Ux/DL61AmE+jbBmlLqzhdN4c+YiSV1xATpmjP5RgWfodk9P/AXRej3HieA54C51VjXBJK+OhCJ6nMOdpzb5BX5Pl6+z0UJfX0pETssjyHdiNO9uYIUd0amx2dNOW0yMJlRmXH8N6p47W99ahMQdSeBxhIV6jGT7KieJjvGc8iaennfz6fReHSMfbUIxgczre1ZG3nmL0tmbYP2lbgPaNADcpCoRB/8zd/w1/91V+Rz+epq6vjIx/5yJanzOFw/NKgbBvM3jO3zb/5QLc9Zv/mJtgewC9JgZ8KZvl8vloroVuLNa8l/NZK6NaSg3t6erZ6mPxrn2g2zrdPP0twcgGrdRpxVsflootxi5X/feYY6WId3i4nBzNabnlamS3MUVeAfdGLhHqFmDcy/HjoXsI5PYPxEn0LZzndfhhV1Yaj6kVdqFLOrdA/cRWPysT17oOQk9KTOIV8JYyvzcWPd95HXSbPkdmLLCrV6B1BdIUqL9jqOay5Rvj8AQqhmyjax5A3eJGlQ9zIWLjmeJDexUUeqYawVMUog15C1SCrskPk/RI2mrw4e29QH+tDEBexO6rCnbOQjkVJc5PzPTqEWRle8w5KShmWyBKOtTke9RiJd2u2ij3MZbLgFDNVfy/z+gU+NJGlqplHVp1kNX+QnNSPIlLE29hDmWWGTpdY3Vfk4xEjnkySCXM//YkcOqmQr1qmOep9kP64EJGwQmXjTbKkGN8dZn++QFYaZ7VW5GRjlOKkHKFcjV1RD8KzXBhwwWYWicSCNL5OCid1hROUFbvYrPShLsfpFi8jtidJVrIEymH06jWmZg9Rp/HRry6QiquRIkOsUjNXsfJKqgk0L7B3YYh9BcgbhejlEiwiPzdTMophD0NlMUklrBQ7OWvPcW9RRJtZwN/X6dHPv0xbJsklbTPNGzl8tijz6o8wEIhRNInItUixufMYFzZYbF4jlrkXR8ZMu3ydpcIq7RtC/NoYpoKTsG4XbwyrMCSvYA9YMAnDyDxuGvN1CMdeJmKqkL20l5CxSpslhjwm5tW6Bh5bEDFvG2C8VKC7tAhxO+3FMua73qC8ZEU7dQCp9puIJSWO50dIyEwY0x6k3cMoKmYWVNdQpOwUSy3kCWOO3katvkpj4D/jtsbwNM7zeHCTy/JBzkjgN1ZG8eYu0Bd6k6wqw7fb76UqbaI5LMOkHmc0P4f0jJX5pjCxvlG6EyLKm2UOl7/H5bW9nNlfQm7dxOz7IMMRAcn4C9wSf4Bx7SkynUf4zQtJRDYrY7/xMA0N+re1xGyD2duSafugbQXeEwrUoKzWm6wGZLViH7Vne63i4qc+9SkOHz6M3W7f6ltWyymrecpqlRd/UdUX/yWB3gplrO0v3q1Ng98Txv0VH2QileXU1bmtWW43mP4VN/b7fHo/FcwCgUD1+vXrW4t2rXzu+vr6VghEX1/fTwWzeDbC8298n+XbQcr6RYqRdm5K86QatfyR+wTJlI6J9l4eRcDV5R7G83Fc2Rh9kfMU2iUY19Ic27OPUNHK0HqEuswEZ5sPA0b6CkHqslV8hVV2XD3BstnOVMfdGDMq9IU3UbsjhK0uvn/wURrTUQ4vnmVFq0DWkKYukeW4oolR7QJL1+7GHDiFoOEuhK0baKpeAiEpVxSHac0vczghQVXWI0i6SVRDREz78QTNREy3UbffpivegzItZTQVZyLVAxtRis2Xec0mJh/RIJKMYhKlqBBF6ynwkYCa6ZZ2qukpbpWrCGwVgoYBZhxBHpspo7ZdIC7ZYC36OAFRibrACklzE1nDOCOnU4zvq+ejISHulI5ZWx97ogk0ogpPNx5n7/oTdIeraMRVKis3qJSzXLk7xf6il3V5nEi9lpyvn9K8GZFYxphAT5P2Ff5b2w6KPjk6RQWZ9w4xQTdNovOsK3rIlR5ElJulR7xBvnOamFDNWlyOQ3CDknsfWq2UTn2AQrJEDjWlYhuLcjNv5B3I5D9kn7uLgyUNaWeI9rwVTTXFi+UkirCXAaEaRXGDm8L9nK/P8EC5xGqLk5MaOTunv0XPeo6XHZ3YkwUidUFKuaPYElXCFh2iViGNS1nKQT8rNje5yEMMpyyojXNcrWwyuCpgplVM73qGvOAIJ3Zo0RQmMYelNKdWUW6uYCm3ox5+nUxLGu+ZXcSkYvRtaQxRAT9ubOCJBQ1nGnrxJeO05Hzkk3IezJVx7Hgdf1CB8c59ZOUXyGmUnM/pyAmN2EpzFIeGIGNDHItRkFaJiVyICkVGFs6y1n6F7tJBfBInt5rnORTbwFeuNczWsyfSwmruTQ6vn2RNJ+D7bUeoyJvo9Mqoytbplq3TeCqI25kjNbaDjkiOzLqI0fJLzATu4uJeDxVtmJ7cg0jCNlIb3+WCYj8F3VX8nU/yH67VioqoGf73D9HSbnpbS982mL0tmbYP2lbgXa9ADcq8Xu8WlH3rW98iFott5ZH9zu/8DgcOHMBqtW5BWa0k/lvhi7/I6ov/kkC/+/nnuDyxTPVdr+Avd4CVcgmBUIhAIPzlXvg9cLVtMHsPGGl7iP/DCvxUMPP7/dUbN25sLdy1ZOErV65sLdq7d+/+qWAWy4R55cQPCE3OsSLIkk71M2WaoEM9xn2FNxEH8txo2s3jYj93NlyciyhoKcWxJcfRNoQxunOc2H0XvqqT+89fgpYIJ+0PkS5p2FnJMlKNc6W4xs5Tt1h06Jht3UtdRouicgXTaoiU3Mlzh+7Hks8xunKGuLFKziqmOZ7mgqAeh6iM29vOyOoLlOy7SLWlsKrWkXhKPCe+j13ya3SGNChLdZQjGyTLWQr1u5iO2yhpLuFzTmJINWIQBfhoMsvN7OMk8yKGVN/mb80ismEHrakmTMIISVkaQUTHR4pJ5lo6ySwtckFipWoqoZYYmGkM88C8CofzReZVZTzrH2FNXqWp4KZls0jeMY5pOcalsV18KFBiJtWNu66dw9EYWmGJr7R+k9HVT9EQMtIqKVBeuUQ6tcn1I2WGimGWtCFiVj3ijRHK63bEkiIPigX0md/gTxrHKHi6qBNuUtgYx6MYoLd6kctaPbLiR9GHVmgVByl03SaoMHM9Z6Y5ewbn0h6CKgcDBg+u0hQrpSaigf34TCYW8ypy8pcY3HDyQMVJrn6dxpIWabrEsZwfYziE3WDGkZvimvQoHssyu0oSvtc7xlQFHlz+v+mdgeNNHRgkMdyWFL3ro0hQs6EyQpcM1ZKGYmKTtHYeVfBeWnMqhM5rhBW3cMw4OD62i/tuXUcpHOFYWzcFhRtdJEV3eAHnxiLK8ijqsdsIW/1Mne+mnK8iHCphi4s5blPzyLqFH7R1k/ZVqU9GKObz7EnH6TBFiBhWqXPvxVdcpqht5FY+TLJkpU14C8+uYZJ+Aw+sK1hSw6xOiyxf5e6pK0RaLqI2qSjKepnVpWjIFkll26jEtBzMmNhM/ATH5gbjZhUnu0apylvp34S0OIlTEafrjXEC1iqlXX3UBzNEF43IM1NIKp2cHbuJSrHOPdn7cacH8K28yITShVp/majrMf7D1RACTTODn3qApl7z21o0tsHsbcm0fdC2Au9qBd6Csj//8z/n29/+Nul0GqVSyZ/8yZ+wc+dOzGbzVviiWq3+pUJZTbQXz9zhy8+8SSqTf1dr+MsbXJVqpYJv5hxyrRW9sxOBqAZnv7gWBb+8ufzir+Rymvi9XzvCWE/jL/7kv4AzRuJpHvqtv9s602ee2M9Tj+75BZx1+xTvJwXeFpi9+uqrHDp0iMbGxq03brX49N7e3p8OZqkoF176Ppr5kzwr0eLPDJIxn+dg8mNUHVdwRZa4o7mbh2UzTIftnPFWsMlN2Nev02RdxRzKMd7Vz7RqkI+/epzMWIbnrY8RLSs4kM8wIk1ynBV2vbbEbL2SUN0YzQUT8cp1HL4AoqKBHx+6F1FFzs6FU6TqCkR1OizpIlMlLYZgMxtSLQfmnqVi7CLYXMCg3cCdqHKudB9PGl5F4jdSX+iA8CaxTIGyZYCZih2R7hIXFFnseRNN6jWeyie4k/8Q8yoLH0t8lj90KMjGezkQtuJIrZEWC9gQanlAfwuZ5lEmpyd4XdFC2QStlTKzDUHudRtpN36b01YzUfcjeDUxZGohdUEpe+eep5qNc+ngAA9FVRwX9JJR27k/lqEqqvJF19c54HkKQ7CdEVGRqvc4yYib+QNlZKokYXGSjFGLwjdKJWBDrEnyYUWIJsE8/6Cvx5d7AlP5EkX/RaaMO9hTus0plRhF9SmsGxFcwhCFtvOITVUuFqzIAiu0rY4RaLTQLQixR3KKW/EhvIFBhBYTgUw9WtFVijEx9xdNJO0emmUK5PEyL8Vi6OJBVE4HbakbnFU9QEE9z0BVwD927mBBkOaB1b+n+1qRV9ubKVhLZFQpDi12k1JYiBUlJHuNlFZ1SKMpHOQoVExExUosqkkq6qsYFxo50XMvH516Cbu2j+OqXSypVtDmM/RG3Li8U1QrO8nsDKK3uVm77cQfMSK6S4BZLCaQ8bIvauO7TT2Eg1ZM6QR6aRBbepkDVQMl+yLagIkL2TmkYhu+nJJIsZ5u8RRXDxwgv57h9+YLLEkMvFGvRCSocHRygrxtnGili5ZuP2cEdiTYKGcUeOOTjBYs3Mg0cnD6Kiv1ES71DCORdbArksKLlAZpBOuVy2S1JTRDzWhjAoqL9Tj9fvyaBk4PXKNLfYt7wkdZlNVzamORSFKB2XCRYPMHeGo8gVjbTO9T99PUu51j9n5a6Lfn+v5V4K3wxb/4i7/gb//2bymXy1u9yf70T/+UgYGBLSCrecr+LaDs/WuVf3nmNftcvHiR3/3d393aY/3whz/cygGseS9/GR7MbZv8fApsg9nPp9/2t+GnglmpVKqWSqWtqky1ReJnyTHLxdPM/+AN3Cuv8oyqTLbioE65SWdqB4GGBTI0aAAAIABJREFUMpbsJPlyPwc0V5kKO3g1WUUgHqJv8ixdlUXs5jhTrnZmxaN84Po0c0NmrqrbyOSK3BeLMiyscEzuZvicm8mGCinTGHUlE/nyLM50AEVEyoWhPayo7XS7T5Ls3SQr7UeYlRJLFmkN9XDLpOOeSy9g0Om56ZIhUG0SLxS4VjrKR+pfJB000hfvRxhdJ5JMIZL24tbWkVfPcUkmwlYW0Kpa4JOlMCvZD3FbZmRf9qt8zpGhkN7LByLN6OPjFAV+Ng0W9hbUlLS7cM+f5CXDECqdkP6sn2Wzh5ZiL3e5v8aPB+2oCjvJqFeYk/UgoIG+8H/DK4vQVqhjf7qPn8hbkYgF3BtVEBWK+ILr6zwY/feovFbuEgkpbZ4ktbnA5o4yfk2IqEhCsbSTskKLOacnJU3xpGKCzrCd0yobT1sa6ItfRZ2Z4Za5j0PpJV6VpZAI/xNNa3EaBRvgOotOW2RFLGfJp2F4zszGYSvWjRL7ZW8wG9iFO1KH0QrjmR525SME8hH2ZYVEjRHadXLUiTSng1lkySJyu4jO6iwz4v14VFH6hQl+5BphWp3gkfVv4bhh5UxzCwVDCZlijccm7Vw19bGqMiFxgno1y5rwNg35MvnMAXxiFZ2SWVDcpGXFxOWmXXxo/TUc5r1MlzpImC+QzmtQ+Ko0eSaQadtYrteiMa6jyPiZjPQS65djl2UxLa/RI7PybWc73mQX2kQGl34dYXKFIxFo1VrYZIKfRKepGioYwr2EM610C+e4es8B7O4FRhfElARGLjYYqIgVHF65BNoVFtmJTW/jddUSAoMFbcqAOvIawcoAts0Sg4uzzHVkOdv/OGWphvv8Pu5ILbQUQkiXTyFSppF11yFMa7AtOuhYz+BuGmJetUab9jQj+XoWtAq+ESkjX5dj175JVXOEI+tFlIYGun/tKI397W/rDey2x2z7MbGtwHtXgRqUbWxs8Nd//dd86UtfovZ37QVrbdO/Y8eOLSir/ahUql+6p+y9q+o7N/K3CrPUPJtf/vKXt+z12c9+lj/4gz9AKpW+4/l+79zM3j9n3gaz94+t36mZ/lQwq9biF//J52cBs1I8jfsHb/LS2jivaEIUZBG682asRQsZeyupkp+2rI5Ry5ssb7o4F1MRl7bR4rlBR3ENl3OduYYmVuM93OMRcL2zE09mnVK8wE6RmMGKjGPymwzdWGOiPktSNYK9pENV8mEW55FsRFlpGGHcUEfb5hT54QST6kYiZQdNq/N0R3fwSp2Oj514kQZNldd79IgkaYTlINfL+3mk/lUiATNDkQHU2RVKghy5aDMBjZOgIsBlXRJrRUKHKMQj5TUS+YcZl2qw5F7ku7Zl0vl7eDLRiio9i7wyTdIppneljRmHi9LsdU6Y78ahF9CaWiYgWURRf4Q95/+Ok7tEWJTd5ITrXBIfQChsojv6NCt6DwMpJ+2pDzJRNYJsg7vjOhbQ8w+NX+ex5H9EGklyUKgmuLlCwjtLui/LvHGRXKGFBK1I7Ca6M1oWqwkeV59mxN/KjXiVzw70MZy6jiu3wTV9G3tSAd6U+JAJf5OWtQx2FhE2n0OgkrKYfQDBZpHW5QluHB3GGMyyu3qNSHiMuZSSnnYTJwN1dMQi5FmltZChoKgwrFOizYV5MyBEnTWiMSzSpPayWtnLbXmZneJ1Xmno4LYmxSO+HyKda+earQWZUIRCOcEnr2rJFHP8w86HkVmqGFazCMoZ4BaB9L34q1o61FOUxW4a16R4TErujy3itN5PomLieJ0fbaqAZF1KvXcCk8XANdkgGr2Pdv2bXArtZqXVhkO7yeibAZpdOv6uqQtveQTpZphh/QqS0Ca7vbdodRwmVH2NH0UCpE1VGjY7iVVaGczforRrB3LPDKGYBkVRybKzjqjKyq6VcWzyDe4o7eir+zkmmaBYr8JeqEeWOM+U6gj/cfwkpvkAt8YkXBv5MEWhgKPeBKfUFkY8a2RzryJWZrDU2xGk9SjWTTRN5kl2H6BYyqE1nKJZUmbdWOb7mwKEbgtG5+u0pnbQnNUgM/fS9Yl7aOxreFtryjaYvS2Ztg/aVuBdp0BtU7+6uroVrlgLX6w9yltbW/n0pz/Nvn37tsIX3/KU1Tb9tZev2x6Zfzsz1uxTq5BZi1Cq5f3VbFf71IqzHDt2jP7+/q2X49s2+rez0du58jaYvR2Vto/51xR4R8GsmoyyceyHfH85wiuqRQrSFN0FExpBAZn0fq4qpNwXS9DhPEHY041vVs8dkwN7+gb1hOhwLjNv0uP1d/HJdQlLbTYuZXxkCjJGjBb6syJeKJ+lZ9LPeFOCnGQH9pwYTSFNUavD7J0hUN+DW2TFlPURuyvPbEXDKp3sm7lOT2gP32o38OtvnMSpCHOmt5H6hJCi5BZXlXs4VHeCkNdGX2QnNuESenUGz2o9m2InbnWIda0fDRraiiL2llehtJ8FiZBM4QqvmeeIs4snsg3IinH0iTm88hIdmXoqQiE+/zpv1D1EizqLsRAiJA5R370f14m/5uboJg59I8FEntvVPWjzZsyl54nrlrEWXdiynyGRF1CUzXBXUsMFzJy0f5cHUp+iIl1hCAvuDQOVtTuI2jyMW2+iiO7FrcjSZOygJWVgigwP6V9lf+IOE5MdfGH0o7RWztIb8HFd10c7KWaFIfKyX2d4VY62NIGo5SXSOhOptU8gj5fQbxzj5YOHaM6t0h4MEU8P4i5XcDnlLMbqUaQDyFhAVYwhl6o4oAEZYY75GmnMWFHq30BvzyIvWDlHPYOSVc7a7NzUpLk3cZJobIAVuR1xSoBIdZuP3dKjTsX51vCD5Oqk2LwFnCkZKV5hrXAPmUqtmMkyIWEQxyqI1LAz60ZteQytQsSXXHI0wTQOTxHbxnVaTGKOKfvR69LsUJ3lZHAPC656LPZ1nngjjMGm5S9bewlI+9CtBejXrqP1bTLsP456yIJqfYVnAiIiKhEtm21ElI2Mpa7R1DOIP7NEIK5EnpLjbrDj0TbQsxbDXCwTdFzEUh7lJUGUqlWPUdhEpXSZcddH+KupS1RfusnZnWqmxo4iUYq5e1PL92QS7r95nYD+TYpyEV06G5K0jELQjHNWRdzWh07iQ2SYpkmSxOvMc3V+E8mCieiuFfoWBnDK65BpOml7cj9Ng01vK2VhG8y2HyDbCrz3FKiFwy0sLGyFK373u9/d2tB3dnbyyU9+krvuumsbyt6FJq3ZrJYq8vu///v86Ec/+mcj/OAHP8jTTz+9BdLvdJXMd6E076khbYPZe8pc78rBvqNgRjFNYOoM3720yuvJeQQSA/WaaYyiMOr4b3DcauVxX5C6utNkfF1EJxzcMClpzpylIbmJpSHEssPARqiTX9tc4uaokSmvhTxyeq0udkarPF88QcN8kImmMjnRDuoTaQy5BGmLnibPGusNzWQiQqTyCP57y3hSEqYroxycu0NHcBff6THw0PVbNJWnudy5k0FfmoTsJJPd9zCoOUtyWU9H6m6c0mlUpQ28m314hC7GdWFy+nlUVSODWQtdFQ/icjfxUoVJ3Jw3zpGRjvKxjJ2CJI9q7SqhWAmBo5feco756CZT7Q/QKoqSKYQoVXL0DQyhf+3LXBmLUadXEQ0XWYuP0hyWUDHdIqSbRlrsR138DKJyGQQ32JNQ8ZrIyrThGfYmP0rUkKVPYt4CM+PiBKL+NV43XKE73MfNipB2pQtjWsuMVsbDulfZkbjB8rVmnh68C7tiiW6fn1nFKGpxgowwT0DzUQ6HZEgid9A2PItf3st85iGGUlkUnuM8u3uE/uwC6lUnG5V2guUIemURo6yNuZgHl8iNPBVEItdxVL1CSZTkB/6DDMfLaFtvsqFz0RQv4a7oaZW6OW81sCBL0Ve9xbJskHhZhXqzQFYzyQNzJhrDeb40cpSsXc9gYANTQoA4cZy1yv0IhVbqdR5mRBFcy2XMAmgszSFxfgiHusznWswog0U61rI0u8/S6szzFV0PBq2EQ9JzHPftY66uCWVDkP9tYp6EzMJXG1sRyLsxbGTQaL04QosMpC5gHd2N4uY1vh2KEZVVaNhsIaZswKYJ0Wg1IilOk/ArIaYj6FDh0dbTkhKhmy/h6b5Ev8DGeVF4qw2FQa5iU7TGqy2f4uligeznf8SpTpgZ3g91Gg6GHDxXqPDY9XOsN52jIDfQIXYiyhQRRi0IvJ3kVFIGGSdpKmNWePHWF/DcXMExUeHcByy03q7HpTZj1LtoefJu6rsH39aCtA1mb0um7YO2FXjXKFDb4M/Ozm5BWW2DX/PE1Nrb1DxlbxX6qG3wa+GL256yd4fZ3vKWfec739nylqVSqX82MLlczte+9rWtXnO16tjbXrN3h93+e6PYBrN3r23eKyN7R8EsU0xxdf5lrlz0MLdcRaKSQvOLWCQRbGv/iRNqO4cSOQxN1ymHXARnGplQQmv2efrdK1TqZLhbbUTSjXws/BNujjUyvbaPvFRCi6WNuwJVXhecprQZxWuGQnGQulgQSzZMxmai3e3B3dSI0pumaguzfljIRhzGKzs5ML9Gt2+I50YcHLy5QGfsNKcG9zMcCpGVX0K2a4xC+TrKaTN1wocxKW4iWpxgM7mXTYmLM9oES3XXaSjYeTjlohM34pKZUFbBcXESr3aVmHMnn0wLSZXFCJeOI19PMd81Sn+1wFokSbL/fpz5JMt5N8p8leZWB4bI97hlrqCJy0lXsqTj7XSFBZT7E3hyJxHKHyKVfgR9tYKldJb+uJqXlAbC8mN0hR/BYzczoDMw48nSPDuF6q4QP5C8ycM5B+c8g7QotMiKYqbtdh7VvIEucJv8DR3P9pvQ6KQMrEXxFF2IZAKUajPj1kPcFyxSiXoxOV8kRz3HtQe5P2lBt/As3x9pYldiCZV7gClVG8vlCCZJjoO2Xn6wvsQ+jZ+SbwGR1MBh5RQIC/xj7BB9kQ3ah93MCwaxhQuki2Yq6mlum6REBDlaJOssqBsJUEK1pkCmm6HXY6cnIOGrPaNEzHUcSExjSRVQrZ9hXXAfKUUTLeoN7sgiNC5maClUMBaWoeUJ6pU5/rLOiCItoWs9z9DEeZxtYZ7WdSCUm7lHfZ7jm3fhNzZQcoX548WbzFUrfK2hHp1yD/URDTlFkK70VQaL19j/8Gfxv/g0T/tXyEqr6DxOvNIWdA1FdkrTqCXTxFfVFCJ15C0SPCodDqkE86UiEwMBLIo+LhdneEQRoMuY4oypnh/qDvMts5PYH3yRM+0wN3iYQL2Ug3E7F8Lw8J3LLHe9CcIGXPkWipUwqrSKUGw3qKM8XjnHmtqMWH0dj6NC+Foe1/UcZx9twjDnoFsuxGZqxvXkUeo7dm3nmL1XVuntcW4r8DYUqG3ua+GLN2/epFbo45VXXiGXy9HW1sbv/d7vMTw8vFUe/5+GL9a8L9ub/Lch7jt4SM1uNZiupYk89NBD3Llz5797tV27dm15P5uamrbDTt9Be/y8p94Gs59Xwe3vv6NgFsuHeeHm37F2M0ZxSUdZIma96QpWjZcB78c4l3TSJZcjat1AGtOSm9Zt5Ro5+B6HxzeIdLVw22mnmlHxRPg5lvrtXE49REEE9boG7g4KuKK9hXd1mXy9glRsFFUgQm96hYhDT9fsGkut7TjjRUIOP6FdefzBMpclI+xZiLFr0cqrR0c5eGYSZfg8V3YMsSMTIKNdwN7bwmL+MiN3+jBZP0xFfJ7C61cIqh8irLBxSZziXOt5mgt2fiPVSX91gWxOwkpBx3dlIrTVBMmxXu7LRkhm9GiXX8e4EGa6tw9jKUEgIqE0sg9rukAwuIi6aqTn4S42Rf/AgieP5JaYnKyApKSnK6VAfECOd+3bYPgMS8khjFk4kruBPSvke0YJjvQionwnN6z99JjUhN1z9CwuIrs/yrO5Mzyp6OS56XsZEGVQSMvcNjm413IT1doZKlf0HNupB52Wh6+l8edUVG1dDEkG+IJLyD2raYrFNI6mE0hkOl5nmB0M0zz1Pf6+w8DB+CzltT1bYaPXxDlsggK/7mjjc3eWeMweJbR4BbHIxF7VLCVRiRcyO9H4PLTtDlLNGyim6yllWyhLz3Oi3o2gpGSkkmdJLcBPmtBmD06Nl/qsAVe8gzNKNbNOJ0fy16krepHOT+EV3s+yrJM++RrLyhitnhgtcZCnav3XHqNLm+FLDgvCfJWR1QIdtycxtoY4prGREtaxx3iDk769qOU2Qm0Bngj52Qid4Dtt/Uh0d+OKNFCUJhkrnqQnOc79j/0F889+mZfWQ9iFetx5IWulOkYrSzhbNSj1c4TcJsqRJoR6OT5pEYVRjPqKi/l+LyppGxOZW/x6NUWrVsPrfU5+IjHxjYYR1n73/+TmgJzl4ceY1xfYE1HiWSywP7zJfMezCCudOGPdlIQ+DAIV89E21Eb4gOAqC2UpCvktNqxC/LNZmq4nmd5noeLvYp9Ci0Jpp+GJI1vhloK3UX5522O2/ZDYVuDdr8BbUDYxMcEf//Efc+LECQqFAg0NDfzZn/3ZVhhjDcpqHvpa9cW3PGXv/pn9ao+wZre3vGX/9b/+V77whS9secRqNkomk1s2rDX99vl8W/+rFW35wz/8w+1CIO/