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')format("woff");}.ffc{font-family:ffc;line-height:1.432129;font-style:normal;font-weight:normal;visibility:visible;}
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pTXVtx5554LF85rKh0KKus3rG9va7ZnWosLizIyMm40tygRyWQSs7KyvAGvyWTSEHE6naFIVOCMoWAk4A+JgtHpdLMCKi+v2Hv3/r6+vtLS8ry8vF//+tdXrzbTFG3PyuUY2hfwy9EoRaGZmZmpmRlFUTjWqOuIprHX565vXJdXUPX0r/+7pqZ68+aNJ0+91tPTV1tTZxCMo6Oj168379u3V5bl//HnX5gZHfzQRx8bHOwfHOq3WEw0QwjRGYYiOnbOekTRqGtYCkXd056qVTWemUGHwxEM+W+0tjVfa3F7nAwvIkJVVtf92WMfGx4aGxwYKikpLystphBGuq4rqiRFGIomGsKI1jVJtJqKi0v7B6ZGR8d37d7T29tbWFiYmZlx5eqlV46/VLNhHcdxK2trnE4XzdDRkOwLBK20LRSJDA0NDQwPRCKRrVu2mgycHJVGhvoI0bY9+iFWRwaRfeXVV81mm8vtZhnRZrbJ8kh7axdFqKK8EluGRZVUyR+4dOFi85XL+dm2jo62wvxck8nk8XgsGRneYPDylQshKZSbX9jV0TXR1Y14Cmkqx2OWZRFWCFJkjQgsEniWYRiEUDCiaZqGRcZsNu/YsbO7uzcnJ+fZZ5+eHhk59N6Hm9Y0PPXD/1zZ1DQ2Njw+PoqQbrNZPB5PNBqlKBSNylgUpWhY19WO7i6Xxzs8MahT4ZOnXquvrd+6cdvePfvWN63PysyC6t9tiPfSltTLHEi2/HhvvtAkf0xpndhK/adZIwd/fFKfF/rDtmKk1rfQrfolfp/I+baMmF2if++NFqTJgSIhaEGUu9zn95Z/CLc34krs20kc1pgUqeq6jnFCTyB+q/LSLd6AEFo4onWxLJE4PDJxQOZio3yTsmvqMNdb5qU3dBmmjt6M70P80HR0MyOlfkvqgw9vIt5LCjhjvbiJF2+sd5dh3jXzzCUOVMYY67oeG9ybNqFYluU5hqKIpimBoGt4ZNrvn9WREgp4dV3t6mr1uFwUTZdVVmoadf+Djxy69z6zNeNHP/hZbn5haXnFzPTkKydOtnc0m0zcitraq9cu9nX2FBSWuJxeReXq61Zv2LBtZW2jrOp9vUM0w5ms1qBfzi20ImRpazu/oqZKI+TypeacLHt5xcrpqUmPzx0IhGx2m0ZUljM0N1/Pz81bu3YdXtuk6Pq3//HJvXvv3LnzromJaYulwDETRGTabrcfe+WllTXleQUFtVKwpKRYkjSewx0dvY995FN9A8OhsP6RJ54oyC9XZNUx43r55WMDg903mjsq65o+8YknpGi4+Wr7rl37FfVEc0sXTRFVUwjSeZ41mkRrfq7P51V0NRiKYAoXl5UYDIbu3gFVx1PTjtraWq/Xe9fd+woKCs6ePfe3f/13QSmQYbUXl5YMDw+HpZBoFHWEXF6vqqsI0zqmKIbRFcRzNIUwplBEloKewOz0WGF+WX6mSQn7jh953mgyd9zoaG9ubWhq3LVzRzjo/auv/w9e5HOLCtavP/D0b3/h9roJ0hlCIczY7faioqLZWXcoKGVnFyqylmHNU1RHWUn1yOAMQrrH4xwe6Xe5HZFIpKauzmo133vwQMCv/eY3xz3jU/c98D6EiNvjzMm167oqRyIZdsFo5MOhsBTUWRw6f/aix+PPzyvKzMw6evRofn7+rMszNTr+1f/5P41m05UrV1tarlhtGUajxZZpo1jG5wsyAle9omplbQ3GeGZ6wjE94fO4Mu1ZDatqI8Hg5MT4xKRfVVRd4wwGU0F+kc2WreGOttZ2g9EgigIm2Gg0ZuXmbN28qbe7q7+nh6XpYDhEIUQx2O125hfkBMORjhtXph0TUjBgzjeWlZYoSnR0ZEDXI6LBZjLZQoGAKAgWsxljHIlIiNVmZ2YYTJUUF0+Mj42PjWTYLCyDPvjRxyLh8H98958QowX8ju5uL8tQiGCP2+3xuM0mCyI6jbHVbHY5HTarIRyOuF3TFy96JTUYjcod3R2tbdf/84f/jhAqzCt6+MFH9uzYs7qhKTsrG+ppbz7ee9tCoz/KyjEEeOAPUuH4fdr+b1lvS+qH+YNk8tQhhUlPlyXN3bJ0tT7t296KrqRb9e+9mSGdqWML37qTctu3fPOBMV1PPQWpj7eht6DDJ/0DhynPasae30Mpz08uHVYlvj/tw+SpJ26Z239z13gsDkkK9pKaSxZO9jMX7JKUUxN//Pj3zwDzJ/dm59g7fyTnYuUGmn8we+5Zx/mnHJPOlKJoiGiqKgVDPodjcmCgvbunVSeyQWDrG1ZWVZcN0ZrT5W1t69i1a9+TT/772TMXv/DFr7S3dR0//opjdqZvcLD5essXv/S5zs7WE68d77ne9uFPPHH61IW167bfc+Bwfm6xzxcmWJAiIVGwmCzGjp4O5+zwkefO3Gg+t2Prjqam9Q319RxNXTh/vq21w2w2mYxZGPEZdntUxVZrbjSKVtWvnhwfbr3RfOS5I1lZWX09Ay+++Bc0xU2OThZV1nzxS19tvXFRigbvuWf/ydMvl5aXMbTQ09s1Pel5+H1PbNu2xxc4fu/BqsKCEoQos9kiGkROYAWDODQ49rkv/EVZcdG582fy8itmpv2vHz/zkY8/fvnycYT1zZu3nz93JhKOZliZaFQdH3eWlReMjU2KvLWkpKJ/YNJmzdI0qqWlPTMzo75+9eOPP75z5+XPfvazZWUVgUDA5/PZbLacnKzpmenR8TGKwqtXr2ZZtqX5KsVwGSbj1NSUrkq5ubkMw7g0V1tby9VLzTph8/Lyec6IKe7w/Q/ouv7jn/6IIDUj0zQbmDURkXKSoH9WENlMyoIQ4gXW4XB8/rOfs1oznnzyu9GQYquwBwKhWaezvKymvKzqhHJ6Zmamo7PNF3D5fe6D992/b+89LMs7Zl1tN9rGO4czyyorKsoCgYDVas7OtEuhINE1XVZEjp91+FfV1a6qaTzy/DFRNITDkd/+6tdVNTWFhYW1qxr6+vqrqsuv37hx+PDBvr4+t8ebl5//0rHjfX1DFZWVu++8a3p6uq+vLxQKmQx8VUVZfW1NTnbm9MTYz376E1kKS15nVnGhHPGXV1YWFOaHQ3I4HMjJsY2Mjq6kK1haEzjsnBg7etRRX7tyzbp1F8+f4gWhqKiQZemp6YmILFmsBt7ARSIeRQnxDN3W2szQSBA4e3am2WyemZ5WdaISFJYVpOnRqCJJqsFgIkgfHR3dtGlTZ2dnS8vVwsLClpYr5eWlGhUprSpQFMnnD0pSiOOEYNBnMAgczwRDGsuxwWDg5MkThCApGhZFMRz2C0bWaMjw+/2KomBEGQ2GqempH/z0+z/86fc9Lm99Xf3HHv/4jm076+vqId57J4dGf5z9IRDyAfD2V8LeyVXGt27H3rYC5zZ+UdqZclJmuXinFKRJbQrLOcVJDyUmzK+zaNZd/hOSv+cY49RnJm/Ze3kbT0TSnEOp/b3v6ls/mp/RJz4LUUKSUhRGuo5E0ZiZmbFiRcXOXRsNBnp6Znx0eEDX1es3ml1OTzgcveeee9/73g9dunjlypWrAwNDf/03fxMOh19//fXJyfFPf/rTbW3t3/zKlzLKig6+9729Pf2HDj2wf9/9cpQ4nX5NpzFFQhGForHJZMKaHg6GNm3afPjQPrslY9XK2tMnT/3Lv31XCoWLiwoa6+tcPtflyxcjqlJUXOGc9d51936OZXSCeV7k+XB2drYkqVWVK8YnZ225RR9+7InGxg0jI71btmzZsGHTj378n263k6ZZTcUMZ7jnwKHu7l6WEe68826W4yVJUWR1cmpi5cqan/zkxwcP3rdxw5axkWFdo5yznupK5kt//tWBgV6iM0WFpR/84GMDA8P9vYOOGZcUke0Z5p077vjVb58+fbpZvNYe8cq7H7+nsqL6Bz/4wZbN27/75L+9duJkZVW5rutOp9Nisdjt9tbW1lAowBtFlmUJ0ecfoaQZWujvHzUaebPFODs7izHOyLATQigdRWUy0tPDGiwZmXn/8H/+T8O6dfl5uV6ve3Z68tFHHwmFA60tzcNDQwaDWFdX5w94Ozo6KioqOjo6hodHr5+/vP+BBymKaWm+EY3IWMdjoxOiKEYikVdffTkzK6+iunLfvn0D/UNGk4XjDKdOX0QW++o1TVarJRgMZGZliKIYjoSIqoVCsk4UJKO1a9bed+97HdO+k8deRdk5FdXVXq/3hRdeKC4tj0Skvr6+0tLS8fHR5557jhf4H/zjPyPGVLNu0/r166empiYnJ7OyspqaGs0G3ihwosB6Pa4L58/6XTMURyGa7N23u7O7g6Y5m81cWmq3WMS6uprR0SGM5PGJib6O5rLqyoKCAqvZGA74rRk2k0E8ePBAcXFx841rP/npT2fdsxn2LBqTYFDKLy80iILRaAyHw4FAKByWWIZHhCY6FQxEJElWFIXCrC3DGo6E/LPezEy7HJC23bFFkiSWo2ccU5qmqqrM86KiSAzDiCIfCPgJITTN2O12WVYwJoqsFhQUaNqkKPLRqE4ICYfD4bBsNosYYUmSaIqNlRgcxw4M9v9/X//LaDSanZ318cc/ef/hB+rrGv40K0L0N77xjdirXxw5l3qvJSniba6p010uv+lrwdARkjijfOyveto5xJazJ5qupjy+glMK1vSzOKR9OCcpNRY5sGWlQ9oRL2k3nvrO+CyI8QnW0n5d4vRraedGS9p+qsQEj488SZx2L7Uv4m3rCVlOz9ViOSepIyXWnp3aqn3LGswSXxpP/LQngp6bS/5mXo83h8d3A6fMWDg38Xjsif/5bc7/h7rlgz2p86beMnOmTuWHlp5lkaLQwmn9Yt0FS+xJ0r9JnR7pLi8q5XKcG9qXdtLdxDxApUulxAkAk2bvTK00J26NpunET8VTKW1hkjrPRJK0p29h4sx1c8W2tKDAxGkmLk69lnWdYCpx4/p8Ur/hAXip4c1ildrYoLXUY9fnxf6XSrkdxIud+MdTg73YZmLdTYnHGj+fSaNAU9MkKZPPPyeWnOFTxR4+WXiRLji6xNOaeKSpOxPfAk3T8UwV26O0Ox/fYLznM3H7aQ8qXmgnzhea9v4Sv4TTzryatAzJzT+hxK+a2/u02087Wetid6jUW/zCZIwdt6ZpWrxfNzbsc4m6ytsc1KW94cZTIJbasVwXm6l1fj8xzxgiYSnTbjcYhKnpacfM1PHjxwjSnA5na2tbVJJ93sBjf/bRDRu2ud3+vNyCb33rWytr6h544MFz5846HI6HHnpvSUnRv/3bd6NI37xlU0FhQcv1li9/6asMYxgdnVYUxItmnz9kMIgmo8ntdgkCt3vPjq2bN7icroqK6n/5xyd/+d+/iYRkuy37o098bOPGLS+/8srY+OSmjVtUnVIU+kOPPd7V1dHe1iYr0tatW3Lz8jweX1dnX1Z2/iMPf+DQoQc6O3pycux33LlrZmb65//1s6qqKgqzHGsYHpm02wta23o4Xhwbm3A4nU6na3hkuLSs7NTJU7Isf/rTn2nv6AgEQ5qqGQzGHTt2HT16lKLpj338oxmZmb/99bMXzl/kWGFwcCoUjppMFrs9u6urr7S0LBJR3/eBR622TITplbV1j37w0bv27v3vX/3q5InXbJlZjlmnrMgdrW3VtdWr6uvdHpfJZDSZzH09fYVFRUaD0eV00QwlRaPl5RWCIFI0HQyGOZbnWV6WZMFsVlW1vr7x0P339/R099xoDkghk83gck37Az6GxuFg5J59+3q6u7uudRaXFZmNpqgU9bq9KtEFThzoH4iEI6FwuKCwsKy0LBAMEUKysrICwfAXv/wVny+ganpWbp7T6X/12Csr6xsf+/D7vV5nQWE+R1PHXjr62oljihxEWNM1JdNuPXjgvqMvvPLyi8cRxZitNp/TzXBCXe2qj33ikzMzjrGxsSNHXrhxo9XpdI0Nj+zcf+8Djzy6c9cer9er6Vp2dtbKlTUczyjRCEJqOBTsaLt+7szrFpuJolWT3cTy9NT0uNPpMJuN585d6OrsslotGCnHjj1/5dqF2enRDz/2kZUras+fPTszPVVcXGCzWk+dOTk9My3L0bHxcYJQyOk3WgxGA+92uqWIVFRYFPCHdBUzNOfxBSwWO0Wx0ahaXFy+d+89U9PTU8MTLM8euv/wjestkiIVFRVGIiGf1+uYmeY4xmgUdU3TVFVT1WAgwLKMwBsQQYqs8hzP0DSFUSgYoCkcjUbDUogXOIQQTWOkEwpTsVWsWJblGZahGV3XI5FINKTKavjKtYs//Mn3vv+j/wyHwyXFpTar7U+r4TteNh144u/eUPvfLZfpW2YdGutU/NX8BrXEewFaZHmDpPvcXF2BqPEiFaUM7losOFksPkmdkj79chQ4TU1omcPG0u7bclZ3WCzeW+bt55ZtkGh+RoTE29XSs7QvWHHorb/XLjPeSxuxLBYepKnl/B5fuuDUIEwI0dF8pTY+VXfiuoULd4MQgsnc1iiM6fhU8vPrMSy/1+hNtNCnn98/ZWtJ1es3tCeJ191SyU6oxPIhvh5D/Aku9EYWC126lpY0p8str6+lFyNZevGJpNORvNzZ3GDO+KWEU1PjlgP8dA1R9IJgaf6ryZuY7GSZJVjqSMXUuSuoRabkT/psuu3rscA7fgixKInCdNpge7ErOnVSn1veNeJx0cKWvuTAPj5yb+lZJdM3ThG8WAPNgqUR5mOzpbPrElFWUjNB2hh7sdvc3HfphOh6vEOSTikikrqwUsrY9HeolGGlVGKeiX2KoubjWCq+fgX9dvaZ365b1cL2R4wVVpIis7MTCCt2uyUieSori53Omf/6+VMCzzU0Nu69826WF2ZdXqvV/tOfPuWYmf3I448rstre3rm6qWFkZOjFF4/u2r3dZBIEgd+0ZeMPfvAjuy13x659Xn/IbLKHw1FN1VRVzbBZdKJ4vbMlxXmhsFfTlB//8EeOiYntWzZv27oFIVJRWvzMs799/shzRqMYDAe379hdXFR97uKlSMj36Afek5lhcjtnOjo6Ll28SrOmL3/5f+XkFjsd/oysnKB/fHCo/egLzxkNjMVsamlpnZ5wHbz/oXvuec+sK0RzHMtzBrOBaEQURZpmfvzjH5eUlNx9150Ggzg+NuaYmfzJT350+L5DiOgbNqxtab704otHpHAQIb2qonR6Yry/f7CxsX5yakYllD8QzM8v/Ktv/U1bW4fH44lIEsvQzS3XQqHg+MQowzB5ebnr1jVxPDvrcLR3tIWDoaycTL/Xb7ZaiotLr16+tmXL9sLCwosXLzlmZlY3NUUika7uzpUraqwG89jIuNPtxRrOLSgZHBo2GMW1a5sQjYpK8tramydHx/OK8ltb2hFBvMBarRajUYxEIkajqbO9y2gyZ9qzqqpXBPyhvsEBipCaVfUcz6u67nS6/R5/ScWKtRs2WS2ZgmAcGZl84XdHv/KXf45JiMLqzPT0c88+0339Sk5RbnFpZnt7s8koiqJJ15jpSa8uKYgX9u7fv3vPnTk5ubquX7xy9cKFi2aTeWJkzGizYsyEI+GauvrCgnLRYM7MtHuDPorCkXBoeHAg4HOaRC4Y9I4ND3id0yyLg8GAMUN48D0PHD9+7K4793Z19vb3jxgNGRwryorkmBzhDIxoYrFuomlhenJc4NmyijKTQfR4XAO9fWa7GWn47nvv5ljumWee5gi2ms0IEVVHPm+wdlW92Wzu6x+kGYbneU3TqlZUh0Kh4cGB2ZkpjHBJabGiyLIicRwTCARomkJYVxQZY8zzHEXRgUBQjqo0TbEshzFFCKIoShAERVE8Hh8hiOcplmVlVcUU4jiOY7moFA14JQojo1k0CGJUisqyStM0RSGEYwufEpZhBUHAGFdVrPjMJz9/7z2HjH8ac3u+a9YxXOx+mRqlvKENvlueCnjjk52+4+557/wUTp1PskmGAAAgAElEQVQk/e05rYs9ZxVb2Pi278Zt32Dq6Lt3Xa5L++zf75mX0q75ufRlm3Z+zuTPznfQLe9Kx8spNt+KPJa46Fxiq1x8qAJafF6TpPJ5YSm9YL6WuU5yneCE6CLpRdKic0kJlbhC42JnP75LKeu5IYLSNHXdcjHS255dl1gHEi2cNSTxpKSGqUvl0oT1926uCZky8DJtQ8Yb7RxLnUo3sYS5+R6y1PxDtzfZb+81QtN07IjUebqO1IjO0HRZWSnHI9HAsUyhz+/66le/ds/effX1jZFwdGY6kJHBYJ2WwpLL6dyxddvoyEgkGBJ55vnnnrHbrA0NdQxGvV1d9x467PWEPvWpL33hC1/ef+ghzImzsy6BN5pMZgajQCCgRMJmgynok5qvd549e7axofaLn/2CKDCZGZbJibHfHXm2s7uTF4T+gaF7Dx70+yO/+s1zVqv1wfsfLCutvHjp9dYbzQO9PQgz61dvLCgoCASkjKzs/r7BX/ziPy9fOFlYkrt+Q9PTv3q+rrF205baQwcfsGcW2Ow4EA5JiixJUobNZjKZXjj6Unl5eWNjo8FgbGm5JkmS0zl94OA9W7dtZlg8Oz397b//Z0umLeD1EKTcd/jgiZdOrt9cLytRHWtE1zIz7ZIi/fa3v/Z4g52dPbPj440b1nu9/tHBXsFs3L1794WL55vWrNU0ubunc2x0rHZl9ez0tM1mD/vD1y5dU1Syorp2asYxMu7ItNp23rm/q6urf2TSE5C8npCskjvv3rt58+Zv/8M/Na2t++AHPyiK/D9++58nJodvtLZs2rTJ5XRl2fMwRh6va9bhmlRkq80yNDSMNIIpfXhkwGI1YUxhIjsdTlWVP/35L7XcaD9z+sLnvvDlscmZc2cvUAy7feeuUDTwtb/+etDn9bkd165cfvm3vxHtGZU1NVHFPzQwYLOaEUJul0eRkNVeGApFZL83KyurrKzs+eeP/vK//hsxzO49d+7edSfF0MXFpQzNdvf0+IIhVUWBQJDneVEURJHHurJp87pzp1597bWXiBLCSLNZDBpRzDbBFwgcOfJc0Bt+6ns/Z62cKJgdM1NKUEICnZOboekRhNTZ0RFDZs62HdtXrKguKMhvvnr56tWrlTUrZhyOBx9+cPv27ZcuXUI6lZ+fGw6GJCmqqroUkgYHhgTB4PH6a+vqNKzRNF1aVn79erM/6FNVFckkGAzwPI8xDocllmWjUUnTVZpiNF0NhyWapnUtNgiCxZhSFE1TCU3TqhrCGJvNBorCqiZHo1FNRzzPioLIsqwclSkGGXhe4HiGYVRapbDG0DTHMTrWVFUhhPA8bzabRVHsG+j7yMc/rGnaZz75+cc//NFVf+wP+P0xrFv/+8wRB0/TgaUDsHdIHPJuDJvfdVLXbLgtFcRbPtP1+0+m/zYXm29z89bC/50bMIwxiXe4YSp5cpekIGQ5efKW74mPqFwQhCCSOk3O2/O8WdqpaNMeVNo3JK4Ct8gK4ItuCmOsEz0++maJZwvf3MoQt8oGyfHeu67IiY1HjTVGiKJIURTGNKUhg4HXNCkU9jsczsKCnKee+hlN05s3by0uLiU6PTYywdBCfkH2kaNHwsHA1SuXvvilL4WCweePHFndUB8JBV946ei6dU26qk2MjTWu2RSV1Oys3GeeeebxJz42MjJisVpohoSDISkaFlgWIXp4eFRTqcamdY++7wGkhkZH+8+e6Zqenrh65YLH46EoZsOmDUaj8UZrd1PT2vc/+oGysoLrzee6urrGxkYoljEazJVVFWNjI9nZpS6X65e//FVBftH/+t/fePI7/zQ+OpWdnxMMRh567+6G+tXN17sstmyO40LRUH5+Ls0yo2Ojiq5kZ2VzHKdoskZ0VZXXrF1NU8TjdZaWFk5Mj2Oe4QXBryu1q1bSNKINyJZp6e3t1onqDwSKMywhKXrq9KsMa56dcpvs2QaDsfXipboNqwsK8iiKWrNmzX88+a+rmlZ5PB5O4KRIRBQEWYpm2rPHR6fKS6uuXbvR3tFVVlpZXFb+ve/9RCfquk1byktKS/ILXQ7HpUuXPvfxj91936EPfegDHR0dL79yrL2jNScrt7y48tLr5xDD7d17QJIisqR4fW6iYRpTKEIoEemqsm/vne3t7bOzs2arzWS3mMymmZmZgYGBgoIimy2LFzM2rN8yNDzS29s7NDxUWJzv93k4ipw6dbJq9WqeoyIhP0szQZ8/K8fi9fsoiqMp2m7PslrIsNcbiUTcbveVK1cwwxy+/wGG5lmW9/kD/X1DCFGE0Pn5xZpKguGQL+gXzUIwGPQHfCvrKhtXr7p08YQx007piqaEOYY1W+00xwo837B99cnXT5uMFs+sr75+bXVVTXPLlVX1VYJInXjtOGKxxWioqamurq5+/fXXr11rZgXD2MSUpqp5uYUtza0vvvgSRphCmMbEZBAkWSVWStd1v99rsVocs9M61mVFmnZMzDodLEI5WXZFUTiGiYQCqqpGo1Gz2azJKqYwyzBRWdU0jWIpGmOW5TlOwBirUUmTZVmTaQbTNMXzDM2zFM0QjjAsH+v/l8KRoDdCCMICjkajmqJSFB3rykMI0TSmKEZRFFmJhiMhiqIURREEgWX57/zrd777709u3rD1P/71P1auqI1PpwTx3juiBpBUO3+jN5XUyQDedYe/2PNaELPdlkjv7YlbSGy68UWGRL5FO3B7c05S5Wzp8Xjv5EgPvQX9e2gZQw8W68qLr8eQvn9vuWdwsXP91gZ7qU8npg6oxm+w0j8fTd1cmCG+BB9GKLF/L/W7br5zkfH8SSd9sR6q5AG3C8dzLtbF/RZ10S8zu6YdQZ2arxJ7CNNHbih5eltCCJ5PApTSy3e7SuPUYbGxPBCL9+JR91t9N7y9JzH1RGBMeIH1+V1+v7ugICc3z9bZ0To4OPitb30rNyvXOesqyC8tLCgRBK69rbOjvX2gr//P/uwjGTab2+XKyc5iaaqlpzMvN/vR97/vm3/1jZy8vLr6jV6vd1Vj07997z+y8/N27tw5OTnp88uYILPZJDKCFIkUFpTWN6zRsd7V1T091T/rGH35+FFVCZWVFHm8ij/g07S8zu7O+9/z3r133c+w/KWL51pbr05OTs7MzBQU5OlELSsrKSkrnnX4W1paV9XXf+D9h3t6W+/Ys5dh9c2bNz/1f/+roLB4ZGxcJ8gfCvIin5eXp2Pt1KlTvb29Gzdsnp2ZpRnsdrurqytpCmGsm0ycqkq2DMu586eysu0+n6usuuKRRx858cqR3FxLd08bQshgZBneOuucVHRCM1xuZslX/+IbPM8fP/7Smm3bP/OZT8w4ps6dOxMMBmdmpydenuAF1mg0RKMSiSqZmdnhUAhJen1Do05zBpM1EJRoVmAFY/WKFfv2H4hGozbR9Nunn23vuLF1/76G1au+++/fabnWrIYinNm4YcMGp8MzMTGzorrGaLBu3LB53br1XV3tLdeveVwOU6bBYjW5XC6KJgSpHE/n5NgFg4WiOYzx1NTMpz79eZPROjLWYzCatu/aOTE5zhvYvv6OyYmJq6dPb96yrba6amiwfzTkRUQTjYLRaHQ6vfZMkzEn5647954+fRaxrN1ud7lcA63tNWvWlZdXdrR32+2ZmGLDYUmKyCwraCqamXEIBlEURavV6nRGNU1zu53d3R1ROZRlz5TDYaLLoihqmlZXV19Xt9LhmM3NLQiHoxTL19U2WK02mmZpmgsG/VJYtdntGzetr6ysFEUxGo0ihCwWSyAQWFW/mqbZCxcuTQ2OmGwZPo/LKIpms3l8clKOapyApWg4Eg6ZMm2qpsiqogc0TCFV1kVRxBi73e5oVDKbTbKshEIhXUd2m43nBa/XrWKdZWhFURiGYxgOIURhBWMKIZ1jBYxJOCzpRLNazXaD3RsIafpcAwrNIKvFLAiGWLxH0zRCWNM0RVF5lsGYIoQoiqxpmhxVNE1TFIWm2by8XKvVeunKpT37dpWXlf/Fl//yvkMPMPQfQ3/YuzLeW05PwvwN+N3dpQPegVnr7excuuUv34HJBQ0Nb6K5aonejDe3HsObLjbfityeOvlQYm7RdZ1eZAhi2l6dpIGdhJAFnyaLzsiVtFJc6pPYS/SAJTVeJE4cEp+qBeH0y04mRSxvQ1/f8k9E6mw6Sc/iLr21tJ9dopdv+Yef9uwnnvr5SO/tbph7685XbEinoigI6zLSTEaRog2YUoMh75UrFyoqS0tLi6WQnJ+fH4lIo6OT/f29BhHX1aw8/dKxHVu3qtHo2PBwRWkZy9E7tm5bsaLK63ZfO33mofe+T5ZVVSV1dXU1NTVPP/ObyqpyiqYJUlmWx5gEgr6AL5Rhy5qYmiksyvf5fGfOnh4caDOb2L13HxofG3Z7HFabuaX12oc++PjGjRtHR0fb2rsnxoc6O683NjZmZ1ldboem6t3dnTU1q0VRLCsr27Hjjtbrl06dOvPww4+cPPmK1xdYu37D+vUbr1y9kZNbqhCMKKSqcltnW3t7uyzLZeUlY6MjRqPR7/cLgmAyiv6Aa2Z2uq21ube3a2i4X5bDmqaUlhZFpEBXV3uGzTA55czJMTEsMZgNwaBf03WeZRoaVtXXN549e3Z4eHT/PXdXVa2gaGS1Wl987mlLll2LhHJycliWCbnd4VCYzqLkSLi0uqxu1arewVGM6bGxie279pSVV2RkZfkCYafT+asTvxwaHD50+L4Mu+lnP/uxa2balGHJryzxeYKdnZ39PcPFRSXhYHRifHrTpi1ms7m/v09VdEVWRaOoaRpNUxcvno9GoyzLYkqvb1g5MjI1MjISa5gSBEN5WWVvX59oMhqNxnsP7vcF3N/59r8gRWlsbHRMTsRm1JQlv8XCh0IhmkaNjasVmb/jjrteP3mGEcXx8fG25uuZJSXbtm3r6elpvda8ccNWiuZ1jWIYnhDkcDjNZjPF0BE54na7eZ5dtapWVkIDg31GkSNEDYV9Ik8H/R7eyMw6PL/rOTozNskajYo3xFmzensGHbMzs7NTVothemaEwez27ds3bdpwo+Xa9RutU9MzAa8fadrmXbuaVjc5ne6J0QnBbKMoWtOishImyKCqiiwrkhxFWqwtieiqzHG0aDLqRAt7g6FQIBKJqKqKMWZZ1mQyyrKqacRoNGdlZdM07fX6VTV681ERQlEUzXOiwGOOZzRNUdRobF0ThmEUWY5GowxFsyxrtVnycnJ1HQWDwYgejhV3WCcYY03T5h8AphBC4XCYZfloNEoIzsrKXlG9cqB/aHbKHYlEPvm5Jz79hY998bNf+fxnvvzH9Gjfzfk5f/67M2guXMJJARSeXwfn5rwkCCEy/4PIzdcLfjBe0BJN8II/a3O/xATFfmL3baSjuUWNSOIK7MupQsXuB4s9475E2/PSFYVlRoOxRMI3l/9NfcJm7ifxr/MTnSX8Eqd/eiTtrXGZPUKLDYxZesjZmx4H9Yean3Pp6TGWbvlOm1aLzbuQ+qRf6hQIadIzodYVv6YojBFGVGwKFoLo2P8ijBCmY+s538wnNzt4Eqd4Wc7JWmKWlLl/CV64GDdO2OW5KxkhPWE6xNjuk4S3zb83vjIXXvDbefFxd3qsij5XTMxNvkLm36Cj+Px7VOyv8Tla0p+7ZU6xk3bOHpR0atI9erfEfDCpUw6mTk6Y9LmEXjqMEE0IRogic2ch9iQVFQ9VUnvqSJqe1ZtfeHM+IBw7lfr8v4kl+LLi9qQUTs05i01SFZ8ZMj5RZNKMpnPzecz3WN48gMRrEGOUPKNPuuXgcGxheZL40OBiU8KixacsXqKYTZ1fdO6Xmnbzeb2ELpubl2jsd3NPu8X2OpZ0FE4u6+dvA4nzji648yKKIIQRJgTHKkEEIYwphCg0V4zEtjH/NoQpTGFMY4wojGPzP+G5T+HYpyjEzO9DbCKo5I0kvsA4Nk2LrmmE6FiPddImzSy9oBsZofi8lDcvjiVSOCnjUVRC/SEhC82nSizop9N2e6e9BSXUZW75E9s4lXj1EULI3