i22IbzN7FxnmPDO0dBbNkIcrLE3/H4vV1hPNWcqi445ylQT/NXcmHOR4coFmlZLnFRFMigGQ6w4oij0X9DA9cThDd0805mQGiMh4NvUy4Rc5r8k+QF5ZxKswcDVaZdq4yN30dWaeDSHA3UXeSB1ITbDZI6Z1cZbWzjx6RnKsGL6ouL4tBuCTvZ8Rd5dEra7zy1FMcefEia5kFFnZ1M5Jfp6ieQd/Wzlz2CmN3dmDp+BCK4gWCz93G3/gESZEWrzjPsy0ncZbMPJXspEuwRiovZLMA31MrUQYTcKCbvdUE6ZKN5qVz2OZ9XOweo3/TzeWcDElXF/JaBcWVWfTSdnb+xhhX4k9zZ1OK/ooXKKEsamnDiPh+G5t3/hqx4w8ZzzSgzqv4eDyLKDXPy41SWoIBshkJr9ftwymSoJybZjixQbR7gRntZQ50foS/unU3hzJruNR5LgmU7Lffoac4SeQnQp4ZrUdqVvLBK6skMgKSvU8wnG/lc/UhDi5kyEnyNLpOoFBouJztwS69i53uF/hbk4RdySVi3jEaO4Y4pRdilEr4TbWaP7u8xEeaC6xMnUBcMdOnXiAlLfN6wsnBm1NcPTJEl8RHRXU3ibidodIFjlv/H/beA8rN6lr7/6m30VRN7714qmc84957t2nBAQKBEGpCcnNz86UXUkj5SIEQCCSYQDAdbMAV13EfT++9N0mjUe/Sf0nEhPzXvRdfEvM5Nzpradkjnfe8+332q6PzvHvv58zQP5tEuaqRfvEobpebdlsl6VIz8SIZkaZcTii8jEcXslV4GrnwEvLmGQakGxn1l5MtGcGoMbPYKkPRrsM+O4q1ZAslMj0/T8skUmBj6cAs6jEjySoLl1RGJgXpFMZ2cWJ6IXPdMQxk9VHgUdNpeYVzmRVIVEUk6zXghjLxAUoHOth0/Xdo2/cYx0dsFAniaZTZ0BnDWWjoxLRCQULkJLquBESmXMQqFTbXGM4MJb7mVRjm9GAzCRnx9XOLI5xwRSXNS5yM+Y7y+YL/4NK//5ThhVFoK2+kwW+gsn+KwpfOI168lEtxv0ckLCJxpgi/e5okVRwHDEaShamsEzfSJnCRINEzHSlkYGyQxCYjxiI1ZkcNG9VpIIoifssCUksCap8f3ULE7KMxCvUIIfD/EoHLi/ve3l4eeuihoHhEoBUXFwcjZ/Hx8R9I4n84ffH/pc2hc7+PQMB3AdXr+vp6li1bFhT/yM3NDUY5jx8/jt1u57777uPpp58OkrTy8nKeeOIJKisrQ0Ig1+hNFCJm16hj/onMuqrEzO42cbzrD7Rf6EbYGIXHn0BtVh0pYa1sdq7h7amlRIVL6cjRMHd6Gl+XgRGVj9SEN1h3xoZtZTH1LgcmfSxzte/hSBSwL+p2fH4XKYooNk3aGcmZ5WLLEaILizCNlTM0MM362W70CRJK2noZLiglXyXiQLSJxIxOhiYljDvkxJlyWNPpZd/WLZTvPcS02MDsgiyKDfX4FT14UhOYto1QMLqI1IIlxHrb6X2nnanwTVhdKtRpSp5JeAW1M5bbpgqJE/Yy6nfgd8t5UxOPs8eCcFkhyxPMeGQplNbXkdoxwit5i/hUywVe8UtQJ6USIZSgn6rHH5vFmlu3cXRmD00GFeoLjfgEIjJGvZQShvPWSi6c/xHZmd/msEOCiDDu1I/j0DXTU7aGrBE92oExXstYRKpYScHYCDHjvfhKu8kRHeR86RfZfWEOy1U2StUeTs7aqVLUsiBqENuBNF7ILUOu9rOl7gRmr4OJirvJNKbwbOYs81qtmJQOspOPBolZvzcGgW8jy3UnedJvpMA+ztjMPPLzSzkUJWRhXBSfEoj5xdEuriuR09O8H6lNSVZYL2NCMQfEkTx4sp7GJdUohEOEJW6gx5TMXEEbR8Kn6NKnUB1ZzwX7KLEePx2CVMplenCpETvj6A9PplNSyEbhKdTSeoSN4wyqV4OrCpt0Ek+CjY3+JDjbzezsCOMlqyiV6vhdejlx0mnW9I/iNUWT6dXSL+1gnCySMzs5PZvLwqkFiDWHKRPE8/PoLroTikmLnId/TECsx0C+52Vyz0yy5fav0XT4MU6hITcyje7hFlwGFbmuWSJWWRDFWpk8H4bCXU64XIrX2MdMSRJTLZuJqOjEPtiFXTJLiTEDj3od00snwf1LthXv5tD3nkG/JAlR5QbqrNOkNTdRs/s0ji2baIh9Aa0jigJDGUqBDU1SDs9OHqFSt4Il8ha61GbSRWNoBWKGZrUo+vWokmIZlq9lZ1gcQoeMqA3lpJWXhiJm/0QTdcjUEAL/GQKXI2VdXV187WtfC6r3BYQ+ysrKgumLgQX+5UjZZVIWSl+8du6lQApjgHzt2rUr6Du1Ws3NN98cTFV89tlng58FagXb29vZs2dP8P177rkn+F4gghYSArl2fHnZkhAxu/Z88s9m0VUlZg67lVNNr9PT04WwXg5uFcdyTxKvHOd64VKODS/GHi2nPy2WpWNGJod0tMfAsqS3yT1lYWJRJWbXLDhSSO/ZjyfOwwuJdyL12IgJj2Sp2YYky8vZjgMkZs3F0J9B29Agm3VDGGOgtH2YgdwS0pjkaE4U8ZkddOrTUJptiEx5LDTk83J1FhkHD2OROZFWxVChu4hPPYNRqcXiF5JJFckZxWSITTSeqccwsxW7UU5ijI83sp/HLZ7Djf05RIra6Y8UwKyY2uRcButN+OemsaTQQmRsFjX13WS2D/J83mJWnT3JPpGcPJkUjVhGm/U4kxlR3Lb9/7DHbmBGP4Dw5Kt4hCoK+xyUCxW4P7+eF9/5AasrvsUhmwCxMIq7Zo8zPdGCc+X/odoqoPaNffw+r5wFMSnUWF2YdP0kV56iuusAPyz4Cg0XIklKDqdcYqbR4mGu/wjVke246lZwIWsnekcPq5tfxCe00FL1APHGDE7kW8i7aGY63EZ+7EnkqijEumG8urUkx7p51dJLgsvIoLWG4twSzkT62ZmpYZlbyu8ONLF2joqezqOorRCv7KXHF4Y/rYqF+/cxtTIBtfMSevUdNLjymOvq5XT0IM06DQukbVxye8gJi6DNZWBJrAiDUYPdbCIiqoaXvFks9J0iWX4OZcsUM9HLyLbN44RQhyRJwVppBLJTp5m0WTlTOJcy6QSHi3YiFw+xracX91gOKYoepsQNmLwJKDONnLGmMm94EXLNKcpFeTyWfJw6VSGlCdcxO2YlRzxKyuxuUt+dYtNtD9JQ+wynlPGkJKYz1diAwq0mQSAgee4ojgwpY2fEyL3zKJBZkWtbaV1QTnfDBnIXdDPacAi5yE3ybDne6I3MrtJhtD3KLRXPse/hxzBUxxEx/wZabTqU9aeoeKEVUc0qmjJeZlTqYa4lj3CPGHVyDX/qOsAC+wYK/JfoiJ4mzdcRVC4d8rnwT+hJlMQzELaI7fEZhJlFhK+vIL6kKFRj9s82W4fsDSHwIQQ+nL74wAMPBDcllslkwVqyz33uc3+zebRSqfwg/S1UU3Zt3EaXo2V6vZ7ly5fT3d3NggULglHP2traoApjgJj97Gc/Iy8vL0i8A1HR6667jp/85CfBTadDWxxcG778sBUhYnbt+eSfzaKrSszsVicnTtcyMt2PoNmJymnlVM4BwiL83KxcQHtPLq0RMYwmJLNszM55nYGmOC8PJh0g4pwV88IlTGunCRemkHjpVewaF0+n302U00JYbDR5FgM5eRGcn3qaTM16JprjaJtuZ/ukCZsaMtpGGUkpIMN7kcMlJcTmd9KgLSLGbUJiLqJSOJ89qTLCL9Qx47WTVuxhob4Dv0aA2X0Gg1RDeXQukfFZpCnU1DecQ9exBdu0iOwsNYeynsYhqmRVewaR4mGmMhToxqeZzCjj2CkjgrwIivMN5KTlsWrcSnb3MLsTyig5vY/jpLLY4yBK7KZZ2Mx0RhQ3bnqIn5jlJFhaMR9/BqQxFBplZAgERN64kZ+/8x1umfN1jphALIzhNvMxusabSdj4HZaLY3j797/le2lZLEsqYJ1PyrTHQGb2W2gaj/Bi2Q/Rn53BnZZAdQR0Guykm/ZRHnEB3ek1zG66l4mhepbWPotQOM2xyvuJchbRkTRBWqOL8WgHBZGnUag0xHmH8E6uRhQu5IiuESmgd1SQm12AJVPBApGRCnESR9+uJac0mf6hi4gNDpSyQYZRUVhUQ9y776JbmYrEexy9+FaG3GHkz05xVqOjWRfGAm8vHdIsCpPCaZ99j2UZGTgspYz2XqQwopifuvPJFLxHgaKW9B4R/bGVFFjKuSDwoYpJZGmUh/DDrzIqVnEkt4YEDIzUbELvHuSm7iYc/XlkJLaArRakvua2AAAgAElEQVSdJxFhdjz9vgLiu+IJi26gSDyHpzPfol6QS07UDsw6F5myERKmnyf5xDjrN9xKQ+NeTkllRMZE4eyYIFIaQ3JkLJEF53EnaBg9J0LhqwgSYcVkDy0rS2ioW0rlglZOnXiFaJ+CXM8KfPFrcK9zMGz4BXdW/ZHXH/k5xrJoEhfeRr/LiKf+OGmvDBCbMp/GjJcZj3VRMCojQx6PLH8Df754lNWRW4icOUNr1DBJ/gsoJsV0KOVYE8NJaTRgEOSxKr+SeIcMzYYaFPk5gPAj56tQKuNHQhTqEELgE0fgMik7ffp0cPPhc+fOEVDumz9/PrfcckswYnY5UhYiZZ+4e67ohAEfBtITA7VkTz75JIH6wLVr11JQUMBbb73F448/js1m47HHHguS7MDnFy5cCG53sG3btmC9YEih8Yqg/kQ7hYjZJwr3/8qTXVVi5rRbuXDhNJNTLuwtepQiB5eSdyPVaLhRUcF4SwyHwzVoY3Kp1Ds4ZbEyGu3ioeyLKPvdxBUu4kzXEAnyeKJqn2U20sczWXeTZZtFnhhL2OQoiyqzOKr/KaWxNzLdHE6n/Rjb+2IxibzEdk6ij8glkyO8O7eSsJJ+eobjCHPqCZeuo1Bew6tyH9LONswmLQklVuZPjeMOV2FRHsImTeWzkQUoopNxqMNpbT7PZMdGDEMe5izOoTbj97isBcy5lIhEJMBcbEdraEaatILnDhlILZQhT9dRkpzFdnkiuUYnz83KUB//vzT4K1lpcZKktjOutmJLTqFm5Sa+MOVhoWCCodonkYk1VIkSUdvtJG9dz38c+wYPpX2TE1ozAk8EO5x1XBxtp6LmIao0sZx+8zm+EhVGcUQhm6acmDMUFGXuw9TYwNSyX2Pfd4DxhETy8nMYmbEQNv4mpeG19J9YjeS+h5htv8iit/+AQDjBm2V3Ee4vYUTVTUy3H22sm3zFOVTKRDKy/XisG5juG6Bl6hw2iRKfq5DErAKyVmaSaxpD2GXEUNdJVEkeQxPNWIdnsEX7mBaK2VSehfzQaWaWZeMSn8Lk2Y7dMUqi1svZaAcdejFz3ZP0Kioozw7jgmEPGzLnonYvou/8CXIjo/mxsYhI6XFS1YeZO5ZGa2QuSbZs2kViNOGFLIt1IH/tzxgS4zhRuBC3yYBq5WrOTXVxY+8ZXKM55Kc3kqQ7SocrB1F2EUbZPOTNHqLUPWSr5vDHvL10WeKJoQKbM5YU5Six0y+R1DTFqtINtA43cErsQaIWoOgDOQrykzNQVJ7DG53E0GkXanM8ZUID4lkvfZsrOX+ulEXzz/LG0TeJc0VTwAbcmgWEbZbSNvNr7q76LW88+nPsxTEkLriVSY8Vw6VDKN/RkRFZjj57HxNJQhTnDeSpclAtXs/rx2vZMmcjk231TCT1Eu89QHyHh4bEKEZKEsg/6sM+4yI1J418WREF2zYhyYwNRcz+V07poYv6347AZVIWqEH67ne/S4CcBSIngQX7HXfcwZw5c4LKi4FXgJQFFu+h9MVr7664TMwC0vgzMzNBifzLfgpscxAQAgkQs0B92bx584KKm4FoZyDdMSoqKrjdQYiYXXt+DRGza88n/2wWXV1i5jDQeOkgJm0SMx16EBtpj3saSWIhOyRZjF4I41CMAiLLSXM4uejS4lYIuKlkCp1TyAJFIbXNAySrohHVPoVJ5uP3uZ+j0DpLdHIs4qFeViwq5Y2pn7Mw8UbMbWo6/fvZ0pmKzjJL5LAFiyyRTOp5pzoPV+E05n4XQr+B2MhdJFpKOK7wY53ow2saI3rOFAumptF5ErAn70eiLOGzCSUo1DFY5Up6OusZ71zDZIeWimWlnE97FvushKUNGsYEZehrTMzIz5PFBn7yjoHl5QImEg3MiUnk0+nl5CmjeKVxnHNvP49JGs964xAFSeFMiX04oxOoXreeB8btbFaYqTv5K1QBJUNZHhKDmcyd67n78IN8N+vHXBwew6yVstTbRYdthEW5d5AXF0NH0z6+Ih1lTmwFy+tsGOelk5d5hGN9YrYvvYfh556iKzqBzGWrMdmc+DpeJdexl/6Ondhu+QyiwWaWv/k4QtE0e8ruRiQoxi5qRjQgxpIgJMPWTViEhqJ5blzW+TS2TjE7fBidOo5wVyqqrDlUbChkgVpM7csHEfTNkJaXx/B0G56hQXTp8Yw5hXy6KhnBsQb01en4ReeY9a6nw2oga8rNRPQoo3qI8ZvpExawrCSR92afZVvGMnKYS9v5s6SEK3lyMAOFsglnxF5W6vJoDk9FbtXQ7vGQF76KlWlOxLt3YytK5WLpcqanteRtXMXzLY1cP3wSvz6V0oRG5k6+Q513DpakCqbklcR3Qrp8moTYPP5YuJ9RYzReRx4eVzyJqiGSbC8T22JjUUwF3Y4Jzkh9OAVGkkbVeCwuqjLzYXEzYk0a/edsYM6lXDyBYsrOxNYaTrWlsDLvGLtrTxJvjaDMswWtpJioNXJ6pK9zb+X3eeXx/4u/KJaU6pvRex1MNR7EecRFujyT4vj9TMyJor1plnRZBrFVizm8v4ntq1dy7kgzrrx+JP6XiBiQ0KVR0RXtYHPzSoydJ/HOiWFV1GbSN61FmhV5RXNVKGJ2RTCFOoUQ+EQQCCzm3W43Bw4cCAp7XLp0Kfj30qVLuffee4Mpb4FFeyCaEiJln4hLPvZJLsvkB9IVrVZrUPgjQLwCdWd/+tOfeOSRR4LEbPfu3UH/Xq4nC0RGA6QskLYaSmX82PBftQNDxOyqQfsvM/BVJWYej5O2zjZ0Qx7sYy70tiYmYt5ClFTCBmE0Q01CzsaEsyB+FTqHhYMzrchVam6u8NFggzWKfDpaeomLiMZ25nfY8fOHkntI9rmojpSRPNxDVnU5vxt9lFWp1+NsiaBLcIgNnfEYDJMo9QIcIsjwW3i7KoLpDDNhvYPYlSbiY+7B3ZLGQKaS0ZkRhOZJNKW9LPNZmJktZFr5PBrlPK4rno9YFobULWRkqI3BxioGG1qp2bCRlozXMA+3sbQ3h37/OrQ1s4zIT7GUHXxt7zQ7KoW0xljIiVHzuexqssJiONI+yTN/fp2wcDVrDV3kJUQzKRHgVkSwdMc2vjZh4walnXeP/IRweTyLZcX4jRbyd67nrv0P8L3sHzJ26TxOlxpNrIBGwwSbszYRb/AzLWzkq7PnKMuuofKCi/F5+eSlnuJZazWP5Zdx4cXdDCSkE7doOV6XG1/Ta0R1/I5Z9z30rd5MvKmP5S//DJHUwDOl92IUFqLx1OHQyhDEKYgeGEKtiaRqpQC3OY0DbT7iW//IaOZcZFYNwswiFq0rYqFGTfPFejqOXmJRViUzhmmkpj5apFZGzH4+u6IE18lWDMWJKF0NTEtW8ZpVwDytHXdSAx0mH0k2DwPeDNZW5XB0+inWp6+gWpKFruUIFnEGe1pisMcZGJC9yK3GPJoi4nFZpXQZTMSHb2B7pp/wP+3GPa+I1qp1TEwZKF+3gF9faGD7xBFEM/FUR7VRMfYW3WTSE7OEAVkpaYNyKoROojIz2F18nFmjhE5rDeoZCYkxfWQJXiGqTU6JRc2wWsilMDk68wDFxngcRjtVydm4FrUj1WTS3+jEYcqgRDZApFaCflMV74wp2RxxjD9eaCHSKmWp4zrGRIW4Yy3oKnt5oOou9vzxt0hzYyiruRGb30Nn01FG9jmZP6eIatvrTJclc7JLR7Q/gpS5yzi7d4jNN87j9L4OTGmd2GTPEz4WyYgQWtWTfH76fuy1zxK+ajl5/nIiV89Hnq+5okkuRMyuCKZQpxACVx2ByzVJR44c4etf/3pwv6vAIj6g5heQUQ9I4/9nkbKrbljoBB8LgctqmgFVxsuvQFQssPfcM888w49+9KMgMQvsXbZ69eogEQuQswAZC0TKAv+GxD8+FvRX9aAQMbuq8P5LDH51iZnPQ113K+OdBsRTUQybDuBLOgtxeVR75IyP2Dmrimd55EbG/HaOTzQhilbx1XlK3p4ewu6dT+LYBJXJ6ejO/gKnV8LzNV9EGaFmo2mCtN42khfW8MjQb9iWcR32pjA6fe+xbSARhcSNacqB1OIkSuHizRw/nYkucnrOY4hxk5LwZcaORmOoiaZrYhShfYbk0j4WS22IBdU0aR8lVVbFrgWfwi8WILLqmBzrpv9sJj3NI8zfvJHh3EMImusJn16PQ5DJRKWWDg6yQ3kr33h1iC2VYZxVmMhMVvCF3GrSVNFcGjLw6IsHUPgdzJ9qoygxjpkoJT6krLr5U/xk2sqNChfPv/cDIlUprJCX4TGaKdi6nnvffoiv53yLidOn8PvVaDPzaNJN8uXKSuRndDiyxvlq5wFS0sqo6ZaiW1zGgoSjuMNqKA4rpH7f6wzHJeMuqiRMCNKu4whO/QxZyn9wMq+cfCZZ9sojiCRGfj3nc4wIcpnjrKNXEUaKWE5Uy3mU0Qks2pCCbdrAn9uzyWh9Dvu8lfinZLjTs9iwdg4VUSpsU0bq95wiPysPi86FUtjHMV0TExYf925bhulEK6bcOKItLUwoV/CC3ce8aSfO7EZO2FzkOiKwueJYU5bN6eHHWJqxgmpVNrS9ybighGN1IpoTZTT4n+PfnYU0aiKY0QZSQlyYFEv4VJqA1JdfQLRyEZeqdzJlsLJgQSa/rmtjp/YgA6YZtkhMlA6dZVAYTr16Od3yApKNYSwO7B2TXcDLJRdw9VzimO0mMnRKIvJHKVS9SUR3PKnNQ4wnp9KqiWBwspEl3nT8XhHFmnTM85qRRWQw1ObAbIimWD1FjDEWy9oKnmvTcmNcC6/WD+E321jn/BTG2HKmvNNMV3XywLzP8syLzxCdHsOnlt6EXwjv1r1H8wsz3HzLCuK738OSF8uFvi6kTh9JFato2mdgwx1lHHuxjT5qUaa+S6QxjiGrnV6Njrs930S+/wmSd+xCoFeiWlaFoij+iia4EDG7IphCnUIIXFUELkdXArVkn//854MqfYG2ZcuWoFhEIEr2n0XKrqpRocH/bgQuk7MPk7RASuNTTz0V3H8uQMz+/Oc/s27dumCU7HKELJSa+ndDf9UGCBGzqwbtv8zAH0nMPB6PP/BU7nIuc2B3eq1WS1FRUVCW979rLp+Lox0nGG4zEKPLYED/DuG5fQiiU0i12hgTt3DOtpQlgm1Miq306sbwxov44Xw1s/oDSKMeoLO1BbXczGzHOwgciby04F6sUgm32LREt9eTu2IFvxh5iq2Z2xC2xGKTD5B8doK4SC8mpwRJWz8RWRG8lejidBgs7niLmawosjL/jdb3VFgWxHB+eBy/y0JZ+ThlSicZ4gIOdH2f3PDl3LX6Yfx4cU2cYWakm+62HKYmxGRVZpEU/wYDdRcYEtxHlF/BVKmWOvsb3KW5n+/+uZN1FdEcxEZanoiv5c0jSRnFgN7Ol558l0ShkTkjTeQnxmNLi8Jv97LultsZE0oId8zymwPfIVKdzBplNfZZE4Xr1/Dld/8PD+V8mbFz50GgYjKpgPYxPV/dUYFi0ILNP8jXTu3BH5fLrug8ZsvmUM4BspK24XHLGTxzmEF1FL1JRaTKJfiHBxh66XkWLt3CK5FpLIqwMv/VHwNmfl5wG23ybDaaGzgRn06J3UJMw1lksSms27kSy0QLvzwTTtLUe8TNX4O134UpKYmb1hSRH67Aq7dj2NONIFfN2IiOmPAZTo/UM2OxceetN2Dt1aITO4lwj6AVz+MFg4mKKRfS9HpadHpGI4sRe2K5a04adb2PUpO1lpLIfPxtb2ETFdF33sq5RA3Hp3/HA/Jy6uKUDAwPEe4LSMMvYmOEkcxXn0O+ZSMTS3ZisLpIztbwZFMvNxgPccxWyx3eOFJGRul0iuiSz6VHEUeqxMnqWUjMWU5tzllm6w7xiugLFOhkRM3VU6E5hLInnbC97zBTWE1LgoLOvlNslhSCOIySxCLMlf0IwyIY6rGjnVQzL95OjCEa5/IyfnP2Erdm6DhVN412Rs9qwU3YYwowOgy0lFxgXdVt/PKN59mcl8GnFmwP6nOcaDnHhT+Ncdt9q1B2zOJJkdE+fASPxUJ82SqaD+nZemcVJ/Z04Y2ZQOv+IypXFONmCz3qCT6reJjYd39P+JZtuGeEqBZVIc+Lu6JJLkTMrgimUKcQAlcNgcuRsoBS34MPPkhbW1swehIQirj77rtJSUn5IFKmUCg+qCm7agaFBv6HI/BhYnZZDOQyMXvxxReDxCwgjx+Kkv3Dof+HDxgiZv9wSP/lBvxIYjY1NeUfHBwkKyuLmJgYxsbGCMi7BgqMP4qYObwO9rW/Q1/rNHmOCnpG3yIhXweR8UTqDYzF1nFuZgOLHGsZlVpwmNy4U/x8c340M9p3SEp8kP7BYXzCWSZffAGxJJZXdt7HkMfHg95ZFA3nKFqznicnX2B95npUrWlERvuYfHM/iVEO3BEJ+I+fJqq6gHfVJg4jZkf/S0zmJpJT+G+8d0FOWHk0B7rH8bsdLCwfJ0Nmo1Kex8uN36M8bhOfXvZV8PtgvB5r4xEahwrpH4+laFk2c2PfoX/MzFnzGiIcXozFBi5aXuX+pC/ys93nWFqWzGGxhKgcH9/ILSZOEYXe6mbXr/azIkNORONxUuJi8WdGw6yZNTffjkIZxqxpmife+R7hEQmsDl+CfnyG8k1r+faRH3Fn9l1MXGhEIJAxnpRP76SJL+6cQ2SYjNmONh5+8w/YNencmFeFuaiAIufbJMWuRiqOwjBey7AggqPeTHLCpIRNTXDxD7vZsfNGfmlXcV06VL31U9w+K7/MuZFTilRuHaujNqeUuZMtqEfGEMdls2XbNhTecB7ZewGroZbqBcuYbDGiT4jhM6uLyFDK8BgczL7RgzQ/ErvVilxm5Ej9Sdw2LTfd/wBumYaRtmbC1CpmLLG8ONZPic6HM+YUdv0wtoSFaKWZfDo3gcHWn1GUs5l0TRH0HsLhTWf67CwdmRnUXvwp1ydVcTZeTPdgF3nKIgYjFjHXN0zKnmdRX7eDtF23B+sw+jzwQtcIN5mPckx3nF3iBKSTVrpMVjpl89BJLJSIvcyfkaIuXoMopZ7+aT0/Nqwid9hB9HwL1YnnkA1m4/ntr3Eu3UJ7vJi25kPcoKlAnZpBiiQN4YoULM5uRsecTI2FMTfZgcabhasggZ8cfIPPFkXQUzvJwOwkC5TXYRMmIQ/3s1txGH9ONPbeSXZkLGfLgkUEdoGu72nlzHNDfOqBpahG7HjCRXQOHsZs1BFWOJ+BszZ2fGYBF94awps8TY/hSeKcKVisZnp9PWyP/Tmxx/6IasVqnKN2whZVo5iTfEWTXYiYXRFMoU4hBK4KApcFIo4dOxYkYSMjI8HISSC17bbbbgv+LgfUF8PDwwmRsqvigk9s0Mv1g/8VMQuIfoRqyj4xd3zsE4WI2ceGLnTgXxD4SGI2NDTkDzyhC2xUGchhD0i2BvKgq6qqPpKY2T12Xut4g/62ScoEC+gdO0h2kg5hZAxenZWJpCbqZldQoV9Iv9KCxh2JO8XNl+fFMKXdS3rag3g8MiwON+2PfBVRrIY3Nn2OBpuDb4nsCC+doWj1ep7XvcGazNVQr0EZ5mXmwHskSnUI84txvbMXzZplHHGPcdgOtxn2o0/REFv6RV5ol1NUHMufm8eQ+DwsKx4k3D/Nkogqdl/8HstSdrJj0b2AH0bOYzv9J5pmltPen8jc9RmUVzron/FR2+JH5fThzTPQaNvHfcn38Nof9lAwp4SjUekIUx18NSuHaFkEFqeXTz9Vy5Y8Fc5LR4mLi0OdHAF6Hct37kKuVGE26fjT2z9CoUlkWdRSei4Ns3jXRl6/cJBFyfMZbWhHJJQwFZfKxLSF27YUoFZJMQ8N8tQLv8cQFc+CsoWQl0eR423ioxcgkydgMJzCQDx7ZuMpVMtJs5o49Yfd3LDrFr41YGdXjoTqQ79AKPDwaPJmXnZH8G/aVupL5lLRfQj0XqSJBWzduhkFKv7wbhvN/h62V1UyeGGSyagw7lpZQLJCitfkxHhwEHl2JH6HH7HCwOHafWCbYfP9X8Aljma0vQVFeAQmSxQvT46SaRTTI9hLnnOA+PgVCJ1qCkoKUDT/EmXeJmRZy8E4gmtkGst5PaN5uZzd9x1W5M3ndJyf1oEWlkQvYihxEamznUQ+9xSxu3ZRctsdwdu90WBl79AUO02nONd1iE0RsYiNXnpnx7io2oxL1ECFN4qKyWmkcz9FWE0Uw3Y/j15yE9NlImaJm4UpHUjGMtF++1uIt++iL05I64V3uTmnkrjSXFT6eERr8jGZWtGNWJkZ9TNnQS6xMdU4fTp++OZz7CouxXuoj8HZcVIT12O2R5KzJJHHO/pJmR9JRK+T1LBoFi5LD/AyuocHqH2+n5vuX4TcBy6/l5b6g/ROduDNTsc/FsGnd2yi8eAIrjg97do/kOrPRWTTorc2MSftV8SdexF5zULc4yZU8+chy0m6okkwRMyuCKZQpxAC/3AEAgv1gCDE3r17+cpXvhIkZYHF+YYNG7jpppvIzs7+IH0xQMoCD0pDNUf/cDd8YgOGiNknBvVVPVGImF1VeP8lBv9IYtba2urv6uoKqgIFnsoFNkEMFKeWl5d/JDGzuq282vUafW2TFDnmMWG7yBr1OMowFZeccnRJDTQY5pM+WMJgtJ1caQrCOBf3V8UxoX2X9LS7EYmUGIwW2v/0TcQxmbxbdT1nTDa+r/TibzhP/pIVvGk8zPL05djrAmkcHhynTxJl6kWxbAX2N19Bs30bZ6ebOGF2c6+3HiJUWCsf5McX/axfkMrjjSOoBLB+zihC1yhLo6t56uwP2ZJ5PWurb33/Rhg9j6P5EK3GFbS3iihfnULJilSG9HbOdkyhlkhwKSdos+3ns6l3o336a4jzV7E3oQJfopMHM/KIkIbh9vq4+0+X2JCjYHyghdiUNJKwg26KhZt3IFMosZpneHPfL5DEJbAieyMtJwao3LiAkZ4ZomJVjHZOIhYLmQ6TM6uzsXV9LiqlBNvUFPue3U2vMpzIqhoy8nIpcbxLdEQZcnkyev0R/MoynpiSU6xWUOh18u5Lr3H7p27im61ars+UUVn7G+RiIb9WL2WvWMOXp9u4mJNHxcAJLHoJ0pgUtm/bilKi4q2DfexN8nB3egLttYNoIxTcuSSHBLkUn8WN+eQo0lQ17mk78jg7taf24XFYWHv/g7hRMtrRikypwmqL4aXxMWKtCmbl75BpbSI5YRsaSRwJ2ZlE1P8SctdB7hrwe3B1NmOrG8eSn8PpPT+mpqCG2kQLl4Yv8mnNdixlqxAMNuN87FGSb7uVOTfuCrqww2Dj2IiOjZYLDJ44S0WuEoHDwZihm5PqG/BJjpHlKmT+0FnEVfeh2rSSCauN3x3pQNwxS/JKKcvTpxFMxNP9xS8RfvNtjGoEdJ49yI78UiJzNYRZsmBZKnbbINphM9PDBuauXEp0TCVej45fv/ME89O3EnfoFKMzE8QVbsbij6RoXRpn+2YJR8jwsJH0jHDmLXyfPI1MTnDqxV6uv3chUrkouPdNQ+0hjOYZEirLqB09xz3Vd9N7UYsz3MCF3tdIowC1eATt1HkKih4lpu4VpGUV+MxWlHMrEMcF5PI/uoWI2UdjFOoRQuAfjUBgkR6oL3rttdeCtUaB392AGt/OnTu58cYbyczMDJKyy5GyECn7R3vgkx8vRMw+ecyvxhlDxOxqoPqvNeZHEjOj0egPSLlqNJpg7vrk5CTT09NXVGNmcVt4rec1hrq0JE0UYZV1sVU6jloq5qQyDX3seer1ZYS1pmJIFRATlU6h0s3NNclMaY+QknwzQqECk8lC04m3kMjUnMmZx1GjlYfDhXha68mat4ApuYnU8BQGT5sR4sHfcAbFYCPRO7dh2/82MTfcQFfnATpMFjYodIgUUmYrP8/XT9i4dWUW3784QLRExA0lBtyOIeZHlPOrM4+wq+gWlhRvfv+OsEzi1E7S0aWi/fwM5atTKVyUxMiMjfMDM0QopLgE43TZ3+PTqXdi+91DePNXcyi1EI/GxV0Z5agkCgKT79deb2VllpyO2Ulic/PJGO0B7TTz1qxHKlfgMBs49tbjCDQaVi/7DP0tetQxamYnbEQlBwiNAZFIiFQtxDnjoHhVBlKFGOeMgbNPPUO/OoLxmoUUZ2RQ5T5EuCobhSKNae1+ImM38+SYnZwwOXNtJn777nus3LqZ/YMGtqbIKb7wFBKxlN8LSjgdmcz17adpyS9goX0c7YgNqTqSrVu2ECYP4/DBAQ5nS7klLpK62gFMMTJurckiVirB5/Bib9EiCpfiHDSjSPXScPwIfqeB+V+4H49XwmhHGxKZDLs9ht39g6T6Y8hIP4Vl/DBpSXcyp6AaiVSM+NTPIGcVZCwGfLgHunE0dePNyePcc3+gZE4ZJ2KGOD16mm9k3EvEyvWMtzUz9OMfknzLpyncujPowmGDjZZxE/PtdejPNJBaEInYPI1+ppl9qlvweM6T6a9kwdA7SObfg3LNInR2B48daoFuE0UbUliXF4Ft1Ejd3XcSf8vtGCOkDNYeY8mcbBRJQiK8JfgXx+NyajFMGpkYHmLukq1ERBaD38rzR76HQn4zFRfPMaSfJqViG46wKHIXJuKXCLHqHRw+O0JyZiRLqxKDds8YjBx/pZ0tt88L4hFIy7x05jhOh4Oi+TU0GZtZnboau8WN3qnlnZPvEGvLJD1hnNHhM1TU/JSo/mOIUtLx6LQoy0oRx4XEP/61pvrQ1f6zIBD4jQgIQDz//PM8+uij9PX1BbNUAhtHByJlaWlpIVL2z+LM/4GdIWL2PwDrGu4aImbXsHP+SUz7SGLmD8wWH2r/E/EPs8vMG31voB02IetMRhQ5xiq1D5VUQLMihrHwOtpmcqFOTX+WjGxRCrdGCChZXYLDPopKlY1AIA7+SNXVXUKCn87sIvbPWHg4Wh0yCiUAACAASURBVIKrvZm08rmo4+IQCoS0n5rA43Ah7ryIuKuOhF034Dh1lMibP4377NM49aNIEhIQiAU4536Gbx43cveaHL50uocYiYS7KpzYbIOUqwp45PTD3FNxH5W5y96/er8Pl91DT72OoRYduVXx5M6LZ3TWxpkePWFyKWKZjn7HSW5Iuw3t4/+BIG8ZdWlhuMON3Jy3A5lIFhzq+XPDFMQIODk2jCYvn/ypPoTaGcqWrkAql+M2meh46VmIjKB05y1Mj9gw6e04LG7iMsIZatMFiVletAzfrJOwJckI5WJcs7O0Pf4EphgNhxevpCQujiX+kyhkscik8RhNl4iN284rk7PEK2XMnxql5dnnqbv7Pi7pbTyQoib7wmP4xSqed+dTH5HIkkvHaM8rYGN8NMNtfShUqmAqTZgqjLMHB3GWRZIrl3HgWB+uJAU3V2UQJREHsz99Tg/uaRv2Fh3KHAktx99D6dVSeN8X8LgFjHW0IxSLcLs0/LqxnfLwDGrm1NHS/RJ5aV+mvGwx+LxQ+0vIXAapVe+7YrwFf/thfJkrqXvyZbLmVnJM2k7t0HF+MPebRC5bgXagn5YfP0zK9deTt3Zj8LhAtNLp8aEYOYVvtA2xKhy/fgzLdAvPcB/DExOsS9SwYPw1JDW3o1xeicHh4FeHWvD1m6jalM+63BQsk+Mcv/MzZN56O35FBNoT58iriMMfPkm0pAb/wli8HgtG/SzaiQ5Kq29DpcoKWMCR89+mW7eJdb3djM7MkDp/E+6oaDJKY5ApxUEbX780hlohZmPJ+8TMbnVx+u1Oll8XqOsUBaWVL5w7g9PpoHrBIkRSEXKxPNhXb9Wz98jbCMejKEr3033pPCt3fYP4eD/e2VnsbW0oSkuRJL4/9ke1UMTsoxAKfR5C4B+HQODnNvAgNCD48PDDDzM6OhpMTwxsHH3dddeRmJgYImX/OLivqZFCxOyacsfHNiZEzD42dKED/4LAVSVmRqeRt/rfwj7rxt8ahSxCT01yLnK5kmH7JH3KBgaMqZjPgaEggs9500iKEJC5pgphYGUfrLCBwAaMZ86cQSoUMFlUwd7pWX6YHIFwcpTo5DSUEe9vlttxZgLLjI3wiVZEHXXE33I9AocVZXkl7nd/jn+iHU9BNX6fGypu4PsnjNyzJpcvnOlGgZB/r5Zgto6QI0vjZ6d/wP0VD1KUVfPBzeJ2ehlq1eNyeFCEScks0zA+a6e2V4tCIkGlMjLkPMOOtJsZf/zbCLIX0Z2rxKmcYUfOdUiEkuBYXq8P/ayR3Y2txOTlU6gbQjg1RcXy1e8TM4uF/tdfRaxUkr3jOqxmD30NWnweL2lFMQy26hGKheRGy/CbXShrEhHKRLiMRrof/x1hSYnsWbqGLFUYy4QXkAQX7QJ8XhcazXL6bA7kYjExQwNY9ryE6N//gxeaxlmRrCC95Qm80ihes6bToIxm7Ugn5xMz2JqVTvf586jCwlizZk1QIerSgUFKFyVjtrnZUzuELDucG4sTUItFf8Vs3IKlbgpVoYquU/tRCkxk33E/Xrefsa52BAIhfn8cP6xtJC8ina1V7TR0/pHCzG9RUlz9vvDKuSfej5Yllr0/7nQH9B3Gl7KC9l89T9KiRZz2tHG+7zhfW/odwhYuxKid4vATv6Z45VoKFv+FXF+2avgsDJz4CyYKbFMtPOl+kOZ+E7fOUVFtqEVSvBLFgiKMbg+PHe/A1jXNwo0FrM1Owa7XceCez1Jwy2fwi5VMHT9DUVUOTmkrkYpq/DWx4PNhNRmY0dVTVPoFZLJAhMrPlKGXl86ZWd3VhNFiIW35FnyaCBIyw5HIREFitr91EoVExJq/SNr7vD6MWgeRCcrgN8Lr8XCxri5Yf1JdXR0s+r/cTA4TB08exNQLpemxNB2sY/tX70OTosQzNYWtsRFFcTGS5JD4R+hXIITAtYRAYGEeKBN48803+eIXvxhUPw6kKD7wwANs3749KPLx4fTFkELfteS9v9+WEDH7+zG8FkYIEbNrwQv/3DZcVWI265xlb99biDwS3H1KlEo7+ZIoZDIFepWEWtEQdpOAiTOzpFWmczNp+MVuspeW/w2qgZqao0ePopLJsJZW8fqknh/nphAj/Vu5/q5zk8yMm9FYuhE0niXxjl2oigtBIMD5xiMwUY+rYis2mwNl+Xoeu2DmM0syeehiHyKPn18ty0KJB5fNwg9PfpcvVDxIemrxB7Z43T4GmrU4LB7UMXLSi2OYMjk43qVFKhaSGiPAJxuhSFXBwO6nESQXMlkgwSadYUPGhg+IWWBAvdHIM5eaiMzKI2+8DyZGWLhxG1KFApfNRt/Bd1BIpGRs3ILX66f5xBhOi5uChYlBciiSCMmKkuG3uVGWxyGQinCazXTveYXYlCROz60hXCKjwt+A32fH4zGiDi8lTJX7V9I0OYn13DmUm7fSOmokSS1EfukJhGGJHDZq6BApWes0MK2KIjctjYvnzgZrGgKKYEqlksYjw2RVxGKxeXiqeZTcYg07U2NQCIUfImZWzOcmUJWEY2h6CYnAQcx1/47X42a8qyPYTyRO4icnmsgJT2FjVSetXU+Tl/0DigoC94Ef+k+AJg/C/yJYYZqA6TZ8EbmM/fg3RK9czTlbK019p7l37bdQVM7FYpjh4NOPU7ZiLTlVfyXXwROO1UPTi+A044sux6HrYLfnbpq6Z9hVEkbZxGmkVWtRVOVh9nj53dleppuHWLOxiNVZKThMRvb924PMuf4m/EgYP1FLeWUprqQxlKJMvFkKxEI5LpeR2dk6cnL+DbFY/QEmT77XQUlbEyKfn7Lta5GlRSMQvv8Qwuvzc2FgBrFIwLyM6P90dglsX1FfXx+sNasM7GEnfz9aFmg2l43jF09g7vdTkJRA28kGNj1wCxGxMjxaLfaGBmQFBUjT0q5o5gpFzK4IplCnEAJ/FwKBRXngAeSePXv46le/GlQ+Djz8CigvBurK4uPjg5L4gfk38H0P1ZT9XXBfkweHiNk16Zb/sVEhYvY/hix0wP8PgatKzBweB826ZnQ2HS67D5nLS9y4H6lUijk9lxe8AuJNHQyeGaSipoiVgmhEYiiYV/E3ZgZSt/bv3090eDiUV/HKhJ7v5yQT/qHITOCAnropJvqMpPoGcJ09TvLdnyGsuCA4lmPfo4gmz2CYdy9TOidpFfM4OeZiSX4cX7jUh9Dl49dL8gkXCTFbZ/jZ6R/yQNVDxEWnfmCLz+NjoEmHecaJJlVFSkE002YnRzumEAkFlKZGkh+vxmF103xkAKlKgjvHgF1sZmHSIsTCvxLJGZOJpy82okrPJm+kCd9oP8uvuyMohuG0Wuh5ey+RYeGkbNwUjOy0nhpjss9IzbYshtr0iCVCMiJl+ALRuzkaBIH6JIeTY+cvkRYdSUxuTjAFRmFrwmrtwedzkpi4A7E4/IPr8ft84PEgkEqD73mcDmZOPYUsKoXeGQVuqQy130dkTkGQ3AYkmwOLg5UrVwaJWdupMRKyIzE43Py0dYSVlYlclxSDRPA+yQg096QVy7lJlMWRSIceR+B1w9ofBKM+E92d+Pw+pIpUDlzsJ16pIbuonY6upyjIfZj83DnvDxLIpv3QmMEoms+Lz+li4uvfIHLjFvoNPYyMtrNq7eeRlczBZjRy+Pe/oWz1BjLKK//2tp9qhTOPgcuMJ+d23No23rCtp6fdwMZyBbl9J5At24qiLBOLx8NT5zoZ6xxm67oKlqYlBonzmw9/g9INW/F7YbT2JBVzyvDluBCqwvCFgVQSg8/nwGhqIiP9HoTC9zEOtBfP9KE600BymJzSrYuRJL0f8b3cnB5v0Ocy8V8J7oc/D9SbNDY2BlMay8rKgnsa/fVYJ+eaz2Ie8ZKbmMdU3yQVa0tRx8jw6PTY6+uR5eUizcj4W0z+i79CxOyKYAp1CiHwsREILMhNJhMvvfQSX/rSl4IELRAdu/7669mxYwfJyckfRMoCpCwUKfvYUF/TB4aI2TXtnis2LkTMrhiqUMf/AoGrSswC5zQ5TTRqG9E79YR7FIR32wK5WEgrF/OS00O0qY2Wsx2srKkiVmlBIZayIm/135gbWIgGJIPjYmIIm1vNS2NavpGdhFL0twvXvnptsP4qTzWG88RhEj53+/sRM8B14HFE48cwLf8OM0YXSTm5IFcFF78PNQ0i98N3StNRiYRYnRZ+W/sId9V8kagwzQe2+Lx+BpoCog42knIjgy+t2cnh9kmEAgGVGVHkxqmDtWj1h0aQKUWk1oQhkPiIlscg+BC5mDWbeepCI+KkVMq1rbiHuli243PIw8KxG410vPQCicmpJG7aEjx/f4OWhiPDbLi7mOGOmSAxS9Uo8Ht8yNLDEYiFmDxe/jyuJ0spY60mInic2dzO1NTbyBXJQTGV4I7F/0XzuJxozzyPPCaZMW1QZwOZWk1uzSJmZmY4fvx48Int4sWLg09tu89PEh6rwOjy8PjgFGsrk9igiUD0oev06O1YL00jz4tC1vMzCKRzrvo2Po+H8Z5ufF43UlUqE90zCEVKwrI7aW1/guKCh8nOzv9vv7g+u52Jb32biK1bcU1N4B4fJ3L9RmT5edjNZg7//jHK124krfgvKZCXR9N2wfGfBEJ1+CvuxDnZznvaJcGN0BdXKklrP4VszRbkRSlYvV6ebWhlZGCI7UsXMD8hFq/bzWs//g7l6zcH/z9y+iRz88tB48IZa0UUEY5clopQJMVq7SUxYfsHabkBE461jTH6+kkqEyLJ37YYUdxfo2lXMlMFvg+tra1BYlZcXBx80HG5eXwezvacxTrlJkNWiMPsJXdeLKoIGZ6ZGWyXLiHLzkaWFah5++gWImYfjVGoRwiBj4tAYDFuMBh49tln+da3vhUkZbGxsUGRjy1btpCUlPQ3kbIQKfu4SF/7x4WI2bXvoyuxMETMrgSlUJ//DoGrTswCyoyN042MWkZJFMchb9HjtltJWLuVN0x21PZOzrc3sWFONSmRIhRiORWxfxsxC1zAvn37iI/VEF1exavjOr6UkYDsL+lfly+wv1FLb/00ZfFTuI7uR/PZO1DMKQp+7D76e0Sjh/Fu+w0eoRKZUoEwEJ4Dvt87FiRk96XHB9PwHE4rbx1+jE0r7iZMFfUBfoHAzUCjFu2IOZjGmJAVgc7i5GDrZLDP/KwYsuPCCNSiXXh7AOX/x955QEV1NXH8j/SuCIg0AcWGYu+99957jzEmGj9N7Cb2EjWxRaMmJpY0jSbG3mMvYEFRQAQElSqdpcN35sIiKCroA98u887hJMJ78+b+5+7u++3MnWusg5qtbaGl8yoM0fqirdduIbWsOdqlxSE1yBe1W3WCkVlZKCKfw/PnH+FQxQUW3ShjBoQHxuPsngfo8WktPPGOgpa2JipULi0q/Urpa4nlePHp6TgQFg1bPR20KZP1sK9Q+MPbZyFsbYbDwiIv8L48MdJSU/Hkxr/QN7NCeHACEuNjYW5bAY516iMmJgbu7u6ivEaZpSFILUUgm5mBAzGxaFnDEs1MjQSkKo/0mGQo7kZA18EEOg/XAVqGQItpyEhPR7CvD9JTU6ClY4kn3rHQ1TeGWdXHuHlrHWrVXAIHh0pvfPVmJCUhdMlSmPTojtSgIKT4+cF0wADoOjoiWZGA0z9tRq0OXWFTJWsO5ByR/sDZZYBJecCqBpKTE3ElpjUCvaPR2EUf5TyuQbdzR+g5l4MiPR177j6Al58fhrRsjvrmZqJD2qFvl6Nmu05ISU5G0KULqFu5JpARhyhTL+hUqgRTY1cYGDggLS0eenp59wzzehYFtx0n0MjaAk69m0CzzIs1YgV5u6IP8AcPHoBKGqtWrSq6pSoPykDejbiLpJg06D+1RFJcGmq1s4OuvpZo/pHg5gZdBwfoVnqztkp7DGYFiQifwwoUXgF6H6EOxz/99JPovhgRESEyZVS+2L17d1hZWYlMGe1dxpmywuuralcwmKlaxPL3l8FMPeL4IUdR5GBGm0zfDL0J35hHcDZ2Aq4HISU+HpX6DMGRmAToJ3vj9NMbGODQCC2sXKGtqQ19rVcfVI8fPw5Lc3OY16yF42FRGGVtDu2XwCzgbgR8roeivmMUkk8fRZkRI6BXNauUMfXCLmiFnIdGr+8AHcM8mi/zCwa1q5jmaAUdDQ0BCxF3bsC8Zj1o6r5Yv0MXEfyF+MWgUj1LWFYwEWB27F6IaIPfrJIFnCwMQWvRLh/wFVkKeijWzKckLTY+AT+63UK8vjF6GGoi7cljVHStjTLWNoiPCIfXnp2oVLseSrdqLXxNjEvBud+80XpoVQT7RgubBIe5jwRqHBERDSsdbTTPBrPEpCfwuDMBNWtugoHBm7MkqWnp+O+2FyzKmEIzyBsxoc9gX7M27KrXRFxcHG7cuCEyZq6uriJL88QrComxKUjSBK5qp6KBoxlqGWc1qMgBBUUakv1joGWpD22fbYCOEdBgnICbkEcPkZaciIwMIzy+FwNTCytY1AzF9evr0aDu17C1fXO5XWZyMkK/+Qam3bsj2c8PiXfvwnz8eNHYIiVJgXM7f4Rr+86wcnqxrk74FRcMXFgLWFQGEmOQamyNm8ltEOAbhYaV9FHmlgf0OzWHrlNZJKVn4Nf73nD39sGEtq1R2ywrE0nZuGrNWiElKQmBVy+jlkNlIC4Gzw1uQaOGJcpZdIWRUVa29uUjIk6BS9tOopZ5Wdj3aYhSxi8yXgV5M6C5RvsakYbOzs6v7CeoSFMgLSUDfleioIhORsOeTiLDmh4bC8UNN+jY2YlyxoIcDGYFUYnPYQUKp4B4/wsJwaZNm7B9+3bR6INKkqdMmYJOnToJKKOycYaywumqymczmKly9F74zmCmHnH8kKMocjBLSU+Be6g7PJ97wtXcFWmXfKGIikSTURPxJDUV3hF38LPvOUx0boV2tg3zrMPKLQytb6K91JxdaiA4OQUV9HTyZGbo3CdekfBxC0M95wQknT2F0v375WQGUq/ug1bYNWh0WwZovsgw0HXL/YKRmpGJeRWtIViPUmMpqbRQKO/apuySwmcPo1G1SXmY2xnheUIKjngEIy0jE22qWsChrCGoi96FPx/C2EwPdTrY5zR2yD2euIQE7LnpgecaWuhtaYr0p4GwtK8Aq4rOiAkJRtBtN1Rp3ALapbPWH9EHOYFQ+UqlEROeKMZuZp0XMJMzMuERpxBdEasaZgFlcnKoyJi5VF8LTc28kPnyxKOOgIfvhsDazBCGATcR9sgH1Vq2gVXFymLLAuqMWbZsWQFmlKUJ9Y9B2OM4aBpoIbOCIazM9FGWWuXnPjIzkZmSAWhqQOPWDkC/NFCjH2h9W6ifr8hsJSeVgt+tWFg5OcKqThQuXt6MZg3monz5N3cOJDALX78BJt27IdnHB/FXr6Lc//4HLQsLpCYl4uLvu1GzbQeY278EeIrnwLUfAJt6gNchpFZogZvJreDrFYHmLqYwufUQhh3rQMe+NJIzMvC7ly+u+Prhs1bN4GKalYn8b89PqNyoOVKSEvHk+lW42DhQRxfElPVHrG0gKjrOgIGBY76v7aSkFNz+7Twq6BihXJ96KGWQdz4W5A3Bz89PZMxoo1lqBPDKkQncOh2ImBAFWg2tIuZgRlwcEm64QdvGGnpV3lwmqrTHYFaQaPA5rEDBFaD3csqOrV+/Ht9//70oZaTM2OzZs0WXVSplVGbKCNbo9Z27DL7gd+IzVUkBBjNVitbrfWUwU484fshRFDmY0ZoX9xB3uIe5o6F1IySdfYC4iDB0mfw/kWU68/QGvvE8iinVOqKTbQNo5mqQkVuYS5cuCTCrUqVKrkb6eaUL9o+Fr1so6lZJhOL8eZh26w4dx6yH8rTbR6Hx5CpKdf0KGrm6BtLfvg0IQWJGJuY4vX1vJyrfo66INdvYoay1IaISUnDIIxjUsKGjixXszQzEuM7u9kJpS0PU7ZR/97sEhQJ/3b6HZylp6GtvBY3nYdDR1UWFmrURERSI508DUaVJi5cYJ1N8QCt3lsvdD0N5YkZ2nwxl1oqaflA5o5FRVubwTUdGRibuPYtFGSMdxN+7hsd3b6N+jz6inFGhUIAe0umhgUoZ6WEhKjgBD2+EoYyVARxrm4v9tHJny165l8efgEFZsVl0ZmYGQv0fITE2RmTdfG8lokKNarCqHYczF35Gu6bTYGlp+UZ/M1NSEPHDVph06YykBw8Qf/oMrBZ+DU1TU6QmJeHqgT/h0rodzF4GvJR4wPdsVsbs5Hyk1eiPm8mt8cgzDC3rWkD/1lMYt3eGto0xUjIysM/3MS4GPcW0hnXgbJwFw4/cr6GcYyVEh4fi2U03VClbHunBoUirpAk/7Z2o7frjKyWMysGkp6bh2ZE7MEzRQpkeLtDQywes3hIrigfNM2rC8rqHtnvnnyDEPxbtR2WVcmYkJEBx4wa0rKxyMslvmxMMZm9TiP/OChRcAYIyavSxYcMGLFu2TLTHp8wYrS9r3LixADL6oZJxZfkiQ1nB9VXlMxnMVDl6L3xnMFOPOH7IURQ5mNGaF7dQN1wJvoJW9q2R9N99xEVEoMNHn4lx//fMHWvu/YvPqndBW5v60NR4sQdWbmGoPThlaypUqPBavSKexIn9vlwrJkFx+TKMO3bMaQue5n0JmY9vQKvD1FceZLc/CUdCWgamOtBeU28+CMqo+2P9rg4obWmAaEUK/vV4BkVKOrrWtIZd9nqhkzs8YW5jjDod8wczRWIiDnncQ2CcAn2dHaGtiENidCScGzdH8ENvJND/N2z6NneK7O/el8/D5+oltBg2BqXLWYkHCHpIp7bN1HCCFqHTpte3TgbCxrkMKtaxyDczmMfBuDBAS0dkzehDKDzAD3GREUiIUcDXPQ3ODVxgUQ04duI4enbrJdZbvOnITE3F859/FnFO8vBA3PETsF65AqUMDZGanAz3w3+jWvPWMLXMJ65Et6mJwK8DkF5rGO5pdIL/nRA0bWgFrdvhMG5rD+1yBiKTejAoGOeCwzHdtQocDF5kHSnrF+L3EKGe9+Cob4y0x0HQrl8ZPpnrUNNlU/beZa+OIDMtHfEXHiIjXhMmnSuKjppFcdBG6E98otGsX9Z6sgyFIgvMLCygV/2ldXevcYDBrCgiwzZLogJKKCMgozVllPGmL58+++wztGrVSnzxqCxfpEwZvccylJWcmcJgph6xZjBTjzh+yFEUOZjR4Chj9t+T/9DOqSMy3R4jPvI5mg8eKcZ9OeQW1nsewMdVe6CldV2Ueg2YUfMJ+rDKvWfTy8JFhyQg8H4kqtglQeHmDqOWLXI20k32uY8Un/sw7t7/Fb3/CH6O2LQMTLCzeGssqCPig4vP0LRPRRib6yMmMRUHbz9FXFIaetWxgU3prPVxJ3fch6W9sVhjlt+RmJSEk3c94R8ZjT41qsIgI6t9PG2I/NjjtthY+ZU272/1TroTvK9exL0zJ9D5k2kwLF1GbGZ85coVkTGrVq2aaMWfEJ2MS389hHMDKzi6vuheWRAv6EMoIjAAMaHBSIhJgO9NoGqTGrCoVgqHDx1F3759YGqatZ7rdQeBWdSvvwowS7zhhphjx2Czdg1K6emBOkzePXMSzg2biIYq+R7Udv+3Icio3gu+Ol3hdzsEDRtaodSdcBi1soWWuT7SMjNxNDQSp8Oj8aWzHaz1XqwHozFEPnuCqAB/WCYkIcX3EYzatsIT7YOoYD8B2tr535fATHHFF+mJ2jBp5yjKPIviiA5TINQ/FlUaWQnz1CxFcf06tMzMoFfjxf58b7o3g1lRRIZtljQFCMpCQ0OxevVqrF1LZeWasLW1xahRo8S+kMryRcqUMZSVtNmRNV4GM/WIO4OZesTxQ46iWMDsVtgtnAg4gc6VukLXKxKK2FjU7ZzVBt49zAM7HvyFYZV7oJEVgdm7Zw+S4lMRF5mE0joJSHn0CHrVqkEzO+uSHhuH9JhY6Ni9um7pUHg0olPTMdz6NQ/wuSJEHRHvnA5CqyFVYFRGF3FJqfj79lNEK1LRv54typtmgdnZPV4o52CC6s3yduRTmiLQOXfXE4/CItCrjitMdDTx8Npl1OncAw9vXIFRGTNYV86/eURxTBifa5dFxqnvrK+ha2AgwMzNzU08QFSqlLVHWmJcKi786YMaLW3E1gGFOzIREfQYz58EIik+Cb63tFC9aTVYVNMUYEZ7+Bga5l1D97L9zPR0xP/3Hwzq1UPChYuIPXECNqu/EfuyUddHsl/GyhrauTZgfsXHozORaVsfj/U6wudOKBrUL4dS9yJg2MwGWmX0kJ6ZidPPY3HmeSymO1rBgtYd5jrSUlKQGheH1Js3kfzAS5RVZtjqQlfXKs/eZbmvITBLdHuE9ERNGLd2emUdY+F0fP3ZmRmZSE2mfeKystC0Ji/h+g3Rzl+/Zs0C3ZfBTKposJ2SqgBBWWBgoAAyKmGk904nJycBZbQnJFWCUKaMoaykzhAGM3WKfG4wa1XfGc1rV1Sn4fFYikGBc24Pcen2I3GnUz9MhaF+3gZxGpn0NU6uIzg4WHSQql69ev5NB/Jx2iPcA/8++hddK3aDrcIUqclJOdDhGeGJP3z2onelnqhtUfu9wEwsPqMH0LRU8RCqoacHjfwaI7zk483YBMSkZaCN2dv3k3rmGw23owFoP7I6DEx1EJ+chgO3niAyPgWDG9qjnElWqdvFvQ9h5WSCSvXyL49MSUmBm+d9BIWGoXXdOihtaIA7p4+ifrc+8Lp0DpaOzjC3y78MshjmBR5ev4Ib/+zFwK9WQEtHB+TvnTt3xEOEg4ODeLgQ+7UdfywaoZQuZ1BotwjKaJ1ZSlIygu4boXIjZ5hX1sTxYyfQu3dvsX7qjUdmJtLj46FpaCigLP7cfyi/ZHGBYp5j1+1HZJrYIlCzCXw9w1G/niVK3Y+EQSMraJrogtbsXYqOw/nIOEy2t0Tpl5ubUCYqKgRB+wAAIABJREFUORnx5y8gyfOe6BBJ+4Tl2RD7pUFkpmcg6U4AMhI1YNjUoUCAVGhx87mAMowJV6+KUk+DOnUKdF8GMymUZxslUQH66KQfLy8v0ehj165dYq0uvX9OmDABrVu3zoEy6r5InW65fLEkzhQGM3WKemSsAj2mbBYN2/h4WYFMZGakIynuOVIUsdDS0Ye+aTmUEs/pRVM5pOoxKDIwo46Me733okfFHqhlVlMEQCt776UHzx9gz4M96Fe5nwCzD1FTr0jPQGpmJky18l/fljuwoQGxAszajqgGfSNtJCSnYf+tp2Kj6eGNK8DSWFecfu1fP1g5mqBCjfxL/FJTU+F5nzZ/DkXDBg1gYmQE9yP/oHbHbgLMHGrXh4n520sri2rSUXML90MH0H/uEvGiEf56eop1X3Z2diJO1H2S9lej7pDaum/X7mVfI58G4an3A6SnpSMs0AIV6zqgjKMGTp86IzZXfVPZ6su24k6fRsKlKyg3b84rzV3eqFH0Y2Rq6uBJhCECfCJRp7YF4BUJ/brloGmsQ3tswy0mAdei4zHW1kLsd/fKW01KCuL/O49EDw+Y9u6VtXlzfp1ZlBcSmD0IRkYSYFD/zZ0npYwvZRiTvb1FRvFt8Ki8L4OZlBFgWyVFAQIyejAjKFu5ciUOHDggOtvSe+fUqVPRtGlT8V6qXFPGUFZSZsbrx8mljOoxBxISkzF347+4dtdfPQYk5SgyqYonASFeFxEZ6AnDsrawq90Jugam2VzGcJZbbpeK1tg4eyD0XqrU0oiKisp8/Pgx7O3tRbco2hCTYILWGeXbpjufIHpHeWOn5070de6LupZ188CXT5QPdt/fLcDM1cIVGjKn5oigONw8EYiWgytDz1BbNP3Yf/MJgmOSMKaZA8yNssDM/VgArBxLw6ZK/iV+aWlpuHv3rtCzWbNmMDI0hNvhf+DcqCkeuV2DS8s20DU0kvIlUShb/rfd4XHqKHpOnyviRQvVg4KCxL46lDVTHhnpmSj1jmukaH1W4N3bYqPvqPDycKhhBxM74ML5i+jcubP4BrmgR/z586KxheX0/xXumxf6VhtAaFA8gv1jUK2mOTL8Y6BXzUy0sScw84hV4HacAkPKl31lU3PyjzJRcefOIfHWnawtGqgT6JvALDMTaeEKZKZmiM6PxXlQJ0t6B9R46YX+Oh8YzIozOnwvdVBAmSl79OgRFi5cKKCMMmWVK1fGzJkzRbWJEsqofJGhTB2i/v5jYDB7fw3lYCGDGptFxiE6LlEO7sjGB3rSoi/zQ0KeYd3qlTj49z7UqdcAi5evgaOTE0pRsyOZP/8Xt5jGhnoob27ySsJKIywsLPPkyZOoWrWq2Mz26tWrIpPRpEmTAoOZX4wfdtzbgT7OfVDHsk4e8f1j/PG71+8im+Zi7iL7wESFJOD2qSA07VsJugZaSEpNx1/uT/AkSoHxLZxQNhvMaLNrKu+jzo35HQQ69+7dw/PnzwWY0YJvjzPHUdbaFmH+fqjZrpMoIfxQx+N7d3D//Bl0+WTaCwjLyBATRKqsZmTwU/i5XxMAmhBrB9sqVjC0ysS1q9fRrl07sVdaQQ8q0Uu8eQvmn0wq6CV5zqPW/2GBcahY20JsNq6hU0rAFUFbcFKq2DuvlokBtPIBrsy0NMSfPQeFuztKDx4M3Qr2by8TFGW32XsbvJPHxXMRg1nx6Mx3UQ8FlFBGm0d/8cUX+PPPP0FfwtFn57x588R2L8qW+LSGlqFMPeIuxSgYzKRQkW3IVQGa37QkhhI9CxYswB9//IFGjRph8+bNItFD74W0RIaPtyug4e/vn0nlGMr9q3x9fZGQkJCzl9XbTQBP4p+IjFl3p+6oaVEzD3zR3/b57EMnh06oZvbhml0UZBx0Dm3ufPfcEzTs4QgdPS2xf9k+9yd4/FyBj1tVhJlhwWCKwOzhw4diT5t69eqJtQXeVy4iIz0NKQoFXNt3LlxJXkEHUMDznnh5wvfaZbQeNaGAVxT+tKjgZ/C6cgHGZcsiJdkR1hUtoG+eAXf3m2jZsmWBwZ/urLh5E0l3PGA2ZnThHaF97lLSkZKcLspTCwueognJmTMiY1dm+PCcLRreyRGZXcRgJrOAsDuyVUAJZbQGe9y4cTh8+LB40KBM2bRp08RnJmXKCMyUUEZ/L+z7jWwFYMfeSwEGs/eSjy+WuQJU2k1gRpUEX3/9Nfbt24cGDRpg48aNYgsmZTdamQ9DFu5pPH/+PJO+/aPaeCpjozJGKr8rTCljuCIcv3r9ivb27VHdvHoeMAtVhOKg70G0tmsN5zLOshj0m5yIj0qC5/mnqNvJAdp6mkhJyxCljAHZYFbaoGBZHpqkT58+FfuDUZdD+nAOvHcHBESmFlZwadX2g2oR7OuNgNs30aT/kCLzIzokGPf+OyU2gNYzqQYz69LQ0EvBXY+7Yg1GYb49SfL0RLLPQ5j26V1k/r7WcEYG4s6cEY01yo4eDW1b2+L3oYjuyGBWRMKyWbVSQLmmjB46Jk+ejFOnTomMPz1wEKTRA4iyfJGaGnGmTK3CL8lgGMwkkZGNyFQBeual7t6U3CEw279/v0hKEJjVrFlTVOJRgoKPtysgSVfGmOQY7PXZi+Y2zVHFrEoeMItMisQRvyNoatMUTqZOb/foA5+RGJcCr8vBqNnGDlo6pZCanoGDt5/hcWQCxjV3gql+wcCMhkGTlCarvn5Wi/3wQH9c+3sfqjRpDucGTT7oSKOePUWY/yNUadayyPyIDg2Bx8mjsKjgCMe6jaGjr4vERIUAVir9Kcw3yemxschISIB2+fJF5u9rDWdmIu70GSRcvIiyE8bn7J1X/I5If0cGM+k1ZYvqpYASyjw8PDB37lwcPXpUZPvr1KkjoIwePqjJB/1QpoyAjbsvqtcckGI0DGZSqMg25KqAEsyoUozW3irBjLYQcXV1ZTArROAkAbOE1AT84/sPGlg1eCUrFpsSi3NB58TaMzvj/DdjLoS/RX4qlbyFB8ahnKOpaHpBYHbsXrAoZRzV1BHGetT2892O+OcR+Pe7lSJL5VCr7rsZkegqsT9XchL0jU0ksviqmZiwENw8chDlnauKpieaWloCVGlNRmEafxSZg4UwTF0hqTOj+ccToW2d/951hTAnm1MZzGQTCnZEhgrQwzS9X12+fFl0X6RMGf2bYGz8+PGoX7++ADJTU1MuX5Rh/OTkEoOZnKLBvkitAIOZdIpKAmZJ6Um4+uwqKpepDGujvA+tqRmpCEkIgZmeGQy137yhsHTDej9LuTsRpmVk4uT9EARFJmJYI3sY6r47mCUrErB/+VdoPXICyjtXeT8nVeBqArMb/+6HvYsrnBs2/aBr6t5XLgFmZ8/CfPLkD5O1e98BvOZ6BrMiEpbNqrwCSii7dOkSFi9ejIsXL4o1FI0bN8ZHH30kynNoPVnuTBmvKVP5sBfZABjMikxaNiwDBRjMpAuCJGBGbziKNAV0NXWhVepVcBF7WGuIJt7SeV5MltIzMnHWO0x0ZRzUwB762u9eI5uelobD61ahxdDRKFNefbIurwtFTHgobh75B/Y1asGpbsNClS4WU3gLfJu4U6fFOjOLTz+FtvUHKKcssKeFO5HBrHB68dklQwH6zKIGTjdu3MCsWbNEt2KCsrZt22LSpElwdHQUUKbMlCnLF0uGOjzKd1GAwexdVONrVEUBBjPpIiUJmEnnjvws0Z4VFx9G4Gl0IvrUtYFeATapftMovC9fQAXXOtAz+nB7mBWXyrER4bh75jjsqtcUcKbKR9yZs4g/dxbmkyZxxkyVA8m+swJvUUC5puzBgweiXJHgjB462rRpgylTpog9P5VryqjRB0MZT6mCKMBgVhCV+BxVVYDBTLrIMZi9RUsCs+v+kXgWnYhuruWh+55gJl3o5G8pLjICXpfOw6ZKNVhXlv9WCW9SNP7CBbHGrOz4cdC2spK/+AX0kDNmBRSKTysRCigzZd7e3ujZsyf8/PxEo4/mzZvjk08+QcWKFXMyZQxlJWJKSDZIBjPJpGRDMlSAwUy6oDCYvfXbU+BmYBRCYhLRvroVdLV4g7yCTr+E6Ej4ud9AOadKsHSsWNDLZHlewuUrSLh0CWYjR0KrnKUsfXwXpxjM3kU1vkYdFVA+OLu7u2P48OECyqjFM2XKRo8eLbY9Ua4pIygjYOP2z+o4E4pmTAxmRaMrW5WHAgxm0sWBwextYAYgICIBkYoUuNqYQluTwayg0y8pIR6hfr4oXa48TC3LFfQyWZ6nuH5d7GNWZsgQaFlYyNLHd3GKwexdVONr1E0BemimPSfp9TB9+nR4enqKDVHbt2+PUaNGie09lN0XGcrULfrFMx4Gs+LRme/yYRRgMJNOdwazAmiZkp4BagJC68s0VK9/SQFGWDSnZGSkIzU5GVq0r49Wwfd/Kxpv3s+q4uZNKG64oXS/vtAyN38/YzK6msFMRsFgVz6IAqJ5lUKBw4cPY8WKFbhz547wo2vXrhg5cqSAMmWjD9qTktaUUfdFPliBwijAYFYYtfhcVVOAwUy6iDGYSaclW1JjBRI9PJB46zZMenSHlpmZ2oyUwUxtQskDeQcFlFB28OBBLFu2DNTwg45+/fph0KBBcHJyYih7B135klcVYDDjWaHOCjCYSRddBjPptGRLaqxA0v0HSLzrAZOOHaFZpozajJTBTG1CyQMppALK8sWjR49i3rx58PHxEVt60PqyAQMGwMbGRkCZiYkJOFNWSHH59FcUYDDjSaHOCjCYSRddBjPptGRLaqxA8kNfJHl6wqh1K2iWLq02I2UwU5tQ8kAKoYDyIfnEiROYPHkygoKCRHniiBEjRKasfPnyeTJl1OiDyxcLITCfymDGc6BEKcBgJl24Gcyk05ItqbECGQoFMuLioWlmBg3tVzdRV9WhM5ipauTY73dVgKCMNos+efIkBg8ejISEBNHoo3///hg2bBisra1hZmaWkyljKHtXpfm63ApwxozngzorwGAmXXQZzKTTki2xAiqnAIOZyoWMHX4PBXI3+hg7dqyAMlNTU7GmbODAgQLKlN0XqVU+Q9l7iM2X5lGAwYwnhDorwGAmXXQ10tPTMyMiImBsbCzq6ENCQhAWFobq1auLDyU+WAFWQH0VYDBT39jyyPIqQA/GUVFR+OeffzBz5kyEh4cLKOvTp48oX8y9poyhjGeP1AowmEmtKNuTkwIMZtJFQ8PPzy/z+vXrqFOnDhwcHODl5YXk5GTxbwYz6YRmS6yAHBVgMJNjVNgnqRWgh4bnz59j165d+O677/DkyRPxRSSVMlKmjKCMMmXKRh+0cTSvKZM6CiXbHoNZyY6/uo+ewUy6CGtcvHgx8/bt22jQoAFcXV1x7949pKeno169egxm0unMllgBWSrAYCbLsLBTEipADwyRkZH4+eefsW7dOjx9+lRUiIwZM0bsVUbli9R9UVk1wlAmofhsKkcBBjOeDOqsAIOZdNHViI2NzYyJiQGVbpQtWxbPnj0T5R5Vq1ZlMJNOZ7bECshSgQsXLojsuJGRkSz9Y6dYgfdRgB4WYmNjsWPHDnzzzTeiVJ8A7NNPP0WHDh1gbm7OUPY+AvO1BVaAwazAUvGJKqgAg5l0Qctp/kFvGrSHC4HZ/fv3YWdnB/rm8G0HXUcHXasqh9JnVfOb/FVFvdXBb1WbKwWdJ/Rab9euHQwNDVXl5ct+sgIFUoAeFJKSkrBp0yYsXboU9AUklSp+9tlnaN++PSwsLHL2KaOujJwpK5CsfNI7KsBg9o7C8WUqoQCDmXRheqUrI60v8/X1RWJi4lthi84JCAiAo6OjyLipykGlmp6enqhSpYpok6wqB018Amd6gydwVpWDoJ30trKyEm2oVemgxjj0QOfk5PTW14OcxkU+BwYGivLk3F9E5PaRfk/raipWrKhSY5OTzuyLPBVQPiSsX78es2bNEvOb3nvGjx+PLl26iEwZ/ZuyZ/QZQOupVenLRXmqzl69SQEGM54f6qwAg5l00X0FzApjOi0tDfHx8aKzlap8qNGbI02g6Oho4Td9S6oqvlNs6Bvg1NRUUXqmKn4ru6Ep54mqLKonv+mLCvqhBzhV8JvmNs0LZQkXrZ2hLyIKkv0uzGufz2UF5KoAzX0qx9+8eTPmz58vXg+0YfTIkSPFmjIq2VeuKWMok2sU1c8vBjP1iymP6IUCDGbSzYb3AjOCBMrgUBkUlYWowoMrgWRoaKh40KYF4fRfWvytCpBD2RtaL0EHgRl96yt3zWkjV1psb2BgIDZ1pX2DKEOjra0t3SwuIkuUcVIoFGKO0FynjJ+cS/7og5+2uiAQozdJ0pv8pYdU6jpH4+CDFVBnBWjeU8fF7du3izVl9KUKQdnw4cPRvXv3PGvKdHR0OFOmzpNBZmNjMJNZQNgdSRVgMJNOzncGM3qTISi7cuWKeOijkik5P7QqJSOwcXNzE+VdBGlUwkKLwOlDWs4HlY3+9ddfAiYJJO3t7VGjRg0BPHI+6CHp3LlzeaCgfv36Ys7I+aD5sXfvXqE3+UqwU7t2bVSoUEG2EE8+03YX9MUDgST90HxXtgKnTqt8sALqqADNffrx9/fHhg0bRAdGKue1tbUVUNatW7ecTBl9qUWl96pWLaGOcStJY2IwK0nRLnljZTCTLubvBWbBwcF5wEzukECyBQUF4datW7C0tBQduugDmpofyD2DQ5mmEydOCJ8pO0mAQGBGe/HI+SB4v3btGqjsVQm/jRo1EtknOR/0JvP333+LDB+tw6IPVQIzWtsn1+wq+fjgwQM8fPhQ+KgsxST/SW/68oQPVkDdFFBC2ePHj/Htt99i9+7dIktMX15NmjQJzZs3F5kyeh0wlKlb9FVnPAxmqhMr9rTwCjCYFV6z113xzmBGBqlUKjw8XGRt6ENPrg+suQdPa8uoJJDghr5RpSwfLQKXu+806QkSqLSOIIf8VoW1feQr6U3fTtMHE2VxKIOjCmueqCyQSqFoHQqNg9amyLlZDOlLGT7KkikhmB5E6SG1XLlysod46d7W2FJJUUAJZfSF1fLly8UG0vS+7uDggM8//xwNGzYU68no80nZ6IMzZSVldshrnAxm8ooHeyOtAgxm0un5XmBGbhS0Lbd0Lr+fJeUHuRLE5A5k+Y1WFTVX6ky+q5LmSn9Vxe+XOzAqM2eqpPn7vcL56pKigPK9nL6IoBb4+/btE1/8UDXBtGnT0KBBg5zyRfoiS9kSn18LJWWGyGucDGbyigd7I60CDGbS6fneYCadK2yJFWAFWAFWgBV4uwJKKKO1t7SGjMqOCbiosRBtHk3l0pQpox/KGlMGmTNlb9eVzyg6BRjMik5btvzhFWAwky4GDGbSacmWWAFWgBVgBYpYASWU0fpVyoxRpoygq3Llyvjoo4/QtGlTUbpIUEaZMoayIg4Imy+QAgxmBZKJT1JRBRjMpAscg5l0WrIlVoAVYAVYgSJUgB5uqUMqdR9dunSpgDJ6IKhSpQrGjRuHli1bCiij9becKSvCQLDpQivAYFZoyfgCFVKAwUy6YDGYSaclW2IFWAFWgBUoIgWUUHb79m0BZUePHhXNeWrVqiU2j27RooWAMvpRrimjfR55TVkRBYTNFkoBBrNCycUnq5gCDGbSBYzBTDot2RIrwAqwAqxAESighDIPDw8sWbIEx44dA60voz0RqXyRtrJQQpkyU8ZQVgSBYJPvrACD2TtLxxeqgAIMZtIFicFMOi3ZEivACrACrIDECtADLX3oe3t7Y/bs2Th58qSAMmrw8cknn6B69ep5MmW0poyhTOIgsLn3VoDB7L0lZAMyVoDBTLrgMJhJpyVbYgVYAVaAFZBQASWUBQQEYNiwYbh58yZSU1PF/mSTJ09GtWrVxD6UtKZM2eiDoUzCALApyRRgMJNMSjYkQwUYzKQLCoOZdFqyJVaAFWAFWAGJFFBCGW303rZtW9Hwg9aLUddFgjJnZ+eclvgGBgbQ1tZWiY3rJZKHzaiYAgxmKhYwdrdQCjCYFUquN57MYCadlmyJFWAFWAFWQAIFlA+xPj4+IlNGa8u0tLTQuHFjfPzxx6hataqAMlpXpoQyzpRJIDybKDIFGMyKTFo2LAMFGMykCwKDmXRasiVWgBVgBViB91SAHmCp2+KVK1cwd+5cXLt2TWTKmjRpIhp9uLi4CCij8kWCMlpTRn/n7ovvKTxfXqQKMJgVqbxs/AMrwGAmXQAYzKTTki2xAqwAK8AKvIcC9PCalJSEc+fOYeHChXBzcxPW2rRpg1GjRolGH0ooozVlVL7IUPYegvOlxaYAg1mxSc03+gAKMJhJJzqDmXRasiVWgBVgBViBd1RAmSkjKFu0aBFu3LgB+l23bt0ElDk6OuZsHs2ZsncUmS/7YAowmH0w6