HVEECZ4Wc0xBFE6wglBKsIYUUQnCGGW4TmOZzBNEYR1ncK6rsoWs6Gnu6O7s+2B+w+/+vLLFy5ccLvdNKIz7Zkmi3HNujUnTpzYsH3n+o2bXB5fV09fZfWKDHuWyWKhWLato/3y9RYdU1u27AyFIoJg3LxpG9LoC+cvV1VUCgKHdF3TVIbjzBarqhNC46gSNRi4qorytWvXPvq+99esqHvt1ZNDg+NOp/uTn/rMww+9r7W1/fTpc+fPn29oaLBnZK5tWjc9OW232bOybCdePd7d0752XVN5eUl/Xx/G2pYtm1977YTD4TSbbPv330vTjKrpPEfPOidvXL/8y18+lZVpKSgsW7t2Q0ZGltvtZjlGVaKtrc3N165ca740MzXKsdRgf6/HORtVgrm5dkWRz507KwpGiyVzz+49kbAyPDyhqRTHmizGzNnpQEPd2pePn5icmHj44YdXrlj57O9+9+pLx6ZnnZqOAx4PKwpuj6u8snpFzWqXW+7rG6+tX719+46wFGhuuRAJuShGKSrK5xjR5fSdfOG161daJmaGrTZhZmbszOlXTUYhNy+H6MTr8rGIpjh+685tgkkcHOrlOWZspP/Yy0evXTyv6+GMbJuiygijgsJCVdcj0aiiIC2qz7qCikL8Pr/Nann55WMtly+Mjg2cOX2iu61FkULjw0PhQODA3Xs3bNh44qVjmiyHg4Gg21NZUWU0mIb7JtZu2Pzw+z504er1pvUbO7raNVWadkxPORz/62tfH5uYfPG55+sa1pSUVYmiieMEjBiWEQ2iSdWIompE00LBgNViioT8v/j5/52dGNNUNeD1Y8TfecfdYUn3+EJSVHbOOBrXrhMEYyAQ3rl7z6H7D3V2tvkDnmDY7w/6rBnmvr6+/r7+y5cvBwOBcDicmZVlz8mhMQqHQpcvXZieGOMEjuNZjOlgSBKNFkIxkiwhhFkDk52f4/P5CCFE00KekBKUbTZrJKLk5eZn5eQJgkAIwQwjBSWKZS1WiyDygVAoEAgoqkazLNGxRhDDMLKqEIpQNJYUSdc10SjSLCPLajAUIZpOVIqiCNIJTVGKIvsDflmRCNZVXZFViWKRaBSlqBKRojohNMPQNIUwoRlM0dhkMoZCIUWVCUIMjzmRM5gMHo/34uUL//ub36QpasO6DSzL/nHFe8+ewfM3HBy/yxKCY7eMWCSDMFpegzMhCJO5j2BMYuFbwupCevzOjnFSmPgGxuKnW7cAL9Z9l1QzTlurS621L2fK8vlkWTg9eMrd42bFBSVU92O3QZTwEerNDLdbbBmAtNXWpINduHIxXk5T8Ts23ltOqIxS5qlLDZZS511c4luWGe8tzCIJKyvEWlUIojCmMKYQnqtaxZtaUja3WHZdZryXbs8pdHO6y5tT4yKkJ9TDEcYoXm/DOG3vE5U6gXvCl+oLWj6QHt9s7IfMPRQ01+IT+3duJYsFPzipZWex9UVSL/bF5thMXGVhiShxiYyU+tWLZ1oq4X/nJwtBNLkZaePkrJP4EiOiJ8XniSkcL0UJIfpcyYISp0m8RUcWSjcX62LLWiw25WNqKJi0VAC1cIaVRfNtQgtLbIbG+aAxcWcS1qtIiCKSzkLSINtbDuNMCkjSBHu6ruvkZo6eu8UlXGsJBX88Noi9oCl6YUCHMcKpRQSOXx0E0XMXauy+jGLlRiz3UBSmYpcnQvEXsb/S8ykei82oWPQV/0GYpqjYBhEhc6VQwkbiL2hMYYKQrhNNi4WO+OZhopTMrydmS4rCCfcmFF9JJTUsT2wUSJrGNX6FxsZozV8UVELrSbw9K+FSWfiz7HiPQgtibXxzECnSEY63bFHLuFERQumxIh7PVxYi4RBNMSLHa4qmygrP8RaTGSmKSWSNAkc05dWXX6yqKN2ze4fFbLp25SpG+oF7Drhcs0PDwwMjg803Wh/7yBMIM929/XkFJZlZ2RpCiqbyonijvZUT+LHxiaa1a3ie11XKasqqKK0WeIPRYDQIfKzhTMMoqiiyplAM5Q/4OZrJyMjkaF5TUEd7b0/XQG9r1/0PPnT48AOvnXjt+CvHB4eGMIX+7MOPj49Nr25Y97tnnpuenFS1cE6ueWJypK+3e9u2rYosZ2dnXb586e//6lv3HL5/9eq15eWVBqOJZekXXnz+50/9wOOZvmP3FovZ6HCGd+++mxf4wcGBI0efz7CZt2zd2NhYt7qhds2a+isXzp0/eyYqhTKzLW73rMvtzs8v9vkihw++58CB+37y46caatesW7f13CvnDx58RGStp0+cWllbvXv37jWrG3/205889/zzUUXr6ekN+QM1DQ1un7uktPxzX/jiubMtna0jew/e98QnPi2KwgsvPk1T4XDEqalBRudqV6767Q9+Xly1+r4HHuQEubvr+uz4SFNT/coV1VcuXA75pbLSqukZV1Fp6YHD+6+0XJzo6d+7f/fLx4/4XN6iihzPrF80CeWVZf5QMBxWgiFpxYr6ew7cF5ZQR3NXOKLZbLbNmzbt2bPNaGbczqlo2KspofHRwQsnXm2+2nz8yBETz9etXPG7p58uzM2trKwM+IPj49Mr6xu/9vVv5uQXnzp/wZ6dGZQCQ6P9s7NTD7znobXr1n7nO09m5+evW79xamqmorySZfhoVGYYVtNIIBSkaNpkNBTm5YaCvh/94HuRULCkqHC8u9diz/nkxz+zZfOuiqoVBpPx6pWLSNI1mpocGSMUzs3P1XS5q6eNUCrBCqJ1TdeIpmOMBV6IRqMWiyUv9/+x993RcR33uTNz+727dwt2F70DJAiCvYoUiySK6pQsypJt2bIt1/jFseXk+J0Tx3nJy4lfEpc41Xl+SVxkS5Zs2bLVKIoUu9gbSAIgegd2ge27t8/M+wMkCAILEGwSZeseHByU2XvnTv9+5fsKkvF4dHS0t6s9NhxGIiOILM9z0WjGytqY4SlivH4/YCgmBCGaTWocy7KUtU2HQQzPi7puFBQWWZbt9fkABAMDA4CBRcVFANLISETTNEywrLi83jzTsrLZLMtxhDoQAUwcCjBiEYDQwQ6FgGNZx7QQpAQT7GDVo0JEk5kUBZhhEcNBAjFgCGIZXbN0wyKUQAgpIIgBEFFMMC/wyXg6loj6/QHEQIiopIiyomBMWI47euzYN//XX4by85csWpyTFut9dLE5D5EfxF9dT6DUuxxhMjMnwXSMnR/09TUH4N0K3XpzwPN7HDt6M54+S9g2w2evuVZT2V8m+FdvHm0jnCEw4QaOpWvT7pu0BE0FmdOJneaMG5wY1nGjVu+rHZnT+Tancz5fexdAACi4PLhxtve8ogLnVY3GnNvcZCGZ2dmhZjNzc1ripnvHW3VHg5dZuiFQFAljqutZhFiGRbqhZTKxmorSaHQoEPD8x//91xMnj33yM99/9Y3XXnzxl/XzFv75N//c1OlL332puaX1rrvvmTOnzu/3J+JJwzBqa4OGaSSTsUDQCyFobDxFKTYMDQCAMabU0bSMIEilpaWCyBBgQMhQ6lxwQhMIAHIcQgG0TMftVkfCg+FwRBSlwqpyy7Gz2eyu3Xva2jszWfvjT306nc2IopBKJfr6+uYvqEqmBxAnYkx37947d+7L8+tXxGLJA4cO51dWV1RV18yZgzHu6uk5e67x2Z//7Atf/IzjWJ093W1tHaGi+YQ6kUikorzs1AnpyKGD3V3n6+bWbNyw9uDBfQcPHjBN3efz2LZNCLjzjk0nT5zV0lkI4Y4dO0pLSxsWzb/rrruPHDpy5uzpTFr3B/Ncqrx7z85jxw8fOnIonUqkw0NAkZevWvXAlvv/+V+/X1paZupmy+lGAGlBQYHb7Y5GkKFbiUREFIVM1jh55kRKA1/4s6+vWLHR43G1tB9atGiJ3++5/567Dh88jG3q9eX1dA9YhsMxQmwkaesOkPnfvfqK15/nELu/MyznCaXlpYlE2usJUIoE3vrs5/84m82GAuWZJDZ0C0Hx3LkW66S+YuXiklKtta1ZG03KAY8aUm0L69H08ROHCFkCkJNKxyDCw+F+2SUWlxZxIpdIJ11uOS/gy2SSsd4uye/LpGOdHa3J6FBJceHgQPfOHXtliVu0cJnHI4yOxABkPW4ZIORgU9Pt0ZFhloG1tXO6Ws4winLfffcsWrzgnQP7W843JdIxf14gFovpWhbYFqCsx+3qaGtFEHAMMi1bFkXHcXiRdyxT0wy3y2NbdnQ04tgmJY6R1XmXBCDVsxrP8i6XC7oZnucxsW3bppQGg0EISDarMYhhAMNxLEKMbduObg4MDCSTyaLiQgAANagclDmOSyaTmUxaFMUx+47X6zUMLZmMm6YOIcTYNk1TFEWWZWzHGhMvhRBABMgFQU7I86wku6OJuOM4lFJJFhmGsW3bstIYo8v9SVAU5Ww2oWkJCEBpYYnf70+m4pHRYcsy58ypG4Gjhm5VV88ZHR79zx/910+f/emX/8eXH3/sw2NCrO9v/96zv9k7G5fX1axw476uqSRaNyaXPYddGc2u2DR+qlkWm/kAdMWowpll+ujVHDiuqC4ILie5nrhV5zwLXpv+8i3i37ti4ekUDnMeyqc72l67f+9azzrXM1xn7d+D4/b4cdfZxPC5aSQoYc56TftPQK84cWau8DWMh/F4whmG68zO0hk0uK/2qDruQZ2I0C6Lp5vt6oomdM3EO08ewxPDKWfTdFfUWpyhNabqWE7shamJfGBK+HQO7qLLt6EJ0bwTFfYua9Kczsmc/saco3oqWch0KHS6B033x+lyGnP6cS/6p+BEV2HO1fWKnXvFLqOTG/nKQ33qYJgkazHzeJh57uTsnYke+KnobpaywLNemae+7yV/3aVazca/N8ELOL4yciyHsUMxVhRJVV0MAynFoyODlDosBzo6z5eVFXd1tb366iuZTPYvvuMpaoUAACAASURBVPEXCKGXX/7t2bMtDz20JRAMBUOhsrJyTdMJIaqqplIJhEBenu/IkUNHjx3OamlJkleuWs0wnOPQbNYAFLI8h4lt2SbGNiEUAAQAAwADIORZnoXQMo1gMC88PBSNjupatiA/HxPMstyhI0dSGa24rPyZZ/70ze07SktLh4cGTjee3LhxrWllBwb6DNNWFO+Zc83rN2x659DRTFrz+XwbNmxIJpODg4O/eunF5557bv2G2//oj76wa/eOF378LOSZ8Eh68ZJlw8PD8+vnqqqiaalTp060tDT39LRve/1VXUuXV5TZjt3XP/zEE4+XlVUcOHAwGCrq6e45fPjQpk13STJ/6tSppnPNtm339w+5XPy8hrq+/u5du94uLi25++7NkurmRfELX/i87HK99vprxcXFpmm1dfYSysiSMBwePHemMR4f8aguiCAASDdJQahCUXyZjNnX1xeN94cC/nn1dUbW+O2vXrYsUltT39/enV9U5vcHDr7zTl9fHyUY2pSTeE03IAcrq2s7OrszWcPl9kVjyYVLVty+dmM2YwqiqzC/zKWoW7dujcVib7+98/iRw929XaIoIoFhWMCyEBNr/uKFHMc0nzu7bPmS5vNNQ/39EFGHEJbjvD6/IAnHjh2fv2D+D//5e9Xz67ZseXDntjdHYtGB3p6auXNXrFh+YNsb/SPDHA+LiwuDIZ/P75UVWVIkSWAAtQIB34YN65Kp2NlzZxY21NuOefLE8bff3nGusXFoaMiT52EgcCxb8rhFQfD6ve1t5wFxMHVMPetSFQSoYzuOjbNZze12pVMZTdMppaZpIgjyC0OOYxkZw+1RMIaK4rJtK5GIp5NJAGF+fsijum3bJpgAMiZ+wwAAbMumCDpZ07Ity7Ftx5JkiWVZwzA4jhUEwbZtCGEwGMQYa5qGEHIcyzAsSoEgshACQgjHsRAC27IJthGCDAsIJgyLCMG6oSOEeJ6XJIlSYlmOZRKWYSnFLMuOx4nwPGfbJkJQlhSPxwMASKfTI+E4QqiwqEDX9GQytWzZ8vnz5ns8nng8/uzPnv3ty79uaFhQUlLye+Lf++C6ZlfMVA2iG+XlmEHoHFxJD30S6vs97utZKolfsX3eTcfadGMJzI5v/YZD6JvBETKha+gsnWA3wzRwPWaIq61VzveacBq+sQYRmLNhb4Zb74bcMKd0eE6t9rHSORe6y5LxKIDXPWinS3K+Ih3RbBI7r9PFNy7FORWLXtEgO15sumCkSS7TK5K1TJWqnwjpr59keIbg4Zxr9fthRxuPCx0LaMeYUIYFDESGmbUdg2UZSWZ5VkomIj/67r/FExHEUACdDz265e677/7li785sP8QdZjN9zx8//33tnX0SIorlUo52C4ozE+m4oGATxDZpqYz//r97zz84Ud27txOKRkZHSwrreEgRwmybRMQZNkGYsfGEQSAQZADEBKHCIJk6RmeE7q7+xybZDJ6Te1cXmALC/NffvllxwEPPvjII1sfN23c29+/evVtWS3hC3pT2cxta9dWVJcdOnLU0MlQV39ndxfPCWVlFU1NTZblDA8P//SnPznXdOb229c+/emnn376U7at/8Xf/uWeffs6e9KyLJSXl8TjowG/99FHttTXVZ06efzggT08j1xuOZGIIoS+/vU/41jhB//+w8e2PtHW1tXa3CyK0qlTJwaH+sJDI35/3oqVa5Yvu+2tt9/47Su/4AQpWOR9dOuDx46fGhzu37r1w7IsRxPxirKqdFI/caxRdakUa8FgMB6LNbecz6YzCxbUnjx9LJ3JVFfN/8zTXzjX3H3k8OGi4qJUMuVW/F1dPWdOnoglUwxhTh05WTVn/mOPPY6J/eNnmznCFheVJdLxrGFKbg/HcpAVHtiytbur99g7hxcsW7lkyZqdOw4uX7HqzOmzxCJr1qx/7bU3jhzYXVFSXr9wriCBzs623t5uTcvoGYcA0t7RLHIihXZvXxelTl5Rntul1s6Zp3p9f/93/ydUXMQJYiw6mldYZNsGy0I1oJ47ewoKIJMZ7e5pZv18bKD1jW2JlpYTLOJGoglsQhZxvqCfYUhxSYHAM0cP7ucBVlzi/v17ieNQjFW/y626ksm4bVocJwBsuhTXqeOHGIRkWcSWYRuOqWUoJumUGcjzIwgTsbhjOrwo2LouKRLHsZlUqqKsvHhN4dkz50bioz5fwOfzVlZW8DyDsQ0AGQlHAIUMw4wpnTqOAzAEADiGxUgcxthO2xzLWYadphlJEvLy8gzDMA3DtsxUMm5bBgQEUMoyyOd1hUIh0zRGRkaxY2NECSGGgREBHg8nCIKm6al0kqYoBojjGJ7nWZazbcxzlGUoxRBCwDAMAJQQTChNpTIulyqJSjKZ7OjoFEVJEDiWg4Q6HR0dsqgQQjRNM7Nma2vrwMAABeDUmcbb1t721FOf+u4/fCcQyHu/4r13jbft9xjyvcuNNsuHTkd69kFfX7Fh/3DG0jgIGfOcTOfBu+GHqpv9shNR1lU9YjqHxuwNMdOFvU2NSLzG/prA4DPRSTizj/R6HzqNO2XmNslZcjphgEk3gZMHyWTf4Dhz43UivRn8e2DWqnSzcY2Cq+eUutACuQbVLIM5Z+ivSZAbzMj7NQmWT2XomRqjO67PflVIL6ezcaZx8n7a0Sgh2LJMSGgg6Oc4JhqNDg6G9+zemYxHSsvyo8khSRL++Mtfdrncn//i5yBgR0bilRV1T3/2U+1tPRhTBBnLtCmllGJZFlLp+PaXtu3bv6usunLBgobXXvsthCCTTcmykIhboujBmBIAWZaFzAUlFApYSiCliFJg2w4AyDJNgkE6rY1EomtWr8ovCn7rW397/vz5O+/e9IlPfSaZ1E+cPifJ8plzjVseuPtHP/qBYVslJRUFhYXhkdT+/QeDofwf/PAHD9y79dTJM48++igviB6f99zp009++pOf+tRTX/uTL9xx18bHn/hwa2vTyRMnH/vIF2VFSqeTjmkc2Pf2oXf2nW9qBAyor6tOpeOQQojoZz/72fUbN9915z0FBcUPP7z1G9/4piTJFNhH9x+/64F1GNvhodGXfvHSnXducrlFUWF4nk0lM9/53j9oGeNDjz4+d+6c4eFhnhewhU+eO54XDNZUzxkZbl60oGHx4sXNzef+5V++e6qxGROutLQG2lCSZK/b87lPfyalJd85Gh0c6m5pORftGkA8l5dX+PgTj9TVNRhZXTcwxRibJiUEMBwvsYl0ZuuHHvvq1/70jTe279t/rHbh8j/56v+MRTOARvfuPbpm9SrHzP7s2R8NDPR+/OlPzplb9dzzPzl74FQqHIEutGrVioGBgcHBAd3QLMPgkNDfP8AJIsMKybR26J0jqj+IWLG3uR2w3Lf/z3erqsojQ13/8Q//BngACPAXhs43nTtz+MiytWvON7fyAmhpOilx3Cee/nxZaW06a3R1tEWjkTOnj/W1tbiCeSyiu97cXlBaEBuNCjLv86mxWDQUysskUz5/oKe3N6plA6GgaerENgGxFRFhy+JZNuj3ZlJphFiP2xXOjobyit1uN8bYsizdyMyfNy8YzDt14mRxWVlNTa3Xq/I8m80kKcDt7e3hcJjnBUoBxgQhRuB5GzuQpdi0AQSQR9QixMYOxhzHmaadSCQcxzF0yzD14eFhXdd1zZIVDgDAsiIAVNd1QhxR4scoNxECkggkmRcFiRAMIBQlKTIas207nc5qmulgAiHkON62nfE1aozDjOc4Q7dSyawoiqFQ0HEIQkB2iY7jJJNJ23REUezr6+vt6U8mk5ZlybIsuCQK6XO/evGnP/vFv/7T97/4+c++j8T63t/Zh+8L/9It8sQrOgA/6Ltbx078h9ZNN/t9rzlW+b3ygP1eVianRsLMGnfv7Zi8/jXz+kIKb0AP3gwNuitSs15nta+YMfF7sE5SSlwuV17ANzIS+dWvfvWP//jdb33rbwEgn/70p9xut2UZFZVlzc3NTz31cYZhOI4rLChqaGhoa+tIa1lRFC3LRggJgoAxVlW1ubl5z95dw62ta9asWb58+R133MEwHM/zgiCkkolMJmOaJoSQZVnHcRzHwZgSQi5S2joCy/Ecn4jHq6qqMppGKS0oLP7H7/3TmXMtecGCVavXGqaNAWQZPj+/sL29DbIwFAqMjIxYlt3V019aWnH7ug1z584FCOzfv7/l+PGOjo7i4uLvfe9785cseeaZZwzDMDD53Oc+hzH+z//8b04QUtkUpo5bkUciwzu2b29rbV2/fv3DDz6YzWYURdI0LRQKbdi44Qc/+IEkKZKoyLKrsrIqHA6XlZWV1ZZ0d3d7fSo1wdwFNcePH2trb1U9bssy3KqyYOF8SZa3b9/2la985ejRw263u7ioFAAmFk1ACLPZtGFomUymu7sXAvYrX/nTtWs2tDe38i5XPB7Pzw+eb20ReWRb2uHD76ST8YKaIsSjzffevXb9GkKc3732yn/95w9jw4P5+XnhcLiotNzl9i1YtDQQLNx/4OCBdw6G27tra+YcPnw0GAi98sobWlafN2+ebqR6eluf+dMvcTz86lf/5NjhQ6lEonL+3OKi8nNnz/Oc7PH4OVaSJcWx6IpVqylFxaWVd951vw3YyEhi8z1bPvaZL33pma+7FO/55ja3ovqKQrV19eU1NVUV1R6Pp7ah/jNPP11WXmIaGsczbr+n6dyZ6Oiwxy0uWjhvy0P3l5WXlNfNsQxNlkVO5iKRYY5nFEWMx2OSIIQHhxKJTCQ8BCkpLAwNDYw4FjFNHRIqK6LI84ri0jSN50VFUSzTLioqnDNnjqqqsiy7XK7amrmqqra0tBBCt27dOm/ePEJIIpGQJKWwoAgAQAhwHCedTmdSGcMwIIQuxVVSUqL4PAACahHeJap5Xo7jFEXBGMfjccuyKKXEBplMRs9YAAOEkGU4sViio6MrPBCnAKmqKooiy7ICC1gWYYxNS7csC0KoKIrP55MkBQBgWQ4hY/TUYCyj7+KiAQGAtu0wDMtxHELIsqyx5yKEBIFnGCY2nAwPRtra2nieLygoCIVCY+oRstvlmDri2D/7+p9vfuiR5paW98uycyl/7+e/3T+dCRZcnls/tdiY9e4yOxwd56SkFFwwHxKCLy7cV71eT33oeHTK2NMv2PMgnVTVicWuGK8ynYjTbLbwqQEnUxttUhLC1JKzP+nMMpsoZ8rKJCmq6ep8PZ6Q6Wz8k6zm4yPnGoyy0/FzTpdKNB3fw8TPTmSQnxT+lDNtb1JvzmaEzCb7a4bbTuW1n/mhEylbZzjXUgooILnyvi5rnDFT1oSmgznuM96JcPJsncipOKn+s/GhzSY5Z+Irg1xsnGAKV+QMjTlDr80+dhpcDHWb8KlLKgUTyB7pRc7+mcbMxUpMzt+7WB5MfK+ppsfZpG9NHfNTiX9naIScPZtTz2A6781lf7l8sRq7DcaYUnKpAvCSBN8kt1jOWTBpfk2t8PhGQC6JLUweNmMXwzATGzzn64x9fLwYnf7CF7fISwOJXJpXsxoYU9hox2o45mSb1NFj3TFxtI+/xcS3m7iNTm2KmZfcnC08Sdgj561ALuXGC6cWhplUIOcuP8vtO6dcSq7PTkwWHT/50NkkDdJxCoOLYe2GrgMA+np7zp49Y9tWRUX5prvuqq4u37799SNHDgoCl9XSLS3NyWSqpqa2ubn1ox/5WChYJIruQDDfNB2EGK/XG0/ES0tLYrHoX3zzG263wsjSwoULqiqr0plsU1OzZTkuxV1eXp1OGaZpmZbNcgzLjQWzjSltIUIwtk2OYwxd41mIid3S3FQ7t8bQ9d/85jeV1dXr129Ytmw5wwi2A5PJlEuR2tqbU6moZWYpJatWriovr2qYv2DjHXepqnrq1GmOEeORkQcf/VB+fui3v/3tF77whbq6ub/+9UvBUODOu+546KGHOjvby8vL59Yvmd+wcGhgwOtRIcDDQ4PLli4uKizo7++BgEqyKMvSiVMnHQfF46nCgqKWltZ9ew/UVFe3tJzzeFwsB4eHhwAkqqo2nj4DGPqhxx45dPiIorgM3Vq9eu2DDz5kWc7p06cRYgf6BnRdX7liRU11VTIRX7Bw8f79B5577rlPf/rpUH7wzTffjMaTLrd7yZLlsVjcraiKS9y771UAjXgkKrp4bDrNLedffvmVM41nwpGIaRlunyvcP7B89fK6hUsAYJ746Md6enqWLV35i1+8+Edf+dpPfvzTUKjI4/XLsjuQF0imogMDzbyAf/7cTw8e3MdyyMEYQMSyPKAo1jcEOUHXbISY9Ghq4dLFHl+ovz+CKXS7/Rs2bv7zb/zl4kXLa6rnVJRXnTvTzLKMJHL9XV1aVl+4YNHnPvO5A/vfKS4qTsQSPMtzLBePRUVeGB0ZGegfOH7y6M7tb778m19FwoOObYk8Z5qmIkkMAxECkiRKkqRrmupSJVEgmDq2MzqSZRDwekXDMFXV7Xaplmm5ZHcqlUWISyZTetbkBWFoMNzfN5BOZSzbDAYD7e0d586dUxS1qmpuOBJRVXd+fghjp7+/r7OzY0xn1e/3V1ZW6pqZiiXcqkfgBEBIcXEJISSbzCAGVpSVMxCNhMNul3uMkNgwTWxSj0/meSYTMyVFwA6GAMgKK0siAiiVTOlZh+chz3EEE47lCaGyrLhcaiqdTSZTCDIer5dQCgEDAQKA8Dyv6zohAEKEMZYkBWMCIWIYxnEcjB3HcXiOA4Bm0jqFACDAsByhNC8QCEciS5YulWQJMYxumHbWkF2u7q6uf/63f00kE5vuvPPWZ++8XH9vdka1nCvm5E1uohgOvMQbPvXkec1kDNMchafFYDP8cQYT5rXhPTAN4cesBB7g1aGdmX0X04GxWUpN3Fi8l/NkfM1MJ7MfOdM9YmbSmukOoFfXm7Ou7cxcMuBaQ8JmW+wyPQYwQe2AgikpNDmjPceRzKXK55jmdIaWz8l1MZv5NctpeCt52OCEVLRLq+Psp/8FebVcYHO6516DM2SWouQ32514eVAumTREL+rUQTA99c7MNqBZyotfjwtrlmsFBVPWwwk/wOtouklGUjBNtl7OGTedgWy6zeh6HH05l5pJ3TTxLa52l59dTabFe5efZy6daK6wzY3jvYuCpaqqIoQYyJSUFC9btnT+/IbKinJASW9P10c/+vjmzZtXr141r77u6NFjgKLi4rInHv/o4GBUkVWOkxxMAACiJBQUFLzwwnN/9bWvPfDoIz3dPY9ufbS+vsG2bUmUG083mpatZXVJ8pSVVgmCaDuYUALgmL4OxQQAClmWYxDgBcSxqL5uzhtvvO44xh13bHz1lVduX79hbl19Xl6QYTnDIpblFBUVW6ZWVBj8+2/9Fc9z9fX1NVU1lFBMQVtr68DgwIMPPVQ3t94TCOXnh2RZCQQCCxbMz2Qyzz//3IYN644cOdzYeGrJ0qXhSGTFqvXzGxaqHvV807nv/83/fvSxx25bvfIXzz8XDg8mknGP1xOPxyKjI4rsPXHs5LJlK/r6BvL8gTm1NfHEqGWaLAsQAy3TLCgoYhAXyA+UV5X19Q5ms3osmpwzp66goLiqsvqJJz568OChQ+8cCIaCRUWFPp+vu7urpaWlr29g44Y7Nm++Jzw6GgoGjh47UlBQdM/mexc0NLS1tm3b9tujh3YDFmNgIwQVt/u++7esX39n1jA6m5oVn6rpqdKKwk89/ZnRhOH2+BoaFi5ZuvzIsWMMYgVePHHk6P0PPRiJjKxYscLj9hw4+HYqNXjixIFUKoGxbdv2mCBBKpV2udxf/OOvOg7t6Oj+3Oe+IKvqoUNH4sksywpbHvnwH3/5GVX1Z9J6LBa3bdzfP1BeXlFZVhYZ7B8a6Pf680LB/FQyfez40YaGhnA43NnZads2pcS27VQqaVoGwTbGtqFrlDgsgxiGyWRTWjbrODbPcwzDxONxkRdZxFuWZZnWmFGI4wDBZEzJXBQlBrHxRMrl8kiiK5lICbzIMFw6nXW7Vdt2tKyWSqeGhoYNw9QyRjyZ7u8fHBgcHBoaymRSCMHwcJhjWYxxcXGJT/WHw2FD01me53n+ovA0tLFjZPWMljEMw8gaLMc4jkMIoZTwIpIkhWGQpPCrV68qKiro7OiHkPAcJ0kSxthxbJZlRFHgOE4UJcchumGm0xndMGwLmyahABNCbMuhlDo2ZjkGQiiKEsuyGGMIGN3QslnDskzLsizLMU2H59lYPCuJHGIZXhAoAbpuRAYGHEJcLldrW2symcSEsEjA2DH1DGJgc0vTc794/o6NG4OB4O8V3ruioNl7i/cmkrbl/OC7ifemGhpvIN6b7u1m9lteXU3+sPHedAP+huO9WbJ93lS8NzFlb6Kg+VS8d/kRcNydNX5KmkCG+QeA964KRE2YhhOP3e8G3ru2IMkrIqIrapTPcM2+1SYNoXF9+cvMfHRmO+C14L1JEQHXiffAFL6ZHG0CwU3FezOsbDM3znTr5HSzeJaBJ1f0Dea8xvHezESgtzDeg7ZlY0xUt8qxAsYUQTaTyXS2t8+ZO8e0TcM0BVH8+fPPV1TWrFu/cdWqdYriZRgXACyEjMutsiz7q5d++cILLziO9cRTTw0ODf7RH32pvKyiv3/ApXhCwSKfL1g7Z46iuAcGIggKsuTClBimDiAZc7WORXSyLJJkxjBTtmOmktFEIur1qCdPnrBse8OGOwqLSl2qh0DWtqjEuwf7+kpLivoHOooK886eOV0YCgGK9u072Hq+/dixY80tzaMjwwBxLMcSQJKp5KrbVrs96k9/9uxweHjdhvXf/OY3Eonkvfffp+vmgsWrdN1MxOPnGs/UL5i/oH7ezrfePHf2zONPPFZeXnb23JmslkUMY+jWnDl19fUN4XDkzjvuLCst7uhotW0DQBINJzhOLCjI96j+rt6ehx/d6vEGDrxzxO8PnW8671Y9fl9eJpNpPHEyOhpZsnRpVUV5Ij6aTqfb2jrKK6okybV7337VqyIGDoWHWQRKSope/MXzb7/15vmWRtmNVFU2TYvjhac+9dmHH/1wU3PHmXMtgihXza2l1PnIkx9ZuHT54FBKN+xQqGDvnr2/eulXtTXVzU1NseiobdvlZSUuRTp54vC+Ha+dbz9pGhmGRTzPI4Q4yMxfsDAbT1GIampqGxvP3H33ZrdbfXPbtnl183u6+itr6u67f0tXV5/s8ui6peuWz+uVBWFubc2O7dtOnjhSXlGOIOrp6RoeGnJsJ5lItp5vHR0eMkwTQSRLsmNZWjZtWRqkRJZEURQhhLZlQQoURRZFQRQFjuMJIUbWYZAAECOIIi/wNrYtm0KIvF4fBdAw7aymmyYGkB/sGSQQIpbPZDRekLWMZhiW4lJTmSxxsOrzYkrDgyPpTCY6OBBNJoYG+pOpZDqdYhjk8XhN03TJrvz8fIdQQ9dVl5tg6lLcLMM6js1ynCLLsiRnM1nHsU3dpIRQAiCEjkWyac2xMISor3tAN3SeY3lO4BjOMi3HJjzHQcAYug0pY5kEE+DYWNOcgoJ8v98bCOa7XaphGAghhrkQw8kyPMfyhAAIGdOwiE0AgCzHMgxiWYSxjQB0q27bwYZmiqLECYJlGJwkmrZtmSZkkGOaLGIpIZIkCAILKNb09LPP/ZhhmBXLVt6yjr4b49+7hfAepLeIf28Gs+UNxHtg1sz1k6zUNxvvgWlo0N9f/r1JQUc33L839Z45Xa/vBt4Dl9G0TOffA5Pjcqc+bma99T9Q/15OL+iNxXuTtBmmCy+/WhWT2XjA3gXv6BX9eyCXf++a8d50CgqzDMmeoZWugHXfLbw3s/bMpKDxqap6k0KgZw/VrgjkpuqtTwoxnaj6MDV+e9wBeEv59wCiEFIIAbpQa4Zj+VQyrWcN07RtC8fjydbWVtsyE8l4cXGxY2NN0wJ5oTx/KBgo9KiBVEoPBUpi0UxhQTFi0He+8+26eXOfeOIJn8/T2tq6YGHDiuWr2lrbTRPznCRLnmQyXVxSUlxcqkgeUXQpspvleMQATGwKHIZFiEEEEwLseHyoo7O5fl5tIjqqKFJvb3cymfjoxz7W1zcYTyQ5XoaQc2yATeKS5HPnTu3c/uqnP/kxBoK3d+zQMub8eYvb2try/Hn337c5kYyGwyOmZUmyZBiaJEk+nzcSCfv9/sN79xaUlpaWVlRVVq9Zs660opZh2FQyeXDf/g9t2fL6q6++veOtspLiTXfd9fq213o6h91+VzAYdGxMKOnt7a+rqysoLHIs860dbyqKaFq616fWza07duxEIpFhOaGytl5V/R0dvcl4hmDk8+XNn9dw+tSpfXv3LFhQP3/+nKGh/m3b3oiOxuyMfvf9Dz7wwMNZTTvwzv5UOpHOpDLp6Nkzp08c2OvP9xcUBDUt43Z7UymN4+U1a+9sbu1rbx8QRPcdm+9HLL/p3s1LV6wYDEczKbxk0TJFcv3j9767edPdkiAcOrjfNPX+7raj+3bt2bcLUEtW+P7ejvzCwlg4ajsEW3j9HXd96UtfwoAeO7D/+MF9rMQdPrD72Mljeix228Y72rq6TRuvW7/R5VYNyxZEXhTYSGTo/Pmzb7/95oH9O5KJYUFkHMdwueRUKiGKfDabdhxLkiVASTabyWYzhqExAGPboRhzDIcgZCDiGLayotLjcUNADcvQNE3TTCPr6BbR0llN1zNJzTYIwcAf8o9GkwwrIEaIJ9K8IMmSa/ltt9k2xTYJ5BeqHs8jj271+YMUAllxLV2+Mj+/MJVKU8jW1NYyomDblqXphmVyHEsIGY2MaLpGMdU0I53OplNp07BM01BVlRAaj8ds2w6F8nleSCYTY6kNDMNgGzsWARByHGs7TjyWsG2bEspxHEIspQBj7HK5i4pKykurKGFYVjRNyzRtw7AKi4rKSssRYkdGRmLxRDqd4XmO4xhKgeM4DMMyDIcxwZhACFmO5XgGQsCySJJE6Z5JWAAAIABJREFUQeQpgNlMpqZ2jsfrzWa0vEDA5VETsZhhGP5QHicKfn+A2I6haZABLMs4jmM7hqYZu/fu2PH29i0PPCLL8i2I99jrOLLcitcMSYbv1dnuJtEPTiIAnM1bTyz5LhzR3kfDZmZvzM3rxInqye/toB1jOBzn55yurybi86knVwghoOBdG2O3En67ijPleFPfnBl3BUKL69QsefdbGF7Ow3nFxW2W0gLXMDGveU27CnJUeKsM2pxydtOJMVwVX+gsbZdgGilFkEuO4oqC8u/ldSGEEl5mAqfU5VIZAAFADMOIIikBwDKSRSVBWeZtxwCA9PUOJJNJSfQsXzZvdCQ+OpJVZM/Q4Mj+g3vWr19fP79u+/btVVUVTz75pGWZHR1dixYtefXV1z1qHgSC6vYRAjCm+fmFlHCxWMywLa/PBQDBGLMsAoihAEMATFPLZpMvvPjzwkCIZVmeZz/xiScTyYzH5x2NpWwLY2AKnEQMIioKsUkkPPTsT38MKOZ5XlW98+c3nDlzxqt6Nm7YECrIsxzoDxSYpnnw4JHt27el02vXr19/6NChl1988anPPp3JZByHlJdVJjRDFFzbt++oqqphIGpra7MMs6627uXfvNx8ukPysfPmzc9kU5HhYQCYBx+4N5CXHw6Hy0tKk8kkzwG3qvT29jgWwA51uVyyNxAOR2PRhCJ7kiirWRnHwUePHt25c8eceXPKykvOn29OJpN+vy8QyG881dLc3Lxh/aZVq9bce989ff2dP/npfw72t1mx9OYPPVBaWHT40JFsWvP7ArLk8Xp9LCurHqmwCI9Ek9VzGrKGESoqU32hlrbeUEFRXl7wrbfeLCgo2rRpU3FRflfn+f379jzzta8wDFNZUTEwMPDSS78srajMZrOAEQCFAJPNm+8JBoObN2/y+9XXXn+F59nIIMZW9qGPbO3p6/lff/1Xe/e8s2vXzic/8endu3e3t7cTy8xmUuHBvr72ZtktixKv6SkIoc/vTqWdRHKU4zhNzwIAPB6XKsipVCqY5w3keQEApmGPROPZrCNJsqqqsVgsmUzoRpbhGZaFlo59gXyOlTiO4wVmaLjX0DWPV/V6AoCyquqxLMsxsSvkKy4tmVNbJ/BKa2ubbWEEWZbhFy5cPDg46PF4Fy9ekkjEh4aGVA+orZ07MhI+euyI2+dNpxNaPC15FF4UTM3s6exGHAcAQgC6XK54PNp89izD84LI2bbd0d4uK4pjOpzIUoaOpagjBrEsy3EcAMi2LJ/PH41GKYG6ZugAmJYlipYoyAwSbJuwLGIZgUEYApxKZUZGRmzbzmSyhmmMnVV03RBFSRAEnhchhLZtj/G7IAQJIZZtMwyglHA843bJWtawbZvnBcu2ZFlGLJtIpSilHM/zPL944RI7ax7auz8WHUWISrKAMbQdg+f5c01naupL//1f/uujj3/s9wHvva+PYu/dYRrevNterR7DB9f1QPebBI9vkT66Bmr7myTZ9/s3hN7DLr42/95NXXhnDzJnSbV/Y7U9por+3cBmme6eELx7Wj7TwaepQGuSlWfSv6aixNkMiZmdbzPkYYJc2iqT8PmtB/zGV0gEAAAUGabpUX0cw2hZHTsYQhgKFUDqTaZGR0cj6XS8p7f7/Pnm2tq5EKBMWouOJvNDpemUcfToUa/Xu27dulde/S0hZOnSpZ2dHTwvMAzr9eRFRxO1NQrGIJBXQJGJiW0YFqDAshzLtizLwgQDiAlhCAWEEEHkRYlXPe5XXnyhrLJaVdVAINjb3+fYoLyiVpQ92IGpjE4pUFWVONbdmzaZ5lBHe2NnZ6djWSePHJtbXb9gwcJ59TUAgLbzLQePnVq0ZLnH44lEwjt37hwdjSmK0t8/CHi+uLj01KlTLMvquimK7sOHDnd2dj5496Zvf/u77eea73vwvrvvvuf7//IdgEBxcfHSpUtPN56y8+mWLQ+PROJNTc2Pbf3I9je2lZaWDg5037ZmpaLI55vbOE7QNXPDppVeX+DNbW9v3LhRkdzt51tXrli9d88uSqmquFTVVVdXGwmHf/7z5xDiSsvKOI4bGBhAHJ81Ujt3vd3e0erL8y29c929995z9J1DqXTS78s3DZpN6ZVVdcFg8cBQArFydU0RYsRgqAQyUiptAMirLl8kPJpOZ++6YxMgcKC/t6OtFWSTSxY3uFzKt//+7w6+805Zefmy5at3794bDBRHo1F3ntowf+GYokBRcQHGVmRwuLKuOB5Prl13209+8oLP5/F61V+++MuO7q5oNJ5KJaxEnFdERCxATdPCPE8Ekdc1M5GIMgzQ0qYgYQAAsAHGtsvlkWWxrKTY41b1THZgKIxtxzIsSCGLuFgiRhyMOODxuAsKQ3YR9PtLKGF5nmdYqps68ViVVRU8J5iW7WAKEa/68zhOcLs8qUy2pKzUMO3GxnOKopxva6cEJtOZwuI5tuMMDA26Pd6B/sHe3l7T1DmOW7li5enGE5lMRk+kGJEHDgEUKIoiSUp8NEoI4TgBAESIo6U1QCkYMzezgFJKbOoAh0Ecy3K2ZVumAyHENo7FEhAyGBPHcRiGoTbQbTsCRsLhKCXA7Xbbto0QK0lycjRhGIYkSRzHIwZBSBmGsU0LITRG6YQxxg4BFBGKKQUsiwQBjXHhYsuUvKIk8SMjI9XVtVXV1bquC5I0b968weEhVXWpPm8gEAAq8efljYXv8hgR4kDIjKVoAgo//sknjxw5/O2/+y7L3kIg69L6eO+nvjWzOX/mvXyKORDAcbEHSC7+EV9cr+kMO/fUfImcxab5L6XjMWMAAgjQWKoMnLKhwsnJDGPlL8YGQQpojjBcevG+l2lf0ZlFrqajHcv9+lexhVyyCU/cKC97rxm325lb+Bpyk672j9eDo2bzqUljaexAcFGAJbdFOWc/zpxqct0+mUvPmo5EIWc47rW1Uu5upQhAMnEeXSSQnFx4jBdyDEAQeuF29MK0u8TUMvZ/ANBFiWEwYZSCGRp/OnP+zJ0+NdZ27FUvTLTxtQEAMiNNxcxje+I0udo8tMsLw6nrML3AMDneaHD8sZd95FLY53T8GWMknxdanlJA6Rj3OiGEIsRcfMSlYhCiCU+hF1uOQojGm5XSqcXGY3QvVPgiJzMZ77qLdbiwDl1DqC2cDCTGGX0v0clCdLFZcoVeT4zum8QGmXMc5pySIKcW/DSDJOc7XOxfMMYuMynYGVJAIUAMnBgRDQmdzvk3m0156mIyUR9vYjzkVB5pMCWodeKAHwdX0zTIpQjbi8Np0jBA06HNibl5M2dO5lRNvNrRNeOyOT7I6eUb7qUHEQAQRHBCaumlvgMAQIgoIJAiRC+APQoBgJAiAADHco5tQwRZlrEtCzA0Gh0djgwmY8OR8GBlebFLEd85cGDJ4mX33/+hnr4hB7O8oPICZ9laNBaORCIrVyy3sU0xsR3btrFLVnbv27dg/iKRF7OGLssihdDQbIGTGJ6zbdu0dEJthACE0HYcAJDqksLD3aaZ3v7mtpFIOJGIU+JwAh8KBryyu3ZBvSIrksvFMcJQ7wiL2Pp5czo6mgJ+tyzzBw7siwwPRcJDFsEuRc0v8MTjmZq6hT5/QU1NTWF+/rmmprfeemuor8+bF4AM871//P7zz7/g8/sXLFzc1jn04i9fWtAwJ+hTtv3mhbr5daVF+bt27x6NjFTUVH/m858WXPK//+AHxIFLliwrLSkpKysVWPZv/vqvVJfrwQfu27d3byhYIMtyODy8b9+BNRvu2HT/A83NzUsXLxoYHJQF+Xe/e7Wnu8/n861Zc1tFWcmJk0fPnj3NsWxpRcXBd44qbs+SZSuWrVj5wvPP93W1rV6/bqC741t/+3e7d+/++X//aMWq25ctu+34qZNHjh776JNPLlu55tDRk3PrFsxvWHDq1GlWYCory4aH+tyyiyVoZGTY5ZZCIb8osP0DnX/zv78piJyA2MHhQRs7WLc8eXnAYRXRVVBc1NnZKYrCnJrq7q72tJ5lGZDR0oLAZLUsoLCqpm5waMTKaoKqYoyNZJpRJEWWTFMHFHMMhA60aZYQW3HJyXjGpbgARAzhfCHvyOgIsbFDid/j8fp9ju1k01nTsMJDoxCyoij78/L6unt8gYDqVU1Tq66pKi8rMWxsWdzIaJznWF1Lj4SHGhrqXZJoWfarr74uCMLt6+/AhJ48eWrDhtslSeI4LpnK7N9/YH79Ao7jdu3adfv6dfUN8/t7e7p6e8pLik+fPmKYusBzblWtqqzYvXsXyzIQwmQswQsCy7KZZEoUJZfbHRuJAgREWbJNneGQ263ato0QNDWTEGro5tg5DTEQ2xgAwAkcxYAADCFwbMLwjMAJGDuQgYhhbZ0CAjiedzAGgEAEMcXUwRQBhBDikMSLLAstWyN0jBKLcWyHAigL8hjVs21ZRUUF5eVloiwMhge6eroQZDheWL16jWU5O97aISjyyhUrbMeJxWJer08WlUjfUCaVDkeGtEwWsUAQOIwxoZDjmEBenurx+H15NdU13/n77/l9/lsE710hf+/a43zohPPoeLIynBWoycmnPAPeu/xfY6dRCC8cPuClHRZACNE4w8TYr2C8GKHgsg8CSsewIpz4dZEv/bL7IzRTcsvVpo/D2X6Nv+kE7JnjLEvBrBPor3ODnGVmC7xB11WhnUmnvZkhx2ySf2443pvly14/3pumGJo6PS8RbU48xICJFBoXgBa8MOcphGDsO6XkIqK45DbM2ZI5FSOmKkPM4B65dJOJLTlp9l0sjAmZ0WA0k6fims0TOY/F467UsRPvGEP+WANebLpc+m8U5sThOVHS2AJ1kcwfgondBSb+MOlXeNFne2H9HGO5v/jZSYGjk+NICYbgku0MTtTYu4alZgoyH//jRDBAxy1wMyScTwQVkxQypqq25JyYs3Fn5TZyXfg+gcP2YilmDOFBiABEY78CiC5q405c8yc9N6fuxVW16lTNkhm2hpyMKVMXLnphw7lMXwGh8b2KQAggupCoiBAcKzX2KgjBy1P2wPgPE78u7cEw18YPAYRXu3Pl/Did5qxyqU8IABBdZmEd6xKGAgQhc6lbIQLMhe8UQcAgyFBKIAIAYIwtgDABgHe5BElau2aN36cWFxQCxz525CghZPVtt1NKk1ndH8rPWkY6FaOABENBgBBiWBtjy3YoAL68vOaWZn+eT5QFCCFkREIQBRBT7Di2gx0AAMvyCHKUIkARgzgEkcTyMi82zFuwsKHB51VdilxTXRaLDQHWOHJk5+mT+w/s336++Yhb5VWPkEhFFUVdtnxla0dnW2drZXVhLD0siIQAzetX+3oHentHNm7cdPjg4W2vv+bzKh7VdeLEsXQqgbFdWFws8GIwP58T5G9/+182bNi4YcNaXY9V1ZWadvqN7a+nsulgQfGjj38sazonTp1t7ehevnL9XXfeU11dBSF5842X21ubCXY6WtuTsYxtOfPq5nk8and3G0HOoUP7Fy+uKyzMKynJ37377dOnTy5dunLevIb6+gXf/+d/SiRTeUGfbumrVi/H1I6nRzU9sW/nWw7CX/3a17Zsebi5qTM8FHvuZy96vYV33nnfbevveHv3voHBkS2PbN21a8/iRYsWLagfHu7P86ujkYhpWbZhBwMBkYEuic3Pz4uNDJ09d2rnjjfOnDxGEchmM5lIEiMqSFI6k2Eg4/V4hocGo6MjtqUPDPRpuuZ2yaqq6ppu6KYkyOlUNhFPIgh4gUPQYSBGDLbNlCwBgQfZTFySOBvrLMsIohgZTrIsX1JWVl5RVVZRSSnT1tphGDaEjMfnQ4jt7u7XTUwoG8gv+vhTTxeVlB7cs7+osnrd+o1er2/ZipUVlTUDg0M73943MBLP6sbt69adazp33+bNLGJLCksOHThMKVq5au2ypSvPNDZlU1pJaQnLMDwnGoZ55uwZ3dDOnGkUFWXt7WtPNzb2Dw4GAsFwJNzWdtowk5hYPI/6B/qio1GGZQuLikRZSmcztmNRBBYtXbxi1cpwNFJYUugPeiFDEAcoxJQ6vMAqqkIJWb5ixQMPPhCOhOPxxJgh0eUWBImlkFgYAwAoorZhY4wdgG3bpjbFjk0ggBBgjEVRJJiyLCeJMs8JesYwNNOxMQUYO44oCCzDEUIElocAOrbNIS6UF7r9tg3Ll6wsKiyJxKKZbJZSOhqJdXR2dHS0z5lTG8jzDw8NpxKJRCxGsCPxPMewgiAAAHRDBwCJokwpRBAyiPV4fB6P1+12d3V1/vC/f7hk8dLSktJbAe/9Psdz3hAn0gfXB9cf7DXmupulksTMnq53gbX/mt3CV2S1vWan9y2y9F1bzacum7MXBx1zVt6MjOXrjNUcH6uEkIl+LXA5eeZ1xjW8LwbGxBjInB7s6RpwYphrrtkEphNpHLc1TLTGgCkho+/5EnEz2vuiUx0ASAElYyFEFxbYC+EmhGM5UeQZBmYymV0H95WXFlqOHY/HE4kYRQzLItPUHcfieV5AHMdxAICxHCTbtjmOwxhzHKfrus/ng5DkrMe4nuRY29oW9nt8sajt8rjyAr45c2owsQYGexYvqu/obImODvs8bq/XPTo6Kgg0HO5BkL9t1bqf/Oj/7d7z9p13bqgor9i1a8eHtz6qKG5dsxWh4K1dh15//fX6ujqMi37zm994PB6Px+1yuVIZ/W++/vUtH3uqUNPf+H8/3rLlwaVLlwoCYBg0MDDQdr49k9WBA1euuK2+fmHL+VafN8hzUkVpqc/rTqVi3d2tjY2neJ4Nh4eXLlpBMRodjWFM2ju7KWJs2ybUef31106cOHrvvfft2bPHsvC8efM4Vuzo6CwvL29vPx8IqiP9Q5Zhr1l9W2Njo21h3iU/89Vnli5d3tTUwvP8m2++KQjCV772jCK7U5lsR1f3mrW3FxYU8Szf1taxYsWq8GA4Pz+fYlBdUR2PxhBFiKKezt7m1qa3d2wb7ukAAEOZ5RgeY5uThYYliyGhHR1dtulEIsOapkFIDUNzqy6v1wMhSCYThqEBADiOY3mWFziOYzHGyVSKmBggILl4WXbF43HHIbaNZdmlaRohjihxiiITAubOmSdJ8rZt21lO4DgOY7uvdxBjRxCE/Px8l6LW1zckEonGxkbB41mwYIHP5wsG8ziebW9vP3XqlBaP+4KFWx7+0KkTJ1RVdblceja7a++eto72e+65b8GiJYqiIIQ8ef7a2rl9fT2CIPj9PjOZHHacUCjAcIKmZc+fb87PzyfEGQ4PeTyqgw3LciKRUcswASaCINi2lc1mIARer9cwjHg83tHRbllWJpMh1DF03cFWNmX5/MrcuXP7+gZkWS4rKysrK0MQMgzgJUaWZbfb7WCc1TReYBRFMQzD4TFCyHEcQgB0CAUEIQIhJbaBMWMZWYAQITyEkNomQAAiaGMicgLL8BAiliUQMAiy2DFtjBFiR0ZHDdPO6Knm5pbh4UFO4Hx5eRzHxePxcDi8ZMkS0zR7e3t5nu/r6zF1I+gPJGKJeDxq6SaAQAMawZjlONu2Rkdj6XSG44YGB/spBh//7Ce+/tX/+cXPfv4DvPcubWwzHOCuai9/dxJg3vOj4QfXB1fOiTOD9sZlWT3T2tEhuAWSFWdTk5wwb1ILzD6e84a/77UtYlf1qetYNmdlArge2Hn9i/AY5LuGrszZttcAFN9z0+ekhLcrWkVnSQ82Fu0ylWrlYgvDicAPTBPIcwPHzy1wkQvRuhci29GY0x1cYJolF736wDA0gWciI8MA0BMnjzFwiSBwWUNLZdKyywMgsW2bYRiG4xADIIQYY4wxIQRCyPP8mGcjm80yDMMwOdpuHOwBAMYSmTAhZ892Ncyf29HRVlNVTins7OyCAKtuz9tv7Vy+fOGCBfOPHDmoyGJ3V3N4JC7zSjIejYRjksTHouHwsAIIDIejgCZcinf50jXNrYMn9u3lOfTwlgewo0uSJAhCOBwur6zZtmP3737+fO2yFT6P78EH7h8Y6geQGRwc2LN7n23qLpe3tKh81W0bEgmtft7iVCb5xrbtAX/eaCQ8MNj9zv49LAMlUVQUZXR0tKyk2sKgoqqmu78vnsioef7i4uKhof6mpqZkMpWKx7c88pjbrUTCcZblFy1aVF5esnffDstxzpw+vWLFiurKGsuxE6mMJCnRaPzY0RMsyyYHB+977LHVq1ft3rMXpjPr1q176hOfbGpqmjt37ltv7dS2PFxZWam6PJ0d3QhTnmHTycxrv35x+/bXrVQCKcKaO+5atnzJa6+/nEol0mktEAj5Pf5UKiVwvJ7OUoYBgLjdioMtnmcRgqapp9PpsRAPlkOSJDAMgxAklPp8PlmWOY4hhAi8yLF6UaEvlUpl0rphmISQuXPnMgzHIC4ajbndOBZNcqzAIIZSaug6pCS/rKCmpiYULPD7A//8T/9GTXPrR5/Mz89PpVKJRLblfHN/f39yNLx87fr6hUsty2w533THurWxePz48eMDAwOBQCCdTjc2Noqy4jhOIBCglKZSKUVRkqkUAGTz5k2U0uGRyNBwr8stulVpaLhP1zMFwWBWS0ej0Ww6AxlUWFpSXV3d1NSkpTIMz6qqallWZ1tbV0cnpSTD845jMhRyEgMwyGazoiiGByMlJSUtLS0tLecjkWFFEUOhkMfj0XV9ODyMMRUE1u12O47DchzDMLquQ8gQRFjE8DwPAICIEGpzIksptWwDOAAJUBRFlmWzhj6mxwAAcGyCIOU5luM4SODo6OjIyAjHCYABvMIFgvlV1ZV1dXWZTGbnzp2maQIAWJYdS8YzU2ZfpjeTTCVGE5QCwACe5yiFhFCWZSGEhmGkEunCoiKvL89wjExW+/5//FuwoPCR+x9g3lOphj8I/94ki+YHR/kPrg+umzRxZukMvBVm4mxqMvUcP4kB8v3Sg9dc2+tfNm8U6rvoBbpZaPma6V7eL2BvBsA8e9Q3ycozw7S6GIY9hmrG0d34cSd3iiD4/YzEoQASQC9LZgaAAEgAwOMEB9g2AS+5ZEFW+IKC/JLSorbWZtPQs9m05FYZFmFiA2Ys2pVijB3HAQAwDMMwDM/zjuN4PJ5MJjPW+JhMuxRMdGXX1M7r6Oz2eAPxZLqjrdnBZkG+/7lnf7zprrsWL2oYHOztbG/nOcjJHMuYEKLzLadUNS8UUjPpxPY335AF8fjhE1VVc5Y0rD548MQ999zz5a/88Vvbt+3fv1cQ+E2b7opGo0ePHi2vrH3yYx//9a9/13by9Fe/+denT5/056lBf+Hxk8cQQl6vn2PFrY99LBQsOnHqrEvJSyYMl+IPBvwU6309Hf+fvfcOsus67wTPOTeHl2Pn3A000EADIAGCBJgBUoHKVijbGiuNZz1Os7XjGc/WVm3Njseqsb0zDrIl2eJ47bGsZEmkKDEoMCAHIjY659fh9cvv5njO/vHQzUZ3o9EMoEgJp1Csfo/33Xvuid/v+873+83OTKaTEQXjQCBQqlSe+MC+zNwCRfORaBJRbCpdd+KlV7bt7gIQDw4NQZoqlUpLS0vPP/czz8P33rffNE3Pw6l0+sLZC8lo8t/9zu/my+Uv/pc//qu/+NLd++8ZHR3r7d0JJHH/wXtKlbLje0o1//nPfzYeTz7/wnO9vb2qWr106UJfX1+pkOdoqrmhfmJi4tK5q92dXXv7/0Nzc2NjUwNFkVOnj1uG7Tk+Q7FqVTtz6qzneRh7iAIsR7uehSjC0SwhWFWrPnZdzw4EApZlIgREUXQcxzA1UZR27tzZ09NjGMa1a9eCwWA8ngQAXL16laIYnkfRaLSzs9syHVkOnT1znqbZSrnquR5wHDYod3Rsk2UxGgu3t3UKgnD27HlJkg499lgsFqNpWtO0s2dP5ws53/ejicTBew9YFn7l2IsBUWhsavzm1/8pIEi9vb1zmbmBwcF0uj4SiytqVTP048ePR6Ph8fHx6ZmpYDL54IMPPv/8szSNisVifX2dZRmTk2MsTakqqImYQ0QHA8FEMhaNhXmBdT225l+jKEoOhRBCNeBkWrrnWoFAgOddSMDSUg4xVCgUGhkZsS03EJAd2wIAsSyvqrphWAzDOLZnW65jeYihIKQIgYRgikY0Q7u+CyHkJd5xHJEXCSGO42CMJUlyXVdVVQhpy/F800YEIEQjhFzHpCiKohCiaNd2XdcVOKG/r38xt1jMF8fgmOu6ne0dLEsbmr64MKepmiwLkVRQURTHtQgGgbAkywGWZU3TzmWXKMRwrIAxBsTp69udrq/LFXPXhgY7u3v+83/74le+9uSPvv3tnyODy631916Xy3zVSr1B/t6GGc9bu9sbPw+2nrBrQ4mzDb/cat3QrW1KsCnN9O2IXaz+6o0ZQL9I++7m/B+b5O+t7/TblL+3xctuV/4eQGv03NZzbBBC0KZ5bpurOYON0lk3zya9ZX/d0Du3qtLNZvHmjIKrrfk3w9dyy2F5k2kIN/yDAPwGYlBvICq4oYjfLYTUrzPKrAfJ5JZqfhtW5caGuh6duOFuqxi01vT+msS8lcSzDbt15RU2FMzdEOSsuc/NZteNn24YruiGCoM3tge9gfje+sAduIni5eqm24rm3g0ZeNex3w0viBAiBNxSbP3t3BreKIzbYPEBK5myyzQu109XwhX2F0IIBtAHAEOIAfQhJBARhmUYilQrxb/8H3/GsvTHPvrhH/7oh6Zl333gQDQa8zAgBAIECPZqBIO1TmEYpgb5bNuWZblUKiWTSYwJIXA5iP3a4KxZtytqqwzLGYaZStctzM/7rseL/PTkxKnjx+4/dNA2jSsXL5w7fbapod5zjWK50N7REAzKiALNDfWKUsTYhsBtbKwHECACy6XKlUtXI/HI+NT41NT40NC1cDhw5erlM2dPE0D6+vqnZ+dt25NjidmJmV27d3Ac9d3vfmtkaKCpqam1pfOJ93+kqbFLUd14rNHzYbVHv0zTAAAgAElEQVSq7enfwzM4vzTz8ss/NbQqgph4xHU83wd79x149Oh75uaz3/j2t2mGjkRDzW0pnuMURXFd5+GHHtVU/cSLx/bs2/e5z35hZmbqzPFXCEUCHG8pOsuwO3bs3NHb17d73yuvnDh/6kxdQyPDso8+euTIkUerSiVdlx4YvDI8cu3Jv/3r/j274/HIieMvXb58saO1OZ1K/OSFZ08ef7laLrQ01Rt6eXjo2uDglR//+LmvPfnV55//UbVaohBkWRr7HsvRkijwHENREEDfcWzbtgD0EQUt26j1RVtbi2WZFEVRNPQ8R5IkikKVSjUzm8nMLjA0GwpGfBeMjU64Dt6//2Bba+fOnX2RSGx8bGp2Zn52dl7XTRrS8WTKdT05EOzs6GpubonH4hCCkZGRwcGhRx89mkwmIURnz549f+ZMRalKkiiK4pGjRzRNy8zNVkqlhx9+8PSJ47pSTdXVua6j6fqBA/c0NNQzDBMOh+sbGhPxKMMwx48foyhKN9Tm5sbZzPT45LiPHUUtZWanPEMFDKSXRyNCyPf9Qj6XyWSqJcVxbDkgNTY1iYKAEOU4Dsa+qeuIRr7tsxwTCoYBATOTGTkgFwtF23Yi4TBNU9Vq1XVdwzDy+YIsy7FYzPU8QgjHcxzPcxzHsiyEEALiuj6EAGPgODbNUAAgXdMomuns6sTEr1QU7JJoLOF5xLcdggmiGez7rm0jivJcj2EYhmVNy7Qdd3x8wrAsWQ5QiF5cXJybm6sUy9mlRcexI5EwAJjnuZqWJoFElESMief5ECIAoWW7juVCSDmWHQxHeEEqlspVVfV8spTLlzX1pZOn3vvoozzH3cF7twvvbXi3reC9rWo6v/vx3lu+Ed7Be+92vAdeYzJYxe+37m7rLePaec5bUtTedLjeZrxHtgD2NoFMb60l+obx3uvg8V3HPvJGl/TXvQit67g3hPfWdutbgPc2pOddw2P5uoJat4jvvWPw3oYDb0P+qk1cM7fUoN8Iti2DSbg8g8jGlFRvhoTmnY73wCqiN+DXgn4QYogIgBgC4rlWqZh/8ScvnD1z8kMf/kB//+6fvfQSQeieg/eKcsB0PI7nWY5zLKvWUBRF0TRNUZTneb7vO45TV1e3tLQUiURc14OQIgSsHFquYb9arTD2XdcFAHAc69jOyy+/0tzcEk9EFxcWmpsa3v/e977y0s+mJyeCAenQvQevXLpSVYo9vW0Li3OVcuXuffvvObDf80xNr4SCwvzCNE0TTa16nv2JT35ien4+mU5du3ZV4BlFKV85O4CR+/jjjyUS6RMnzyLIPvLI47wk//3//GosEjh16rgkCl1dPR/5yCfDkbSi2JDwqmbbthcJRxmWCYjkH/6/r6rVimFUKQRz2SyF2D/4D//p6sDw6MTM1//5nx98+MHM4uJnfuNXh4cHDVNXqhWOZff07zt03wOaYW3r6T1x4qTr2s1tTY5jWooSFEUKUa+efzUSiba3d/7jP/4T8bw/+MP/c3ho6Ikn3muaho893VA6Opv+5st