fnGxaAAg5l0IjOYSaclW2IFWAFWgBV4BwXooTUlJQX//fcf5s2bh1u3bgko69WrF0aMGIEKFSrkKV+k9Wa8puwdhOZLPpgCDGYfTHq+cTEowGAmncgMZtJpyZZYAVaAFWAFCqmAsvsiQdm4ceMQGBgouiv26NEDw4cPh4ODQ05LfH19fS5fLKS+fLo8FGAwk0cc2IuiUYDBTDpdGcyk01IlLNGHA/0oD/rWmQ9WgBVgBT6EAvRelJ6eDnd3d3To0AFxcXECvPr27SvKF8uXL5/TfZGgTJkp+xC+8j1ZgfdRgMHsfdTja+WuAIOZdBFiMJNOS9lbohfOzJkzsXr16hxf6aGIF8/LPnTsICugdgrQg2piYiIuXLiAoUOHIjIyEgRfnTt3FpkzW1vbnPJFJZTxe5XaTYMSMyAGsxIT6hI5UAYz6cLOYCadlrK2RC+atLQ0zJ49G2vXrs3xlR6M6BtqXq8h6/Cxc6yAWilAD6mxsbH4999/MX/+fAQEBIjW9x07dhRQZmdnJ6DMxMRE/J4yZQxlajUFStxgGMxKXMhL1IAZzKQLN4OZdFrK1pKyXIj2BpozZw7Wr1+f42tUVFTOgw+XNco2hOwYK6A2CtD7UXR0NPbv34/ly5fDz89PZMr69OmDwYMHw97ePgfKOFOmNmEv8QNhMCvxU0CtBWAwky68DGbSaSlbS/SBQNmyhIQEsWHr999/n+NrcHCw2KiVNmmlBfd8sAKsACtQVAooM2X79u3DqlWr8PDhQ/HFEJUyDhgwAOXKlXsFyvgLo6KKBtstTgUYzIpTbb5XcSvAYCad4gxm0mkpW0u5PxCoFfWWLVtyfA0KChIdz3R1dRnMZBtBdowVUH0F6H2Ivhzas2ePgDJ/f3/QJtEjR45E7969YWVllQNlenp63OhD9UPOI8ilAIMZTwd1VoDBTLroMphJp6VsLSk/EGJiYsR6jh9++CHH18ePH6Ns2bKgByHOmMk2hOwYK6DSCijLqbdt2yb2KaMS6tKlS2PYsGGiLT51X6QviIyNjUVZI70XcaZMpUPOzr+kAIMZTwl1VoDBTLroMphJp6VsLTGYyTY07BgroPYKKKFsx44dmDhxotiug5p6jB07VmTKCMjoh36n/IKIoazop0WqIgqbR5hjY9RgrP5hD3o6v7hnSsJtzGveCderLMHW3yegci53ku6tRtNaM3GHflerH7asX4MJze0K5nBqFK7snI0RX3lj+Lrv8GW/WjAo2JX5nvVoU1vUWeSHhf8GYFrD9zBUDJcymBWDyHyLD6YAg5l00jOYSaelbC0xmMk2NOwYK6DWCtCHNXVfpPLFqVOngv5N3RYHDRokfihbr+y+qISyV7svpiL66SPcvrwTswcux9WXFDNtvRQn93yCWtaloaNmaiZFPUFwdApMrZxgpi/t4AjMvh9uhg2RQ7B22695wCx01wDYfuGFkWv+wI/DqufcOO3BejRw+Rz3S5eHbRk9oFwT/G/RAoxrXxl6BXEvNQqXf5mF4Qu8MGL9eszs/35gBpzHhLI9cLvvd9i3aQwqyHgCMJgVZILwOaqqAIOZdJFjMJNOS9laYjCTbWjYMVZALRVQbmQfFhYGKl9cs2YNqJTa3Nwc/fr1w5AhQ8T/E5RR+aJyTRmJQWD24oiG15lDWDFpBPYEmcChel04lc399K2A3zU3aFX7Cr9fmYVaaqbmxYU10W7xPUw7mYkVbaQd3GvBLPEJ1vRxxMbYqdh1eDWal3lx3wfr28Bl+lU0XX4BF2fUL7xDkoMZcGiqNUafrIgFPx7FlCZGhfepmK5gMCsmofk2H0QBBjPpZGcwk05L2VpiMJNtaNgxVkDtFFBCGXV83bp1q2g2RIBmaWmJ4cOHo2fPnvlCWV4gy5IlxH0FRrRcgAuZLug3YxCGD5mMLtWMc2kWgWOrFuO6RjeM+6IjbNRMzQ8BZrEX5qB2u3VwmHUYfy9qDZNcmp6ZaYOO30Vh0t6n2NAzF7EVVPciALOQ07PRpN9+NJnzA7Z8mdffgrpVHOcxmBWHynyPD6UAg5l0yjOYSaelbC0xmMk2NOwYK6BWCuTOlG3evFmAWUhIiGjuQRtHd+7cWWTJqPFH7kxZflCGuAdYM7oX5vydgkGLd2LlnJYoXyi1HuL36VtwQ3mNaWV0H9AbzauVgzb9LjMd4feP4Me/H6Nmz0FopeuB7ftOI+h5MjRKaaHu4NkYWq/0K3fMSPfE7i9/ylpjRYeZKwaP6Im69mUgNhxJT0SA2yHsOR+Hln06oMz9g/jzkh8S0oD2n6xBl4opeOZxFn8fOIFHsS/Mt520Bt0qZf07wf8Sdv91DGf3b8G+qxGo2/9/aEHLuCyroFuvfmhbtWz2hd74dfpWuCvNlK6GXoN6oWllC2jl9jzmMY4f2o8TN59k/dauC778qB5+z6eU0W1pLTRd6o+p+5/im85ZEBzvc1poc+nABuy/lYTG/aegsY0BKjXujN49mqG8qGOMxLn1S/Hv4xc3dmzWDwM6NUU5w+zfvRbMvLBr+jZ4WzqhQ79RaFWJMl9PcGzlTzgZFpNCSHTDAAAgAElEQVR1sZ4F6rTvh35tnJG7qjM+7DLmtOmEay4zsH7zV2iklKZQc6XoT2YwK3qN+Q4fTgEGM+m0ZzCTTkvZWmIwk21o2DFWQG0UUEIZdVykjaN37tyJ8PBwWFtbY8KECWjfvr1YU6aEMtqiQ0tL66XSxRdyRF1ai+7DF+NKxdnwP/glKhSmS4TXXxixcAP++/0/BClN6lugumtHTFm9BKObOkAXKfA5NBc9px1BhSYtYOt3Hvs9HiI6IQ0apUrBqc0ILFj+LUY2yJUZursTPedsgvuh63imtGtgjdr1OmP6pm8wvKYZkBqNKztnYth3j9C+XWU8P/snDnk+R0o6MPd4NPpFr8X/Vv+Bu3e98TzpxXirdxyNz79egwlNzBBxcROGfLIAp+5G5p0fVTth+bffY1ZnJ+DBnxi0YAMu77uIbNwC9MuhRu2O+Pzb5RjZ0AbaGkBK1GMc2fwlZm0+Du8n2ZBTuho6tOgA3Yj1eKCTe42ZN1bVa4oF3k7YePMGxmd3/Qg7uQzdJ63EjdwkibJoO2ER1q3+BDVC/sG4xdtx7fAheEa9cNnM0RU9Pv8Wa8e3gpmBJpAvmIXh35k9MWnjQ9hOXIs9c4agYuJ1LF73HXb/cAQ+8YlZBrWNYOPcEuNnzsTHA1vCKntRW2psCH6Z1ggLH7bA2o1bMMBVnuWMDGZq81bHA8lHAQYz6aYFg5l0WsrWEoOZbEPDjrECaqGAEspoI/spU6aIZh/x8fFwdHQUmbIWLVrAwsJCZMuMjIzEvolvgjIgGmeWjcWYlf+g9IyruDO/QSF08sb23qMx9V8FZhz9DYNssy6Nvfs35i/dgJvmE3H6wCzUNi6VBWYD1uOxpiZs20zEyhkjUbWcLs7Md8HUgxZoO+JbbP1pGByFhbv4tkl/fOFmgqXHfkGP7PRd1PWfMWXRDgRWnQP3I9NgrwSzybsRoQM0GrsWX41oIZp3mFta4NYPo/HpKVPMnjMPjbNrL4P2jEKXlQ/RpM8a/LJ3HBwVkXgSEo4La3tg7JaHGLndE/+jroO6RrAsZwVzo0fY0mU4ph5Px9zjv6J/tp2Y23sxe8lm3LP5DOf/+RLV9dLhc3QlRgxbhkDXgVg8cwqaOhoCT/7EkM6r4KObCJtGucAs9AD6uYzCsdRhOByxGa1FahFIS4hAUHAEzi1vhQm7YzHpR3dMqqsJwzKWsCpXBrpua2Hf/Ss0X3oN85plXRN3/wgWL1uJUwEdsOv2JgywL5MPmJXHif8NxKQf/oPO6D24sLgP7M2icGzhbExdeQ2t123ElGbWoFWHSSH38POqWfg5uDk2bV+KwQ3sROYzMzESp9YMRdffNbHyu+/xv/YVCjFXiu9UBrPi05rvVPwKMJhJpzmDmXRaytYSg5lsQ8OOsQIqr0BuKPvoo4+wa9cu0X3Rzs4OkydPRsuWLUWWjFriK6GM9inLt3wxR43nODJvBCZ+dxTtf4nBjn7ZK53ivPDTvBmYt+UknivP1TJErVE/4N/vB6AcgNCTS9D1o1WovsQHvwy1QillL5HM5zi2eDwmrfHDhBNnMaeBURaY9VoNvf5fYt3qZWhpT34ByfH7MNR4FHw7TsWmX5eheVng2d+fo9HYLei2Kw7fd9V+YTcjFH9N64eJ25Lx9d0b+NQ+O2M2fisye8/B7jWz0dTJSMAFHRnpaUjP1Mjaqy37l5npRzBUqy9uNp2IzX+vQ1uLrHNft8Ys5OgCtJ+wFvXXPsFPA0rnGmM4Di8YjY+/e4bPLlzE9CqpODC3NQbu1sLkZRuwdFwTmNA9MzMQE/YHRlkNxb1WucDs6ipYdfkaCfVWw/PUJ7B/aXbSGrNO66Ix/1QCFjTP9cfMdKSmpaOUpg40S2X/PtMPuz/5FLO2BGLc2ZNY2Lr8K2DWPnQehs07jKD+/yBlS3doa2ogxmM//jd1Cp622ISfvugJa2OlSAm4c2A1Pv/sF1Ra8AtWjmkBM+oDkxSFs+tGou23z/Hlmg1YMKwelJWTcnpxMZjJKRrsi9QKMJhJpyiDmXRaytYSg5lsQ8OOsQIqrQC9t9AHcmRkJObOnYvt27eL8dja2oryxY4dO8LU1DSn+6KOjo4AkjdDGVl4AWYddsbip77ZDT/iffHbyoVYufM8RMVcWjxCning1FjZlTEDN7eNwNC5v8I7/HXS1sTiK+cwr2E2mI09hTZLNmLlx81yGl2kJXvhq+bV8KtOH6z+cT/6VU3HlW86oNfCswhPeJ3dulj30B1TKmSD2XwvDF+3DrMG1H5lr6605HhER0ZCkaq09Rjfdu+AI0bZYGb5JjDLgNv3AzBw/n74v1Tp+MIzV6y4eQnTKsVh3RBrbEscgbU/7ET37DVsdF6+XRmvrkK5Ll9D0WAN7p+YhJd3J3stmGXfODEyEOHxSi9icXnrPMzd8BDD/jmFRbnBbO4dNOtiB49LJ+HbfBMSdgxT0hz8T2/A51Om4uD91+nsgHGbf8HKsS0hGnSmxeHm77MxcJobeq9ej69GNUTu9jByeYExmMklEuxHUSjAYCadqgxm0mkpW0sMZrINDTvGCqisAkoo8/Pzw6JFi7B3714kJyejYsWKGDFihGj0QZkyKl80NDQULfFp4+i3QxlJEotTS4Zh7KpDcFkdgKMfvaY8zW8LGlachrgcMIvE8UVjMXH1aWhWqQsHkzwtMLK1dsSYjd9ieBXdrIxZPmCWnpqIrUMNsOqZEszCsH9KL4zf6gmLug1gm++eYs6YvHML+lq+Acwy0xAb8ghnfv8eazasx0X/3OHXReUmBQGz5zg8bzgmfncRei71UMFItBx56XDC+B/Wo7f5Xcxp2QiHLYoYzJLDcdftAf5Z1grzj7zsS3XMP/sSmE3+E5k2poiOCEGdib/jl0W9YSc0VeDOX6sw9bOVeGjqgopWptBWZuByzJZDl6mz8FFXV4jwKsFs3Hm0X/kdFn/eFtkJR1m9thjMZBUOdkZiBRjMpBOUwUw6LWVricFMtqFhx1gBlVSA3lPS09Ph6+uLlStXYt++fWJNmbOzMyZNmoSmTZsKKFM2+ih4puyFHEEHpqHjp1vg5fAlHhxbiKr5pUFeC2ZuGHjgLla1e0NL94zs5h+FArNgTLscgPl13xA25RqzfDJmaQmhOLhyECau8YZdk6aoXdE8q0MkYuG2/wDinQsDZvcw8pg3ljV/fVeUpJgHWNqtOv7QLVowC7uwGL37rsA17ToY3MMFWe03kvHsziVcuKWDKcdfAjPaYHr2CGTe3Y1vdwWi24aD2D6+BoxywGwTrGf+ifUT28D8bTtXp8Ti6o4p6PmVD0avXo8Fw+tn319eLy0GM3nFg72RVgEGM+n0ZDCTTkvZWmIwk21o2DFWQOUUUGbKHj16hBUrVggoi4uLg4uLCz7++GM0bNgwB8poTdm7QJkQJewipg0bgY1nktF92jasW93tlTVPeAXMknB3x3QMnP0jNCedw72vGr9e30KBmQJu341Gt/kHYL/IEzemZbcrzM/6G8AsLsQNi/u2xF6tkVi+biH61clu3Y9H+Lq+C37TyR/Mhv8RiR/7KSEzEXe2fYZ+c3bB4POr8Jhb57VjTEuIxM7PXDDjTkMs3/AjJjY1zzk3KfY6ZtZvhMPWudaYPdiGes2mwdvyS1zxWoCaL1nOv5QxHifnd8XgNf5o/c0/2DG5bnZJaDTOrp6MSUtvY+CBfMBs/XpMrhWAuSPHY3uQK+b+uA1LOtkh8NyP+HzqTNyuvwpnvhkDB7GQ7A2Hco3ZlgR8vXYj5vSpng278nppMZjJKx7sjbQKMJhJpyeDmXRaytYSg5lsQ8OOsQIqpYCy0QeVL86aNQvHjx8XmbKaNWuCGn8QlFHpIq0rey8oE6okIej4cvTqsxz3MhzQfkwvjP14HvrXMs3RLHT/GFTr9zvK5ZQyAsk+v2F43+k4EGeHoV9vxc4xtXLOf3x2A9aeN8Tk6cNQ2UCjEKWMQOLdH9Clw5e4YFQbny7dgnWDquXY9T20CMuvV8bSRYNh9QYwi3l6BrM6dsbe0sPx3foVGF6PFpPdx9aBM/DdyTNIr5YXzLx+6IFanx5GpfH/4MLmHjDLvmOS1y4M6jkDh1KcMHrRVvw48gVC+Z9ai9UXy2LGrGFw0EzG1Z8mot+ME6g0ah7Wz56A2jb6gMfP6DV3M9wOXYd+7uYfiWcwsUJf7Epqh1/9/kLvFxwn7pw/mGWVeY7b6oVKK87ixue1AcTgzsFfsHLuavzrbYxpJ/IHs5n9qyD8+veY0Gg63Br0w9qNWzHMzgvLp07BN+cVaDJlDY7O6gzN7C4pEfdPYMfBm3DtORrtqluJvdrSE8Lx98LuGH/WFt+s24zxTbMX6MnslcVgJrOAsDuSKsBgJp2cDGbSaSlbSwxmsg0NO8YKqIwCSiijRh9DhgzB+fPnkZKSgkaNGmHs2LFwdXUV+5Qp15Rpa2sXsNHHGyRIjYbf6TXo2WUJHujow9LGEZbGL9aNpTz3h1doBlyHbMaRnSMgusanxcF9y0S0+3Iv4g3t4WL9Yl+rpKggBJqPxNlTy9C4tFahwAypMbjyzUA0nXsSeuWcUDln12RAEeGPAJvP8eD6IlR6A5ilxwVh/8KhGLjJQ+zvZm5E2aAEPL3rh+eZOq+sMUs9MxcmnVciTb88nB3MoO3YFFO/mIuxjUxxY+MYtJp5AKmmDqhe/sUYqQFHoOU4XPlvKeoYaiP8/gnMG9MFO7zMYWttBWPdUkD8M/g8a4GBAz1x6XE9rN32K3o6k3j+2Ni2PqZf08GSc8H44qVdCvIHszTEHF8Ml6Hf4JmGFWraUM1pGuLCQxAcHIkk5LPGjEoZ16/HzP61YEDj/3407KYeQ4Oec7Dxh2koffEbjJyxGlcjTFDT3kx0yqQjJeE5grXrY8UPazC2ZUWIpozRT/D9OGdsiRuKbzdtRTfn/NbcffiXGYPZh48Be1B0CjCYSactg5l0WsrWEoOZbEPDjrECKqFAbiijph43b94E/a527dpi3zIqY6R2+LSmjBp9UPliwRt9vEWCzDQkJ8TA4++vMGTEJjzKc/pwHFZsRTstHehoa+a0pM9MT0VyyklMMOiG3bnOrzhoKX5b8RnqVTBGqczCrDHLMpKZnoKE+IMYVXoA9ueyW23CVhxaOhyOFvrQeAOYAZnICPHA+q8mYdrWK9kW+mFfzM+InGCO1UF5M2bISMP9de3g8r/z4tzKHcfhu03b0KWShvAlKeUExhn0wG+5fHEe9g32Lv8YNe2MQH0zMjMzEHX3EObNmIzNJ7O3oh62C/Ebu+LY4jaY6e6SC8wy8WhLN1SZdgGjdjzAj4OzN4HLtv/arowZaUg6ORv6nVdnn2mPXlOXY0ztc/hq3iX03P26jBmBGaW9UnF0bkN025aKUQu+x7efNYV+6nUsdB2IlT5PkZFttVzjgVj57QYMa2gBrewsWtSTPRjt8AWSxyzHpq2jUFG5L4HMXlkMZjILCLsjqQIMZtLJyWAmnZaytcRgJtvQsGOsgOwVoPcP2jia1pRNnDhRZMoIugjGpk6dilq1auVZU0aZMsmgTPbqqKGDQTvRuspHCOu7Gcd/GQM7eSagcoT33dYXVRf54+NvfsPGwVVlGxAGM9mGhh2TQAEGMwlEzDbBYCadlrK1xGAm29CwY6yArBWg9w4qV7x9+zZmzpyJixcvikxZ3bp1xZqyOnXqiNJFZaaMoUzW4Sygc8HYNaA+pt9phJUHdmKMy4syyQIaKMbTorCukyXWJQ7Chl92o5tjMd66kLdiMCukYHy6SinAYCZduBjMpNNStpYYzGQbGnaMFZCtAkooc3Nzw+LFi3HmzBnRIp/WlH366aeoXLkyQ5lso/d+jiVcW40mAzegwpjt2P11B7xot/J+dqW+Ovb+KnRrtBp2S47ih6n1ZLmxtHLMDGZSR5/tyUkBBjPposFgJp2WsrXEYCbb0LBjrIAsFVBC2fXr17F06VKcPXtWlDO2atVKZMpovzJl90VaU8aZMlmG8Z2dSk8NxX+7fsczs1bo2rt2TjfIdzZYRBdGue/BTxej0WLAZDS0LqKbSGSWwUwiIdmMLBVgMJMuLAxm0mkpW0sMZrINDTvGCshOAeXm0VeuXBEt8W/cuCF8bN26NUaNGoWqVauKRh/UEt/AwIChTHYRZIfkqACDmRyjwj5JpQCDmVRKAgxm0mkpW0sMZrINDTvGCshKAeXm0R4eHhgxYgQePHggGnl06dIFw4YNQ8WKFUVLfFpTRlCmpaXFjT5kFUF2Rq4KMJjJNTLslxQKMJhJoWKWDQYz6bSUrSUGM9mGhh1jBWSjgBLK7t69K0AsNDRUQFf79u1FN8YKFSrkyZQxlMkmdOyICijAYKYCQWIX31kBBrN3lu6VCxnMpNNStpYYzGQbGnaMFZCFAvQekZycjGvXrmHMmDHw9/cXe5E1bdpUtMQnKFOuKeNMmSxCxk6omAIMZioWMHa3UAowmBVKrjeezGAmnZaytcRgJtvQsGOswAdXgN4fEhIScOrUKcyePRve3t4Cytq1a4fx48fD0dExB8r09fXFmjINDQ3xwwcrwAoUTAEGs4LpxGeppgIMZtLFjcFMOi1la4nBTLahYcdYgQ+qAL03xMfH48SJE1iyZAnu3LkDXV1ddOrUSZQvli9fXkCZiYlJTqMPhrIPGjK+uYoqwGCmooFjtwukAINZgWQq0EkMZgWSSbVPYjBT7fix96xAUSigzJQdPnwYq1atwq1bt6Cnp4cePXqIcsbcUMaZsqKIANssSQowmJWkaJe8sTKYSRdzBjPptJStJQYz2YaGHWMFPogCyveEvXv3is2jfXx8YGxsjD59+qB///6ws7MTjT7od8o1ZXLKlD0+swHr/riCymO34+NGBh9EQ74pK1AYBRjMCqMWn6tqCjCYSRcxBjPptJStJQYz2YaGHWMFil0B5T5l+/btw/Tp0/Hs2TMBYIMGDULfvn1hbW0toIzKFylTRt0X5QRlJNjt7UMwcM7vaPZ9FHb0L13sGvINWYHCKsBgVljF+HxVUoDBTLpoMZhJp6VsLTGYyTY07BgrUKwK0Icn/fz1118YO3YsFAoFDA0NRZaM9ikrV65cTqMPKmuUI5RJAWbnF1TBgB8T8cX+QMxoVKwh4JuVUAUYzEpo4EvIsBnMpAs0g5l0WsrWEoPZ60OTmpqOxORUZGRmyjZ+7Ji0CpTS0ICujpb4KUkHfXAmJibi119/xYwZMxAbGwsjIyOxpmzChAkwNzfPafQhZyiTAszOfGGFzpsUWHAyFvOalaRZwGP9UAowmH0o5fm+xaEAg5l0KjOYSaelbC0xmL0+NL8cvIpfj7khNj5RtvFjx6RVwMRQH11buGDq0DbSGpaxNfrQjI6Oxs6dO7FixQqxeTSVKg4cOBBDhgyBhYVFDpRR+aKmpqbYXFoWR0wArj4IyXJF2wjl7R0Q8c8EDHmllDEd8WFBCAgKQXxq1umlNLVgU7U+bIyz/p0a8xRefs/w3+rOmPZXEsatP43RrgAMy8LJoQIsjXUAJCP43i08jn8xehMrJzjaWkK/ZLG8LMKvLk4wmKlLJHkc+SnAYCbdvGAwk05L2VpiMHt9aNp/tA4JSSmyjR07VjQKaGqWwsUd04vGuMys0gdmVFQUdu/ejbVr1yIwMFBAGK0pIyij9WSlS5cWoKbMlMkFyhQBV3Bw20IMWXY8S1UTJ3QePAltDQ9h/S//of0P2WvMUuLhf+8cdm7egF/+OAH/uKzTtXQNMGDRH5g1vD1crfUQemIJun68CjeVJyhjVXsgtm9cg3FV4rD/7Gnsm/MZfvN9EcgqHcdi+qx5GNG8AvS0ZQKsMptn7M6bFWAw4xmizgowmEkXXQYz6bSUrSUGs9eHpsnIb8QfqzpaoVltJ9nGkB2TRoFLt/3g5Z+Vfbmy8wtpjMrYihLKtm/fji1btiAgIECULBKQ0bqysmXLCiij5h9ygzLEP8TOL8bjo+0XUKHLFAytVwZIDof7qSu47eeF0DgFhu7JBrNof+xeNg5fHstEtw6tYWuSFZTgC9uww00Hg2f9jLWzWkLv0XnsOXQJl/5cij03UtFqxBy0tAdg5YKeXTqiTvA22Hb7CjZdvkDXSlk2Ep954PDREwizmoz9h+ejmYWhjCPOrslVAQYzuUaG/ZJCAQYzKVTMssFgJp2WsrXEYPZ2MOvdphZmjuko2xiyY9IosOrnkzhw5naJADP6oExKSsLKlSuxdetWhISEwNbWFkOHDkXnzp1haWkpMmdKKJNV+SKAmKvr0GPoQlws1Ql/HNuGAZWMqBYRvrcP49spi7Hrqhf67c2dMbsKr0RLNKjrCnP9rPkScmMRejRci1K9Z2Pzrpmoa5T1+9euMYt4gP1n78Cu+WA0KJ91bkrkdXz7yRSs/AOY4/4vZtS1kGYyspUSpQCDWYkKd4kbLIOZdCFnMJNOS9laYjBjMJPt5Cxmx0oKmNGHZFpaGr766iuRKaP1ZdQGf/To0ejQoYNYU6bcp0xXV1dea8qy54TnzyPR+8s9qLrAG/s+rQTdnLmShEtrhmHEkv1ote3N7fKT4q5gRt2OuFzlf9j0y0I0KfsWMMt3Pkbg2OJP8Omq+xh++DS+blmumGct304dFGAwU4co8hhepwCDmXRzg8FMOi1la4nBjMFMtpOzmB0rCWCmhLK5c+diw4YNSE5OFiA2btw4dO3aVZQvKjNlcoUyIBLHvhqBCWuPoMMvsfipb3b3juz58rp9zPyOr8L0Bd/gol/WiZmZaVDEpKFqp8KB2dHPLTByj3JyZiI1MR7xikqYd47BrJhfsmpzOwYztQklDyQfBRjMpJsWDGbSaSlbSwxmDGaynZzF7Ji6g5my+yJlyrZt2yagjNaUUaaMNo+m9WQEZdQmn9aUUZMPuTT6yDsVInF0wXB89O3RAoFZZuIzHFk/DRPn7EekgT50tDShIcgsHYnxmajeuWBglu7/K3o1noTDkakwMdJFVpuPTKQlJ0KR5Iz5DGbF/IpVn9sxmKlPLHkkryrAYCbdrGAwk05L2VpiMGMwk+3kLGbH1BnM0tPTxTqyVatWYceOHYiLi4OVlRUmTZokyheVUEZrypSZMg0NgS+yPO7tGIk+M/eg2opAHBxrk8vHJFxaOxwjl/yFlluplNEUkY8uYPHodtgRMwCrNy/DyGYOEI3v429ibrNWOGOXP5jNPByBxW3oTDrScGFZW/ReehNmA3fgwo4BsBK/j8aZVZPw8bK7GHqQM2aynCwq4BSDmQoEiV18ZwUYzN5ZulcuZDCTTkvZWmIwYzCT7eQsZsfUFcwIyp4+fYp169bhp59+EmvK7Ozs8NFHH6F9+/YCyuhHmSmjRh9yhjKBQ1e+Q4+hi3DJYTTObV+MlhUNgcQI3L19GBtmrMQflx+gr2j+YYwQzwP4os843K0/C99/8zma2lD3j1Bc+nkHln+1FM9q5gWza4uqo+nSx+i2/AL+/F9d6Il5GIZ9k3tg/PYIDDhwCdu6EpYlIcTrKnYtnou1f8dg4lEGs2J+yarN7RjM1CaUPJB8FGAwk25aMJhJp6VsLTGYMZjJdnIWs2PqCGYEZUFBQVi9ejV+++03REZGwtnZWZQvtm3bNgfKVCVTljMl4n2wbmwPfLnfB47dp2N4/dJAXBBOH3NHJKIREBCEvj+GioxZXOBlrJk8HAtvmqJ/j06oZUtr0vywf/4O3IIR6nTLC2ZR+0bDbNAeWNbqgzF9XWFkVR3dOzWB9pHZaDPjV0S7DMWC7tQvPwG+F0/iyHF3hMMFX/3HYFbML1m1uR2DmdqEkgfCYFakc4DBrEjllYdxBjMGM3nMxA/vhbqBGX1LGR4ejlmzZmHv3r1ISEiAq6srhg8fjmbNmuU0+jA0NFSJ8sWXZ0iYx7/YvXY2pv/imfUnq+roO2Q6xlZyx/QVO9FkbRB29C8NpMTB7/xuTF+wCn9fCcg20wz/+2EoQrfOxH2rvGCGYDcsnjoIC/ZmdQmx7/wpNn+7Al3LBuDPjXMwaNHBbBvmqN9lEFraeWLvn+EY+w+D2Yd/FaumBwxmqhk39rpgCnDGrGA6FeQsBrOCqKTi5zCYMZip+BSWzH11AjP6IIyJiRHliocOHRJ7ltWoUQPjx49HgwYNRNMPZfmijo6OaIkv9/LF/AKdFHwPbo+is/6kXxoVHCuhnEYYPH2fwsixAZzNtbL+lhKHwIBHCAyLzzZjCZemTkj0voGwTBtUrGwP4+xT6YSEJ3dwKyBOnGtkbgsnRweYUE/+mABcvPsk24YezG0dUc4wCgH+sShbtSbsTbQlm49sqOQowGBWcmJdEkfKYCZd1BnMpNNStpYYzBjMZDs5i9kxdQEzZfdFKlc8evSo2LOsUqVKmDJlioAy2qNMCWXU6IM6L6oilBXz9ODbsQJFpgCDWZFJy4ZloACDmXRBYDCTTkvZWmIwYzCT7eQsZsfUAcxoTVlgYKDIlJ05cwb0+nZycsL06dNRr1490Q4/d6aMoayYJxnfjhXIRwEGM54W6qwAg5l00WUwk05L2VpiMGMwk+3kLGbHVB3MUlNT4ePjg/nz54vyRcqUUaOPmTNnijJGhrJinlB8O1aggAowmBVQKD5NJRVgMJMubAxm0mkpW0sMZgxmsp2cxeyYKoNZSkoK7t+/j+XLl+Off/4BQZqLiwumTZuWB8qo0QetKeNMWTFPLr4dK/AGBRjMeHqoswIMZtJFl8FMOi1la4nBjMFMtpOzmB1TVTCjzNjt27exdOlSHDt2TGTK6tevLxp9UBdGZaaMoayYJxTfjhUooAIMZgUUik9TSQUYzKQLG4OZdFrK1hKDGYOZbCdnMTumimBGa8o8PT0xY8YMnD17VijWokULjBgxQmTMypYtK9aUGRgYcKasmOcT344VKKgCDGYFVYrPU0UFGMykixqDmXRayji6sPYAACAASURBVNYSgxmDmWwnZzE7pkpgRq9b+rCjNWVjx47FjRs3hFrNmzcX/65WrZqAMlNTU1CmTFtbm8sXi3k+8e1YgYIqwGBWUKX4PFVUgMFMuqgxmEmnpWwtMZgxmMl2chazY6oCZvSaVWbKKDN279490e6+YcOG+Oyzz0TDj9yZMoayYp5IfDtWoJAKMJgVUjA+XaUUYDCTLlwMZtJpKVtLDGYMZrKdnMXsmCqAGb1eaQ3Z9evXxRoyLy8vsTk0QdkXX3wBe3t7sU9Z7kwZQRvvU1bMk4lvxwoUQgEGs0KIxaeqnAIMZtKFjMFMOi1la4nBjMFMtpOzmB2TO5jRazU5ORlXrlzBrFmzRPmiEsro3zY2NqLRB0GZck0ZQ1kxTyK+HSvwDgowmL2DaHyJyijAYCZdqBjMpNNStpYYzBjMZDs5i9kxOYMZvU4TExNx4cIFLFu2DBcvXoSWlhaaNWsmWuLb2tqKJh9KKOPyxWKePHw7VuA9FGAwew/x+FLZK8BgJl2IGMyk01K2lhjMGMxkOzmL2TG5ghm9RmmfshMnTggoozJGfX19tGvXDqNHj4aDg0OeTBlBGWfKinny8O1YgfdQgMHsPcTjS2WvAIOZdCFiMJNOS9laYjBjMJPt5Cxmx+QIZspGH8ePH8fcuXNx584d0WWxW7duGDp0aM6aMhMTE1G+SFk03jy6mCcO344VeE8FGMzeU0C+XNYKMJhJFx4GM+m0lK0lBjMGM9lOzmJ2TG5gpoQyypRNnToVvr6+Ar6UUJY7U0YZNM6UFfOE4duxAhIpwGAmkZBsRpYKMJhJFxYGM+m0lK0lBjMGM9lOzmJ2TE5gpoSy/fv34/PPP0dwcDB0dXXRpUsXjBs3TqwpU3Zf1NPTYygr5rnCt2MFpFSAwUxKNdmW3BRgMJMuIgxm0mkpW0sMZgxmsp2cxeyYXMBM2RL/t99+w5dffonQ0FDo6OigV69emDRpkgCy3N0XqTMjlS/ywQqwAqqpAIOZasaNvS6YAgxmBdOpIGcxmBVEJRU/h8GMwUzFp7Bk7ssBzOgDTKFQgDJlCxcuhJ+fHygj1qNHj1egjMoXlWvKJBOBDbECrECxK8BgVuyS8w3/3959gEVxNGAA/iyAjaIixV6w/fYWUWOv0VhjSzQagaixocauUUQN9oa995LYYo2xR42KiV2IsTcQG1JFivzPLByeCMK5d+sufvc8Pv8f3ZmdfWfg7ruZnVVQgMHMeNgMZsazVG1NDGYMZqodnAo37GMHM/HmFRoaiq1bt2LatGnSw6PF9vfNmzdHz549E2fKxEYfDGUKDw6ejgImFGAwMyEuq/7oAgxmxusCBjPjWaq2JgYzBjPVDk6FG/Yxg5n4OQwPD8fq1asxc+ZMaaYsT548aNOmDTp37gxbW1spmFlaWjKUKTwueDoKmFqAwczUwqz/YwowmBlPn8HMeJaqrYnBjMFMtYNT4YZ9rGCmu6ds/vz5mDFjBh48eAA7Ozt07NhRuq/M3t5euqdMzJSJZY1cvqjwwODpKGBiAQYzEwOz+o8qwGBmPH4GM+NZqrYmBjMGM9UOToUb9jGCmXjDio2NxezZszF9+nQ8fvxYmh0Ts2StWrWCo6NjYigTuzIylCk8KHg6CiggwGCmADJP8dEEGMyMR89gZjxL1dbEYMZgptrBqXDDlA5m4s0qMjISXl5e8Pb2RnBwMGxsbPDtt99KSxh1M2Vi+aKYKePuiwoPCJ6OAgoJmCaY3cXs1g3gfSX5i+i9/iaGOgMIOIspk8Zjyb7cGL9nCr4p5QDu8Zpax0fi+uGVmPDTdJx8lNqxTTDv/Cx8YZUltQNT/vewAOxbNBz9Fgahh5cH+nWsAhtDa7u+E91/nIITV6thxc3ZqGtoeRnHM5jJwEtSlMHMeJaqrYnBjMFMtYNT4YYpGcx0oWzSpEmYO3cuwsLCpIdH9+vXT5opE5t+iHvKdMsXRSjLkCGDwiI8HQUooISAaYLZDYytWhwT/smADBkzIOlvj+GHYvFzPQD3T2DEjwMwbasd5l1Yjp7l8iGTEhetd45tLhnQ81hFTNpyHr0qKXzyDzrdS1zdPQeD+4zGwYe6CuIQ9zoOcUjq3Rabn61Fe5usH3QmqVDIfWyZ6oZOXk/hvnQuxrjUQi5Da/PdiGbdRuDA+c+xJ3Y9mhlaXsbxDGYy8BjMjIenlZoYzBjMtDJWTd1OpYKZeJN6/vw5FixYgDlz5kj/X8yK9e7dW5opE6FM3FOmmykTyxcZykzd+6yfAh9PwHTBrCx+ydIbC7fPRv08H+/6Ujuz9oJZcld0AN0ytMCJyi5YvHcRGtundtWfzr8zmBmvrzljZjxL1dbEYMZgptrBqXDDlAhm4g1KPDB66dKlEJt9iHvKxH1k3bp1k2bKxFJGXSjT3VPGUKbwQODpKKCwwEcNZjGhuOvni+tB2VC+aknYZTMH4mIREnAN52+EIX/pssiPB/C5fAehkTHImNkc+ct9jrKO7y7Ni40OwIUD5xGo88ueD5Uql4KDpcU7M3bikMiAKzhx+QGOTv8C3peLotsob3xRDECuwnAuVxy5Mj7CqaNXEZW3PJwr5IWFXr88u3YEPrdewal6MxQX00fRIbjt64sb0baoVb4I4vx9cMw3SCphkSsfyvyvDBysMifp2Sg8v3sdV6/eRajuX3KWRv0aRWD4/FYKwSzSH2f/vIzgAlVQu0AM/v3nHB6GA7mLVkS5YnmRzSwCN/86imsv3jQtd5EKKOeUD9nMEv7udRSe3f8Xl25GomDZ/6GwXQ5pVvN16C38dfoespWsjHLWYbjq6wf/oFdSoVxl6sG5ULY3lUY9g9+5q7gX64DatUpA+pfYlwi46QffZ+YoX7YEcoRcxdGLAYgDYJYjF5zKVEaR3OZvmcVGv8Sdi0dw7fG7PyTmWYqhaoOS7yyzZDAz3i8UBjPjWaq2JgYzBjPVDk6FG2bqYCbenJ4+fSpth79o0SLpnrKiRYtK95Q1btxYCmQMZQp3Ok9HARUIfNRgFnIFC4a4Y+yfhbF6zxQ0L2aLDDHhuPDrSHQY/zfqdvwaFR/vwaTNR/DoRRQyWWRHnd7TMWVwN1QrqPfB//5xTF+/AmtHrsIlnWmequjh6oreA3vgM3v9WBV/wINff0Bl1+V4Ehr9di/UcceRpWNRz3w7ahTrjeffrMTRtV3hqHfU0VGF0XCaP346HAWP2gBenMeM/gMw8XkFeNcviWunZmHitttSCatin6HH8MkY0an2m3AW8xL3zu/A9GkLsfXX4/DX1V24DbzGuKFD5xYolt2QwZFCMLu/CU3LusDn28VYV+Qoxk9ZgbNPgPpD12K5S2kcPLYXu7zGYtfdN+cqXr8L+g4bh16NnJAlcwbg1RMcWTIMPaY8QK9FszHwyzJScHx1ZTqc686CpctIuOIs5m7djnO34yOmUwcPzPMcjKalLOMrfnIEg9r9gEURHXH5H084ib+LuINfvX6E+5FMGNC8NuJ8V2LU+vPS4Vnti6Gt+1R4uLVA8Ty6vgvGiRWzMXWmB3ZdfdfGNv9w7L4/GdWT/BODmSHj6P3HMpgZz1K1NTGYMZipdnAq3DBTBjPxxiTuI/Pw8MDy5csREhICJycndO/eHXXq1JGeWSZCWY4cOcCZMoU7nqejwEcWUG0w67sOoZkzw6poHXRsVRN2OTLj3Dp3bLxWDF+PWIrpI+vDVrK7je1dvkbn7SH4ZkRvVErYmSL03/1YtPkiCrguxK6pLZE7iXPY9SPYeMgXZ1b1w6Yb+fClyzDUzA8gX0V81fAz5Hux3vBgduIB7Pz9EfPlcLjXtUVYgC/2bl6Myxk7Yc66qfjGuSDEHFBY4FF4te2DTdEl8VX7+sifMEX29Lg3ph7IAre56zC5WwXkSPPYeH8wO5K/IpwRgAItB6F6XqBAlaZoGL0dxVqPR9muU9C2ZPyJIu75YOOvv+Fhrh/w2+HxqJUz6/uDWbWfcMvODo5Z8qNOu9bSTOaNXR6YdygU1b9dj19Wd0SB1ILZ8lMwDw1F5prdMaBFCUSHPcOR9Z448qIeRsyei4EdykHEu6d/TkCLDpPw0KY5uvWtBwcRrk8sw/I9l2HVZCRGtWyBli61pL/XfzGYpXkQpXogg1mqRNo/gMGMwUz7o9g4V2CqYCbelEJDQzFs2DBs2LBBCmhFihSBi4uLFMrEM8vEEkZxT5kIZdzowzj9yVoooBUB0wWzkph5qyDKVvkf3l6RVgruK2agibgP6n0zZt94I2Oj7hg22gOdaxZEdvOMuPnncHStuwQZO4zGvBVDUCkH8PSYB+p96YXSY09gbv9q0K1yfPX0LGb26grPYyWw9soutE/6iT2hg1K8x+zO8vhg1mUVjq7pkrYZs3UnUGHgcni5d0aNwtkQFXoDW352x6jJt9B67Rp4dq4G68zA30vaodvUh+g2cxP6fFEEVgnLBiPubsf3TbriYtFhWLlpHKpZp3UUvT+YHYrKhBaj12P+gFbIb5VQ54ubOOhzA/kqN0Xp+ISL6BdnMdOtH6ZsBcZc/B2Dy+d8fzArNxQBpWui74RF6NmkNOwtM+PZtTnoUmowLpVwxapTS9BELPV834zZxG3I19UTHkN/QIvytoiNCsKxlQPRv/dRlPOYjanD26JgFuD4MDs0XWqGPnNPYNy3RaSwFnxhIb5pOwanK86E7/buSO7WOgaztI6h1I9jMEvdSPNHMJgxmGl+EBvpAkwRzHT3lA0aNAi//fYbXr16hUKFCqFv375wdnaWZsp0oczc3JyhzEh9yWoooCUB0wUzsStjchLOWH77FFwKpxLM+v+JJhPnYIJbXeRKuD0r4vkJDK1RF4cLu2DWoqVoVgTwmV4bDcechFme4sijt7oRiEFo4EMEhpTH/Bs+6F00+V5JNZgZspTxdAGs2DsPbaUbz8QrDOc2eWHAgGnINXAXlg1sCrtswLruWdBjcybkccwPy7duo4rGs3v+yF2pFxbumIMGdmkdSe8PZmcqj8GxncNQwTLpfW5J63+KvePc0HfGLbgePIoxzrneH8w+m4acvWZh9ZRvUCDxOq5jcqUSmBZUCV6/nUPPCqkEs1VhGL7aG73qlUAW6VkJUbh9ajUGd+qDp1/OxELP/ihrC/zexxwdtuaF5647GPRZQrsDduPbej2xIddg3Dw1BGJIJX0xmKV1DKV+HINZ6kaaP4LBjMFM84PYSBdg7GAm3ozE5h4ilG3duhXR0dFSEBs/fjwqVaokLV3UnynLmDEjd180Ul+yGgpoScB0wUzsytgL87fOemdXxgzi941Aet+M2UAftJ7mDY9u1RKX9EWFPoZ3V3ssieiOmQtXoYVTIDa5NYbr6suIiElJvRoW3lQomJ0ri61/TEaDfG+muu4cngt3d3dEd9iDlT82h332mxhb1SmF0CquwQIlahg3mJ2tNRuX9vaEWKmZ9LXFJRM6rX7zt2I8xMWVxYRTaQhm1WfCzn0pNvzc4q2lojvdMuC7A//DxG1X0adKKsFsfQZM3DAd3zoXhm6/kadX92Ncr2Y4X2YmFk0YhPJ2wA3vOig+9Cpq9lqGHXPaQmz0eW5hW3w1ZgfutNmBuOWtkx0ADGbG+23EYGY8S9XWxGDGYKbawalww4wZzGJiYnD//n2I55StX79emikTSxbHjRuHypUrJ+6+KO4p40yZwh3N01FAZQKmDWapbJdvtGCWEVOuXkC/EobjpjpjZshSxmSC2d3DczHgrWB2A2OrlMXmLK6Yv3U+GqWwxNKwK3n/jFlywSzSbwma1xyEY1HZUcDRCvFzabGICHqCpy+KYuzJDw9mu77PgO5/yAhmvvsxrufbwSziyRGMbNgQi66ZISoqKp7HzAqOjp/D8+AOuBXXxbq35RjMDBtJ7zuawcx4lqqticGMwUy1g1PhhhkrmIlQdv36dcyYMUO6p0yEMrHRh/jGtkqVKokzZQxlCncwT0cBlQpoO5gF4ffhrdB+1kl8ueYJNnVOusVH6ugimLkdKY9xG33g7qy3e6O4x6xobzxtNR8HdvTUWyYXjC09yqLTusB3d2VMUzDzx+xmpTHpYWWMX7oLfZzTvsVHyldjaDCLwpFxtdF6yjWU/GE99s5qIc1AAc/xx0Q39J56Ay5/qCmYBWFtK3v0OV8W7ZpXQ+DdhG0kCzTFhAmuqOpglewjEcQVMZil/jOQ1iMYzNIqpeHjGMwYzDQ8fI3adGMEM/EG9N9//0kzZZs3b5bekCpWrAg3N7fE5YtiCWP27Nk5U2bU3mNlFNCugLaDGRB0zAPOX3rhYY3+WDV5CNpXfjMF9ejcVuy+Wxgd21aBbs+LpD116EcHNF+TA90nb8dc13JIfELas/3oWqY59mXrCK+dc9GzbB7g5QMc37sGXj0nY39I5AcGM+D84nZoNOJvlHEZC+9BHVEhcUcO4NrhZbhi1gDNaxc14HlmhgazQGzu2Qyuq4LQ/pfjWNVG7J0Yjrt/H8Ky8WOx8OBrDDyipmB2A9MqlsaMHKOwd/94VDbgUQIMZsb73cRgZjxL1dbEYMZgptrBqXDD5ASz+HsC4nD37l0MHz4cO3bskEKZWLbYo0cPKZTlzp1bWsIoZsrMzMy40YfC/cvTUUCtAloPZgi9hmU/tMf3m/6DQ422+Lpa3kTqgLObsD22L3z/Go0U9v7AwxVtkL/3IRSu1AjNahVB1qJ10KdTEzjlicGZMU3gPMMPTjVbomUFO7GfPI7s9IWZ40v8c+nhBwezkOu/Y9R3PTD/WlbUqVsfVQq9uSfN9/AqhNQV91G1Q5r3/oChwSwC/y3rh+rua/GyZCv0qVdI2qjk9pkTOPaXH4JQTtY9ZqZYynjncB90aX0Aub5uieJJJhmru0xFp7LJb2zCYGa83zwMZsazVG1NDGYMZqodnAo37EODmfgZEm88Yvmi2Ojj4MGDiTNl33//vTRjZmtrK4UyMVPGUKZwx/J0FFC5gOaDmXj+1t0z2HNyG2Z2mYrTet6FWw2H14AeaNWwJN7asFHvmOgHPvB075z4QOgy383EBq9+KO9ghtcB57BwwgD0W3gyvkSZLzGxb09UCV2MFqP/+OBgFhcTiQd+f2DdgiVYsmgP7ui1p8bA1Zjm2hjVyjpKzzxL28vQYAYg6Ab2LxmOZiO2JZzCEXU6uaK+w19YsfoJeu5T04zZE+we2Qa9J/+Fh8mAFKzWHA36TsbK7uXe+VcGs7SNoLQcxWCWFiWNH8NgxmCm8SFstOZ/SDDThbJLly6hf//+OH06/iOJmCnr168fSpYsmThTplu+yN0XjdZlrIgC6ULANMEsCk9u30JIxpxwzG+PbJlSoHr9CkGBgXgSYYa8BeyQwzwTEPcakaFP8DDwJSztHGBrnQXSLuoQ/xSDIP/rCHptDXuHvMihl1xex4bA/7+HCNU7lUWufChkZ4VM0haQKbzi4hD25A7uP4uUDsiWyxGOtjYQTQHi8CrIH7cehcQXzpYLBR1tYR4RgBuPwmBbsFT8Fv2xkXgeGIinkRbIV9AO2TPrWgxEhz9HYGAg4qwKwDFXDrz5p/iNNh49CsIrvaZZOjohv03yG1mkfBHh8Pe7j4gsNnAs4IDsusmj6BDcuxWAyGz2KFLAJnHXw8R6wgPhd+95wn+aw8rWDtbmoXj8OBJW+QvBNqvoj1hEvHgM/2fRyOlgj1w5LKT7ueJePcOdO8+RKZcj8uXJAf0uDgvwg3+4BfLkL4qcYm1obAQCHwQg6LUVihbJEx84X0cj5FkgAoOBPPnsYZ3VLPE+sdhX4Xjy6B4ize3hmCcXLC7OQoH6Q/DS0hULDg7CW/ErYBe++2I0bjuNxcGrP6F8EiQGM+P9mmIwM56lamtiMEu5a2p0myb9Y5v6FTC8RxPV9iEbZhwBQ4OZLpRduXJFei7ZqVOnpJmy0qVLw9PTU3peWa5cuaSZsmzZskkPj86QIQO3xDdOd7EWCqQbAdMEs3TDwwtRg8BxD5g3mIA8LZfCZ5sL8um16f76bijRYz1smi/G2R1u7zwSgMHMeB3IYGY8S9XWxGDGYKbawalwwwwJZrqfGzFTNnr0aGn5oniJGTKx8UfBggWlQKYLZWJLfM6UKdyhPB0FNCLAYKaRjvqkm+mDMU5fY9GjW3gWngRCzGLa1sHUk9vRKZkHtTGYGW/gMJgZz1K1NTGYMZipdnAq3LC0BjPxMyOe4eLj44OJEydKoUzcNyY2+BgyZAgKFy6cGMp095QxlCncmTwdBTQkwGCmoc76xJv6x8+NMPVwEoQ67tg7qgXM9ZaP6h/BYGa8QcNgZjxL1dbEYMZgptrBqXDD0hLMdMsXT548CQ8PDxw5cgRZsmRBnTp1IDb6KFKkiPScMmtr68SNPhjKFO5Ino4CGhNgMNNYh7G5BgkwmBnE9d6DGcyMZ6namhjMGMxUOzgVblhqwUz8rMTGxuLMmTPSlvginIlQVr9+fXTr1g3FixeX7ikToUzcUyZm0RjKFO5Eno4CGhRgMNNgp7HJaRZgMEszVaoHMpilSqT9AxjMlA1mL0NOYM53M+GT9LROXbBw6lew1/6Q0uwVvC+Y6UKZWLY4cuRIXLhw4Z1QJp5TJkJZ1qxZGco0OwrYcAooL8Bgprw5z6icAIOZ8awZzIxnqdqaPoVgJq5RvMSOeIa8jLsr4yP80rstPP98iPt+95Gw8e+b5mS1R6XKg7HixDBUNKSRGjjW79fBGDz3IKp5nIFnw6yqbXFKwUwXynbu3IkxY8bAz88PYjOPpk2bwsXFRdroI7mZMtVeKBtGAQqoSoDBTFXdwcYYWYDBzHigDGbGs1RtTek5mIlrE8+VmjFjBmrXro1OnTrB3t4+zQHNeMHsEqZ+3gWep64gKmtOfLvIB/O+0t9s9iGWt6mGkWe/w/7ns1BTtaPlwxp2fnF7fDV6K+ovDcPyttk/rBIFSiUXzHShbO/evRg6dKj0EGnxd40bN5Y2+siTJ0/iPWX6yxcVaC5PQQEKpBMBBrN00pG8jGQFGMyMNzAYzIxnqdqa0mMwE9ck/oSHh0sfnF+9eiXd61OhQgUMGzZM+lAttjHPlCmlJ27Gd5dRgtnrKJye3wVdxv+Gp5n6YE/gbHxu0GiIQvCjZwiLfR1fKqMZslvZwDq7eeKDIOOiw/DkaTgyW+WCjXk0XrwIwcuoWOlwCxt72CY+6VL/xK/w4uFTJO56m8kCltbWsHzrAZMheBoUCQtrG2SNDUdwaASiXwPZc+eDTRYgNioCwUFBeBnzpt7sufPCJkv8zOTr6EiEBL/AmeWu6DllL2pM+w8zmmUDMpkhm1VO5Myme4BnLMKfBuLFq/iZTfEyz2YFayvLhAeMir+JQ8zLEDwLiUZWaytYRIfhRehLxMQBOWzzwdrCINRkD04azMQYEmPnwIED0pb4ly9flmbKRMgX95iJMSTGl/hf/eWL8lvCGihAgU9JgMHsU+rtT+9aGcyM1+cMZsazVG1N6TWYiU0aAgMDUbVqVTx69CjRX8xqtGvXDq6urqhYsaL0oTqllzGCWfSDgxju4o5F5wtg0fFt6FYqW9rHQvgjnPfdjSlNB2FzUFh8OWsntHIdjp/c26Jc/tywyAhEXp6GGvW8kWfQTIyxuwCPuQtw5GqQdHgF9w3YOLIdStvrJZfQBzh9eQcm1eqP3brW5K6Abv2H4seeLfE/BytkzgA8OPQTmvbYg8+GjkC9OyvhsfR33AkF3HZFw7uqH3b+thELPb1w1P/NJTWfuB9TXOqgrGMWhFzZiaED+2DJoYdvX7NDGfSYvBErupcDwgLwz9UzWN+vC2b9HZF4XMnGPTBwxBh0qVkQllkyA7GR8P1tNNoOP4vmQ/ui1Ll58Fh7Ao8igAF/xGFO47SzpnSkfjD7a/UQvHz5Ert27cL48eOl5YuWlpZo1qwZ2rRpg4CAAMTExKBRo0YoU6aMFNhE+OeLAhSggKECDGaGivF4LQkwmBmvtxjMjGep2prSazATz5kKCwvDmjVrsHr1avz777/S7IfulT9/fnTp0gVt27ZF+fLlpY0ckt6DJj+YRePWnhlwGzwJF53n4NaibrDOmjmNYyEE/62fivbD1sO8am1UsosPVtHB/jh3+jKyNvwRC7zcUNkhO16JYFZjPB4UKgSHF7FwdK6OQrnM4X92E/ZdjkSDwfuwaVoj2Eo1BOHKwjFoMmInCjdrhjJW8c2JenYLf526gXydJ2DZ+M5wsjKPD2YdliO6aF44ZDZDHqeyyJUVqN1/Meqc64qyQ46hWr3mcMoZX0fYjaP49c+bqNZ7D3bO/wI5Hl7Elk3rsG37Fhz6+w4ca3dHncJmgFVe1Pzqe/SoaYlrq39G62ELcM2mOtzqFIlvy4v7+Pv0CfjmqI0lixajR+2CyByXEMx+2AqzfFawypoLBYoVh5UF0HDQUnT+XxpZ33PYm2AWhz+XD8KWLVukUHbt2jUpwIuZsnLlykm7Mp44cQKZM2eWljOKzUBEMDP0Hkb5LWYNFKBAehBgMEsPvchrSEmAwcx4Y4PBzHiWqq0pPQYz8UtABLOQkBA8ffpUehCw2E1PfJi+d++etMxR96pRowZat24tzaI5OTm99eFafjALwaklI9F39ALYuB/GrmH1kN08AxATiv9O7cW2vRcQrDcyLIq3wSCX6rAG8PL+QXj0GogjGdphysJRqF8wS3xoCbqOTdMGYcy6EPRdtgzujUoAV6ehRvlhuFuoDDr9OB2DO9dH8TwWuHdsCNrXmwX/Un2wzscb9SyB8Jvb4P71YFwq5I6FSwahSkKoehV4AYs9BmDS7qyYsHMNelayjw9mjSbifuFK6D12DoZ2qo08CRN+wZd3Yt3fEajXsjPKxCc+hFz1RovKg+Fr2w0b/ZajSULoS+kes4i7v2O060As8bWD2/yFmNO2TGJI3LdyAkbO/hWx9Wdj/+LvUNgiJn7G7KuZCCxRAwM91cqzgAAAGMFJREFUvTGwdRVpSaWxXlNX/YHthy8g7nUc+jbNC09PT9y4cQNWVlbS2BA7Ll65cgVPnjyRZsdKly6NESNGSGPHwsIi1aWxxmon66EABdKXAINZ+upPXs3bAgxmxhsRDGbGs1RtTe8LZnfu3IGtra3mPnSKaxLLzMQ9Zs+fP5f+PH78GFevXpUeCCwCmphNEy8xyyE+cDs7O+Obb75By5Ytpf8Wf2/MYFb4p7NY90NVSLdVRQbg93nD0HPoOtzXGxmWxX7Cnzc8pV0Z7x2cgV4DR+NSphqo5mQLs8RVcjF4ftcXFy69RpeVv8KrQ0Vk8puGGtW8kO1bTyyf2Q+lLHWVXoVHybKYF10L03efwHf/A25sG4qvB89BYJ5GqF5YfyOOaDy5fgHnfLNhwN4/MLFR/vhg1nol8veeiLljuqCkje6esJSG87/wqlABUx83x7K/t0O3v0lKwezO75PgOtAT4c03Y6dXK9iJdZkJr6i7+zHMbRAWn62MLbeXoIVVxvhg1mMHyg7ywvQf26GIZVpnH9P24zdl5X5sO/gPHl/3Qeyjc7h//740kyoeGC3G04sXLxAdHS39PLRo0UJa0ijGjYODg3SPWWr3LKatFTyKAhT41AR071niy8QlS5Zg0qRJiIiIwMaNG6XdX3PkyCHN0PNFAS0K6IKZ+KJTrELZtm0bqlSpAm9v78QVS3z/TFvPMpilzUnTR70vmIldDHUzAVpbpqXbTU98kBazZ+KP+P/BwcG4ffu2FNTELwvdS/xSEM+hEg8LFkvTxJK1Wt9NF9ENbepXwPAeTT6gn9/MmL0VzF5HI/SpP+77ByFK1Bq4H/06jMfFzL0SdmWMwD/rxqHfsOk4HZDSaZ3Qf4NeMHOeDTv3JdjwcwvkfhNvsOVbC/Q8XgYTt11Bn8qhOD6nL3p5roXf85TqLY3RB/SCWfstqPzTQngProekd+O9uH0Giyf0xqbziXEKT2/4ISxH6zQEs3D4rBiBPqN2oab3PkxrVxoW+nuxxPphYZdeGLs5N+Y/W4eO1pnig1mvY2jiNQ8/uzkjMX9+QM8kLSLGy5QV+7BwwXwE+B1H9MtQKZyLJYpinIixI17ii4r27dujaNGiyJs3rxTixb1nvMfMCJ3AKijwiQro3q/El4nbt2/HqlWrEBkZiQkTJkhf/oh7o/nB9RMdHOngssX4Fp/BHjx4gGXLlklfkDOYfVjHMph9mJumSr0vmKWnNwL95Yu6XRuT6yhxzeKD9sCBA7H3PzNkzJQZbepX/MBgFodrO35Czx8n4a/K8/BkTS/YJHeP2YPNaF7OFcczfJ8QzELhs2os+g3fhWrT1sOjdRlkfWcDyYwwy5IF5pkzxt9jlmwwA3Z9nwHdD+iC2Qscmd4XP0w6h7YbdmF0bYdkCDLCPGtWmGfKED9jlkIwCzwxCV82nYSLr14iOn4DyMSXjUObNASzEPy1ZAT6jT6EBkt3YlKrktJGJm9e17G8S0+M2mADbwWCmdgsZtKCXzHz558QHHgT0Fvuqt8qEdbMzMwSl7zqvrDQ2hcXmvolxcZS4BMR0P9CUVyy7gsf/n75RAZAOr5M3ecusfpEvN8ymH1YZzOYfZibpkrpgplYQrFgwQLMmjVLWrL1qb7EG6BYviZmzCJyf4bsufOjbQMRzJp+GMmtfXDpNQhrDmXC8P0HMK5xXpgnremdYBaOf9Z5oN+wmbDufwibB9eFtUXKD8eWdmVMUzALxvE5A6QZs1I/+2Fbr5LvvaaUg1kslncyQ+9DZdHNYwFm9vtcui8OuId59Uvgp3+/SDaY1V4UjNXtE248Qxh8VoxGn5HzYD/sJH4d4By/zDPh9frxCYx16Y/Zh0pgvf9KtNYtZTTBjJluGdHkZXuw/pcduPP3LmSIiZC+sU76EsFd/0MSPzB92I8FS1GAAm8L6H95mNSGv2c4WtKDgG6Mi/HcoEEDacluqVKlpM9c6WkiwJR9xWBmSl2V1K1/07G4B0usbxe7zumWbqWnNwTdc6mePXuWeH363SDuEypUqFDidvqdR2+QZszaNqz04cEMITi98Ef0/GktrjxrgNl/jUXz4pXgZPtm+/pXvovRsOYgXMyoW8oIhF76BX37DsEGtML2uaPQslLexKZGBj3AzYBw2BUqAtvs5gbMmAEvzixCZ7exOODghj8XDUWtYgm7fwCIeHIL/z1+jcJOhWFjkfk9M2Y3Ma7q/7AS32D6hvnoWELsCBKGe+ePYY5rW6wIaPFWMLu68lu0Hr4BFi5H8M/kOtDt1xFyfh2+/2EEtmbpgD3zRqBpWXvpGmMjgnBp9yz0H7sUd+pOxpXZXWBjnrD5h4mCmRjvk5ftxrbfT+Jl8GPUK5UNhw4dgr+/v7Rtvu5VoEABFClSRFrCKDYA4Rb5KvlFxmZQQOMCutkyseRLzCqIl5idF3+SfiGk8Utl8z9RAXFbgBjn4hYZ8agZ8UxZe3t7ze1j8DG7j8HsY+ordG79te1iB0PxzK9bt25JH0ZFKEsPS7V04fPhw4c4e/YsTp8+Le3YqHuJm6rF/ULVq1eXNnUQz6USDw7uMGINMmYykxnMAARfworxHvCYtxP+GbOgtssEdP/sTSAK8lmFMStOIFPBMTj+nwcqiIaF38IvE4dh8LydeFjeFSu/r57Y3ieXd2ONjzlGeU9Dh4r5EJPmGTMAoX5YNqQfhqw+htCa7ljerVxivf5n1mPplWJYunEyGuW3eU8we4y1XZ3RbW8s6nfsiW7O+QDcxW9j5mHnw6ewSrKUMfjIz6jVfQqumjfDtDFfwDZrThSvUge1HJ5hg8dg/LhoHx5V6oWVrlWltkQGXMaWDatw9mUtTFk1H641C8BMt12+iYKZ+CA0ZfkebN1/GtGRYZjS7wuI8SLCmRgzYm28CG/Zs2dH3bp1pa3zxTgR/63/c6LQjy1PQwEKpCMB8R6lu5dVvPfqZuvFl4W6h9fz90w66vBP8FL0byERM2TiETTinm2x67EIaulpEsCU3ctgZkpdFdUt1vuKZ3yJsCKWMYodC8W3du9bWqGi5qfaFHFNR48elW449fX1fWsGRMx81KxZE59//rm0O5AIZOLvxC+N1oOXI4OYMZOzlFHXupCr2Lh4N67eOohliw4i8K1Wl0anUR1QtWxr9Py6MnSL/cJvncCmfb9g1YilOBH2ZlmdVbHP0LrrIAz/oQVK21siypBgJrLZtT+wcvdWrB2yBH/rtSNnmfro2NUdw/s0RRGrLO+9xyz4nw0YNNITKw9cS6jBCa36t4ONz0zsvPvlWzNmeHQO08f2x6gVpxAdGwfLolUxZNEejG1sh7Abx7Bh01JMm7gZN17Ff0sM5EbFhs3ReUBfuDasAtvseg+YNkEwE2cUH4rE5h9bD5zF66hXWD62o/RzIDaLETPJx48flx67IL68ED8XBQsWlHZLa9WqFcQz8ThzluqPIQ+gAAXeI6B/f5n+jJn44pAzZhw66UVAvFeKeyfFTqPifn7djsYMZmnrYQaztDlp/ijxoVQXzsQWvSKkiTcG/V0LtXaRum9nxHOnxL1zFy9elJ4/pXuJN7rKlStL0+kVKlSQZszELwrx7Y34X7ELVuMf5iNDxowyNv94Vy3qmS8OH7iEt+/iy4+abZ1R0CK57ZCf4cKOY/g3Utq/UXplc3BC1UoVkNc6/qas2OB/cfDANViUqIYa5fPizSJJ4OHZTTjzyBrlP/8i8UHQ8bU8xtlNh3FTr4k5CpRFjYqlkFsEIbG0MfAyjp28j5xlqqJKSTu8tVl+7CsEXjuDI5f8E2pwQNUvqiP7jd049cARnzX5HPmzvqk84u4Z7D1zBzGv45DVOg/K12iIIrptHiPu4ug+HzxK3EXEEoXLVUKFMnmRWEVcLEIeXsLxs0/gUKEKyhfN/XZ7ZA5QMV6mrhLb5Z9HXGwMds7+XtquWoQz8YVFQECAFNCOHTsmPW5B/HyIAO/u7o5evXolfnDim4vMjmBxCnyiArr3LN3smWAQH2J1M2X83fKJDox0dtliHIvPXyKciWW64osHfrGZ9k5mMEu7leaPFCFM/NHtmKNbC6zVCxPtFx+omzdvDj8/v7dCppjhEFuei2CWL18+KYyJb25EIBNL08S0uviFUdtlpszt8rWq92m2O/EB03GvcXTpQGnWWBfOQkNDpfEUGBiIa9euYe3atdLz8cQDpt3c3LhG/tMcMrxqCphEQIQzBjGT0LJSFQiIsa370oGhzLAOYTAzzEvzR+uvAX7flvJauFAxAyjuEXJyckpckimCl7jZVCw/EzNkIoyJPyKYiUAm1j3rticWvyxqdhfPMYOM55hpQYpt1AlMXXUA2w9fkP7zr9VDpFlk8UWFuN9DBDQRzsQMmnjWkPg7sQTD0dERdnZ20v/nA2A5lihAAQpQgAKpC/CLh9SNkjuCwezD3FjqIwvobqIWH6THjBmDX375RdpJr2vXrtI2+OJDtG59swhkYtmiCGS6KXXdL4wa3aYxmH3kvlTy9PrB7NSaoVKg17/vQxfQRDgTG4GIWVUR6sWSRm73q2RP8VwUoAAFKECBT0+AwezT6/N0ccUimIllaGLpmdisQWz+If5bBC8RynTLFkUg0y1bTG7rcwazdDEc0nwRSYOZrqDung8xeyYCmbgHU/yvGDNi/IhQJkIal2SkmZoHUoACFKAABShgoACDmYFgPFwdArp75cSSs6CgIGnpmfg78SFaN0OmW7ao2+0quWl1BjN19KdSrUgpmCUNaGKJo25jHBHGxBjiwzGV6iWehwIUoAAFKPBpCjCYfZr9rvmr1n9Qp7g3SMyWieAllivqZsiSLltM7qIZzDQ/FAy6gNSCmX5A03+UBJ8vZBAzD6YABShAAQpQ4AMEGMw+AI1F1CGgC2didkP80e0CJGY29Lcgfl9rGczU0ZdKtSKtwUyp9vA8FKAABShAAQpQQCfAYMaxoGmB5HaWNGR2g8FM091vcOMZzAwmYwEKUIACFKAABRQSYDBTCJqnUacAg5k6+8VUrWIwM5Us66UABShAAQpQQK4Ag5lcQZbXtACDmaa7z+DGM5gZTMYCFKAABShAAQooJMBgphA0T6NOAQYzdfaLqVrFYGYqWdZLAQpQgAIUoIBcAQYzuYIsr2kBBjNNd5/BjWcwM5iMBShAAQpQgAIUUEiAwUwhaJ5GnQIMZursF1O1isHMVLKslwIUoAAFKEABuQIMZnIFWV7TAgxmmu4+gxvPYGYwGQtQgAIUoAAFKKCQAIOZQtA8jToFGMzU2S+mahWDmalkWS8FKEABClCAAnIFGMzkCrK8pgUYzDTdfQY3nsHMYDIWoAAFKEABClBAIQEGM4WgeRp1CjCYqbNfTNUqBjNTybJeClCAAhSgAAXkCjCYyRVkeU0LMJhpuvsMbjyDmcFkLEABClCAAhSggEICDGYKQfM06hRgMFNnv5iqVQxmppJlvRSgAAUoQAEKyBVgMJMryPKaFmAw03T3Gdx4BjODyViAAhSgAAUoQAGFBBjMFILmadQpwGCmzn4xVasYzEwly3opQAEKUIACFJArwGAmV5DlNS3AYKbp7jO48QxmBpOxAAUoQAEKUIACCgkwmCkEzdOoU4DBTJ39YqpWMZiZSpb1UoACFKAABSggV4DBTK4gy2tagMFM091ncOMZzAwmYwEKUIACFKAABRQSYDBTCJqnUacAg5k6+8VUrWIwM5Us66UABShAAQpQQK4Ag5lcQZbXtACDmaa7z+DGM5gZTMYCFKAABShAAQooJMBgphA0T6NOAQYzdfaLqVrFYGYqWdZLAQpQgAIUoIBcAQYzuYIsr2kBBjNNd5/BjWcwM5iMBShAAQpQgAIUUEiAwUwhaJ5GnQIMZursF1O1isHMVLKslwIUoAAFKEABuQIMZnIFWV7TAgxmmu4+gxvPYGYwGQtQgAIUoAAFKKCQAIOZQtA8jToFGMzU2S+mahWDmalkWS8FKEABClCAAnIFGMzkCrK8pgUYzDTdfQY3nsHMYDIWoAAFKEABClBAIQEGM4WgeRp1CjCYqbNfTNUqBjNTybJeClCAAhSgAAXkCjCYyRVkeU0LMJhpuvsMbjyDmcFkLEABClCAAhSggEICDGYKQfM06hRgMFNnv5iqVQxmppJlvRSgAAUoQAEKyBVgMJMryPKaFmAw03T3Gdx4BjODyViAAhSgAAUoQAGFBBjMFILmadQpwGCmzn4xVasYzEwly3opQAEKUIACFJArwGAmV5DlNS3AYKbp7jO48QxmBpOxAAUoQAEKUIACCgkwmCkEzdOoU4DBTJ39YqpWMZiZSpb1UoACFKAABSggV4DBTK4gy2tagMFM091ncOMZzAwmYwEKUIACFKAABRQSYDBTCJqnUacAg5k6+8VUrWIwM5Us66UABShAAQpQQK4Ag5lcQZbXtACDmaa7z+DGM5gZTMYCFKAABShAAQooJMBgphA0T6NOAQYzdfaLqVrFYGYqWdZLAQpQgAIUoIBcAQYzuYIsr2kBBjNNd5/BjWcwM5iMBShAAQpQgAIUUEiAwUwhaJ5GnQIMZursF1O1isHMVLKslwIUoAAFKEABuQIMZnIFWV7TAgxmmu4+gxvPYGYwGQtQgAIUoAAFKKCQAIOZQtA8jToFGMzU2S+mahWDmalkWS8FKEABClCAAnIFGMzkCrK8pgUYzDTdfQY3nsHMYDIWoAAFKEABClBAIQEGM4WgeRp1CjCYqbNfTNUqBjNTybJeClCAAhSgAAXkCjCYyRVkeU0LMJhpuvsMbjyDmcFkLEABClCAAhSggEICDGYKQfM06hRgMFNnv5iqVQxmppJlvRSgAAUoQAEKyBVgMJMryPKaFmAw03T3Gdx4BjODyViAAhSgAAUoQAGFBBjMFILmadQpwGCmzn4xVasYzEwly3opQAEKUIACFJArwGAmV5DlNS3AYKbp7jO48QxmBpOxAAUoQAEKUIACCgkwmCkEzdOoU4DBTJ39YqpWMZiZSpb1UoACFKAABSggV4DBTK4gy2tagMFM091ncOMZzAwmYwEKUIACFKAABRQSYDBTCJqnUaeALpg52lqjeCE7dTaSrTKawPV7jxHwJFiq79SaoUarlxVRgAIUoAAFKEABuQIMZnIFWV7TArVdZiImJlbT18DGf5gAg9mHubEUBShAAQpQgAKmEWAwM40ra9WIgPfGo9iw76xGWstmGkugsXNpePb50ljVsR4KUIACFKAABSggW4DBTDYhK6AABShAAQpQgAIUoAAFKCBPgMFMnh9LU4ACFKAABShAAQpQgAIUkC3AYCabkBVQgAIUoAAFKEABClCAAhSQJ8BgJs+PpSlAAQpQgAIUoAAFKEABCsgWYDCTTcgKKEABClCAAhSgAAUoQAEKyBNgMJPnx9IUoAAFKEABClCAAhSgAAVkCzCYySZkBRSgAAUoQAEKUIACFKAABeQJMJjJ82NpClCAAhSgAAUoQAEKUIACsgUYzGQTsgIKUIACFKAABShAAQpQgALyBBjM5PmxNAUoQAEKUIACFKAABShAAdkCDGayCVkBBShAAQpQgAIUoAAFKEABeQIMZvL8WJoCFKAABShAAQpQgAIUoIBsAQYz2YSsgAIUoAAFKEABClCAAhSggDwBBjN5fixNAQpQgAIUoAAFKEABClBAtgCDmWxCVkABClCAAhSgAAUoQAEKUECeAIOZPD+WpgAFKEABClCAAhSgAAUoIFuAwUw2ISugAAUoQAEKUIACFKAABSggT4DBTJ4fS1OAAhSgAAUoQAEKUIACFJAtwGAmm5AVUIACFKAABShAAQpQgAIUkCfAYCbPj6UpQAEKUIACFKAABShAAQrIFmAwk03ICihAAQpQgAIUoAAFKEABCsgTYDCT58fSFKAABShAAQpQgAIUoAAFZAswmMkmZAUUoAAFKEABClCAAhSgAAXkCTCYyfNjaQpQgAIUoAAFKEABClCAArIFGMxkE7ICClCAAhSgAAUoQAEKUIAC8gQYzOT5sTQFKEABClCAAhSgAAUoQAHZAgxmsglZAQUoQAEKUIACFKAABShAAXkCDGby/FiaAhSgAAUoQAEKUIACFKCAbAEGM9mErIACFKAABShAAQpQgAIUoIA8AQYzeX4sTQEKUIACFKAABShAAQpQQLYAg5lsQlZAAQpQgAIUoAAFKEABClBAngCDmTw/lqYABShAAQpQgAIUoAAFKCBbgMFMNiEroAAFKEABClCAAhSgAAUoIE+AwUyeH0tTgAIUoAAFKEABClCAAhSQLcBgJpuQFVCAAhSgAAUoQAEKUIACFJAnwGAmz4+lKUABClCAAhSgAAUoQAEKyBZgMJNNyAooQAEKUIACFKAABShAAQrIE2Awk+fH0hSgAAUoQAEKUIACFKAABWQLMJjJJmQFFKAABShAAQpQgAIUoAAF5AkwmMnzY2kKUIACFKAABShAAQpQgAKyBf4PBTCrx9RovmEAAAAASUVORK5CYII=\" class=\"card-img-top\" alt=\"...\"><br>\n         <p class=\"card-text\">A kernel about generating clothes using traditional GANs</p>\n         <a href=\"https://www.kaggle.com/mrhippo/fashion-dataset-gans\" class=\"btn btn-primary\" style=\"color:white;\">Go to Post</a>\n      </div>\n    </div>\n  </div> \n</div>\n\n\n<hr>\n\n## Content\n* We are using [Cornell Birdcall Identification](https://www.kaggle.com/c/birdsong-recognition) dataset.