/MTN4eXhq1HeMrs6W4aGrx17+ievoxcJCJjPxzHe+8cKzTw2NXp2YHBoeGcjMTSuVAoFuKCRBSGgasBylaWVNU13PRAhYlh2NhgjACCFB4BFCNazS0dGhaSrGPibEdV3f9wCAhUKxmCsk0/U93b2vvHJyZmbe98EDDzzU3NwKADp//tXnnnq6UFYKmUWCKJrm7j10uLd3ZzaXw5i0t7c3t7RACAYHh1555eUPfejDyWR6dnb229/+zvz8vOd5NEPv7Nv5nve8h+PYpezi9NRkPBp+5lvfyBUKUjCYW8oZhhGNxRRFTafTyWSK5zlJlpRq9fjx4zzP9fR0zWSm4/H48PBQPBGVZX5iYhQDzEkczdCO5Xmeryiao+oUR8tBORCUDUsXRMFxbMMwisUCy3CCwGu6alVNISBCDAAEoVC4UCgEQ4FCtsTz7EMPPWjb1uzMrMDziUTCtu1yQU2mY9FotFQu67oeDocRRdXOJxuGBQjiOal3x47Wlg6G4To7u0LBaC6fxz5sbWmbnJyyFStRl27r6IIAub4PaZoXBM92sO8LkgQIMEzD81zfx4Ig8IJgaHqpUsnlCtV8XgoGOIGVJLlarVq2SVGoWlUty6MpRFEUgEBRVB/jVDLd0NCkqpppWKFIFBOYzxcnJqcXszkAYS6b9QnJL+XmFhdzSvX+A/t/LpDvFnhvi2Gf9T5gfIMrecWHCtbjvZU1aP12stqDvnLZ5pvrak6wrXgNV+6zhqF7821grTcX3qIyYFPK7A2p9t+Yp3ONl3p1AOKGKA1CYNVp/s3r9obL7T0fsxGr3oZEjjfDCRvSA6zugjViDKsNwZuZiW/e1Khtzzdj5lyfPLa64HXMkzebrRsNMLhmGK811G7FRnhDhZfJA1emwIaBkVvadivvtaa718/0Te6wzPi3PDY2Qo+rTd4NdeRX0xKuTP83wICyhtR+C1MGrh3V5DU0tZ4ycXVzrbfRX+9KsmYR3iIXJYIUIcTH3vLhMbBhL21YmTWVr3nB0Q1lZVCtbgGwTHK5cbhptcm7Om1vTY+vF9xbz+25plAUtY6gkqxHBTXId31SwNf+C28kxl09KNYgz9XiBOuHzesdiqvHA0VRN3PKrNdjuOVismbXW1ZiWFnWlhHdRnhv/Ra8YdmwwreV53m1r2f1CyL6eu+jG+ty40dQE10AAHie77pujQJeEASe5xzXpigQCgViseiTX/u7C+fPKUqls6O9v3+3HJBGR8cuXrzSt2t3V/c22/Y4TihVypIg1tiGajl4K/s4QqhSqbAsSwhhGc713BrA9H3P9z1CMITAcWzXdRiGliTRtq3Z2UylXGlpaRF5jqZhfX3atvSrly8xNPjC5z8Ti0amJienZ8b37O03HVs3jFSqXtfMawNXF7MLTU11ul72fGtpqQqBIcn8iVMnSxXjwqVL9XXpYiFXKhVaOpuSqaQoisVSRQ5GHjv6vkxmYcfOvh8/891cPpuIx2RZ+te/+W/z+Uq5pALCWBYJRRI0wyiaGk9EZqYGLl86a5o6REAQeFmUPJccPfqeVLLhT//0z/7s//2zcCT8zA9/AIh7/uwpgedampsK+eLSYu7b//Ctnu29M9OzA1eupJIx3zdj0dD87AzwiCTKC/MLS7m8j8G5Y8f/9e/93uOPHf32t755176923q65+dmerZ1Pff898+cOZZqSOXzi7nFDM+hUnEJEGdqamx+bsowqrFYiBFpz7c833EcE2MXACJwHC8xiqIwDHJcUxRZAHEqlYiEI4ahJ5NJ3/cty2IYuphX0nUJSZJHR0d13cjnq/FEFGNcqlQNw8QO3rm7v72t6/z5ixiTvp27+nf3247z4x//+Pypk4qu+Y4tykHHsNJNTf39e2ZnZ/ft2zc9PWWapiDw23p6vvnNb4yNjd1//+FEInns2Ilr166Z5QonSeFI5JOf/ERXV2elUtE0ZeDalaVcdnpqvLm9vVIo1Dc1BoLBu+6+GyEKQNTU3ISJP78wF41Gr165MjkydOj++3P5vCSL6XQ6GAzIAdn3vcXJaTkSsm2rp6cnFU/JUpBhaZpnACCKqti2FYmEVFWRJDmRSPb19cVjiYnxMZpBhCK2bTEUCyBczGQlSSIYYOI/+MDhSCQ8MHCVomiW4TVN91yf41nH8aanZwiE73//E/v3H8jMzS8sLFIUzdCsbfnbtvW1trZXqvr23p2iGCgWq0888cHxiZmx4dFILNnU1hmLxUdHxxRVNS1rd3///fffX65W6urSpVKRFzjbNAShJsLuWJbNMIzAcwxFsxzn2paqVGlEybLou67vejSCnkkIhRmGcz3PxySeSDAst5hdUnWdQGRYFvZ8QQ4ahk4AkQOB/QcOIhpVFKWltbmxqeE7P3jq0cMPCDz/NuO9X6L8vTvlTvklD3L+0nbfeg7GX/hX/jmO2/VUN29GgOFOeXetaW8JjeovWPE8D2MIwPWIHE3TmqY4jlNV9FBYCoelEydOvPiznwgcH4mEstmF3/vDf//1r389GAoFw1FgGKpmOL4HAPB9X+T4zSWR16x4a3KPWZatocRqtaooCgC4tbVVFEWOQdg3bdukKCqRSnV0Nj7z7I9ePXdqcSHz2NFHPGxfO3PKcp1cVq2rqzN1FSI8OTkJob2YtXq3JyjADV6bjcai4+NjgUjC8zwIkWHYExPT9fWJ+fl54tPv+/CnduzYMTGZ0TS1f99d+dx8pVz+zOc+tzC/KElhmoazM0uNzV2u6zIMFY9HK5Xi1YHBpWyRALuluUGW+dzCUo1G8uyZEwcP3pNOp64MXGIoeO7cOUNzent3qmoVIfTQQw+95z1PfO+7zywu5O+66+5cfqFcLkDkBgOSWqguLs63trWGgsHvfOOf7zp06MMf/JAgCI5lKdWyoVdLxaUrFyunTryEXYvnUSoZMXX9zOljgiAyDMNQrK4ZSsXmOIoQQnM0RSNJZgRBQAgpioKxz3KQF1iOE0OhYD6fN03VcRwI4dTUVDweb2pqKhaLkZikqipF0RRFaZouisz09FxdXSISiZiG09zddt99h03DtSwnlaxnWX56evbK5Uu+qQGG4nhGEBPhUIwA1NXV1d3dubCwMD4+evjw4ampiZ6enpdefsm27Q9+8Imurq7z5y9MTU35vs8Gg7Zl1fX0qKo6vzDX1tamadXxgUFaYrHpzkyO9+zYIQcCPC/WvEk17h9CyLZt265evTo8PPjgkSMvvvhiKp1QdTWZjNM0Gh4bzszNhOoS1YW8nArv2bMHeUy1qubzS7l8dn5hluMYnmdVVfV93zC0fH4JIYR9YGgGzSPbdmiaisajHMflUI6iqHK5zLM8IWR6ejqfL6aTKdOwNU0DAIiiyLIMcQHhCEVRY2Njo0PDUjDQ1tZmW97E6Oy1geGJickdvX2ViqqqSn1d04svvqJrVkdH96OPPzYznRkbH5EkKZ/P79u37957761lHu7Zteu5554rlUqiLKnVCgAAIApABkJYy6rF2PN9n2FYjLFt+RgDjuMoivY81bWJHAvW5PgghLOzsyzFSpLEMrzv43I2b1kWRTGebdqmNXTtWr5cEAUuFY8R4uXzS5/8zc/8w19+JZVM/nzw3ttgBq16BLn9j3i3ljuMMu8cIwbe5tTHO3399k+ozbP1bms11mhVv4Ef1gJFhJD1S+jbwHVxM5qTDav8mj78a2EoDG6qm/puRX1rorXvonXyLWnhzZlvNnzuyomTX56tiaZZz/Ng7dgDojAmkUiUZWmv6Lx6/vzAtUs0Td9777139fc/+bWv8QxbLBZbmlufevqZQ4cfeOHHLwpSAAIKAGTbDrzxAGktuLca49WCn57nYUyuaz7cGJ/3fZ+iKEmSWJa1bYsAR1FNz7Nc28TYZigoBsWRscFLV65QHL/7rrtpQXrumZ8efuBINBYbGR4bGhoSRTYSkqempiQJbN+erFRVTS2FoqJhOt09vfmiMj429eCDB7dv73jxxZ9mMrOSJOeLysTk6OTU2N69u0dGxkeHhiFwO7u6AnIYUoxt+5NT85FwHcakWCpyLLJtPV+YkYPh3/zfftdxjYDMjY4MnD11+YMfeoIQcvHSqwfuufcv//xPzp0509qSLhZK733fEx/76K/8yZ98Ua0YlmVHo0ld1wMB+Xd+57f+1z89qRkF0zQfO/q4o9jf/f7Tnu+IEs+Kwr/69K8NXLmUy+cdS/v7r31ZFLiZ2RmKwqZdlThGrxZpmmFpgmnguQYEDHEtWaLDIcHzfMd1WYELBkPlckUz9EAg0NjchBB03RCEUFUrTrHgE59mGJHnWZbzPZxOpw3D8DyfYRjP8zGGshyslNTH3/8+w9JPnzkNIHrg/ocb6punJucGL1/TFNMy5qbGp1zPqUsn+/Y8quvKhYtnm5rrsU8AdBGFJVmIRIInTrzy3ve9r7OrfXRseGEhc/jwvZFIZGJi4vTJkzSg6uvq+vbsC4VC6nJ56qmnTFNDDIMdJ5EOViu6ZRmKqt936P5YIsHw4vTU7L98/3uxcESWpeFr11LphOc7j7/n6MmTJ5PJ5MjICMuylUrV97HnuKFUoq2zg6F5papzrLBjx65ELjE3Pe0jnwCi6SbHURhjVVV9n0BAEQpzHOc4Tm0MG4alVw1RFiUpQNMok8mUSkXiA4wxQpQkyRhjnheam1uSqXRmYf7s2XOlfLGlrb2jo4Om6YGBobr6xtbWdlmWXNcbGR4zDB1C1NjYEAqpghx69fzFbHaJZmBbR1s4GipXS8eOv4wQTCYTL77ys9m5aQqhvr6dDMPMzs5UylXXxhh7juXWjpMwNI1939AMjDGERAoFGIYFhAIUBQgKBsMPPfhIJpOplLVHjhyNRKIsw+dyuR8//4Jp2yzDeRZwHXchM9vQ0nj4gUOp+tTc/KxSLanV6qMfPPoPX/n7Pbv6fw547065U951AG8rR3zfkjjJHV/1L4YX4GYn7sC6nK7bZLtvomyxRcN6Kwppb1sYc8On1M7er/7G9/0bJMZvxaPz7oJ87yLHzYbpyrepKdZo6/0yL0IEQwSvs6oQQmzbmpqaVJTK2NhoMh35/d//fYqiqpXS/3ryf6bTyd7eB//3f/d/fOMb37g6OAIh3dW9PRiMqLrpY8KxrON4G25JK+l5NE0TQjzPw8vKOAT4tbP6EKGahAMBFEVRrmerWqXs2jRNMQxKxiPBUMB1jHK5CGjY1t21sJhJNTZcGbrWvXP3xHTulROXIsFIV9fuQjE7NTUfj9czLM4u6a5DmQYjCsGjR9537tJIT0/Dnv6+tta6zNyY5zmarriuk0rVX758YWRoStWcxx973+/829/99re+cfjQQ4MDQw88+tj3v/+sFIhu316Xy5cxdj2faEapvi7W2XGgVFwaHrl6+coVrZJLJGNXrw5cvvCfCkvV6emJ/EKusTMdCrDlAv7Exz6lVpVcttTa1vKdb33HcXBjQ5Oum8ePvVhfH1e1ZLmMAPRCMTkQFKdnJ2fnFylO+I//8Q84jistLsbrU9hhPJFNhgMA+rmiSjNAYLhQMFKtVmlA2bbLUqxt2yzHC1LANE2a5aqawnJiIBhJ1zV3dnbKUsB2rGIxn81mWdczTU2SAgFZNnWrXCq3t7eXSuXFxUVRlAVB4jguu5hjGY+imVdfvVQo5QkhRx47QlPcpUtXL18acFWTkcNNTa2pVDIUDiSTMVHiL1w4y3IoFJKqVRVjZzYz0dzScM/Bu2Px0Nef/ApAoLWn+8GHDsdisRdffPnypavJZPrwoQcjkYiq6hDCeDx+5cqlqwNXTNP0TQ0APxBgICSQ8hWl8sBDRyKxSKFYPHb8FEOxXd3dnR1tLzz7HAYEALJz546XXnqpta01lU794Ac/aG9vX1zIReMRQRAikUjfzj5AaFGQEaKj0RjLMsmGlG2rPvYQAgxDEwxpmoUQeq6HEMLEr7ksK5Uq9oHveBCieDxWKORHRkYAICwPMcEAAJ7nY7FYMpn0fP/K1au262iaVl9f39TUNDk5ubS0ZFa0jt7dHnbGJubb29shRURZaG9vn5mZWcpMNbU0TE1PNjY27tnbPzMzDmDItu3h4WHbNn3NDiXCfbt7eZ6fnZnR1CrLsrzIyBKra5ZpGZ5PaiqLgiAs58tgTTNtu2LbbiyV9glsbGrdsXO3qpmYQI4XIEKIphiO5STBcCxLqyKagxhTCLE0rJYLhfzchUuvmrpBCLEMc++BPadePnXP/nvebrz3NjA03onvveFXuIM3NmmQ22RSbJEi6E58790yp+Ay5liP6NbHAN/arlmv6LD1EbuWK/8m8b0NPRS37y02GcC172r5dStVXV3nW4q8vVv8LOuH0Dt8Rt+S+ujNb1XLvQ9vNqF++eJ7K4E14ji2bduGoQOCJEk6dOhQU3NK0wzD0CxTz2Qy9+z/8O7du33f/+Kf/OlnP/v5XKG8e+++YDhCMAQAIUS7rsmx9OoFbaVVa0vKdRFq4pMbrTsIIcaYZVmWZTHGpmn6vh8IBAQ+zLAUAIRnaV1Xp6fGxsZGJ6dGGxpTu/r3BkPy95/5wV177mJYuG/vwQcfeNjQtdOnjnsuTqcTlqUoVbuUr+7cse8DT3w0Gq1v7dyraFWWQSdOnhwevlgoZCVJrJQNllcaG5vHx+buv/9Rz3dPnDg5OTgifPRXPAIJhrIciETjmm6yLMsLYQSdVJ0cCnBKVfvSX3+1s6v5wMHDF86+XC6XHNuZGp77zBc+/fTTT4djAiDewvxMOJzs7Ow+duxlCKlioWxW7Lvu2//JT3zqmWee+fo//9O27W3ZpVnH1a8OXISY4UQuUVeXK1RC4YjnAYqiHMfiWFpXFc9CgYAEEWEhU1EUiOmQQABGum7btiNJAQqxhm0ZhsnzfKourZnmyNCYIAXisbpEql6pqIbuRmJpSQxncwuZ+elkoiGRjFMQZWZmPc8rlUoMw3ieZxgGy7I1oh2W5QqFAoEwFouXipXTp865qgkQG29o3ratt62tPRCQPN/GxM1mF7JLC77v2rapKGWGpVRVWVycd113YnIMQCBGgpFIKJlMnDt3bnh4GPv+zp07AQCKoliWE4vFjh07dvnMKYAAoOlwMtnZ0Xz1whlDc+UQGwmFMMbnz59fzOYam1q2d2+vr68/f+6Momssy+zfv19RlFwu19TcRNN0IpGYnJwMhsMd7Z0zs7McJ1TKWjgcjoSj2Wx24Oo1Vat4rmtZlqqphADPczyPUBTlutjQHQI8AGiapliW91yPpthQItrU2FhzC3Icp2mWKCEKIcu1Pc/TdX1hYUE3dFu35ViQ5/lKpTK/sOAbDhsQgolYqZxvam645+DdLMtevnJhcW5O06uVSuVTn/309PQ0x9N3798bjYaf/eGVptZWWRYFgYtGQ50d7RSE4Ugwm806jlUtG1LAEUWZoRmG9TyfqQXPHdtxTBsAgBiK53mEEMvyLCcVC6VILK6pRjabTSQSe/fulSSpUqnk8xPT09OlpawYClsEYNslPoMgmZ2aLlfyoshhz9UNjZiAE1HXto4//L/+/Vf+6mvdXd1vK967U+6Ud90m+vaYg3dCfO/qQbKGn2OT1JfbjQ3ejAjeFq9ZYbx45wCP1W6+t5ZU9p32gu8i983tW9NW3BmrCWZqXf9L696CkIIQ+B72PVwzaltbWwH0eJ5zPSMYCui6eurUKdu2x8cnHj36+K/92qe/8hd//tu//bvpNMfwAs3wCCGKAhhj3/fXE5LVtNdX8B6o8X7BtYoyq6UyWJalaZrjKIryMXF939NMLZ9fWsguVlWFF4VILNrS1jo9MykF5GgydWB/z66+fRwr/ODppxOpxmAkurAwq2vVcKhx984HDh54cEdv/1K2Yuil+fnFsdHBQmGO54Ft24LINTYlMWD2778bEPajH/twbqn8Z//5vwqh0JkzZ5paWwcGBrdv316qGAAASCNZEkzTpmmqUFx66WdnGhpbjjz6eKEwZ9tuPp83daOxNbV9W3cut//0mRO5xQLHg8OHjspSUJICAi9OTYxRItXW1lZXV9fW1nbh4rlcfkEQWRb7VbVCHAoiQtEIUcD3fVkOFPMFWZSw7xiGZkPMsYBleUToro5uTuABBpWKqhQcWgA0xbmAQOAzrBiNJTrae0qqNjExZzv+Ur48N5enKcYwcSQe9txKpapjwvBi0PUBy9HJZHJ8fIIQwjCM43iu4ytVTRAkiqIwhizLyoGAqinnz59zVV0Ix1tbO5saWxsbWmiGsixL1Sq8wJimSYhPUdD1rHK5JAiS77uTkxNTU1MTY2OdO7cJAr+wmPn+U98duzK6rX9Xe1tnMBhWqnp7e3uxWP7e9743PzMTSCQoGqmq2t/fPzU54rhAlkA0GrUsY2JizHZJKBTq6OhobW0dGhp68Uc/YoLBbbt3ZzIzZ48d40OhcrkUi8fD4XCxWAwEgqlUWjfMhobGhYWFmZlMgA8Ui8VSKee4pudrlq35LgAEYIb4PiCE+D72HYeT2BoLF8dxmm0QREKhUGNjYz6fZxhGkAWMC4LA246j6zrHcYZh5PN5H/vpxrRHcE38HbgYIBCNRoPBYKFUHh4ZyC7NDV+7Vt/U9OCjD0QiEcdxQmFpZPhqa3u7KLHXBq9CGo2ODgeDwYaGhvr6OgiIrmuGaVYqFTkoEejzLAsBckyHYSieD0FI+b6vqqrvEc/zIISAIMf2XNeFFC2KAdO0ZmYyzz33QjAY9DxvenrGNI2pqaml2VkxKHd3d6qKMjE0QXyfoqDlWOWyjYkUjYYpRHzHi8Vi9emUoWpPfOCxE8fPxWPxdxTewwCgmnoMADXl0Bq1MN7oIwEQ13y8tTUHbFkw6k65U96A4XJbjYlfTAng62JQNUZNvOrLd1H3Y0DQ9cq/1v/UhhY5XHOm8OeHDW7reU5wm4+kbrGqcB0GeL1Veh1NRGqCYssmLgSQXP8Il7UACbwuXLjhZWBFMhBevxuAN3wktZus+dXy97imObj8PYE3Vum6isT1NoGrnvhLVwgCBK96eQRunLq3ZZFYtdiBdX9s/SNYNnFWvkdk7YM2LL7vsKxAURTDMLIs0wxNiFNV9FQyoSjOT3/yAktT0aD8/vccyS5mTdO89977vvfU05cuX+vbtTsajCwViiInURQLAKJplhACMAEURATgjShkAUHYB5CqYWwACALABwRRNOW6rmnYEBGG5iBEhuF4rmnbhiCxDINkke/oaN++rWtubrajoy0zN/PC8z9paGjSdT0cjRNIDQwNNjQ137Vv78zs1Je+9Fda1T76nvft23tQ4iOTMwXfo1wPhoJR7CPTshGCuu7U1zceOnT/pauDH/jABx948LGFxdzZV8/93//lj2anZv/8v/3xfUePjk7OffZzn6+UtVg4kM/nGEQV1Eq5oGTmJpdyC4cP3SECHGAAACAASURBVC9K/E+/+VOADcf1P/6JT1mm+ezzz3V3d5DTfjgmYs9taWkul8sURBzHhSJBjP2LF1994blneVFgWVQtV7p6OnQNLsznosGoYRqWnYWAdh1rbH5eliVJEjzHT9clEIUFlnUsp62tPVVXt5TNT05OEkC3djRWFY1lRNNWCUCiKPO8yHFCZXqhvq7Z94lp2IVcqadnuyyFiA+uDYxMjI21drZiDEYGRyqlYiqZzC7laYoyLYfn+aAcyhXyASnI8hzt+YV8aWF6DlCAleTdBw7s6b+rqalNU83Z2TmapiVJQDSLCdZ1E2MQDkdlOUgIlGXZtt18YckynXgygbGfy+UQhcaujTZ2tgAApmcm7963v74u+dzzz6pVZSm3FIgE1HwW8FwkErp86YKillgWRBNRn+B8sZhqaDlw8EAy1bC4mJ2ZmRkeugYgdC2TAHD2zDkxEjHKZYEXZFmemJgIhULVaqVQKBw9etRzcXYxN3zlVUc3IMfQFGI4xPM0hJwQ4XKLVQpBgghDUxD4kIIMTXmO7ToulDAkmEJElkSOYzmOBQBAmhJkiWfYSknzbJ+isCAILMsqmuIRv5DN0wLX3NIiyoFMJmPZPlDNbdu20zQ8c+Y08PyD994Vi8UoSLMc/+STTwaD4V27dkEIKYbJ5ZYIAel0qqGhfnpmcmRguKEl1dvbK8uCopQs2+B4hqVpTVF5TgyHwxwn+L7PMvzi4pLveDV3as1RQjEsQHS1WOQkaW42wzAMwzCTE+O2bRHHAQA0tbTs6N2WnV/IjM0QQgCAkihi4Dmmo1SqdXWpuro6lmZmZ2evXR6lGXDk/Q/9+JkXbzfke81KPvJrf3SDFbWM8VYlSV23Vba2Zq7ZrTeTLVrNwnwzrdsaAfH60wtrjjRs/QzeehL29Y7PDWuyhrm7xuSzviYb/nbDwNRWXn/DBtlKAtuGrYQQWk3ff73jyFt6dneLN4P4DduUW+n9WxqUG0oPbyhCtT6EsslDVzzcm4+l9WWTIfcG2gSQGjc4Xj0Nl++GV89WVJuzNVUzBFZD6NV++q3LYK7hsdhwuG6YIbn6ZWtNve63K/IM4DUBNghqo3plXq6SAEUbdvrqFwQ3EVjfMC53w6+WJ+PqJWW5JmtFF14/LLxuQ9Y8o7U6I0ivsIdtsBbd+F5bUgPfckSx1hc3E6t4rVtrePvGUbeym7w2IzaaZRuM/zVqbwAvD1dMCFnuZgIhqr3kCmV+TaKBrIyD5Ye+tj8ty/ldr0lNFHz5e0zIyvRACL2m9b5q2mCCCSA1HEgwrgkRAUJW1CFe86msWWc2XcFueSJ3w2m4Zphtfmh2vYDNmkdvqKsJ1unL36x6a42GGy5bDXZv0Gl8zRuzMngI2nCtXjMO8SpxjhoGI4RQCBGMCSar3FobGCsIwuu9tvySK3VaffHqc6irddOXbQBQ02DYaAHHELgEIkBoDCgAICCAggQAb2TwyszM0JFHD01NjAwOXOQpaHn41z//26wY+sd/+ueRwdH/8kf/Tz6XhwR4GDOsaLrQdV2evi5nAZaZkXxMMLnejBgAQgAhBGCIMfE9H+OaJgpCFEIQ1hwUBNdEMijPgTSDsK/yolupLAVkgWDvhz945uDBe0dGRs+ePXXkyMOvHD/Rv/few4cfmJ6ZSaWTc3OZF154fmE28+uf+c1EvImmBArxC/OFUCjKMx6A5vTkEAbm1772V11dXZIk/9Zv/c5ff/nvaEEMhUO2a/f29cVCTdFQspQvnjj+ytkTxx84fP9nf+PTpq7rhuIRN5PJPP/CjzRd+cK/+UJTS+MXv/jHU5MT73/fY9/73r/87d9+GWD8P/77f4/Hw8eOvyKKAkPTDXVtrknl81nHtRHCDIMESeQ5tlQuGYYRjUSkgFwqFACGkhigKCabXcQYB0IBSZZt10ok45VKnkAfIaCqiudiiY8X8mXDsHmOpygaIWpnX58kSWfOnmYYOhqNGobW1bVtLlPYvr1XVfTx8QnfdRubWxzHUdWKaeu6XhEExrKMQCgAIVOpVgAknusAWFttiG25gWAQQgpBStdNnmEam5tDocgD9z908dLVcrna3bVdNy2KpgzDDEVCvucNDg2Mjlw7eM++hYXM1NREIpFwXMu27WQy6VpuuVJpbmnp69tdKlUc20aQVMpl27HnpjNVRWU5JhAMmqbuez5EsLGxQZLlC6+e5wQK0XQoGIxG00tLxb6dezq7ekzDPHHipO979XV1oiTMzszOzWQ8143F4/c/ePjFl36mG0ZTc2M0Fp+cmm5obA4EQsVCybTMVDQYDknXBgYI9EyzytBQ1RTbJgIPa7KpNE3TgHY818cuJoRgKAhcOBxjeQ4TaNu2puk0zVWqZcu0Q1IEOJBiKQJ8w9JpijIsIxANYg984td+fWhknKGFSCxWLparlaJSzXu+DrDjOibPS55DdN0JBCKRaNKzncnpSVEWIomQZZqe5ziObZia77gMQ9MMpBBF04BhKMMwNMVNJ5L1qQaBl8Ph6NjY5FwmixBl27bveYiCFA1t23Idlxc4QmBtrhECCEG1BQcDnEwmDh++17LMwcFBTbVZlsstLTieLYq86zq8wPTt2i7LQr6wlM/nXNdRVQNBOijFL56/elshH71FI3J50buZcvrNPt4pd8qd8k4O8YEbQg/ghtDD6jSzn2OE8+aC7HgF7NUc78twALwGW19/9GzDwOCaM1Src/DWiLC/JQ216uYbeCJuBslWM3+uf6N34IG6TfwIWw/dwBvDOKtDMasvWCNXv8Xv1//fGz/WtsZltLCMJ8FN7vnODZNvbY5v0XFwK6rY9W0JX6/NsBpMrrJPtvSwDT+Sm18G14PUdZ0LwaZjuBb8rR16IghA6NiWIDI9PZ0PP3T3uXMvPfm1r9qm+p4jj6hKlRCiqMq/+uxnP/cbnx8aGu7bsWNhbo7nBcO0IC0GAgGKeL7n+r6/4ghDCBK8vFC/Fk2GEBKIAIIrWBpDVDtJRwMAXNf1PaAZRiwexRgYuoYoYJjqN7/5zcePPJ7LFS5evLR37/66+iaGFS5furi9Z1tDXXJ6evL5558vlIqNzc0NdWmAka6pCLo8g3gWCSI0bfuJDz/+d3/3JU5gGZbr3dFXLhnlkvXI4w93d3dj6HsEux6br2qxdOrTn/3c7l07v/+df/mjL/7X3//d385mF5565vsMw6Tr6zIZp6O96dnnfnj53Ml0Y2NmejoRi335r//G95xisTCXmcIerk/XVavVsZEx14Ke74iiEApLGHsUghCSUrHIskyxWAqFwpFIrFpRU6lkLJbo7u6AEC5msyOjI2XF0A0VAJ/hEc+zoiTRNJudK9EsI1N0KBTRdTMeS4TDEYxxU1PT0tJSKpXCODY7O5NdLIwOXNp38L5YPKAoimFUOJ4VRAogqKomzVARUU7VpSUxMjo2ns/nbMcSRTGeiBUKBTkoYYLLhZIgSgjRsWS6paUtGAyZppnNZhcWsrIcTKZSoiTZruO6NoB+objUs31bW2vb3Nw0dv26ujrT0qempgxD//CHP7K4sOT7uFgsjQyPz88v2KoCIGFZVgoEuno6Ozo6IAQXLlywLKu3t/euu/aePn2aeCAYCoajkempGZaVVLV67tyZSCSiaUYul+3s7Jyemc5OT37sV39V4sWxsbFcLpfLZROJKFUCc3PTDQ11+/fve/nl42qh1Nzd07dzZ3Z+5srV8Wq1yrAIQYh9zNCIpghN0Y7t0DQSBZ5gaNgWIYRlaZZlAQCFYsHzPNP2IQQ8zxtmBUIoSqLn+xRiKIryfJ8QQvN0WA4hmuq/564rV6+k6ppj0WQ2mzMtp1pVW1ta5hcnLc1iWXp6ap6hqe6u3oELV2fQdKqldUf/HlHkwyHZ89yBa1fy+VIkEunbv10QOMexFubnxsfHY9FwOBilkcFx7NJSfmlpgEIsy/KObUNESZIkSVLNI4CxhxCxdBNSgGZYCCgIAQEEQsBwnG2bi5m5p77/FMsxhm51d28LBsOmqeezCwYwKQqqVePypav19elINByNJKamp10HIOhbjHHfgweuXRyh6duVZ/ea3vo/fvfY6rDf8sKNV7lBX18U5XVp+27l4psJZN9SXfp1PfR1sTIu+/bIVmpys0e/YXNni4qxN6vbjdv2W22TbDW+R96MjbL1Nn9L4ns3677NB//biZfWVfj6+NzoGrBedXiT4PZbpVZ8s5a5WTNu1BdkVcAGXJesXvGsvwaQVgS40XohabCpevgmkus3q/n6+9+sa7YoAL0hFqoJVq/xqa0Qcq4X5rrZW9yyE2922SaK26umPrrJ1CbrB9itK7M2vkdWG7VwI87JTbp7zWU3m/Vb3ixuMQ039wJsZUa8YdHwrWxAm7TMJnH71aNrk/jerY4nbNgR6/eFjftrTUybrG6oldMBEAJCbgkkN2z/m42BTUbXzduNQIABpACA5LprCsgS5zhmLBLUtfL58yeKhVw4JCMALRcfee8TE9Nz4XCsVCw/84OnP/qRj+ia5nq+52FRDmGMAfbBqvNNy40FV59Xvx5zvPG9VqQaaprvtXkkB8KGocUSAY7DFy6c++EzT3d0tDXUNf7lX/615/kPP/xINJ4oFkuZ6VlA8L49u8+dOdPS0lQtlyul8u6+3TzDYRdj10cAyrIYTfKmVXn11dNPPf3tdDppWXZ7W/fo+HR7+7YHH3hMN2zT9GiaQzSdrEtXKsXTp05+6hMf7+rqHBoazGQyxWK+rj79sY9//L777n3u+WctW332uacBwQR74UjIto35uUylUmEoyrYdhChBFLSqqikmhVgIAU1TgsBh7AsCDwDxPLepqalaVVKpVCAQ0FS1s7Nj27ZuQRCz2ezk5KRlW23tLbIccF1HN3THcWzbMXSLojieFy3brEvXCYKoKCqEcG5ujmYoTdNqZKiFQl4OSC52e7Z1xRORYEhyPdtxDE2rVpWCbeuSzBmmYpoWxrBSqQJYi0hj27ZVRQMQ2Lbje7i+vrGQK5YrFQhhZ0cnQkwtDUySJMMwt23vzhdyyWQiX8i1tTXnC9nM7GSlUrYdyzB1w9AIwRgThuYWFhbHxiauXB4wVN1yXODjR44+bjvOPfcc7OrqamluLVfK4+PjoVAoFAopSnVoaEjT9VgiAiARBElRVdfxGpuaKuXKwsKC6zqFQr5cLDz2/vf2bt/28ssvA0gsy/B8p6u7IxwOzc3Napra0tLS2dUlBYOmZUyMjy/MZcqLS7TA8Dznupah6wAAjuUJwYAQQRBFUXRdz7JMmgY0zdA0jRDiOEGSpHAkLEkiw7CapkuSFAqFiE8CkmyaZqVcCkdDdx3Yd21wKJVOJuIJTTf29t81cG3wxedfyOZzlXJRUyumXlXViqpqyUTUdXE+V/Qdf/vuPXvu2tPY2FCpVgkBU1MzxWKpubn50KH7Uon0zEwml88XC0UEESDQNG3HdsuFMkJEFEWaYmzbDgQDGGNJEjmedl3HMDSeZ0OhIGIIAdixXN/zfExomqpNO5qmMACu4zi2RTxf1XTf95RKxXUdhuU5joOIuK7reZ5tu4qiVio6BMBxQDAYyOeKZ86c/vivfGKLx8HeYry3xrR6XRJPbxjvbR2h/ULivdfbbnfw3i8S3nuTsHAreO/G4N6NHuubGL6bI5m3E++tNgpXIGstzrIMe1Z+iG42Fm9GaL6pebq2g9YfyX6rQnw3/nxdVQncBGmAG88Sv/UR4bcQ7914dPCmw+AdjPfWQOs1wHuLw/t1zYitD7Ct470tNsLmw+Bm73XzK98s3lv9EQNyu/HeVl725nivlki6gveI55qmpSPgYWIND1/NZudSyUQoFNIN+55DD9ke0HSroanxu9/5TnNTc0tzs+O6rgfEQMg0Tew5YFUWzHXe29XL4vUsPgxh7dAmWfmHse/7HsY+IRhj33MxzdAudmZmhl944emxsSGaAo8++uhT3396/z33sZzguF57ZyeAiEXU0OAQxDgSDicS0ZHhIVEQtm/bYeimqijYxwLPB4PSlYHTw6OXT58+rqmVYCC4lM2Fw4nmhvb+PQcNw8/MZaORpGO7i8Wlurokz7Hnzp7yPHtX307Pd1588aee7370Vz4yMzP9wgvPKdXyzPRQpZJLJmIEewxDcxyLPU8UBJ5lA7KMfV+pKIZmOA4OBiOSLIqiKIq8ZZkczzEMbdt2f3+/41wHtwgSVassLS0NDg2NjI4kEomD9x7q7OoWBMGyLMM0CCaEQNt2EKRYhsWYpNN1tu0QglOp9OjoqI8927Z0Xdc0VVGUtvamtvZmTPxcblFRK7lc1jCqpVJONwyKQqGw6PkOx3MUYh3Ho2kKY+x5rqlbHM8SQlzXkyT5vvsOeR62bbtYKLe1tUejMUVVDcMIBIIAgVcvnI/Fo3JApCgCoH/p0qszU5OmpQeDMgDEtu3aUf/cUn7i2ohSKndv3+l6pLGh8d77DofDUc8nsVjCx4Sm2UuXryiqIgWkxWz20vmLHvCj8bDnu5qqdnV2b+venl1cCsiyY9vTkxPhcMhx7G3beh577MjIyPD5c2dkWTSVqm2bO3btYDl6YmK8qlbL5VK5Up6by2TnZhmOi8cj1XIpFA0jBDH2HcehWYqmKNf1GIYNyCGGZg3DsG2f52mKohFCvu/TDCdJEkUzAADfx76PI5GIKIq6ajiOazsOoHA6nRIkYXY809TWBCFqaW0fG5scGhyOpdKJREIpl3StqisqgVgQGNd0HMtzdG//4cP9/f3HTpzA2IvFoppqXrp0uaGhob+vn6XZa9cGpyensY95lvdcX1E007Ad14MExGIRBCFFI9uxaZr2sceyNABE11XHsYIhORiUOI7lOAZSACJEAPFcv5Z0RtO0IAiSLDEsDSBlmxZF067nQgrxPF/bKxCiXMdXFE3TDZqiOI6HAMlyQNOMXD5nWtZDDzz084nvrT8vcSe+dye+dwfvvZ3xvTfhAthqfG+Twb8mJvP2x/dW5xStxPdW/wEhqMXwXntlAGp4b4vxvU1y9jYJ362oO9wymPNWBPdWzDhICLkuqLXa5F2lercmvepmWGilbILibl98j1o2WG/hTXhH4z24OkNzzT3Rqhd8XSvY2x/f26RxNp8jW2SO3agybwrvrfnybcB7m8/WTdfDWjI7qk0AAAAAmGMoUWRVpUTR/smTL02Mj3zyEx/vaO+8OjjWu3tfNJE2HU8SAz1d3efPnd2xfQdFMxgDDwPf9yHAK0mPNQ8XWXWc4bX5Akjtgct9RGoRsBpw4jgOY2xYZrFSnluYmZ0dbW5KHD36UO/2nmd+8INoJL6zb088UffCT35Gs0Lfrt3xaEIUhKGR0f0H7plfWBwdGW9r62hubhF4sS5dH43EfM8bHLp27uKxVy+eEUWWYEzT7N49dz3y8GMtTZ266gDAphIpBFEgIEbj4uL8lG1VORr83Ve+dP7cSU0rlQpLxdz8z57/0elTx2bHhwMB3vOqksiUywWagdnFbCQk0xRlGYahm57r61WtWtETsSTPi9u37+jp6W5sbOR4JpOZRRQCgMzPZ7dv39bY2DQxMTEzMxsOy4vZBQAIyzIcyzU2tkRj8SsDAyMjY8VCybJtiqZFQWIYRpbkcCgcCoU4jpufm7/nnoMtLS0Y+/F4rFAoYuwzDN3U3BAOBxsbG8bHRycnJxWlAiGhaGCaNsPASEQCgBiGKcsBhBhFVW3b9DyXppEUEGRZ9n2/lufb3d1Tl64PBoOe6w8ODAAIZTmgKIooig2N9QCQ2cx0Pp/leOqll34ai0d29PaoahVCwnGsZZm+jxmGEwTpnkOHDh56AEJGloKNja3FQuX5Z57r3bmLoiiKZiBE4+MTkiR8+MMf0jQ1n8tTNBUKBQnxeV4oFouiKNAUnV3K5haXmlubotGIaWrxeHxoaODCxQv1danOzg6CAIZ+VSnNzk7bttnYVKcoVeB69clkS2drIhYpFou26xBAWIZtbm6mEAQEuK5PCIlEIgzD6rpuGAZNIwAwIaCmSKHrpm3buXzBNE1NMwRBFARB1/VKuUp80NresmNnr4f9kdGhQFQSRbGvr29kZPzcmXOhcCQWjVCQ6u3tve++A4pW0TUlFAgUl4xAMPDEEx/s7d35yrHj6VSyd8e2xcWFwWtDTY2NoVDANIzs0uLszAyEgONYwzCUqtLR3h6PxX3XxdghBC9mK7alcxxjO7bvuxAS17Nt22BYWpIEALBlmXJAqkvXxePJQEDmeR5jYuq6Y1mO62Df93wPIoCXZx/P877vu64LSM1eoXyPQIhkMcgygiTKEFCaptM0f+HiBdd1Dh86/JbjvTt6DHfKnXKn3DRM9M5J4dvkNBdYx9H6Ziq8IaTZsFnWGIirOejfJLZfnbx3y6Nx72qRg3ejuvotW3XD4fqueJF3hXDoO6pJt+D2QjccpoAEAGzZFoR+Y2ODUs16nrdrV39ff//s5IJm2HX1TWcuXmlq6dB14+79B3q3b5+YmIynkpIcrqimIAgszWDfW8nfQwgBcp1TdtkVsvwXhBgThCDG15cmz3Nd113+23NcByIQDst79zxK3Mr09Oj3vvPtVKpOFPiXXz7++S/8m1A0/dUnn6xraOlsbaE5oWPbTtuHVc1dzFU6e1hBjpTLlYXs2OTE7OJiFkCQqEsFw1IyETn5s5ceO/J4QI7EQpHZmbmOzj5VsykGL8xOT0wOzy4Mup5RKhSzC3M9XZ0zE4OZCTcZj9ECzi/lbdOMREKOXpRC9PD4fCzGu46VSgQRJJ7rRCMRguHiYo6m2Mb68I4dOyanM+FwOJ1OQwgg8kVRDAQC1WqZ5xlVVe++u7dUKlWrZ2gGNTYmt23rhYC+fOna5cuXBgZGAuGQY/uhUMx2TQAxx/Gua3d3d0JIZRdzlUrJcS2EIMezDY31xWLRc5xd/bvL5aLn+sPDIwMDA7ZtJxIJSRJrPVIqViiGbm/v9n1neHhUqRqSRBPisSxTC/ESgrOZHGRBNBp3HX9ubm7njt2hUCgZT42PT1Qqlczc/NjwcE9vb9+unZAi+w/u8zzrb//myy2dLd3dnSdefklVFYal8/kShEAQBIZhPvCBDywsZM+ff9Uy3Z6eHT/63lPAhx/8+MfD4aDrOeFwcGRkaHExe/Dg/pmZzMmfHQc8CooBSZI66tpc181kMhdeveC6XjAYFgJcqVycmZ155JFHPM87c+ZMKBTCGPM8h7GLKGyaWqFQpCjw/7P3prF1Zfmd2Nnuft++kO9xl0RKqirVrtq63e5uL233eIBkYjgzQAaYYADHsRMEQYAMAiQIkGCSfMmHIB/zIRh4DEzG9nS7vbS77e6y3Ut17SWpSiJFivvy9uXu96z58CgWRVKUSqVSVdu6EATy8d17z/I///Pfzu/X7bQsy3r62SdrtdpgMPy7v/1xSmWxVIrjKEnT4dALgogxKqU0DdN1M3EcD4YDpVSxkO33B5QK1wWmaUrFpZRjY2Oapu3uNgAAnucN+gMMtGeef2Z8fHzl1tLS0g3LMTqtwTPPPruxsbG0dEMyWizkNE3r+0PP87xhM41pGsndYDA2np+oz5XLlf/wh3/07IsvNNp73/vun0dpknOzpomGg3a3243jSCPEcSwuqGnqlUoh8AdxHEeRb+h6HLKFhYkgiJIkyWQtSimEIk1TypjtGLpBGGOarlFK+7QPgaYUME1TrxqjXDHnPIkipaRhm4QQzpmUUkpJ4xhAmM0XOBcIIWIZnPMwpJaFAABRNGQp92Wgadr/+q//t6999WuvvvLqZ+XvjfglDp/WO8CKPELve09ILnAX5K57Ihnua0eEjgMDHn/mQYXr4Q9H5DYn/ul4S04h5joewjwlFH23loB7HY04YEG95ygdARQ9zHF02Pa9W3rzyNCN2nbKRn63qP/ndZ2Ip3piau5+DLITkfHu9t7jYfvDTsXpp1yOAMo9sPn48b5+aheO13wroJSUI/xYcEfJz37W6+PWHhuBgwYfH6jjgH53MwcPfsAYHwB1nq4NjvTiTi10JPVxeFXegZ4KIYQQ334CPI5ZciQ7cTxZcaKXdUKm6PYyPKDGOj4Rh9fgkZbcB8bsvn44DNxygM95uHkHoKD3HOETDNJD9ahHxuFuWvc0AT7S1I9p9+CJPNFHenG6HN4G5IEIAXT720fU4ImzBk5m/b5jGzp4OyFE3r6OCN6dy/AOXNbTcX3vmdA+aMM94X9PBLU+UcDuptNGozraLo8fp7ynhjzFSx+N2IkgRnduVScCEd9G4YYH/cKnFAscfILB/db13E1IHoq/dzjHfmpjlK7rUtJOp5MmwfbW7q//6q/U65OLN9ZqE5O9wfDsmfkwZZRzbxgITuv1OiSYMWYYBgAgTVMEwYhJD4yIPxQA8LYAyH0ZONg1EEIj7SSEQAhZljWaek3TnEyWCbWzuxHHcRL21tdX0yR6+tKTK0tbzzzz3M723vh4/amnnv7OX/zla5dfzuYyhqbncpnVzd1coaqbmQ8/WgyCKIlS3TTOnV9oNJrjY+OZrPF3f/ODcxee+OWv/XK3NRj0+xrBP/yr7+41Wp1+p9neTakfRq3Z6VrUbect0t5Zy2cNTgGBNFtwS9np9dU1yWIdW2vrO4QAxlLLdur1+nAQWJYlhNja3NE0U0r5/PMvnjt37tba1tmzZzGBKyvL2ZydyWQ2NzeFYGkqAABxHKdpallWFEVB0F9cXK/Xxl55+ct7e91SaazRbnuef/78+SvX3o/jyDD02dlZx3E0TXvrrbd6reg/+a3/uFar+b6/ubm5vLz8i1/72uTkRBiGjUaDMTYcDseqZdPSR0WehOByucIYu3rlehRF4+PjCoJms5nL5z1/aJqm4zi+7+sOJoR0G53nX7qs67ppmgiR0I/m5uYqlartuD/KZN57++2x2rgE3AuG6+srURRtbGwkSVSv19M0NUydpmxy+s1gPgAAIABJREFUchIANOh7v//7v5+mTAo0N3vuo48+KtVqzz9/ee7smV6vgwkhutYb9KMwEEr++z/4A2Ag23FSSpWCrpNdvHEj8EJDNyzT0jUsOOCcffm1VzlNV1fXlZCC8Vip73//e7WJWhwnBCNdQ2NjFV3XEULvvft2HMf5XFFKFg7DUcpuYmJicnJCStls7mFMDMsKoqTbbmmaZtum53mOY+XzBiEkDMMgiDMZhxCSyWQcx48TGnqhk3UYU7lCfnV9bWn55szcbKfdHqsVKaXr65umbsgMStNUcFAbrwpKbywuef2ubkFbN9KYRkF0/fr1V199lZjGn/7JH2mOPj09CYC4ufwRIag+Xhsfv8BoevXqFaUUlAoApRu6YRjjmbG9nT0hQK/XKxQKuVym0+kgBClN45hlMoZp6lEUNBrdqal6mtAwjDkblSEgJRGECCFimrppmgoIpVQURYwzwJXmOMVKhXMZRfFoK8QYW5aFMfF9j1LKOddN07ZtTdMAkL/xH/3jpY8WHy5cJ/mMrPPH6ZHH1+PrcYbwiDY4nLz6FJ7/Q0gInJimA5/wiPI9k4GfTWbjUefNHiz088XJ192/vB3hCTwRAfUULsETX/S57IYPMPifPjX9xZz9L94lAVBCCIwRwebK8u7s7NlabcIbRuNjdSGBZpjDkHIuCdFGMRYJpaaQeBhHu0fuH2MsTVMAgEk0Sunc3Jytpz9+/e0f/uAv/rN/+k8JglEQnJmZVchI0/TS08/Up6YJJv1hEAy9fD7LOMgXq5PTs6VCAQFsGIbv+71O98yZuXZzK/ITDDWW8D/9kz9buXmLRowz0Gp3U0Zt17BMSFPfJYoImrN1TScbG+tSKl3HBOSGPLYMPZc1NU0jGBAMOAcQQsMwEMa+HwiuBAOlUiUI4mze1TXjZ2+8aTsuQihJ4mw2a1naiOewWi17nuf7fhzHEEKMsWEY2Ww9l4ttKzOys69cuXrj2o0XX3ulXp9cXV+BSEEIkyRZXV1ZWFjI57M05Z1OizOxt9cihJim+cYbP33xxRfHx8cJIZXKeJIwziWCesYlg/6w1xuUSkUAgEasM3OThUJhZ283k8lABKIokZITgkas63GcEEvzPG9ra2dvt3Px4kUNkzfffHNh4byQyvf9sXp9c3MzCIPuoKWC4PJXv2Q7Zj6f9fsDIVbiKMlms77vKwUhglEUXbz4pGPnrn+0ZJrOr//6NzVN9/3hKHR19erV9fV1y3Vv3lwGElTGat1ue37+XL6Yv7m4TFNuW24cRylNKKVJkoyNjcVxbBjG2NhYoVBYXV01bctyLEopY1QqfcRBJwQjxLAsI0miKA5Yykrj5fGxumVZ1Wq13W7HcTo+Xu/3+2nKMEIjdJaDCNpIlxqGQUjKGGs0GoPBwPdDiAgkUNd1ztK/+t73pmenv/KVrwwGvXZnj3O4urqKEPKGw+deeNlxcgTrExOTm+vrcRwDAUxNZ4xXytWFhQXXyQOEO62mZhnnzy88++xT3W5HKjoYDPqDTkqjJIoYowBKAolhaAiBIPDSlCEEXdc2DM33fSGEAkIIiQm0HeS4lmEYmqYJoSzTZlRJkUoplAJKSgCArhOMMcYYIYWJcRA140xyzsMwTFOGANRNC0IohIijxDAM27YBkKOY3cEiJYB84x/96ps/eYvgh+amkYe4pz4sLX+E4efI4exHYxw8yjc+vh5fP0cu3BGkhHt6esfJxB4K9MsnsTvh3XzOI4/6RP060aD/7LLih13T08sWHqDm85TDvUcc408y7OpYHezn7AacPm5HPLoTqQuPZQjVYZLDI3c94s4+AKP9ZxSu/dzLvz+Nd/oZN3s/WS2EMAxTR2ptdePpS8/PTJ/r94KxWt2yHEJ0RiMhoU4Mebhh6rB2Oha9OuFdaHRCDNxxZhsDAKUEacoghKapXMvGQG1tbHx45erXvvyVhTPnfvzjnwAppWCDQZjKfm1i+uz8+TSKB4NBq9WSnCVxyhhnTLhOVnFGaaphVMxnW42dWyvLntdv7u0V8+5bjb3mXss0bSkgQsggwDGVldH8YSRZvHnrpu+DCxcn56Ym4iRRQLiuE0cRF9R1bcuyojhCGCgBFEAAwjCO292eECCfyVuOwwU6f/GJqdm5t959r1ardbtd2zGr1WqztUMpdRzH8zzGWBiGlmW5rkspHQySUimrlOp2u5ub261W/8aHN2YXzn3zm99sd5pCiGw2KwRtd5q6hnq9XhzHSqmbN29CQHa39izXiaNo4fz5yckpAFS321tf2zxz5oym4zRNoijQdUPGgDOZyWQgJIzJwE+DIMoXbC7p7XlnaZoIrjBGGJOVpSXLzQ76IYTwyYtPzM3NAQCGw2EQBLOzZxzX/uHrPwCUAmJEEfX9YDj0FUsAQEop0zQ7nQ7GGucyk8mUSqUoTITkMzNTE5O1bqfv+3673YricG3tVhB4EIHdjY2v/tqvDb0+5/Ty5ctLS0vNZmd6eto0jd3dHc4FZcmoEieKIs/zpASZTDafL8RpXK1WwzDEGI+cZ0ppFHiWZQIAEZCS0WzGyZUr4xN1x3Hy+TwAkHOBEAzDMAiGGAGsawghLrmQSkqZpmmapqZpWpYlpUxZ6vu+UhgCoGkaIUQ3lZvNzZ6Zsxzz1lrHsi3KaLfXgQBVy2NPPfFEs9E1DEtytrS4mMlkmEHyOScKw4mJKQAQ55xLFoYBxrDX61y/8VG33QqCQAkhMRr5qFnXRghgrEnJwyAIQ8kTkCvoGtGVApxzzrmmIwAkIRpCBCEQxYEhLAghYyoMkiRhGGmaZiCERgSDGI+KB5lSCiFgWRZCKAziMAwhhKapCy6UEhAixlLFpRDMzWQwxhCq27U8CmNCCPH94L/77//b/+v//L+/WP7eiWHRT6M3T6mt+uzipofNqU/k8j3OZz6+PmuT9AuYELjPGz/98b9jqbkHyUUccTuP3H5QDndPl+9EXXfYSXjo9uLt193h8oG7q8QTYS0Ox/jv1qnjPvk9lfDdmnw8sXD6J49mNZ3+0oNivON1raNt+C7QNeoIrz04iZr80QRiwF2KVx/iKH1ShfDF9/pOTP4/7GarOxcFVBIChQCASSKffeZlx3I8f6ib6uKTlzw/RETDclTSCgFAH5POK3gYsPdAM5yyDKU8OAkMIURSjkBckGlaSikhFJKq3+2+8aM3fuMbv/6VL7/44795fW9z8+KF57BSlWIhZsAfDjvdTimbz1lW8cychrHXavi+l7esa++8ubO9SdMYIigZazYbEnAAuI4VjQdQyoytMRoDDhAhBEKeUKpQKWvpmUy1MgYQWN/cMF1nYqqqEIQIkDAIhh6VIg6jKI4UJlgTEGlDL+r3Q6FIvT42OTlz48OlublzU7NzQ9+3bTeXLywvLxumVq/X4iSybZuy1DAMx3EYYwAAx3F0XRci8jyfptLzwg/evyqF9vSzL0zOTC8tLXOeYIwwhkNv2Gx6lbJFKZWSj9eqScwDPyyUi7lcrlgsTU1NvfHGG6Mc3Ze+9BrjrNdr7zV22q2mrmtf/caXM5msbTnNZvvHf/tTJ5MxHSOOY6wBxyW2ZWOMacyLlUKlXN3e3k36cbUyJiXqdrudTqc+UVtZXvU8b3JyMpvNrm9sAqFe/IVfLJVKi4sfSsW317eEYLZt2o4FgEKIZDKZQX8IIXj37TfjOH3hxVcuXry4u7vFhIjTSAK219xp7mwCQkxLnzp35pd+5et//Md/HHnBj3/yRqvZXDhz/okLF7lg/W6fM6akJFhCBc/Mncm42X5/0O8PCNbjqF8qlQaDAYKEYF1hMYIG9b0gm3Ud0wIAFAp5J+uOjVV13Yjj2LDMhYXzjcaeppmM9gMQ5nM5TFQUpRBBwzBGqKQAANd1AQC2q6IoAgBFcSqlDMOwVp+8fPmlra2tpaWlmZmZjfW1fn9YLOb9fvilL7+6u7O9fHOVUuH3h9XxmoZlqx0ihAkmmxubkqMwTIIgSkVcKhYojVeWl2zLsSxbSqmkZJTrxNA1HUAouQj8mKbAtnQjbyoJwzAxDOK6WYxhGHmjU69CSF3nAGDDMA3dsYxCHyYISF2zNE2DEEkpRkcAhGBJGo6q0xEiGBPOxAi6U9MIJggAAAEyDB3qSgIQ+H3DMm6fMhuB6GJCCOP4W9/+9nPPPv8v/vl//gXy9x7urva51MkcNuM+aTD704AoPL4eX18EWbrP9fWJDPfDR0yPpKdOPEB7z7V5ijY4tV8nt/lwqw78vXvGmA7jspxIcPfQVdOxCNTHEDX3VJKn+H73lIRP4bseECMeUFWfMBGPZjV9Isk5mNADB+/40w6Olx907Tia689LDefdRumhBIB+jpB4jsNlP1R747iWQ5pmpilHGjk//1TGKYe+p2lOtzu4cOFiGMa6kxNcKilvL5nb/h6AAEAEDmMUjyBiT+zUxwd6Dwv2aLpH/h5ncjj0BJcX5y9+6dWLa8uLcRCE3jAOAg3jKAyZwrlSOYoTwJK97e3d3d0o9LfW1/qD3tr1KzyNdR1DKZI0YmliWBrEQje1NAk7rW4+k3NMVxLNMjNKqOp4NZe3EhZsbNyaqE8X8mXTNiMO5s7Pd/u9t957FyGUyWUjCQVDSRoxxkzLtA2kadpw4GGA6hP1hfnzezuNKE2fefbZQrG4uLh4+dVXJuq16x9+eGt1eWNjHWGZJNFg2K/XxyGEg8Hg6tWrQgjTNGkqhsOeaTiuk6Opsiz7S1/6MpPiT/7kW8VStj/oYQxSGpsWqNeraco0TRv0B94wKpfHnnry2YmJiWaz9cMf/MB2nNdee61cLv/oR3+3urpiO2Ym44yNl23H7PVbw2E/CMJ+3zNsvVQuMJEOvZDoQAguJIcIIA1omjYcDjVNe/aVF3bWd7rD6KmnnoiT8E+/8x1dN4ql6traRmf7DadcfuGl12Znzm1urr/4wiv5Qo5ztra8+NH1K0pCXTdKpUo2m2WMSylnz8wNBsObyzempqaKxZLf9XNFh4lkr7GLHeP8+fOlUsmyjKWbNx3XTcOYC1nIl/d22zTilCXNZhMTIITkgiY4aew2ulpve2u32+1XqtWZmTldJ46TieNoRICOMY4opSnI55BlmIyxQa+31ew12916ffLs2bOEaKEXhmEspDQsK449KaWG8AFg+Oj4nxBiMOxBCA3LHsltoVAYJRgd21lZWWm1mgqIbrfbaXUZFYzSF19+fm9v7913PtB1e9BoY9udsa3t7TWiEZ3okQiy+ezezq4QSjMsyblhkjhlEEDfi0zTghBKIZRSxVwRY9zv9we9vmmalUqZcx6FCSHYtlzDJEApSuno3OzocL5hWIZuFQpFBA2W6hCaAFBGIU2ZlFIqphRHGGKsCCEj48J1M5xJmgaj03qmpY8wO0bZP00zoijsNMMkGeGnIIx0ziGl+wEd09L/1f/wr37pq788NTX1RfH3HnpU+3Mp5jzi8j32PR5fj6/7ySTcPSV1QvXmg6X7HpYqOO7s3T/Mzylm3z0rLR/GmN/j+Xc7o3iflvdxxoWH1Z3DGFd3oKo8EqfofrT6ERSf0x34Y2Oijojo3RzFR5+k+iLsfT9f+b1H1VpICA6CxNL02ZkzNBVKYk3TFBIcQaCbjDHGgaXrQPFPNaoKKSmFkIdSzVApIJUSnI+CF7ZtxwG/sHB+0O1JzrvtDoYISFktlTf3Ov7AX9neuf7RR3zYj4Z9z/NMw8i6Ts4yNAz7fmhadhh5ULC8a4SRrwwVRQJIXhsvOEamkCvNTM4pSSzDzWRdw8RBMvSG/U67r+vZidmz2k7jytUbFMhMoZLQVBEzkSEmhhJSAYQwQghIBYQCpmVRzvdaze3dnWKpxIWI0wRrOib63u5ep9MJgsD3vSQNOKcQAd/3McZJkqysrGCMfd/XNZjN5AHAg36QJpJS9IO/fp0K3u32dQNalsV4lCRMKuA4Thz3TNNEKJyemX7+uctzs/NhGLZarSRN3UxmcXGx2Wz0B91MxspmHd0glCa9nkcpZ4ylqSgWSuPjVde1e4NYCIYBHh3KghAaBgnDMInT8fG6pmn5Sjmi7SAIIJDVclkzzNUbS1//5m84r37pgw+uzc+fNy07TZlSGALNdc1abeL6jQ8Rwr7vV8fKmUxma3NzvFZ77rnntrd33n773bW1VUKwYWoAyJvLi3TYm76wMDU1kaZprVZjLA3DEGjYdd3drd2Mldvd3UuSOKWhpkPTNBAkjp3Z3t7xfT8chqXq2PMvvHhrfbk36I8O4GmaRpMISsgpUBywhO5Lo4IQwt3GXq838DxPcBX6wdb6enmsYtt2FHlMcA0ggCAhJEkSIfZRpqKIYQx00yKEcC4rlYqUcnNzM6Wpwsh07N3d7a3VTWxCy8FCiDiO125tJkmiFMa2XSqVFheXIJDlchVjSDCplKsZlw/6HpPC87wMsSCEuVzOtUqapgshgiAIw1BwQDABCiNoYGQiaACuJFMCAk1DEGIAuFJK0/RRiSYACEIYBAGlHEjD0ApxlCoJAR4ZEkjDulSAaFjXkWXrUnLOuWEYGMkRaOfoEClC+/EaIbgQAkJgOvoIUYlzDjWEEQYAK6U45xApxsDXf/WrN64tEfJp/bWP+ff+zR/97ceRLXig/o7uaqfsFg9MhXfP3eIB+E9Pf+k9TdXDkGX3bglUpz/nbvic4FMQBt6TivCTh+QfAiXgkRD/fXxNPdi0gk8HQ386nOl9UHXd8ffb5TrqM8pgnEIDeJJIqDuaBNWRBh/m37vPFXGiw3A6bx449VTM3RzCQ++St/uiDlEK7x9UOdKFw8NwiFbwADJRHYwGhApCBICEEI1+BQAeBOAPfj10lzoszcddxAf2iI7T+t1lIu5CXHYfC+d0WsV7rq9PqLHVHW37eJqOSObJquyYgMnb86LU/tNGLIv7Z5gguE0g+fHb78qZebehvptTd4rjdKwqGIB7sTXebQoeTM/f7WvHcU3v012/G+XjA20o6p6byIFcjEqaoBrpqNEMAwgU2l/VapTMQvtfvGMxwGNrA6r9DQwe2szgXfj3Thnhh2JvSAjUHf9uy/ShR+qaFoa+ZdmObVFGMUGarmumHiSpm8kHYcIYcy0TSqmkUEBBiBWEYgRKrCSEt2dcQQAhUEgBNOq0klApCAAGACqgpJJSSQVGsJ0CIgCAEoIzRhWQpqYRiHKumc8QJJL333lrfW25XhsP/Kjb7X//r//q7XfeWbm53NzZAalvajLrmkClSTpIIs/zOuVyjiWhkjyJA38wqFRLhqXZtlGvj7/68iujoZybO9PtdQ3L7A+7XjTUDGy59tbOnh+Etmt3+t3OoG2Y5uzsVDbrEoL6vR4hCCGIkcKjzgkQR6ltOcEw6LS6mqZVKlXf96Moareby8s3rl27snxzqdPsaCYeH68KyRACMzMzlmXFcdLtduMoYYxHUUgppSkfDmLHzszOnvV933Ksl1++bJpka2ut2wt0DZw7O5UkabPRMXQn8BOMLUN3Xn/9b9586621tbVyuRwGsRTKzTjVsZxlG4xRShOE0EhzBEGKEZqdPdPr9judTrvTgURZtqERwzJtjAjnUie6ruszU3OtVvvpS88CBRavfpCwVDNIrzf87d/7vacvPfP//bs/evLSJcakFAoA4DiOaejdTicKvb29nWzG3d7emZ6azmSyW1vbhXyxWh3Ll4rZbP7d99+rjFUuLJzbWF9bXLyepvH4RD2Oo729XaXk2vqta2+9A3SspKiP15659JxgXErBOaUsMQxdIahpWrPTlhLWp6affuY5TTPeee+dzs6uQpDxtFophXEIEXRdE2GJMGJCQoRNyyGGbRh2ErPdrZ1g4L94+cVzCwvb21u2bfneUNOwrutCck3TpBRRyEZMhkAKy7Ysw9QISWk6MVEHEGxubmVyWUxIp9MKQi9fyBANmrpumtb25lYaMsu2wr5XLVcQAJqOMVAEwziO0jgd9IdKqTAMM64zXq+dmZuRSmJEpuvTnPIwCHqDfhAElmH2er0kSaTgSkkAlIaxbVtREgnBMUaGYRimAQGKwlgpBQHWdcPz/DhK45gWCpU4TgjBuqYjBDFGlm2Ypq4bum2btm1CCKSUg4GHIHYcGxPIOPW8AQCyXC6Zlq6UpJQBoGzb5pwrpQSXGGNCyAilmBCMMQZA+b7nBd6v/NKvflpL8mBL+Po/+18OfSxv73wH9AbylFDlJ0I/uxf++Kd62j3hwk8x7u8J3H8YZvoO5gkg7rMl99P9EyPiJ/Ix3NPsfjTXfU7ro2gJvC9/7wiDxYmAIhBCpPBoLRwmKRn9oEYEv+jA7j7sYu1XKo5glvbfKOEI++v0ZMKRv4JTWKEBghAdAuVXx2zlI87nQQvvOl/3AwQPjnloJ8r53YANj1jGx15xUESnDoYKAIAQPrhvdMdBrPSUzMYxM+7A9xjRYcERcvloWIQQCGEIR7TFowbL204jVErdLonap66Qh3+/3YYjH94te3bcr7jDyD5ULjh69mE+BqXU/mEeKE+UnOOI/PcP3H8iQskdr5DoIILwsfIb2aD7HGOH/GEI4D5axL3rfiGEh8re7ph9iPGhqMr+yw+agI6J3OF3HeYYuCd7yt0U9YkoLEcowj8ppTu4D2aLT59xus9gxD1dytvDiI55d4eJmvajKgcQI0jdGU1Uh2bxYw0FRw7Z/q9H6FYAQLdjMIfvOugYvEscGt69+ycSR51IPnHcjT9piAW8vb7UaE3u/4zUx7wkAO9L9OgzBYCEigOlIAQQKHh7pEYpLYDJ/iZymyYHQogwxghLBYCUklKCMSFEASilEkJxDiBCGBEJlOAjvaZSkSqkAFBKCqAUHLUWQjLqi+RRFMVBAGM6aDd9r/HB+z8yTVAuZvqDLqN86FEFNc6JBAbEEAIPIgYxJDrJ5t0oirKuK4S6fvXWa69eLufLaZJqWLu+upjLZ5997tk0SZvNRn/QF1JKpXx/YFlGu9eWitXGa3GQZt1Mq9UGCERxCBD2fB9CqOmYaJqua0kShQk1dBsgLLnKZHJJTC9euHhrZbXX69Vq4zvbW3EUEwIRAgQbhXzZNHVMUK/XKRbz5XKJMdZqdfq9YNj3ddMwTatUzK9vrGmaAQHK5YqGbl2+/FK5XA4jb219+f333rMyxHWMlKZSYYQcCHRDz0qo5Yv5KPIRBhfOzbmu43tBp9Vttrb8uDHSUWnKGOVxJHVdn5yqP/nEpZs3l699cK1aG/+FX3iNGOD73/vLbCYHACBE297cKxaLGtFffumV5eWVdqtbKpUXb95ARCqgLl16IZ+rXLt649zZi+cXntzbazSbzWw+szB/Vkja7TY+/PA9KajjOBvrG2fOzV9++eXvff/7cZJ8/Zd+2bJNIVW73drZWu+3W1LydqdTrlaiJPaH/pn5s0rKbrdLMOm1OtPTU8O+ZxKn1WzZjjV/cWFrfR3p2DBNCKCgEuv6mTPnAMCNRqPbazmu2Ww2dAPpOlJKIAwoTZWEQnCENMexIdBmpp/o9TzOGCaEEGRZehj5vV7H94dEg74flMsFTdeUYIE/lExiDBGEQEBCiGnanPNCqZjJ5lbX17iQCoKEM6QUJkgnRErBEoaAJFinMZMcOratE11IiQjUdZIvFHwvAArUanXTtBjlUiohZRCEjFGIVByHKaNYwwCqlFIBFGOpUsoghCapY1qObftB3O4Mq2MVxhjCgBBsGDoAqt/vj9BE8/lct9vNZLJuttjt9GnKgUJKAcM0y+VyqVQyDD2Kgs2t9SgKCCFpwjnn2azb7bV1A+s6qdfHXdcNgmh3d1fTjKnJmbfffLc6Xr144YnNrY1utxsFkQTSsqw0TSGEuq4xxhCC3/r33/61X/31T2MhP+Zbv68t8xF7L5/opY8BRT9lduUBgiQjf+FOe0MdyTMce92jPNKjTsrJq899wO/bkD1ITt4lg3Qfa+TYijhwgEfGnARHKwzvyBMeSnirRzl0d3qD8AFu/PS5xwdZEfs8z2rf3P3Y7oYPJL231wu8X+mF9wKw+aSj8blo/p9nlaqOp/hOzFPf+YM6vuBOTOId/lWd9LQvltkwcv1ud09BDNVB0AZCACQEEEGogIIfw2tCiCWEUAEIgVQKACgVQAgBCJWCMeMQIqSkqetKyjiOpQAIIV3XDUuHiBCkCSV930+jWEqh2Qhj6DiOY1qcsyRJKI0H/d7Gzs7e3l6/0+71eiyOqe+zOODcxzCsVPOMQV1TEEqE08Gwn8TCtIuY4CQdTE2PpSw1LC0IPF0n4/XqW29efemlSwvnF0rZYhhGm6tbQMEzZ+Yt0xFcxTFlQkZxkM3lnKyTpvH4xLhhamu31mYnz56dnQvD+ObKSjbvKK6yrlMql6M4iNMUACCkIAhhhIMwLRQKTz/9zK3l1Vsr691uH0Pc63aTJHZsvVDI5fKZ+XMXz55ZuHHjxpWrHziO3WjsNRp7mma024Mnn3iiVoObG9udZrdULJumPTd7lhANAtzrDX/yk59sra9nC7kgGs7Pz0jFOKfnF84PvXjp5tbc7MJXv/prAGm7jd3NrdXnn39G8WTxxvU4oufnLxgmXFzpRFFoGrZl6owGhaKzMH+x2WxfvXqt1WpDgg3D0DSd81TTTS6URojrZtyM7w19Qkhjd882TSX56q2bpqm7eRMS8sG1DxA0fu0bv7Ew/+Tm5s6Lrzz/+uuvpyz+yZs/mp6eePONH/teJ+NahWLB6w7Mp8xsJqdpZrc3XF5em58/m8/nx6p117HfGw63NvYs066N1xZv3rQz7oULF2/evDkzPbu5uSljGUcJADBJQwDV888/v7G19sSlJ9fX15uN5suvvBpEse+FW9t7g/7QcewnnngiX8i+/voPvOFAKjE1XQtDv1Sq7uzsuK7reYHjZCAkly49jRAJwzCKAk0jSRJTlgAgoRBAU77vU0otywriiFIxilhChAzNMDS/yv6SAAAgAElEQVSdICwAb7c6QRhxynTLJIZhScEYQxgaGpFSJjJkKU+SREdk5uyZfD7ve+Hu7m4Sx0qaNKGMUimV53nNZitJEkYFIYQQgrGGMaxWKoggSHAY+q1OO4pCzqlpmlywTMbJZ3O9TrfTDSbqVUT0XC7HBe12uxCiarUchlEYhlIm2ewISxMMBr0g8LLZvOBqOPQRRrZtKSX7/W632+20O5o+EgA06PcuXFxotvaIBmw7E8exH/icCQiBrmtccNM2AACUpcViMZNxG41GkiQQwjRRjHMAFCbQsszf+a//i4/ev+HYzmN/76GZWSeajI/y/P1hO/WUWPsRU+axy/dged3PzqS7Pwi1v88jfKr3deLX4KdfI4cXwv3gPJ3Ikf0p1/uDI2fcmZo4pRl3ywwfTjk+srk+yHE9Mj15uJb6FAE7DhT0AOL6KGE2P+tl+A+qbZ8jFyJS+9Wb+x7dUcgWCAHeL2cACIykFAAFsFLo49jJPnv6Pq6mlApCCQFkTGgEmaYphNjHX1EijaJ+mDDGLMuqVQqGqUnIGE9931vfWm02m7u7u9vbW71uO41jxhjnnCaxFCxnWoaJLGQCwaLIi8I2pUm1WiEaMC1sWVapMgYAihINIUQpjZNkGAzK5fLubmMw6BSLlwEAcZwQrDPGAUCWZaUpNU3Ttu12r716ax1iML9wJo7jYqXcajWUxJcvv9Tp9KIo4ULQVLiuWyyXGKOIGJByQrSMW0hTSnS3OjY1NTk9Vh1fur4yGAx83y/k8kpBy7JdxzYMC0EShuHSzcVmqxGGYalUqNVqjInt7e3x8QoAaKI+GUfUNJyZ6RmE4CuvvDo3e1ZKcPXqh9/5znemZs8Ui3mhEsfRtrY3bVvP5XK7jbZtm/l8FmPYbLcNQ3vppZcg4ls7zSRJNE3b2dna3FpPE5kmot/rWJbBGJuZnrNtF+Nev9+nlNZqNYTQ0tJSnEZhkGSzOmcSAuy6bq/TL5VKYeRbllWrV1MaBXFQ0DLEMLgflydLCoj+oJ3LuSsrS43GzsrS9dn5ufWNpNfZmzs7e+HCwttvv2PlXcZlEERSgCSmnuevrW2cPUsMy7hxY6nb6Ukp84W8UioKw6cuXRoOh5ubm1MTk6Hvg9u1Hhoh09NF2zF3d3aL5dKIyqLd7qxvbBeL5flzF+bP2ZyzbM7udBtpmhKiUV8Efnj23Llareb7IQBASQAASpJke3szny9GURSGvm1b/UGPc+p5Q8M1GEswhlJKLhhNKMbANE0AgGJCw8QwDACAoemURVJKwzAM06SMcymVUlKAVDJB0zRNOVVQAjNjOY5DsC5lMFrUlNI4jimlmqaPGCMcx4EOJoRgjCHEo3KKJElSzobD/nA4BBiNyBIYZ6Vy2bVsf+gVClahUIgSqpTSdd00zTRNPc+DEGYymdurUhGiIwI1TeecC64whrquM8a2trZ6vY5p6rNzM2EYtFot07CnZ2YQggBKpVSSJP1BX9e1jJu1bZsx1um0EELZbAZjhNA+lMttlj+RJAljnKWAELLX2P2v/pvf/X//n3/z2N/73HzCz9rxO/2lj328L7LN8XhqThyKhyi0x9fIg8U+RkWPX5D5eih65hFrhrvV1j6y607YzHu49w9XCT++/uGaBHfEqNToON0op4duH9gbLYzDh/eQAlAhoPaz4WhElwCQAmS/RlaOIhRIQSgB3AeLBRgCCKHinEOAIASScSklVxRoRCOkXHBN08QQ9fv9TqPX6u4Oh/2NtfVGo+EHw9AP4jiGENiG6do2MrUQMMllmngIEcMACnAIua4hy3ayOffMfM11i45dAMjY3tnrD8xGYxdjQlmsayZG2tbmztmzZycnpzViKC7djFupVDwauq7LOdd1fXp62s25juMMvD5jPI7TmzdX2u3myy+/0h943/nTP++2BwsXzkZRJBVkQjEBlEJhlJom0HUdIKwUrFbGLMu5cWO53e7mcgXfDzHWhKAIIdM0IYTdbn97e7ex643Xs5pGlFJjY7UwDEee3vLyahik8+fOFwqlv/nbH168eH5h/gIAaHt796c/+dnLL71ar9cHw55pIi7jOImyWXfQ95rNvcnJecexMEG5fMZyTN/3Vm5dR1LU6uNbG1tvvvEzqTjCUCFBNC0cphOz9amZ2bW1ddt1iGY0Wx3bcSilSzdXEAaW5RQKpeFwOPD8OE7Hxiuzs7NhGG4sb5iabpp6EEsheRIwt5Ibev0/+7PvvPbqVzKZ7Lvvvlur1V75hZcRUh988H6+lJ+fn0MI+ENvrD5RKBQIIZlstlAoXrzw5PLK0q1bq5NTU4EfDft9wNTk9PSt1VVNN+M43Xz/Ko1p5Ec05QACIaTiwsplJifrw+HQskwolWlarptpNlulQvnc2YW5ubOE6JSyvd3V9dU1DJECwM6bUKEzs2fGx8eXl5a9YVDIFfPZQq/X/+jDq/l8XtO0YjGfzdpXrryztnyrUCnMz59ttRu2ZRGCBeOMc8s0LdPinIcx5ZgLIUbFywgRhAiESkoQRTEAQNMxBIBTxiiDEBICgZAAgFarRVMehlGaJmO1KoQ4m83adkqI5rquZQmEkJLQ9/3hcCglUEroBkpoQgWP41AIUSjkc7nMcDikSQwB6HQ6vV7fsEzGWJIkaZoWirl8Pt9sNhuNhmVZpVJJKRXHYRRFtu3qpmWaJmNcKWCaJkKo2+32+30pZTabrVarm5txEiaWZVXHynt7u9lsNkkipVSxWOScEUKklGEYx3HMBdUNAqBUSsZJSFlimibCQDeIpjthGNJIpGnKYvlv/+Df/va//J1XX3n1sb/3mZhZn8tOfz9wfycSSDx2MD6p7/EZ2alHk4cQqn+oI3xcqu8uqJ9gFo6vkfuElT+FpO7O2z8PP/8w0v8+mJ76pD7hcd6LR7aUHpl3dDy/B+4DS/NubTtdXH9+nb0vMn/sI+DU/bx2w9s5vf0TjPKup8rxx46iQgpBCLC8fWzwNiQvkFJCqQBGOiYIIaAENnUEgYah5toaJoQQQak3HPhe0IyivZ2dq1evNBu7SepTGtEkwRjruu7qpOhkOeOU0iTo0IRxTrPZTKlYStLAMKCt5yvV/EStYphas9msVqvZXJFguz+MUhp3u93d3V0n43IharUapSyOkyefvGSZjpSKcZGmaSaTKRUrUgAloe8HhUJ+rD42Nze3tLz4/vvvO457c2XFMIza+OSf//n3djcGc/P1jJvPFcq5XFYC5Q2G/WFfKiw4CnmqFCgVS93uMAxTBEkmk9V1/dy5c4HnA0iE4I7tmpYxQk1ExJuYmMhkMv1+3/O8brcPAdrba46P1Tc3dkulyvnzF3/wg78mWO/1Bj/72VsfvH91cnLqq1/92sbGBkKoUCzuNTbShMIc3tra0jVnfuGs4FgpQWl65doH169fO3N2+tmnnvjgg/cXFxdZFOeqZSFZnMS2k1mYn5ydmx6BMfZ6vThKHceRUg6HwyRJisXi/Ln5er2+uLjYajeSIJ47Oz0/P7+1tbW7ux0nyezMFDFwlCYJ5ePj9SeeuPTeux8sryxNT0+//MqLlUoJAPnn3/m2kHSsPq0Z5Kc//QnScBAEpmnGKTMMS9OMqamZfr8PAAjDsN8dYKwLmmbcTHNnd2yivr29nYbh3Px8HIQYY2AhGlPLNKIoGg6H/X6/Wh3TNA1jHMdxHMaXnnpufn7BtBzfDweD4ebmdhAEtm17A7pw8UKaprpmIkgQJIZhFYvFQqFAKRsOfEoT3dAoiwfDXrfbBgIAIDGBoxNoI1YDpQQhFoRQcqXEiLBOSikRQrZpZTJZyplpmpqmKQA0TROchmEgOCMQa7pGKTMMk6a82+0ihEul8vh4XUpp23YQBJSyMAwHgwEhBCjEGCOEGIYBoUppiBDSkAaApUnddV1d10d5ziAMe+2OEMAwDEKIruue5zHGXNcVQiaJ0HUxOsaMEGJMRVEkARxR6gmgpJRJEkkJKpVSqVTIZJ0g8HzfIwYGQCVJzBi7cGHho48+iqJodm42SeIojCmlo7cLIShN0jQWUgghMMYIoSiKpJSZTAYhFMCAEMLihKfyn/3z/3TlxuqDYXU+9vc+WYz8EZhQ9//SR2nY/T32ST7Tes7H15HROMzH8NBJO+8fV/0wwzi4E8Xhi2DfH8ZP/0R33c37/Uxn9osg6SeCpj7wVH4umv/x9XN4IbAPjCkhAEjdPrl3WwDhPj0ePDjLevtP+yhEt+s5EVAAIAilAlIe8KMTDJkQggsCiGXZCAEpJBAgjYJB4AeB3+/22o29drPhe/0o8JMoYJRiiBCSSFETSJ1IIZiKYwZAKgTC0HUymWJew5rrOtOzs81+d2l5KZOxJ8ZKk1NjOdfe3tns9/xubwlAHEeMCmWYVrGYz+ef0Qx9bWPj3LmFN954s1qt1WsznufrumHoRqfTK2RzxWKp3/eq1SrnREr54YcfbWysd3pdQnTf88ul8Uw288ZP32EcV6dqpfIkEzCXy1EG3YwrM6TRGVx88jnHshZvLkGIZmfPJTE1DB0h1Gl1pBLVakUJ/vQzT926tbK5toYxmpicWFg457q2bZvtdotzsbvTSBJqaE6xpNfOTRi6MzEx8d57777yyitra6vf+ta3EcJf/vIvFIult99+x3HssWrNMFCj0dre3tYNPUnozOw4Y+zG9cVr1242Wt1MLlurj+Vymbfe/tmtlRUE8eSZacfNxgkLo2B+/twzz1xCCLz//vvDgc+ZRAgRTPL5AmM8DuMgiJxMbnJmttVqNxpNqKHNrS2s4X63Y9tWnERBHAx6PnaIbhhe4O1sbD77wjOMck0zhsPuT3/8w5DGGgIvXH62XC5euXIFYExMfOGJS1g3GROW5Xp+1Gi0zp5dwBhdufoepcnU1NTM1MS1D65qmp6m9JlLz0zPzgAAvvcX3xWUI4QYo888/fTG2trqysrExATRtEajgTGOw7BYLGRcVwje63T7/eGtW6ue38tk3OFw4LiZqckZIUW/7yUJC4I4ny9MTk7run7jxs18we31uikDcez1ej3TMitTBcuyVldv9ftDCBXnslDIZZyMhrQ0ZozySrlSKVUI1jjnjHPKBQAoDGIhFIJYSsGSlDMqudCxRggRlAshxsbGDN2J0ySNqW07URgPhx4mKEkSy7IMw3DszAiCznGcbDZLKfWDYdT2UpqqkdsJlBBilI7L5XIj9o6zZ+tuNhv4ieM4QRAkSUIpRQjOzNSDIOj3+6Zpzs7OWpbFmIiSlKbCNE0qqD/0iG7MzMxUKmWioSgKG81dLtJc3pVCbW9vVaoV13VLpdJw2G81W6M6UgihUgJjbBgoTWM/QIxypXg+nyGEDId9jDFjTCnlOE61Wu1YHUFVEIT/4//8P/0f//p/f/j+3iFaZHnETjpyvOF+7N3jCHWjhx9BkPs0TxNCgPvGDzzy/ykYm0dixkc4xEalRIcpeiGEo5YcNPVuaGzH+4sxvh/P4bg5AgDgt0l1Tr/901i0DzytD91aOokY4x5fPp5cOmj2aLpPmfGP0eTRHeCod08Lq0PIfmAEQ3cwJoc5cE/0Qw635KRX7Bf+HMeYPSzD90loPrrlyItOWREnDc4dXpOU8jic7IlyOBqHj62nY+N/sMROB4A9kug7xfE7cSWOxPX41yCAt1u43wwp1eHhOljmozMDBz8f6dfxNXIwSof/dHDXgdiM8Dlv44vCETyoUgoieESDHZ/r45pq1OC74XPeW0XsS/UdA4sQOrwiPuVKP0DUHNnCI1j9O6RrVPp2GxUJ3amEPz7RdIxUYDS8J6Zzj6ju42JzIjHPqIUnEi0cXxHHeyqE+JT40ve8TlyGJ4758WOfh0XrtpDLE1XQ/l1wf2zlx8r4yII9usvfpyFxor46sr5OUWv3BBA+cf+6z7DRnYIBIAIIYQCAUkIIIaUY8SZAnSCElARCCCWlAoAQvN93CQCACI2AeSEDYJTswBg7tqEkt3UDYwwh7LUb169fbzX3uu29XqfV63aVYBhjAyOdYIIBVMLAAgIW+D6jka4hgoCmaRnbzufzlUqlUq1iQnK5QpJEruVGSWTY9trmphRoavLMwpkZKWkYxJP1eYIypuOem1/wvCBlUgLpeQNNw3/4x//hlVdfa7U7QOHnnrmMICkWy4wKrEClUknCuFyuDj0vDKNer72xubq4vDQ+Pv4rv/KNxcXFjfVNr9tZX1n+7f/yt3/4+k+q2eLC+QtB5O+1mtPT09msm9DG3NmLmqlvbe94Ia8US4yjC+efXFpaurW61Ot08oVcEPi+7+/u7q6sLOuYzMzO/OIv/iKEqtHYbbe7SinTdCjtRlH6L373X+ayhW9969tj1dqHH169ceMGIaTb7f6Tf/Jbpml+eO1GpVKdmJj0vEGlUvnuX/5pyqLf/M3f3NvbW1m5SUW8sdlUUve85IXLr77z3ruDYef6tfefffaSppHXXv0Sp7JUrv7ZX/zVb/7Wb1qWEQTe6trK5s625w0mJyfjOJ0eG1vf3Oac29mC7/uOk7165drK2urA98rFfHN3b6+xZ+haGEcAikZzhwOhoWKtPhEEwa2t9cXV5QsXLmyub3Z7Pce1dV0vlfKvvfbav//Df9dut6vj9SSgtfpUJpPvtAfVar1Y2Br0h4Zh2LbJGR+vjZ+ZrC8vXY/icO7cmYXz5+fm5ggh3/3udwVnlbFKe6tZna15g8FwOEzTNIqiMAzOnJ1rdztxFM3OngEAvPv2O5Sy2vhEvpDp9TZM0xKcTU9PF/L5JEkBAOvr61EQu3bm2pVraZo2m3u68TEuHYIqDqPQj5TqO46uE0IIcYqOrutpnGBEsE5Mw7YsezgIEEKe5xmG4Yex5TqunYnTBGFo6nqaxkACHWsQkTRNdV3XNG1zY0vXrXy+wB3Z6w9ok2azedd1CNbHxsbK5bLnecPhMIqibre7vr4OIbRsIwgC0zbLY9Uw9MM4klI6jpPJZJIoDILI0rU0TUEQNBodoSAhJJ8vOI7j+/7TTz/10Ucf9fv9fD6/s7OjaRrnPE2YUoBSSilFBBcKhXw+Zxh6SuNer0tpWihkNU2L4zSOY4yBlLJarfb7/SiKu91upVqOk2gwjAoFu1jKSyX29rZ13TRN0xsMGGOGoZumCSFQSiBEAACUUlOz6/X6X/3ge7/3O7/7AAzsj/N7DzkXd/93PYDT9TjG/Pj6e5n6+4JUI5+Y1TkxTnSfzGbH+/V5ZeO/sEWJD53d+56k6p9vCx/vhp+F3vh8xXvExDiK8SmlpORSSsEZhBBgiCBK4oQQMhJODEf4K3xUyca5UGq/BBQh5DhWcaykEZKmSbfVauzteoNes9lstVqtxt5gMKAs5Umoa9g0DU03gBKCpSlnMaMsjTnnjmVO1suWZQLJs65TrVZHJWEYY8M0AUSahqEyFBC6Rna2d4VQ589f5EyahkMpYUAksZicmAuT+NbKhuu6t9Y3q2PVOI7ff/+6pmmFfHF1bbM2Xr948cnh0Ot7Q6VUxrI555RSSIVtu1EUbGxsJQktlyrlcnl5eVlJtbvbGAb+cy8+m8nkETJLlXGimYgwiLRed0g0M5cvMymGw35Cpe3kytV6rTaxtbXTarXSNPUD381YQmj9Qbc4zBYKeUPTCCGrq6t7ezuLizcxxo6TaTX7SUL/0Tf/8VNPPt1qtSqVyvbOZqfTieP45ZdeqVQqzebe5csvf+1rYz/96c9s27p8+fKVKx8QDU1On71y5cru3s74+BiTiR/ECKrnnnshSdKpqalXX7ucpiEGwrHt6elZb+D1BwPDMEeOys7OVr/fxxiVSqXt7e1g6H/9l79xa2UjbLcLE1OlUqXVagWBNyrVS9PUck3LsoCShmEYBonCAGvkuRdfwkT/2c/eklKaprm0tMQZr1Qq/X6fEHLhwpNLS8txKrBmAIAUJJBoSUwx1jTNGBur2bataVoURRCpc3Oz7d0tCGQuk3EsezjoXbsWMJ42mntSSprEAALO6cbGBqX0xRdf3N3djeKw3W5zKRAGnKWcJ9mcrWt2uVxMd2OIpB/0Z2am2u12t9tVCrRarW63Wy6XZ2Zm0jRljCKkongoFR9Rhx9kLgghCGHGGAAIQiwlEEIxmiRRLCiLTBMqpOv/P3tvGmNZep6Hffv5znbXulXV1VW9TM9MT8/0cDgkRZEcUaRJUaJIgoZjJI5ix0YkCBFgIEEiQ0YCOHD+GjGSH0IiGwoiGIoBw3BEaqEkmxQlkeIyw+FM92y9VXd11373c+/Zvj0/TlV1dVV3T3VzZrj1+VGounXvued82/me93nf52FhGIZBHMcNC50yFkMsCpGMRlZpCF0VVaxiT4xygG2eF0ppj/lRFHEeKKXKUo5GozRNNzc3R6PRXky2mnpFUcRxPHdsLqzFCIFClFLKPE+NMaLIrbEVMeh53uLiYrc/rHqBENLr9V566aXBYGCM4ZwnyYgQQgibm5sbjcZSSghh5URvjC5FXpaFkIVSohRAKpGleRjGrVaLEFItUwihIAiklNZazmGlv6uUUkpJqfM8LUtHCOCcW2ullFrrIODV5Vm9Ewz6tf/2V//jV/7TI7z3o470HnoD8Qjs/ZSDoh+jredd3dWPuAvfLVzZs+B6j1DE/efXvRIsj44uDieLHjABcw+4aT2iEsmBPfEP07bhvRrVdx1+D7p+3ier4idsHT78VHoI74r7N8nRF4QHBXs/3MOCHRNUaG1lTSmKHOyw/YhgWJF+HqGVMSHGiCBMqaeU0k5ZY7lH4zj2mYcxBtAOet0rb1zIptNeb/vqlUu3VlaMVEIWSikEHOc8Ipg0ImeUFEWhlDEKOEMw9Dmth3Wf81aruTA/G4Zh6HPGWKV8aK11EFXygFkhKKWFEL7v9wZD6vnPPvvslcuXylJOp2nIeRiGQoq11S3CaBTV8jyv5CuuX7/+5FPnOp3Z+bljrdZMrdYoC2VFJSfoCyEopcPhkHEfQnjyxEk/YGmR+gHvDfr93jDPS2fxM8+8jxJea8y02nMWEO7Xmi03HvYHo+nx48cpMN3eUGmIsY8x6/eGr1+8gDH0PA9BqLWEKIDQlWURhHw6TlZXs8uX37LWWgvCIMwzkab5M08/e/r0Y6++euHFF1+siqOyLJ2fn186cfzl7716/PhSWZZrqxubm+uTyfTLX/6yder06eOU2Y2NjdF4QinUTk8m2dknT54/f/7i65fe//7nAz+K4/DFb32TEKy1ttbeuHHziaeexISIVKb5FBGEKer1uhDhYyeWTp4+9dobb2W9QRTHnudNszSMwnk0jxCaTpPZ2VlCyHZ3K8vyhfkO9dhMZ26mM9cbjnpbXRaGnbm5fn/gh7HUBmAyMzd/7PiJ73znO8k4XVpaRARrrZgXTEYZpRxA3G53KPU8z8vS8WQ8jgNy6dJbjMK4XpeyvHmz2+0PyrLwPI8SKlXJQ+qASSbTRhydOX36+rUrcRglyahWq505faoz22YEsnroh3XPw2UxRQgYbU6eWlq5eaMsyzCMptNplmW1Wk1rXRS5Ukoqaa21rhJfcZgQj/kYY0JoWQohFAQYAmwN0NoSiAkkiCKfhwxR3/cBAEJIhLG2JiuFlFKKQpS5R1kYBhhjrRUhuN3ucM6LXG5sbEmhKQG+z9M0r4Cl5/mexzCmp06dopQqpQaDPsLQWptlWVUUN55OiiLLsswLfMZYmqZaW85plTwJELJmJ8dEKWWtLYrC82gQBM65OI4JQVmWcc6dc2UhtDZV8pEQRZ7nDnhFURhjEIbGGKVUKYooiqQsu90iz3Otdb1eb7Ua3d42IaRejyune2uBH9DAj6y1k0kKIWSMVPAPQkhIzfOY53nSKggBhODa8tWv/cVXP/2pX3iE997d3czhmCJ8gIfiwSysoydb3kea4tHxYwGB9udMHt36GfwABhI/xEFy2MX+/hH66u7vni3sHmxe37+h7uO8cmfdV2Vwvsfm7Xc7gG8bu7mXKszh3rxXZu/Rl7WjFCseTsE9eq3je0OI/YCXsdfgGOO73t0DFWfeZ8a923W/Pwqxy6O10h35nLc/At+mSX/wJ/Jh5vyH1Rd7CwWsmhE4z/OqdYxgiDFw1llnHYAQoMoFDCEEjPQJlA4AY6bj4fXLr3V7vUkyyieT4bA/GQ2NMcBZrUoPEw/DIIBO47LMXVkYCJU13ON1n/vNMIqDehxHcRiHfhAEhCBnLcaIEAIAdADmZamNq+YFpsxA7ICLao281y+1bXY6caPeH3RnZzs+D7I0dw72egMhRKcza4F76aXvLZw47nHy2utXG43G0+fOC6Gee+759fWt//t3f++JJx5/+olzSssiL7I886lXr7ek0giDxaUTZTmtt+q1es1BeOmtq0+dfTqZZowGea7OnDlrHS6lAwhHUcPzAqnVOMmstUHUXDzBtTaeH/V6vWazGcdht7c5O9eZpkM6hYtLxyaTsRrLySibmWnWajHnwXiUWut6W+Of/8TP/8JnPnPlypXtre00Ta01/cH2Rz76oUaz/t3vfmd2dv6tS69nWeocPHFiaWVl5Rd/6ReCgF+5+vorr7zSbNWWlubyPJXKfvznPv7hn3nhxo1NY9yx+YU0mzAIr19f+fjPvTCdZNMkS5JkfmnxlVdfMkam2RQAMxr3CUWe5zFGut3u0+fOvyrs6s3VJ889Pj/feeyx06u3bnV720qIaZZ6yiOYnjixtHDs2LWrV7vdwR//8Z84SI8dO14ajRD50Id+Znl5ZeXytWfe/4Hz58+Ph/mglzVqc8++74PL168BZ30e9/U0CHwhdFyra1VYa5JkvLq6MuivOqDDqOZz5nFSlJBiyBsRhEgWoixkHHIh8qXF2YX5pcuXL6dp/uSTZ5avL6fp9OxTT1CGkmkfOJjmiVJ6c3slDMnMzKnu9jpwen3tZr3WKotCCXlzZeXmyg0llZQCItdqR66qgJOUiTcAACAASURBVLDOOmCNscZa42SpnUbYpwRRpZSRFhKAMeGc+tx3ykIAhZCj0ciPIo/7GECfB4HnoVo9CDnnXMpiMBw4B7a3tymllPAwDJ2FmDAAQWemw32fUoox0lprLZVSRVGWZVEtR4yxIPCDwO8P+7ko6/WYcW+SpVUKve97oR9orTOliVIQ0NnZ2TRNu91uURSex2dmZpxzSZJUVF4yzhKQR7WaUopzH2NclmWe5/1Bj06wVKXWwvMIgE5r1enMEII3NzcJYXEcR1