\n\n* [Imports](#1)\n* [Data Analysis](#2)\n* [Audio Generation with GANs](#3)\n    * [Preparing Data](#3.1)\n    * [Generator](#3.2)\n    * [Discriminator](#3.3)\n    * [GANs](#3.4)\n    * [Training](#3.5)\n    * [Results](#3.6)\n* [Conclusion](#4)","execution_count":null},{"metadata":{},"cell_type":"markdown","source":"<a id=\"1\"></a> <br>\n# Imports ","execution_count":null},{"metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","trusted":true,"_kg_hide-output":true},"cell_type":"code","source":"# data science\nimport numpy as np \nimport pandas as pd \nimport librosa\nimport matplotlib.pyplot as plt\nimport IPython\nimport IPython.display as ipd\nimport warnings\nwarnings.filterwarnings('ignore')\nimport glob\nimport time\n\n# keras (gan)\nfrom keras.layers import Dense, Dropout, Input, ReLU\nfrom keras.models import Model, Sequential\nfrom keras.optimizers import Adam\nfrom sklearn.model_selection import train_test_split\nfrom keras import models\n\nimport os\nfor dirname, _, filenames in os.walk('/kaggle/input'):\n    for filename in filenames:\n        print(os.path.join(dirname, filename))","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<a id=\"2\"></a> <br>\n# Data Analysis","execution_count":null},{"metadata":{"_uuid":"d629ff2d2480ee46fbb7e2d37f6b5fab8052498a","_cell_guid":"79c7e3d0-c299-4dcb-8224-4455121ee9b0","trusted":true},"cell_type":"code","source":"_, sr = librosa.load(\"/kaggle/input/birdsong-recognition/example_test_audio/ORANGE-7-CAP_20190606_093000.pt623.mp3\")\nsr","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"data = []\n\nfor path in glob.glob(\"../input/birdsong-recognition/train_audio/aldfly/*\"):\n    file, _ = librosa.core.load(path, sr=sr)\n    data.append(file)\n    \ndata = np.array(data)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"audio_samples = [data[0], data[2], data[10], data[20], data[42], data[50]] \n\nfor audio in audio_samples:\n        IPython.display.display(ipd.Audio(data = audio, rate = sr))","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"length_of_audio_samples = len(audio_samples)\nfig, ax = plt.subplots(int(length_of_audio_samples/2),2, figsize = (16,length_of_audio_samples*3)) \n    \n# drwing plots\ncount = 0\nfor r in range(0,int(length_of_audio_samples/2)):\n    for c in range(0,2):\n        sample = audio_samples[count]\n        ax[r,c].plot(sample)\n        count += 1\n        ax[r,c].set_xlabel(\"Samples\")\n        \nfig.suptitle(\"Audio Samples\", fontsize = 17)\nplt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"length_of_audio_samples = len(audio_samples)\nfig, ax = plt.subplots(int(length_of_audio_samples/2),2, figsize = (16,length_of_audio_samples*3)) \n    \n# drwing plots\ncount = 0\nfor r in range(0,int(length_of_audio_samples/2)):\n    for c in range(0,2):\n        sample = audio_samples[count]\n        ax[r,c].plot(sample[:500])\n        ax[r,c].plot(sample[:500], \".\", color = \"red\")\n        count += 1\n        ax[r,c].set_xlabel(\"Audio Samples\")\n        \nfig.suptitle(\"zoomed Audio Samples\", fontsize = 17)\nplt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"length_of_audio_samples = len(audio_samples)\nfig, ax = plt.subplots(int(length_of_audio_samples/2),2, figsize = (16,length_of_audio_samples*3)) \n    \n# drwing plots\ncount = 0\nfor r in range(0,int(length_of_audio_samples/2)):\n    for c in range(0,2):\n        sample = audio_samples[count]\n        fft = np.fft.fft(sample)\n\n        magnitude = np.abs(fft)\n        freq = np.linspace(0, sr, len(magnitude))\n\n        left_freq = freq[:int(len(freq)/2)]\n        left_magnitude = magnitude[:int(len(magnitude)/2)]\n\n        ax[r,c].plot(left_freq, left_magnitude)\n        ax[r,c].set_xlabel(\"Frequency\")\n        ax[r,c].set_ylabel(\"Magnitude\")        \n        count += 1\n\nfig.suptitle(\"FFTs of Audio Samples \", fontsize = 17)\nplt.show()","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<a id=\"3\"></a> <br>\n# Audio Generation with GANs","execution_count":null},{"metadata":{},"cell_type":"markdown","source":"<a id=\"3.1\"></a> <br>\n## Preparing Data","execution_count":null},{"metadata":{"trusted":true},"cell_type":"code","source":"PATH = \"../input/birdsong-recognition/train_audio/\"\nBIRD = \"aldfly\"\nSR = 22050\n\ndef load_data_gan(path, bird, sr, length = 6):\n    data = []\n\n    for path in glob.glob(path + bird + \"/*\"):\n        file, _ = librosa.core.load(path, sr=sr)\n        \n        # all files must be at the same length\n        if len(file) > sr*length:\n            data.append(file[:sr*length])\n            \n        else:\n            continue\n\n    return np.array(data)\n\ndef normalization(X):\n    mean = X.mean(keepdims=True)\n    std = X.std(keepdims=True)\n    X = (X - mean) / std\n    print(\"Data Normalized...\")\n    return X\n\ndef rescale(X, rangeMin=-1, rangeMax=+1):\n    maxi = X.max()\n    mini = X.min()\n    X = np.interp(X, (mini, maxi), (rangeMin, rangeMax))\n    print(\"Data Rescaled...\")\n    return X","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"x_train = load_data_gan(PATH, BIRD, SR, 5)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"x_train = normalization(x_train)\nx_train = rescale(x_train)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"IPython.display.display(ipd.Audio(data = x_train[50], rate = 22050))","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<a id=\"3.2\"></a> <br>\n## Generator\n* **Our Generator's diagram:**\n\n<img src = \"https://i.pinimg.com/564x/ce/86/2f/ce862fb7c0e96cd891aef482c11dff73.jpg\" />","execution_count":null},{"metadata":{"trusted":true},"cell_type":"code","source":"def create_generator():\n    \n    generator = Sequential()\n    generator.add(Dense(units = 512, input_dim = 100))\n    generator.add(ReLU())\n    \n    generator.add(Dense(units = 512))\n    generator.add(ReLU())\n    \n    generator.add(Dense(units = 1024))\n    generator.add(ReLU())\n    \n    generator.add(Dense(units = 1024))\n    generator.add(ReLU())\n    \n    generator.add(Dense(units = x_train.shape[1]))\n    \n    generator.compile(loss =\"binary_crossentropy\",\n                     optimizer = Adam(lr = 0.0001, beta_1 = 0.5))\n    \n    return generator\n\ng = create_generator()\ng.summary()","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<a id=\"3.3\"></a> <br>\n## Discriminator\n* **Our Discriminator's diagram:**\n\n<img src = \"data:image/png;base64,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\" />","execution_count":null},{"metadata":{"trusted":true},"cell_type":"code","source":"def create_discriminator():\n    discriminator = Sequential()\n    discriminator.add(Dense(units = 1024,input_dim = x_train.shape[1])) \n    discriminator.add(ReLU())\n    discriminator.add(Dropout(0.4))\n    \n    discriminator.add(Dense(units = 512)) \n    discriminator.add(ReLU())\n    discriminator.add(Dropout(0.4))\n    \n    discriminator.add(Dense(units = 256)) \n    discriminator.add(ReLU())\n    \n    discriminator.add(Dense(units = 1, activation = \"sigmoid\"))\n    \n    discriminator.compile(loss = \"binary_crossentropy\",\n                         optimizer = Adam(lr = 0.0001, beta_1 = 0.5))\n    return discriminator\n\nd = create_discriminator()\nd.summary()","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<a id=\"3.4\"></a> <br>\n## GANs\n* **Our Simple GANs' diagram:**\n\n<img src = \"https://i.pinimg.com/564x/ad/0f/21/ad0f213fed7e0497583ca3bdc03b3c1a.jpg\" />","execution_count":null},{"metadata":{"trusted":true},"cell_type":"code","source":"def create_gan(discriminator, generator):\n    discriminator.trainable = False\n    gan_input = Input(shape=(100,))\n    x = generator(gan_input)\n    gan_output = discriminator(x)\n    gan = Model(inputs = gan_input, outputs = gan_output)\n    gan.compile(loss = \"binary_crossentropy\", optimizer = \"adam\")\n    return gan\n\ngan = create_gan(d,g)\ngan.summary()","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<a id=\"3.5\"></a> <br>\n## Training\n* In trainig each epoch is a round between Generator and Discriminator. First we are giving a noise to our Generator. Then giving real data and generated data to Discriminator labeling real data as 1 generated as 0. After that we are turning off trainable parameter of Discriminator, generating new audios and labeling them as 1 and train GANs on these audios.\n* **Our training diagram:**","execution_count":null},{"metadata":{"trusted":true},"cell_type":"code","source":"def show_gen_samples(epochs, samples = 3):\n    samplePlot = []\n    fig        = plt.figure(figsize = (1, samples))\n    noise      = np.random.normal(0, 1, (samples,100))\n    audios     = g.predict(noise)        \n    for i, audio in enumerate(audios):\n        IPython.display.display(ipd.Audio(data = audio, rate = SR))\n        samplePlot.append(fig.add_subplot(1, samples, i+1))\n        samplePlot[i].plot(audio.flatten(), '-', )\n    plt.gcf().set_size_inches(25, 5)\n    plt.subplots_adjust(wspace=0.3,hspace=0.3)\n    fig.suptitle(\"{} Epochs Result\".format(epochs), fontsize = 17)\n    plt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"import time\n\nD_loss = []\nG_loss = []\nepochs = 40 \nbatch_size = 16\ncurrent_time = time.time()\n\nfor e in range(epochs):\n    start_time = time.time()\n    for _ in range(batch_size):\n        # I reccomend you to look \"Training Diagram\" (at the top) \n        noise = np.random.normal(0,1, [batch_size,100])\n        \n        generated_audio = g.predict(noise)\n       \n        audio_batch = x_train[np.random.randint(low = 0, high = x_train.shape[0], size = batch_size)] #get samples from real data\n        \n        x = np.concatenate([audio_batch, generated_audio])\n        \n        y_dis = np.zeros(batch_size*2) \n        y_dis[:batch_size] = 1 # we labeled real audios as 1 and generated audios as 0\n        \n        d.trainable = True\n        d_loss = d.train_on_batch(x,y_dis) # we are training discriminator (train_on_batch)\n        \n        noise = np.random.normal(0,1,[batch_size,100])\n        \n        y_gen = np.ones(batch_size) # our generator says \"these audios are real\"\n        \n        d.trainable = False\n        \n        g_loss = gan.train_on_batch(noise, y_gen) #train_on_batch\n        \n        D_loss.append(d_loss)\n        G_loss.append(g_loss)\n        \n    if (e%2 == 0) or (e == epochs-1) :\n        print(\"epochs: \",e)\n    if e == epochs-1:\n        print(\"Time since start: {}\".format(np.round(start_time - current_time)))\n        print(\"Training Complete.\")\n    \n    # printing results\n    if e%10 == 0:\n        print(\"Time since start: {}\".format(np.round(start_time - current_time)))\n        show_gen_samples(e)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"g.save(\"bird_sound_generator.h5\") # you can donwload this model from output part of this kernel.\nd.save(\"bird_sound_discriminator.h5\") # you can donwload this model from output part of this kernel.","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<a id=\"3.6\"></a> <br>\n## Results","execution_count":null},{"metadata":{"trusted":true},"cell_type":"code","source":"index = 0\nD_loss2 = []\nG_loss2 = []\n\nfor i in range(1,epochs+1):\n    D_loss2.append(D_loss[index])\n    G_loss2.append(G_loss[index])\n    index += batch_size\n\nfig, axs = plt.subplots(2, 1, figsize = (12,10))\n\naxs[0].plot(D_loss2, label = \"Discriminator Loss\")\naxs[1].plot(G_loss2, label = \"Generator Loss\", color = \"orange\")\n\naxs[0].set_xlabel(\"Epochs\")\naxs[1].set_xlabel(\"Epochs\")\n\naxs[0].set_ylabel(\"Loss\")\naxs[1].set_ylabel(\"Loss\")\n\naxs[0].set_title(\"Discriminator Loss\")\naxs[1].set_title(\"Generator Loss\")\nplt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"show_gen_samples(epochs = epochs)","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"<a id=\"4\"></a> <br>\n# Conclusion\n* **You can download this model from Output part of the kernel.**\n\n### You can check my other kernels here: https://www.kaggle.com/mrhippo/notebooks\n\n* **My other GANs projects**:\n* https://www.kaggle.com/mrhippo/fashion-dataset-gans\n* https://www.kaggle.com/mrhippo/abstract-art-dcgans\n* https://www.kaggle.com/mrhippo/audio-generation-with-simple-gans\n\n\n* **If there is something wrong with this kernel please let me know in the comments.**\n\n\n* **References:**\n* https://github.com/rafalencar1997/Audio_Generation","execution_count":null}],"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"pygments_lexer":"ipython3","nbconvert_exporter":"python","version":"3.6.4","file_extension":".py","codemirror_mode":{"name":"ipython","version":3},"name":"python","mimetype":"text/x-python"}},"nbformat":4,"nbformat_minor":4}