GstVZKjYZThG2jUXNAYwwZIxBSQnCWCQAAY9T3eVlOrAUYA6VUnucAgLgWMg8DBxAGv/lP//vvffvCAwm3/JTivYc3yDpk7fVAmgpHFN681xPukTL4jztB97aD8P7DdZ8s4TsM+d4NZbyjOBzc+Ya9Tfbe/T7wpL5PxdT97/T+82s/v/e2WOtoZoN3cG77tsvwgRaio5B7+wv57roWveNJlQ/1fveO0D6HfQgPQOsHuoW9j98D8v3k4L290twjt9LtYs49fs85B+CRFoT3wOLyPXhW7t04hBBBBKEFzimltJaUojiMCMMIEQiroj4nirw/Gq2v3VxfWxsnw+3t7e7WppAFQog4EHjYIxhD56SUShgtRnmOISAYUYpbjcbxY0tRFM105jzP45xjhCwwwDoLDMawUg3QQDuArYXKQIQIZZwi4nbSTRHl1DkHKI+b7UmanT13PivHb7zx+gef/+DW9rpSiuKIMdLptL/z0ne/9vWvvu+58x879bP/6l//zszMzPnz72s2m1JZCPGN6zdfeul7STI9vXi63W7nk8RjJgiCTAHGuJQlALDZbAqtXvn+K3/9zW985CMvYORdXb7JaMAoD0O23e/7PBwM+qPx8LHTZxqtSAgxzSacx1HULEUeBeHx2ZbMJxcvXrz42oWFYx3GqMeJEiUmYOH4UucDM1EUjUeT7a3B8YWTm5ubzXaz3Z798pf+eG5urtfrj8djbeSpU4sznWaWTY0Tc/Mzg0H/Zz78gc2N7S996Y/OnHnMOb29vdFsNs6dO5sXU60lofiJs09/8IMfnk5z51DgR3/wB384O9ciBAohO53ZZJxaC0+fOsM5LYQTUpZimueZcxpjTCn58Ic/bA3+y69/u8jl0slTzWZ9ZqY9GPavLl/dWlvjgY8JyctCFoWUcpJMIACU4WazATGZn5+/cuXa8rWV+bnj6Th95v0fevLJp4Kg0euuaYV+8bOfZT4YjS60mnPOIoI5hBQiF8VhOpHr62vXrl0JAvrUU4+9/r2XrVKlKHRve5KmUpUUUIRQngtMQBwFRZ4vHj9Gife9l15eXDpujFlaWpjm6ebmWrPZgBhDCIsiS9PUAZGmRbsdv/jdt2o1enNlOQh6RrvpNAXWBTGP4zBJBOesyHOEACEEIwQMUMoY47QWCBKMMAYEOoyAQxBrpY1SwAJNDAaIUoYxAQDMzM13e700TRkPEDCcElGW6XRalrnHvfbMDADAGBP4tUa9bYzJirIsJIYkz4o07QEAtJGEkFotUkp7njc721FaQgh9nw+HgzRNAd5x7inLUimBEPI9BgGACFFMqOfV4hbEVAhRlqUxxvO8Xq9HKa1Iwq2tjbwwjIH5+XlKRlqbqoQPQiiEyDLpgPE87HHPOe2c8TyGMQ7DqNXscM7TNB8M+kIUSknsQJ6nlCGMCSHQOaC1cM5QBiklVeUepZgQorUejUZCFHEYAOCsU4SgwbD7//yb3/31X/2NR3jvvYiGPug+6QfRfDusNf+I3/uxw3sHeN0HRe93oD73Y3C/R2+T+5AAVXrnQ1/AEVv4bl4OBxy39+vZHBVovS3af6hEzoPXfP8kw/0aMPeRpvixGDBv2xp3lY15uOX6aPzeT3v07ehPw3fwgfWjFveshh2CEEIQhaExGliNIHBOl0UhhZ5Msu3trX6/3+9ubW5urqwsj4Z9z6MVO+exSCnllNSq0KU2WjljCQIhZ0+cPMsZiQI/roWz7ZlWs+F53jhJjXZalwBCgBCGUGmppKWMUUY8ziCEzoKoFhsLpVKmMvqDUGmLCFNKbff6MzMzqJCYElfY44tzDujxeDQ3N8cYjaLoypXLX/3anxnnPvWpT4yTwWDYf+GFF06ePCmlZF6IMa7VajMznekku3nzZqfTiaIIQuisZYxDRJQSeZ5vbw+Gyfhv/uYbmOBTJ09PkmJmpnDOKWWUMhARZWwQRJvbW1eXr3c67ZmZGe6HZVmWUhmjPaa73eHGrevLy8tBEEgllpbmF47Pv/7aq61Wo91uNhuN4XC4vrHa257Ua9Y5QDBbXV0fDEaEkCRJfumXfunb3/5mvVH75Cd//q233rh6ZWVxcTGd5l/60pdeefGVp9/3LADg5MmTaTbOssmttWuTybDeiGu1WrPZzPO81xvXarPUi9Y2NjY3toXMlTTr65vc8ymljz/+uMaSB2j5+lhKAaELQl6LG87BZrM5GmYLC8enk2IwGIR1tra5vrW11ev1iO+FUdS72aV1dmrpBOdsZWXFGJNkRZAbh/Dq6rrIBRDi0qUrflR74omzHgulMErZ06eeaLdmB+PNSZadOt00DqBd/cbxeDzoba+uXd/cWq/VPYxhvVGzVU1dnhqrOK+MB4ADABPgedRoIqXMp4pgPNNq9wfbPGBRFAhZpBniflBl/5ZlTiAYZfm1a1cJBUHgp6YghJRlaqThoVdlb1aaT0WhCAHWWkopQpRShDGwVjLqOQuryj2ECKVMa0cQioKwFtcJRLVaLUmmWttJkibJVBtLrBVlHtRrwCEhhFKq3W43641pljrnpJSDwaAoiqwotbJGWWtdlqWcc89jcRxX1W4A2KIo0mwqhDBGa62stYSSbreblwXxKhEZUmE/zrwqYjIej7NCDIdDQlEYhpxzAHY80KMoCoKg2fQgxJRSbXRRlJVIWGXsbi1CGHkepZRqbREGk8k4jutxXJdSpmmaJEmF39rtppB5WQoACUJAa40J9HkYhrFSSimtlDLGVvWHCCGtlda6LEvGCELI86ix3j/7X//p3/8v/2EQBI/w3nvxkHt0/FR2PwLQ7f6syCgLADrovvsgZ6wSgg79+fa6rD+GkM/uu9mq6VzlTrzvPQgAAwDcS5XafTPa19TuHn9CCHF1tofaF+6cBDiwD56jO3tn/wXDOz/7kE10hCVldzxAC3YuDh59yN0re/M9X8rsob6upEfvnZ27L08Q7r0C3wYMvFMiQPepz/xRXZ0AgLuN5gDc14DvzdMQubs7ztlKr9MBULFgO+qmOxwpcg8xhNyBqbdnfHePSY0OrzYW7lzwnZ91aGe+oMPjcPdP5CAAzlYXDxFEECCEtBAQaAdMlmWrt1Zu3brV7w+vXV0ejgZaKkop52yuXT9xrG2M0UYWWaq0gAATBKzWjIBGrdGIo1ardWxu1uceQQAjgBDCACTTsUsghMQCRD2PEYoIdAZQ30cISqOdcw5iTAgEuCgVxAQzRhCyBiijIYJxHKdp1h8Ojx07DgAcj8cAutmZTp5NT5w+/uwz73vrrbdurt38+l9+PQiCv/cr/8X73//8//a//8tPfuJvnThxKgobt9bWajFqzdRmmi1CiCjyCxcunDy15Ht8MhlPJ9NcWgtclk23ttdWVpafed8zH/zgB4MojuKas+z4Ak6nhRBYWg9hvyjzhWOdXn/rrbfe6PeCp595qj3Tdja3WlOPMepee+3yysplAN0HPvD+WytX6s3a/PzsG28gxvjWZi8ZTkbDBGPq++Ha6sbi4iIl3vz83D/6R//w4sVXN7eajUZ9Mk7PPnVmkubr65vGmeUbN/78K//xYx//6H/29/7OaDR+5plnyrJYW1vtD7Z6vZ5zZp6Hs7OzyXi6uEhm2rPjJOdR45c///kXv/fdrc1V58zla8uNuKaVoh6ain5RTpevvVXkJq5Ra9lI9U+eerzRqH3tP33dWnpsYaZ3cW15+epgGA8Gg8Dj7XYbOkBrfOHYwtPn34cxHgzHPufagu1BsrS4KKU8d+6ZOK6PR0mj0USIVjv+osiffeZ8WRTGOKNds9FwzmAElC6BMb3u+sb62tqtZWtLEOBrl68EjCVF5iTM8xwSHIehsdZZCwxQJRBKOuiSZExJFNdqhDIh9XAy5L7nnBsOxjzwrbVaawAAIZQSNtiWS6eaCNE8ExC6LCkBABijbFIoJQAAvh81mzFClZg2ttYpayAEjDGPcSWtc1Bb5BEGQGltSRGmlDmAJlmuHTDGbHX7eDBi3Ds2N19r1HvdzVqjjjE2xhhjtLaTSXrz1i0AAOcBRkxrCzHyPD+ohwihJKks+4zneTdv3mSMWWuzfEoZc86VZV5vxI89/lgQR9euXbm1tkoQVrKE1gmttbSkgSllTutJmopSiUIhTCvvPmvteDyWUnMeUOpxHkynWVEURZFpYwjBDFOMMSDGGgkggohaq5UWSimjK5kZ3e8N8jzPsmm9XhuPi1o91gYLATxuAUBlWRpj06morBqAQ5WWtrEWQkgxQhA4o8syr0RlqMc9Z4tS/c7v/vb/+N/91lEfZ3v7gJ//z/+X26lQ0O6u427fIvs2serD24v7S6jf57OHlZqPng53FAXqh/7Sw+dBaKdi+y4PmTsNCQ4bLYC7+RbcSy/+sEb/UeS8H+6+fvAwbXUx79SXOviQV3LEVrrrBWOI7t2tYLdko7o2t6NJvvuRuwzXynDp9lBx+7p1Z0fidjCG3bdB2Tsb3JOqr07lnAPQ7k60/bSDe9ucxgdFCHe1t75PCx8a6nbPewDu7NYPZBjetakP8Ce3obVzO/s2CKufAAC3C/MghGhv4YIQ7lu7HIA7bQ7BXl+jO4cE2o9IK3bRObt33NlfrqoW2+XQUKWcXvFnVfvt5++cu0OZZb+Pwv05t93/on1UntsXaNg/xfZsG5BzzgGz/+uO7nZz94xZiwB0CO3l5t3+x/4F/9D8svvG0l6vAbBzHlT1V2WxAKw70P2HUyvRneTtvcxI7lovfR+Hkju/6A62ec9p98DdHUDR93EAuteSfviCj+JOZMDOYoV2xxgCcH+joXsgQbPrPIEQ2ltUEUJa76gs3GfdQOC27dDubNrnxwAshNBBgBHdGwZ7qHuvTW4Hbw4ouOyDi/fAeLcHGwS4Gth7cwFDChzaPfm+p+TOV+7iOQSts8ZYAFwV2ncQaCWMtRiDal8ohNBaccYIIRBip40QQisVBTG0zmjnrIUQEogdgY4gTFAU+qHP8zTZ3Fi7eWN5NOxtrK3eurGcJEOnjbWW+SyKIgyd1lop4ZxFEJRlmeeZlqrZqs+0Zxu1CGM8Pz/bajegA8BYSgklpJoaEO3YBUGAjYUAIIAgAhAghwAGCOwa1uyNHOgQdBZaZ/faBCEsSuGcIx5z2mVlEcdBEOHu1lq73QYAFEXx+uuvv/XWW3mWn3/2/K/96q9fu3bt3/27f/+ZX/qsxyMAUJ7nlLK4Vnvt4sVvfPObWqkbN1b/7t/94mc/+9kby9f/8i+/HsZhXAvb7faffOWP/v4/+Adb3a6U+syZJ6QAWuO43l5b3UwmJfRnLKIIa2dSRvWtm1de/v53GCMf+MBzT559sshLgNHa6trrb74SxNxqEwQ8TZJmI86mU2OMyI2z5uknnwmC4Hsvvuwc+cynf/nia6/evHnz13/9115/8/UkSb74d7741ltv/emf/qkx5pOf+lunTpz8nd/5ncUTS0vHFz/2wkcQQi+++B2ttdPm6tWr3Pcm46RWq5176umTJ0+//PJrtebMqTNPWkczqTD3AAKvXvh+kU+sLJJBLwp9LafajZzTcVxP0zydlnPz8xjSdufYmTOPf/lLf/zFL/7tNy9dvnbtSp6n586d29jYgBDW6/Veb8A5n0zST3/607Ozs3/xta/HUZQXAmLabHcWjy8BCzgPrAWUUGdcNTcxxlEQEoY3utvJdAwAYoRKIThl0JpXX3l5kozjKCAQDPrbrXatVguyMptOp4QQzjmlGGBUpNM0LTkn1WPYZ36eGY8FCKEsy4QS1UpOKa1Qh9ZaCFFkggfEOROGoe/7hJDNrU2Mked5UiiMqed5lTqlszqKAgDA1lb/7NnHb9y8aY2L6+0sk5T4FAfGVQ8QrWUuhIDWNRoNjECWZUVRWGvPnj2bJMni4qKU5cbGOoDW94OiKKw1ZVlGUVw5pAd+NDMzSykty7Ioiu3tba1tpaODCWSep6QBABBChCofO3Mmy4rJZBzVaBDwLMt6vd5kMsEEI4iiKKKUMkYbjXqSTNfX1wlhnHNjjDWg8qAfj8dRFFWoLwjChYUFAFySjifpJAgDjGEhCggdZVjKkhDiUWatxRB6nufzEGMqhNDaIoTKspxOp0EQBAGfTCbGGOdMFEWl0kVRWIPnZ9tlWRKCpJSikEqpMAzjIBRS5mWBIHUQcc4x9Tjn3V6fULzy+vUjUnyP+L13JLr5qBl+unp8b4O3j3raoYMePPa/t3Hf44729jf2ISijH+1jF0pVO0W4J3Zg70R96NA+8ACHtkf23PVPcIhEOiKzd/uXSiO0sruzdv/Oe19/QeeAdbc7/d3Ok7R7FNdeyGD3xfd0DXpYRZZ9Yxvevou7knsH+hU87E0+nEALePga1B/mge6cMwfbFYLDd/Sgyb13uCAcWu7elkt0++i+vY/csYze/f37BzyswtRu508HAXDAAWhAFX3bU10CzlXDbAe+u0pJAsEKODkpSu00gchYZYwDwEECCcYIQe2gLKQ1BjpAKQ7DAAJDCPQ5hoDIssjzSTEp+8lobXV1MOplyWQ87E3HQ+c0BBYCyzCIA2KUM8YqnWeTsmpuSmktCqPA55zHcVSrxYHvV1iOUIYQcsA4YwHGhLG9yANAVXgPOggBRA5iCGEVMDA75dyookv37h0A4OBOPKDKTjdGe9wDzimtIUStel2qMk0KjwXAoevXl197/YK1tl6vLRxb+PSnPnPp0pVvf/u7Z598JgwaeV5SjyJIqlCb1jrPMiFEp9P4ylf+LE2zj3/845/7whe2u2tb25uXLr/5uc9//t//h//QaDSXTpzqdUfHjp+eprIoFGGBgxoRzxqrhIJO1mps6cS81udGg81Bd+VNMUqSNC9Lpa2SRTpVQpTTCVRSRKEPEdaFDHyeTov19c0kSSeT7HO//MVaLV5fX3/66aeu37jW628xRv7kK3944ZXXP/ShDz157ty3vvWtl7/36vHFk7/w6U8Zqy5fuZIkw1u3bsa1eDKZjNPJYu34U08/G4axH9WG4/yJJ57e7I02twfN9mypDYdo0B/wID52bL5ZC0Q2gVaOR1u3br0qJdRCcsp5OyoyNZ1O283j6+vbUVzTxqTTSTZKn3rfk/PznY2N1SKXeZ5DiJRUM+3W8rVr3/7G3/Ag2NruLi4u9Qcjq43PPAgxRrSQpVQ7Ph/IWVmWvSxxzk7yTEhhjcmNLbJpOk2tlsCWDFkCdD2MdRl5hFXRFoxxZVgHgLVKOwcQApRSAFwpZCmFcUhqBSE0zmJMnHPW2bJQRS6rgVTZeAR+4IABwGVZXm/EjFGEQKvVAA7OzMxqbbvdbp6bmfZMUeaj0fCxx04URbHj3mk1xhg4CDDgxHcWKpkBiIIg9H2/Vosno3FelJ7H2zNNCEGv15WqwBhTRozRUkqM8ezsrJRqkkzbrY7WOk3za9euVb6gCCFCUKNRY4wRQjDBCGOCqTZaGbu2tpYk07woS1naST4eD6pyO0IwQsj3fc69KIoQQoPBUGs9NzebpjlCUGvrgHUOWweCIGSMWevCMGLMy7K8LPNSFRhBKQtMkcehcU5biUil1WsghEbbwghRGghhWZbV10HoEAJ5nkpZ5nnp+x4hTGtrDTQaAADSaTYaTeOYh2EonPSZ5zNOKaWU+kEEALIOYuZZBwDExkIr3W/+z7/1f/0fv/3e4b172Ub/RO/4H1jq4OilRI8w1Y82vL+DNDgcrr7rqNjjeA7tfO6/d4Q/vhPkbtu8H8qVuLe9jDvfdsdd3F++4t5a9ncihx+ZWX3E9eqeaREQHCDBwD4W7l7o6KAiS7UDv7P4cOfU8J0c94eVde5Dvt3BY8O7yP8c0G45XCL4oH4PB+zg33WhVHjbzn4PrYF9dvP3l7uE4MB1Hrj9d8Wpwt2RWAD3AhwOoN3rhw46gAwAe5mZBgJkoQXuYI49hRg4aI1xDkAAGQEEII8yC3ZYei2lEEJoxHkUhrUo9CmlWuZlkeZZ0p+Mb61cv7my3Ottj/qDLE2n06nvccYoIQRDh4ANA08IUZR5NikgBJQgjOni4mIcx0EQVKLqAfeb9biyKVNSOGcxxhhjY4FzkBCPMoIwcK7KCdlJ94C7zYEQchAdIIf3D86dPoIOQOtMNc/s7vYdOeeM0FprB6wxOoqCemPuq1/96ptvvvGhD33g1q1b4/H485/728a44XA0P3f8xIlTUiqtFeMEE1jlVux9OyGkKOSf//nXji8sbWysU46ULpaWTl2+unz6zOOf+9wXvvf9C7c2tpqdRcK4EFo5YyAQRYY97vlsa3O8vr6FoEinY4xQkedKCS2NUoYyPjczP50mQhallqHvibxMxuO5ubknzjx55fK1jdV1pczs/GwU+41m/OSTjz/11Nmr1y5NJqPBYGAh8Hxy9twTN2+tbG1tKal933vpxRdn5zsY4/5gsL6x2VFaax3Xm7MLJ554/CwhrMhFUQiEGeUhJJ4GSBuQZUW93nTGAKuRQ53W7HjUS6e5UcRqUAo1Ozff6czduLG+dHxxcfGxy1eXPRqnE+l79c78wmiQWK2mk2m70fajcDwaWS0pjWWRJunw+Q8+u3L95rH5jihKq0Q6GQOHEMJFITziQQiVkEIUyWQ8Ho+kFJR5w2SEAGjU6tZq5BznrB6yoTNCFIIRbUQhrUpFKQqlVJXWaIxSSmltAKjwHsjzUjuNEDfGVN6JVSVb5UJeGTZWy4Ux2rlqxAFrLWMV/aUQQj4PlFLj8WQymQRBOJ2mDth2u1Or1S69eR1A0Ol0ciEJwdYYhADzoDVAK2edUaWQshCigM56nFirlJLr66vNVm1xcZExprXqdruj0TjLMmMMITTP8xs3bjDGOA+CICCEMMYYY5wzKXVZlmmalqI01nqel2WZMs4512g0AEqkyoLA39raKIoSY1SBQ4SgtaYsCyHEeDymlMZxDKEVQiqlAQDOWWyJcyDPjRCiKErGSggBQqjT6aT5xFjtcUYoysvMOUgpARYSQgMeOO2UUpNJWhUTVo1sjJFSWuustVrvbB6MMZwHhJDK5cI56/tBFNWLTIZ+yChDkFJKKfeAQ8ZZSIhUWmtjrQPA/X9/+KX/6Td/68TSiUf83ru4l31UxfcI9R145dGQ+Mmb6bsEyEP4JbxjAvQ/UscBUFft9Y9SLHevrOD3csrcP9lyH667Cyo77AHwjpQIHjjbe4D2D69dR694vA+/9670o0P7kvn3sgCgg8ZVdGbFqwMHYAVEKoRnHXS71Xq3P2+s3aHGMHJWi1JILQsALXAQAs49z/Oi0IeQG0e1VuPBcJqO1m7d2N5evbZ8WeRZMu4ZXUDoMIKMwTMnZinCWuuiKCbTRMqySBmAFiHUakbHjh1rthphEAVhq8p5c84ZY4xS40lKCPEo9oOwGlwQYggxABBjhBByziihEMFVLmcFt6GDAAKEiL2HEPFtyAcMgA44B9HtmBQC0NqqIgtpbZUStVqcpmkQBFtb2+fOPT0YjIxxn/vcF8Iw3trsBn6t2ZhzFhhjIXIAWoSAtc4YjRAMw6DVal288Ob8/KwQ4o/+6E8+9rGPzsw2G+3aSy+9/LMf/di3vvMiQHRx6WS3e7E/HDXb88a5vCwcBJ7PhTIK6LnZDuz400lXlEkhMgDANJlQRBnjWklZap8FrePt8Xg4Gg8wRARRUciLFy4ooQkhs7Oz7Xb7+6+8nKXZ8cX5NBuvrFznAV86sTieTBhj3//+yxcuvvH888+3WjMXXn31jTdf29hscs63u91Wu7VwfOnChdfqzbYyIC0VJcgCzIJokuRBrRFGtVIb5vsAQkq9Rr0FnELITKfZ9navuz1k1CfYIWAatZlWc248FEsnzvi8LjJdpOqtN68lSSKk8KjtFanTZqbdXFxaeu2114Bzk9GQe17gMVnmRheTcV/LwllrlWSMM0YxgAEPi6JI0uloPEjT1DlLCSrS1JRFZ37u2Gyn3++maVook2ldloWxSmiBKEIIKKWcBQjuuAVWwQVjtLX7kqsh3nusYYw9z6vKE4IgwLuHc06IUkoJkSMEMUYZYxUsTJKEUm847I5GCULI83iZZ4SQmXan1xsIWfCAVwRjWSjnoHXSGGKM00YYo7RW1mljdafV6nSavu9DCFdv3UQITiaJtXY4HCqlKGW+7zPGwjCq1xpVqUgleLtjcFeWN2/uuKtbayFCmGAAQLPZjGq1siwpxb7vUdYej7eN1RABTBChGGNknYEIQARq9bgzO2OtLcuSUFwUZZ7lUsqylNXTrfpG5uEw9NvtVhByB+00TSilnucZqyCEhKBqp2BtlVPvjHFCiDiOwzCcTqeVj6VSjjHEGDOmqK6ZUhqGIQAgTVPnQK0WN5ttQpjn+Z7nI4SsqZRN8a40FEEV0w+hc44Q+i/+5b/47SNQfO8Wv/cTvwW8I8r7iN/76QN7h2H/UQT9H47f+7EbEj8B/N4h/Ux3f+uFQ4bmdyCi6h8/svze4QH2tmXPVf7q0ff6e2qWtz944GzuTv7wnVgPDyO0+1zn29bvHR4b97FVPHpHHGX1eKf4PXhHg7sDLfw2Dh/uQEqLg+AOvvcdh3y3DR/AfvUUu0v8ucMXCPblMUJ0MLaAnANKKWMAANxnrUaMEMrzlBBS5bwppURWjMfb6xu97e3N7e7msNfb2ro1Hvdr9YBiwDkm3LNGGaOcNpPhdpZmQggAoojJggAAIABJREFUQKfTOX3iOGOEMRaEfiXlRylFmExTobWuOJNqB6y1rn7fqcqDDiECATHGamUQchABQujerUOIAXCV6cPtOt07IxH7AXmFxiGEztm9TqkKKiGEVREUhDAIgiRJXn75lc7M3OLxpQsXX/nEJz7ZbreTZOJ5PqWe0bYoBPGI0s4YgzCCEOV5qpTinPt+cP7804PBqNOZW1vbmJ07Npr2IUNPPX2uEEpINRpPnjx77sbKxiTLeCik0qWUEFOhhXaOEgwdLItSa80ImT15Mk/Hm+vC9wNKaTrNZamNRSygHmYhDwiA0pk8z8tcd2bqSZIYY5577rmyUK++8mpZ5hjD9kwLYkgICYJgPB6vrmzUmrWPfvSjZSkvXniVc84YU0o1Go2FheMXX3+zNTN7bOE49UIhgbIWI8p5gKj1eIAIlbngYYgwnkwShhE0epAMR/2tyXgIHTQGQoCMUaJUw/64yKVz8PryjSzLojhWWmFMIz/wfZhn43qt1mo04yjCEDLGkmSIgHFWDQddSoDRIo4CrRxwRslSFuV0kmltyixXSjlnm3GEMQLA5jSn0EKjR73uqN/VWmNGsnzqeV4c1BBCAFBjDEKIcw4AELKs3AIQQs4hY8x+blYrUCGWKtuQEFI973Zq4TCuMgnzPNNGEoI9jyGEqoyAoihEWRZFASGs1WqMMYoRAEAps7W5HUURplQI5UdhngnrnDGqKKfGOK0lQsDj1BiklFRKQBgmSWKdqQZqnudBEAihGSOLi4vViFVSG2OLolBKaW2ruVNJuURRVF38zqMWAiHEXiF0UWbD4bAop0myDYAjBFdampRShFA19yv6fTgcjsfjytu9Sv9WClAKjAGEWN/3a7VGvV6v1Wqcs83tLWMU8Zi1tmphSpmU0jmnlCqKwkiT57lSoMo73YXcO4WF1dVWPcUY55xrrSGEEEGMMYTYWRgGMWeeMc5aAACxBjlgLDAA2Sp2WYWQAIB/8OUv//N/9s9n2jOP+L13kd8DP0Guu4+Oh2D2Kr+pRyPhJ7Wvq8hoxSLcy6gdAIDgTppc5Z3+kzwS4N0RyxHd2/eA1L1gz3tMbR2R3wNvl73/cGjnBxdV+kFAIIRwTysIHMEh5i7/hQfB/Ltx7JV77lYHIgidA9A5BKDdqaOGqMKjOzqgO+EbCO+MxmJgGIOEcEywtbqcjqSUaTrNi3x1dXX15kqSJGVZlIXM80JpCSFghNYZrHXqUgnsnMvLTJYYAZ9z7gWNRhidDjn3Gfc8zgljmGCMMcTYOWCs1QYgB6Iwdq7anwGMMYJwJ1kOQm2MUwpCCJGzziCIIULOOGAcxgQ4s1OnByCpNoNwJ8f1QKbx4eEHIXDO7i8Ct04z6jnnijxHEPs+73a7k0lqtDt//n1CFL/4mc9aa3vdQRTFFoE8LyhhGNE8L6yTUBrOfUJJr9cbDodaa62M1hYAsL3dJ5h94xvf/K//m1+RWmpjLr7xxkc/+nPb2/1C2KfPv295ZbWXjIy2ACNCiQNWSaWkS/OBkZNmLZqfeXI6GSbDfhiG7VYrTVNRFLHfdg5xwgvkdZqzGAOpBURgu+waY5dOnjxz5szcwrE3L74+HHbHSVqvB3NznUk6UUoVUs7Pz0dR/LEXPj4ajb72ta8rqT7xcx8nHrtw4UIYRc7BVmvm2Wc/MDM71+uPg7BJmKeUcZCGcasQ5XDSRxjn/YEyCjpXAouAjcIQmqYscuB8KQoIILB2OBqsrq5bg3yPffP1i2EUPnb6ZL/fG4/GQqpBt1ev+4tzC3EYXL96NZ0kCIK5Totg3B9IJbJkNM2z4okz53q90aC7ZTSwxmZpASE2SjtnEYJOlVIKJUtgXaMWAwimk3EcBUEQaKumyZCEPIr83qBvnSlLQQmL49jzPCmlNToIeRzHaZo6l2JMK7TAGIMARGEcx3HFm5l9RxWeqJI8nXNpmiIEWq2mUsg5F4YhhHAwHCmp6vVmo9FQymhtPc+7fn3FGEgpR4REUeSH0fZW3zmgjSjS0mhLMcEQeJR5HreWeR4jFGuDxoNRLYqazUae581mvT/oUcKMMVmWOee0NhiRCrEHAdsJpiBU2TMopSrHPCGFA7aKaGin03SKMRqNE6kL7nkQOSllnpfOmbm5DqV0Mplk2dRavbZ2azyeSKkRApRihJADDkDgcVr3eFEU1mqMAUKg19uWUo6SUVyLLDTj8dg6zQMPY8I5dgZY46yFxjitba0WOgd7vUGeFxgjQhghACEipS4yRz3NeeD7fiUGAwAkhAz7E61Auz3TrLcoZJXWCyXMAWC0dhAgAiHAEDgICQDOGgAd+L1/83v/5H/4J+883jtKMPgHiVPe1STqiDqWe2/e//vR1T4Pf+nhLPm7amDut/cFd/P+uk9Z/H6K4P4FMA/t03V4F/vOinbea3Nw/8Z8x7/0KGKkD1Fvuf+E1fJ3x23e7XxVFOeOs9kdMf3dvr7dSta6e28Z9xcdwQNjCaE9l2S7b0a4/fWlB0K/RxQPfFAi6LBS4oF3vUvExV1hxu5d7+1l79Dn3CM3dvevaPck6MDmvjp2F5M9gdw7jLx3lEgd3FXphFXKViU7CfYXAR5aB+48/9uvh/vvd282gdsCQncSjIcyEaqf1QfvRkjec/CDO4rfHESH+LpDGZ53XQ/vhhn33ZFzAIA9UVx4CBfdf/G/q6bl4d3w3VVnD70N3o22OqA6e6+n3r1WoXu5jT/E1ICHHhVwnwDOgSX3tqrzLiTbeZI6uzf8bmuf7rqu3+UW3KGuvIMFRbtlgTsqptVW7F4Y8vaL+/6JEMIIVUEW5xxAEGOMAXDOKqUqdXgIK6VKiDGsCDNCsJJ2Zy112hkHICQI5Fke+LxSQ8EYe4w5lXfXV7rd7mAwuLZ8ZXVlRQhhtLbWImcppRBCa4zWBQeaAieFLCdSExJF0fFWKwjCehRXjEfAfc/zEHRgRxUGGAAcgAgTAACACGLMEK6UgB1ADtpKTxVC6IBF1XPEOYQJrHg8ABFA1aK+s1bDXc1h5yrUhxAEEGL8Nq6b1ZSsFgWM8X7B0urB5HnMaJfnOSFkMpnMzc03my1jlJQSABQEESG03x+2mm3fD7e2ep7nCSkajcYrr7za7fa0NpsbPefceJxcu3b98ccfJ5gnSXLt6vJf/dVfffgjH97e2q7XG4uLSwDSb/zNtyAiS6fPDIZjIWUQRxiTfJrVa1GeJrNzTWJ930cbt1amkwkCyChLGW/PBL3eyGj7wgsvzMy0iiLb7m/Pzc9cvPjqm5feQhjPtGc/8sLHtre3f//3/60o8s5MK4yCPM+11o1GPUmSSZYtLy8/8fhTFy5cyPOy1WqdOX2aM/wHf/jlT3/60x/80Id////9t4tLJ5548smXX3ltYeFkmpUzfq0oS+scciD0I858YzSiJPQ95wwENk9Tiu1ff+2lT33yE1vdm9cu35qbn9VajAbbPAiPHVucTHrJpPsr/9VvrK6t9vprWZZZozGyC3Pz73/+ueXl5TSZiLwgFE5GmlLqEZImSRxxj/mjft9ngRZSCJ3nuchFWYoiK5xzcRwvLS102k2lBDA2nU5G4xEmRCvb606lKYOQEYoGwx4miCICIYjCepYVSplKubEshDVOaUmpNxiMEAKEUCEERrzZbFbZhtPptKri45zHcRzHcZ7neZ57HlNKEUIAsL7vC1kAAKSUvu8DZ5vNZhBEvu9bWxTKbm7copSeeeyJshS9QR9BfH1llRBsjMHOzs3NYoy3NjYZ44wy3/fDMETAcc7TNCWETCaJ1soY8/obV+q1OGxHAICFhQWl1HA44p5fFeZlWZbneVmWUkprdwpcgyAIw7BWr3Hfc86Mx+NpOhGiZIz5gSeSDBPm+9yYCcaAMW86zTjnWtvK6SFNUym1c4AxorWp/lXmxvNYs9kEADQaDc756dOnr1+/Pp1O5+fntNGlKhhjABKEICVMKW2trdVqAQ/TZEoJAwBEUZQkSRggz/OEENNpZo3zPC+ucSGENY4SZp0ry9JaF9Yirc1kMjHGRkFtmmadTqcs5U5aN0CUUqUtpUxpSYlXigIh7Hv8//xX//of/8Y/9n3/Eb/3Q6aDHqVoPjrenTi9O7AF/AH3kY9m6/46zP3YbK95K6Jvt6l33+De9Ta/a3nVo3rRHzBe8I687cd0qD8cx3igfm8/I3p0RdN7HcYYa3UFFyt0PZ1OMSUeZdzjlmlnrbHWGoMxBNBpqQqTAevq9bbWWpVCKYExDnyfErz42ONKlWkl39Hv9/v9rfXrW2vX0zSVQuR5qmWJEKrHNeeQNUqpQimlhXSmCDgKeNAIQ0ZbjXqzVm/WojoljDHfWmfNTjmc1mJPOQUh5BCCELsdyxzoAAIAAgsccvdkyfd3yp4uzcPGKI8SKAAAGL0T82WMnT59evna9TSbPv/8c3mej0ajyvBtYWHhyuWrUVRrNTteyNbWx3/xF19HCDWbzekkn5+f39zctM4sLCwMh8NKwt46fenSpXqz/txz7//uiy+VhRwl/fPnz1+6vDwcDn0/xIzmZSGyqTUQQc/nBEMHoN1c21xbW/M5cQ4ggp2DxjiEaZrmg9Go3qqnRU6Zd+nSlY2tbWtBrRYJof70T/98Op1aA5q1eDAYaK2jKMIY9/v9JEksRMcXlhqNZpaLM2fOQoBmZlp/89df/+xnPxtF0Z/92Z8JIRAk02SCHPD9ADgNAQbGOussAFlZVH1qtBhkI2BtEPJBb2vl+lWlBPNIp926QWBZFg4YQgACxjrZ6221mjUh8/WNW73+FiGIYkIIyov85s2bW1tbeZ4zRj1OGSOe50EIhBCiVGWRAFvmmSqK0lroXCWHCRFEO3bbSk0mEylLJUotlZTKJ4gx3zljJA5Cn4d8OnXKyMoKXEpZ5QdaC6u+xhgbiyqxlurhZg2gmFhrlVKV5UMl5lmlGlYJnwghKZUQAkBXaVpWD53KFo95XhiGGJPKrK8sS4wxY55zQAhpDbAGNuot55yxCiLkeR6C2OcBQagi5fI8N1IFoZ/nubW2HsdB4AshWs1ofn4eQlQUhRBCCDGdpJ7H+/0+hLDRaIVhWJXbSSnn5o41m/XKMqHX721tb5ZlbqymnheGoR942hptyijgySRRSrVarVqtVpbleDyuECPnvFartVqEENLv98PQq2aK5wPOOec8CIIKWG5sbHS73TRNlZEOOEgARAgTApAbJ2PgIAJ4OByb2CmpR6Pk2LE5xljVmIwxYwzGsALhRVFUabdSyqwsikIsLCyIXFDiBe1YCFEWpXNAa62UQgghSqy1AOAqyuVKobUWpSQIm1JhAr/2F1/7wue/8Ajv/TDB3qN2eHS8B/vXfZzeT9H82v/LAzG3EBxktw7QbtWDbR/3vh8Q3oEQ9/BexbPtO617p0Dg4ZjRnUzRg+3X9//80Q9IHdF59QcEe/fyYwAPlaV5lFfu7nB4aKN/xLc9UDblgaLTA/d+r/a5hz6n208E7i/LfIhBZa112iB0m2kPfU9ZI8vcWEsY9gjFFHs+11YVIrfaAGA487JkyBiv16IommWE5Om0KPKXX/x2d2P95srNwbA3Ho7G46FWGcEaIeR7nu9h6PkYonwyqja/FOEa50Gz4XPg+zgM4yAIPObHUSMIakYaCBEEzBpojDHGamcQhhAhh3YpbgQrXYeqLSxAwAEAHQIAOFS5r0LokNsVR60aFe7zsagSRqCFEFoAcJWkAACoXoYPZM8DDzl0AAjwbloBqLL14thbXFx87fWLWTZ99tln5uY64/HYOTedThcWFoIgSsbp5eVLQqYQ4k5nFmPy+Jmzb755aXNzsywLzoMkSTzPE0Jy7m2srl1uxp32TJIkeZ4DAAghzWZzs9fNt7Ywo4RS3/dZQLFTaTq6tb0OjFi7ed0oee7smbScaG2lUBaCMK5pXW51txmnW9sbEMGVlWXtdNyoK2PSNE+SpN1uM8q1FmUhGs36mTNnjFEbW5tKGcKo7/tCqGaz/bGPvrCycktr2ZqZHfRHt26u9QZ9JRVjrCxLQgiBCCNkjUEAYoQhsAAjAC1CDiOMEY+iYDTsX7t6ae3W9Y9+7GcZQ6ur3TgKpCwxhB6n1hirxfagH0b+jRvLq6srshQ0YtY56vmTdJJdy4bDPsaYB77nUYwxRBhhgK0VSmllGQZSSik1pYxzThE1ymllALRSyvF4jBA0RgXc88MgjKNaLeJhoJRY3VgtywIzLKW0wARBACEeDVOlDCHEOQgAgtAihICDO0VuOxV6ulJkqTBPJcSyAy93y00RQnmelWXpccoYqx6LCCFKqTHGYyyKImuBtbZKp2TMC4LIWuAsDMOY84ACqJTUmjhona10ZpE1wFqAMSKEWqWNtv8/e2/WY1l2nYmttccz3CluTDlVZWUVi6wiWRxLpNSSpRbaFlot2YAf/NZvftaD/oFtQIDRT7Zf3C+GjX4wILhtQd2w2kO3IckWVGySolicijVkVk4xR9zhjHtcfjj3RsaUmZFVxWKRrINEIu6NG+fu+exvf2t9n5Kaccyy3DlXFFXbWue8McZa12W79fv9JElXV1ellL3eIMZ4eHjYuYYaY9rWhlA0TVWUc8aZEEJxmff7OpGcIwRSSkmpgo8MeaLTLM2tcZwJzmIMrqnbRTQEx47ebJrGtF4KpaT2PoZAs9nEOdra2gkhDIdDqUVrWx9dt3DFQN6FpnF5mqyursxnRV00w+Ewy7IO73WKOJ29RHd/a4NSvCP9ptO5s2F1vH7n6A5jbGNjYzabOW8TmQBACC4ElLxbZjqR4S4ujB3bnCql//t//s9//x///oVG37/weO8TTl+cF+7/GLDfr5oxxqcExZlg4J/1pPjIg35Pb0eeufxnlJPOHZdf6hTmWGHlqb7kxyhu8b1sqWW/sOzrbNYvSOGjD9G8FypDwjntqLNlflpL/gLFHZyJs/1IBvBFMZxn9Voe94HLrPyno20vqMIl5X8u/tjjEwcuP3E6yHGsvnAeQ55v8wsEIdlZfg8ej5wv2XTdZrTbVjLGUsG4ThkHF6xtnW2rwnkuMM3S0UpfJUpw0ZncWWsPdqYPH9x768c/PNzf29/dK+azuioYolKil2o9HALYLoDTNG3wnkHUUmmpenk+7PV6vd5gMEgzISRIqQVXiJyh4JzXvo0BAYIUCROccw6Rk1wY3QdYnrswduwaEYGQGBCdclGli61BT6jfxKW0b4cE40m8/ewrMJ7+DoYIiJGIQogxgrXNynj05S9/6dvffuP27XdfffXVX/u1X9vfPxBCJEmWZ9m777733nvvXbu2ORwOb73wUl3Xzz//wu3b73dig0AMkby3nDPGMNHKteb/++u/vPniy7ffe+fzX/jyZD5PEjUYDKbz+xxCf5hxTns797y189lk6/77Aml/Z/vlz75469ZLh4eHhMKG6Lzv9UdHR1uTcnqd3bj50osPtx4QZ64O/b6GiN6GF26++MUvvnb7vff397fW1tZWxqM0TXd3Z9ZaKTUXYnPzStuE737n765sXr9589bBwU4nux9CuHXr1tbWLgPIdNLLcmfaYANxpRhTUgZvkkT7YI1pgUOS6R+9+b2qmhXzfYzWe/P2Oz85PNjJ87xpGsaElNIEZ4wpiqLf7//gzb+v22YwTKWU1raBKBrTNI0xLss6ho0556z1jDHGeKKzIChYVFohcsYEQxEDWOsYsjzrD4a98WgkpYjkJ5PDCKC1Nt5NdnacN855ay1UzBijEq2Uci4czyDOeZdY3umFdKRlpxTSWat3Idydfkmn0XIcUN1Nxs6wLs30scZsl/tnjOloqxjBWts0jRAyz/MkSShikmRpnic6O5rNnDU+BAJoGofovQscGQJP03Q0WjG6Zgw6hZj5fG6M6YQ35/O5UirP8zzPsyxTSgsu8zwnImPc0dFR27bHNDURNU1T17VS6srVjSxPnXMBwmRyOJ/XPoayLG1rusxZa31RVDGCEIoxkSSLw6YQAkCUQiIyJbUQrbXWWkfUMCYYE71ebz4vEp2Nx2MuoaiKopr76CACMpamaZrmg96w1+tPDudSys3Nq12AfAihQ9pd06Zpaq31FoSIRGStt8Z3jGXTNJ3JxHg8LudlliVCAjIiipwjomSMOReic133IfYSrQSBkno6mb/xxhu/+Zu/+auC9z5R2Obj3059GsL3K3Ud7/iXe4xH/N4vzEh4RmriTMWfOOyftKs+Qb5dAOTOc4bdnjiEcCwZeJwEeFrqEH4W/N55AHAywxAulJPpXuJT4NMv0FD5qCAfPDX36SN9mpwXs3lqFZ7hYx9o7iz92eBMzt6TS3IeiHYmb8cE+PId9oEHVce0dHIRzjnBudQyBuei44JpLRMpCRIgKMp5OZ8d7e/P5tO7d97f375bFfNiNquqiqKXDAFiotUggZ4UzpoQWjBlICG1SjKlhByvjNbHYy0VY0xJnuoEiYL3MUSHGBk3AU0khhFY4OST0cA6Z1pLzDLOADAShIVUzMKVJCKxTh2Uuqw7AIoAXUgAHfN4EYE/0hrFBXm3mK0RWQeZCQA6ORoGABBpQf0ds3ZP7mZ2fDJwfGsi6OT4GROcQwyxbdoQPWOgtfjyl79UlPPd3d3/8X/6H37jN34j0fnDh1s/+fFb4/H67/3e79258+727rZSqZR6Pi84F1VVp2l6eHi0ubnRNA1njDH8+te+vLu3/f69+7/1W7/zN298uyib3/rt33m4vSM4rq2OZmXx3rtvV3VpZkeSoRB8dZBLwXItXn7xJWJYNmY0XmMqkQoIWDLoWe9uP7i7tjZ+5/Z7n33lcztbWzvbO//wd373xz98K3jc35s8fLgzGGRJkhfzYndnt27qGFnwfn3z6rWrz62M1qez+ltvfKdtwne/+63BIP2D//g/uXPnjtY6eOKIvTxDQGeDZgiujdY3bemtjeSV4oqzo4P9n+zc393d3tnbJoivfenz/YG8fft221YMO6cBx1Ag8LZ1rnU1a4uiHo37IfoQotapda3WWqUqH+QxxgjMWk8QEZhAxrkCIqDABUsziWicCcY7IBBSpkmaZqmQqm7aZlIb2xCFQFGmSbT+YDJJU33tuef29ne891onaZY5F2azQmttrWfdyQTv7CUhhGBayxhTWgohDNiO4z3Wie3CMo8lOtu27TBVF3aYpumxf0CSJIjYpb1xLr333vuNjStJkgDxtrV5nvf6Q4qglatKIxiLEGPgnGOic6BomraprVYmuKiU4FzV9fxw/2C8unLjxnOTySTGOBwOtE4AYCkOFLa2thCxe/D2er3xeMwYA2B5nnvvZ7NJ09YdbmyaunVtWRZEgRCcc6bxaZooKRmTxnjnvLMOGVKkjs9knCFwVKIs6l6vl2W9pjmyNigl0kSlST7oj6bp3DlfFKVxVQBPQIs2FIJzkec907h79+6vjtdWBuPpdJKk0pjWuaAUlmVdlnXHuDoXIALnsq5bxni/P7h+/YYxrpNInUyORqNRVRXj4cDYOkTDOVOat03gTGotCdDaQIQxkmkNcG4tNk37X/+zf/av//zPfwnx3id/L/5pps2n1890+0tP5Pc+DgfnD6/MRCfVGp8Bfpx3RnlWDmHZXKca7Vjc4lgQ5VhVZSl0dCJ/D5dMziNFhLMt/0g95YPmjD3O3fvU3v2DcmWffMh3RofwQ47qj4HfO1PmM3TfU6twOTnQc0X6AMT4CTX/8yPhfIEZsuO6LNgidjJnj47x3vFJxLNC9I526MT0EdFaU9czLUSSpJyzvZ2dhw8fHhzubW9v7+3tdSp5RBSDW+lzxSHRMh2r4KiYzaxpbOUTKfu9bLyaDQbr/X6e91dW1jZ6vZ4Qgnxom9o0baoTb9u6mrMISos8Sb3MG0yJQkRggMRixGAZBMUI0QUTgYgoAEdKEPiC3WQA2HlIRCQAtogBR+rcIxgALs0kWIf8zjm3dG8iLg1Lus4BAlzYbdGzjH125mfGkCI56wFACg0CiAIj8N4KISIF790rr3zuD/7gn/z1X//13u5bW1s7N2/e+uY3v/G9N9+cTqf/wW//jrNhOp3fvHmzbVuttRCcc5RSCNGbzWY3bz4vJdvb3XXO/uD73/+NX//mu+/dffftt63zb91+d1bOy7qalbObN5/72je/Fq159913y6LYXLsi18d37975+x+82bZmvLbZGnfzhRcf7mw7is+/eNM59+OfvnXtxrWV8fj+gweMS+/DlStXvYll0a6ONpp2OrcNItM6SdNMpxnn/Mq1G1evXptOyhjwnbfe8R4+98qrv//7/+G//F//l6qqvvaVrzprnTW729tap7YOnGnjTKdn4511rsWgWCJMXRzsbAXX3ri6lvYyZOFHP36TKzkY9MvDqRTpbFZQ9L3eoG2cFKlrw3i86r2vK4OIOolMMCYwybIs7R0cHASKXMplv/DWeOd8COSMjREQmEp0JpTgiqHwzrat8d6vro6fe/6mkAwFRghNXd99//2irm10aqarutZSJUkafSznRa/XZ1zNZkXbth28lxI7y+8O2OhEyWUZuml77NHXUXZdTGDTNFVVCSE6kk0pFULn3yi01gDg7NFsNkPknPM0TXu9nlKKImdMIvDgwfuYJn3OKkACitQ5XSKj0DnUccaESmQnUNk07XC4MuivmNaVRZ2kqqPXOhWZfm8QQliaBGLnoxBCMMZMJwUgEZFzRkie5cn+wV5VFQFCmiaj0YqLzlorVJokqRCCM9m2bdMYAEjTVGeac94JfgLQvJjGSMa4GEGrjCIGT01dIOLu7l6e91dWhkkibZCT+ZF1VkkphAgxhmB3dt4zDa2tjvO8Z63VWjdNXVVFR6vOZrO6bkajYUcFo4SVlZWmafr9LO+n3RppjJFS6kQCxqouW1N7b41xWivnTFE02kUfgQCbtu0WQCLiRGma9Hr9vd39ra2ta9eufYr3Pr0+vT4yOA9mtBWBAAAgAElEQVSAJ57Xl3iJ8fTfwgmQQ8vdwMmHdDx3jrv8w4XIZxeQRcfbS/jlUZiIy5bBZTvE0y/pxPvdSwLgpz/2rKczcelrRQvh1eUpO1E4ZtI64Ea0UH4HwA4z4lL7/ePBTo/v6OWoW4w3euL4PPn+yd+e+dgx+omnB+2HqwI9uhcev4MfB7/3hDb8WRyRfDT8Hi0IJEJgBJ3S43FLXkxw45lDBmInFZ4IGPJuAxYfnXqcmm7LDL2F8cwpgaiFBklnFP4ImjIkOoE+n9qauPBI74pEzhklsyyVSsiycCJRk8P9n/zw/ttv/fTBgwdFMWuaRjAutcyVzCQnAMaIhcKb9nBaG2OUEmurK72NFSnlqJ9fv3Z1vDJMkgSAjCMU2ntfzovgvRKSM+F8QCYHw1UlZYzRGVsbb7lHROQMGXanPfNizjhIKYTSABAxisgpyIU6J8ZuhViQpbhovkUThCdAMjr5JAAEhicmCAJfzmU8MVMuOb8Il6aE2Bl28UAUokdgnJOUGiAq3eOcmra+deuFfj9vmubhw4dC6qtXr1+9fjPPe1XbGGNuPPdcWbTGGK3Tg4MjKdIYoHHm5Zdf/t73fpim7JVXP7u6Ovjh9/8+17qf9d96650//E//s81rL/y7v/zLybzoD4cvvrguBEcBieYytKilNU2M/sr1a1rrn777jnNhbWODK1UVlU7zEEFJeWVj8+Bgf++9e6994ZUQHUQvJFTV/MWXbh3tTcqyXlkbtlsTwZiUsq79ZDJ7cWX9xZdeTtPU1PZ73/v+ysrqa1/5itbJ619//f/96786Oth/6aWXJEct+c7DhzzScDgyJmiexhiTJE2SxElhDS+b2d7udGdvy9hqPB7lg9xaWxalYHJlOC5mcy5kKpPZtPQ+AIBzTms9n88ZY1VVMsYIQlGY8doQiHXnAtbaJBFKqeC8td4aGwIhMoYiEWmMoHWqVcq58D62TRsjaJlkeaJUUpa1c8YGq1NVFPNZMU/TdDDsdUcrHRCaz+dV2a6tbgDjx+ABkYQQUnKlRIcQcDnwIvkYA2MYQgBiFJELwZkEAATeKYUoJaWUgivGhPcBCBlyxgSiB0DnXIxGCJUkaQgdmNWIMvju+BStj855oujJA0TGIASrBUsSlWVZmibetiG67e3t2Ww2Ho2EkrP5tDHtjedvDAZ9Z3xjWiVkkmaT6dS0Bph31gEF5Mw0bVU1eTbUWiep4nwgNe/1M8CAgpqmQWQu+Lpu5jPTz3me512kaDGdcSa/+rWvdmboNvimqeq6raoiBqCIk9nMuUVuntYJ53w8Hpdlff36jRjIeTNI+0eTyWxa532d9ThRmM8rzvnqaqa08MEmUocYQwjOBc4l59w5FyNorUMIxljOodcbtK1lKBKpJ0ezYa/XFC30YWW0yjhwIYiRi8H4hliQpq4b21hq2zYs13+ttRbcNnXw3tq2qcs//dM//eM//uOn4L1ThgTL5zpRPL0De4q09IWhI0+mArpo4EsaLXzgh/qZknTKRRe66F6GVTj/Llykm3fmS7ujo5M2qXCRjvwTWviMNvpJPfcneDnAY9TYzkjDfwwODfAYx4tHiuGP+VKkCzcK56oZ6exTkehYP+1RreNFle3K8GgPiouQmFM4DR5tfIkBxoUX0inUwS58eRzvhNi9eWao43KQHLtWnG2TJQ45OWxO7tIW5m/nGYYn0M6Po8ueOpDOUxnnSaeT3XpuHMKCFjub5kYnnCqO7xaJQox0jPeOkVjHcR5Pna4dEBnihRtOBAIEBqdCXuNSY+I4pDOeYE8phHgcpXki4bDrQWCML0fyo8otS/I0o4WurI/Prn7caEcAipEzxk+sYHjMq8RHXbMwezg/XKkzFyIghhgF45EC0fJjXUMxQmDI6Li5Oj1GZN1+9tju4mxUYewWk+WqjgAU6WSmJjt95oEnjzqW7hRxaR9yoeHH+afGJYfriSfao2UCH4XknYhLPH8IcXqxujy2x24FW6bMnSGQH8UMLxqdLXU5Ouvg+KjTkRhQ7BjmE/bpCI/ufLrwnIBoeQdGhCwe3xOJMHpEiCA6Y7flFFl0eDcvYgc2IgFEBuHYbhTigp+PMXRqBJxzIIjOEwSISDFGBIEMOENYGD1zoaSUjIFzzgdrrUWifp6lWkkp8ywpZtOqmN977+Heztbbb//0wZ13y/msnM8hxH6vP5BymGuIFCD4xrrgfQwEkaFRko1XVvr9/pWNjY31tU5eAgE4Y5FR4xZHSOgDANM6JbWg3box7AicxwiEQnPgmnWxlcAICDgiG/R0jDFGH0z3wBUMMRAhPTLhJHbSn+fRAGPIEboFgnVpv91zgQEiMATswDNiF/vZ9Tsidf6CiMi7Ra1b7RBDR7eefCqdG7FMStkYF7xNtEaBIQTvbdOaqqoAGJfKuTCdTqOzyOL2zr3PvvqZ1tS7O/ubm9dH4/X/7V/+q3/4u//oi6999Tvf+bZOkms3nmtq4zxwIXTSR6Yjyfl8zsXBK59/sT9INzbWv//3fycgvPbaV3f2Dn/87r3//d/822/85m9//rXX7z18MBgNQnAxGCExUXDn7fce3L+7sjJyzqZ5aozxEFCgypKt7e0XX/zM+vr6weEktvaNv/qb/f3ddJCSNSAohGp1NRfS37339mQyv/v+fWPcczc2D3a3B4PBizc/k2eDQTZ8+aXP3bu7NZ806+Or3/gHv37nzp3/69/+3zvb97fuvDfO89g0d995Z5AkehWHmVYYhis5BCjLerK/V9Z1G7wPfjI/8tboRMmE22CpJMaYa11Z1bNJwTlXgteNGawMBJcAECHs7x8MBjkD289VFyTpKSJjyETVtGVZJkmipbStgQAQgAOXXEqRcC61kBRBCMW5DITAPeeUKMEgzqbF0cGhlCJE13qztj6uqrKa19c+e/XWizfn8ykFXxRVJ3HZ6w2axrW2jDEmiRKCAUTA4LwliF1Gn/deCLW6us4xWlNwludpDsSdC8Y4LbW17eFs3zo3GgxCdJJLb71l3rnYz0d5nmslm7JJdbrIWo9uNNzAqKbTUgrbNCYGDASD/qixxnuf91ImEkSK5OvKuWgYwbxoZ7MDFhfb436e1W01xJXByiAf9bL+wAXwASOIsnL3H96dzmcYQ5InDCHRIs96OulxyVZGm0Jwa02SCq353Qd3jWmsN4F8cLGZ+rZtgQNXOJ0dxQDPXbvx3NVrnKmrm9cQ8d69e0Vd7e7vrG9cQYiHh1OB+MVXv9CxcFwwJXWv10Pkme4Vk3J3d98G66NRiRwOVgL5trUhOOtCkolrNza9c87W0bfO+oP9yfr6Rozhzp27m5vrV66knPPDw8PhcGStLYv66pUbZVFzlq4MVFUUK+M169q9vX0huJD84OiQcySBhSkP53MIA2SBcy4EA4YYIUZvndNaIdJ7t9+ZTY7+u//2v/mjP/qjM85hn/J7n16fXh8MucYT/x+naZ05GbnwJZ4mqc5t5rvk/kWeB54GmY9w3bn9P53YueInOXL4GQt2qm2X9sFwAstd0NSdydwzSVZeRC3S4oyBgLEONR1DazzNxLJzpf25t/KyJIgnfj49XI9PMZaDeWlovWzqrg077LcE1Yt7AjtxCPLMF1vin0cxk5frrUtauv8MxuHP/2IEi8hAiIyACBmdONR6TL3isteW8ZeEhICRANkC9xISI0Q6hb7p0Snmo1FNgIDQHYsdQ8pHZz0UwQcXA3EpGBNcSgLyIUQfgg8L/fcYQzQxeCG5EigZ1yjqqrz9zvv7uzvFbLq7s10Vs7ZpnWmsNa5tGDgp2KgnMVJwlbWEAF2AWpIlSTJIevlwOFhfX+UMheBCCiEEZwgAPjhkSIwdn0iwE2ONgHWTN3QJh8Cpw374iC5lixzYRTQlEAAJ6FYhQASMFM90E+Fx7hw+LYSbnV4xut6hjjo9yXg/K7PXdb4xLUcUSoToYusjkA9BSDYc9uu6LaqSCNfWVqNzTVt++ctf+vHbb+7u7n71q1977bUv/tVf/vuvfO31z7z8ucOjKTDkUnQmDUpBjFRXrbOBMb65eW3/4IHSvNyevPXW21rFgdKCAyKZtv3hj34k0v7V525uXLlS1dVoOKBgfvLjH2zdv331yihRYnvrodTy3r07W1s7SaJX1zeUSqVK51X5t3/7t3ffvzdMksOt3cEg/+rXviQ5/egH32/Kgrxt6sHO9n7dtGnK00QB+MEgAwq7u1uffenz16+98OM3fzgarnKpNjfWth48YJy++pXXfvD9v2cxrG9eIQo+gpDcNM30cEIUvA/Rx0geiAVGwABFUIoBMkIfoyuKxnsfAkmp8zTjXCKCsU2aJjHG1tSdykiWS51IxsF5E4knSSI5D3FJlHfLJ0aOBBw5CuBMoBZCM+QCRcSOeXvkqlq3NUNI03TQX2WILtjWNp0eZt7LnDdbW1vz+aRtG+9DlmV53s/SnAi4rNM0bdvaeyskZ4x5bxkDnWVdKGOWCSG4866qy7a1nDVa9QEYEMYAiDzLMul5jK4ta4YSgAEwzgVnPAawNlAUSqUAsaqq+Wy+Ol4PDtsmYCoY40ppZCzvpX3Zn84OqmqGAqXkQjIhMQSMzkcixTgXDABWekNjTMISKfnB0WFtWtP6YlZ6H9M07feH47W18epakmohWN2UbVsRUWXaqm3tzk6SJjH6nd0ikO0PM+QQbUCEvN9rjXPeKhIA0Jkf2E7QswnFrGqaRii5eWVTaT0v5977W8/fEoIPhyu7u9t1XTOOe+V+r9cjQu+jFIkQUmdpr5fuT3bbulKJVJJbxjLORqNhmmYzM63rWjAeA+R5PpsWSSpfvPVimunDw31YiKAKAJBSITAidMY7672nTq3Hu2itbYzlAQBioCglz/IexJRhggjOO2vbbjuEDKez+bUrmy+/9BljWlPX3//+97/+9a9/ivc+cdenCisfLZw4nznzCcEwH0NHn5FVeCYjrDNA8bGJQx+2leiMn/UT+vE0t4nHRuGPK+GFNPgHV/NfJth02eqdkfqzwJNfJIB9oQTo+Qyun8tidaHr4DPV9KmJeR95C5/T58RLLlb0oYtxxjX+dMJXd38OAAE5PjqlOMkw8wW4Y0SsiyhYxDDjgn/qHALiMcvaCbgvcve4MMYZ62fFrNN4yHo9rQTFmCiNiE3T3Lt3b+vh3dnR/tHh7vb29t72tjVNjBFiWF0ZcoYxevKBY0wyWdVlBHTRSWQr4/7KyspgMBgNhmmeZf0eMhYRIoFtfZd9ZKz1iyQfRMaXhgeLFo6AvOsLYqeFK9kn4DGMTzj3eiJQfNyQAM4BEWIkQEIijhgjCSk2++tXpdp6uHP79u3gXNMUr37hM977L33pS3/wh3/4L/7F/7y7O/un//Q/39s96DQAlZKdBUUIIUZCWGRySim7UKnhcEjglOS3bjw3L6e7e1vjteH+3tb/8+/+z2/8xm9+7tUvSMH293fuvX9nb/eh5LS7/XBvf/f69Svj1dWjwz2poKyaVMvd/f3JtJgczVfW1r/5+q8fPnzomvUrGxu3Xnjh/r33IMRrV68G54rZPM+yXjogwFRneU9ZV0Gg+aw2bZ1nyT75spwOBoO2rrZ3Hqa99MrG2v3b72yOR3Vldna2QqDV8VjrxLWOCL0n01hjGmOcJdeSYZxJJbSWMXrnbJdWmueplCoGsLb13htbIfYBonM2BNvJdWgtvY/eO4DAWCq1aK1hDBmLRAQYFsE+jHPOEDkHYBi6RAGiSI8cNCLnYJ1nTGT9TCgxPTxsbcOlmM7ngGE0GqVp2vVCCN772NkkdLOsta3Wmoicc0pLxpi1QUrZ6/WWOpaac0aRgo8RHQgphFAqAcIYIwFL01RF0TQVRcwHudZaSgkgGMMQorXW+8CZSlKlVOo9MaZW1taaxiU69T4ionVBSjYrJ5Ha/jBNc6WUAIDp1Bfz2lsLAErxjomaTqcxRqn1/v5+1dQ6S0crg37eJ6Is6wmh5vPCez85akL0TVOHYJUWQog8G4yHq8PhIERzcMC39x6W5Rw4GGuEEABUVXNrXZKkm5ubD+9vORuyK9n1a88546fTORFdvX4NGe5P9h48uL+6ujqZTNq2fv/99/Z2D5HD5z//OWf9eDzu94cA4D0dHc6cc/P5TArW7+cRAgVQXAbOg411aYp5Y1s/Hg5Eog6aw8n0cF2u9we5tbaqqs6egSi0bQs08z7UlSnnDQJTSmVZrxMgnc+nxCkRCRcYiQiC976uJkACALhgXPDl84OyLHHO3b9///DwcDwa/Ff/xX/55//6X32K9z69frXg368anP7A/N75qLmfF/w4rx55GYX6M1/x4avQxUsfaxh25Yox/irMlw+QcvYxoL4PyV2fPyz4eFi+SzYd4uOy8J65jo9S6U6zT/FC9zZihBhPJ2QSMgTqFFiACGGB+bpI7WXsNBFF770xzQm0yBLd01qPVgZZkgKAcy56u73z8MGDe0dHR7PJ9N69e7vb9009YzFyzge9LF9ZizFGZxnDpiybtgrWScnzleH1l29JLbM0Hfb6eZp18vGJUi6ExlQhBOBMSFVVRmvdacEzhsa23nvGBEA8DoxHjEAdrbdISeyswDpHsJMs289tkCMAsWNWnS1jajvMGruUSYxxYQBzOhvlDFzECDE4H30MXRBvoCiEGK+OuNSHh5O3f/Tmt771na3tnUTrtbXxtec32rZ9/fXX/+zP/uxv/uZvrmy+MJ/PvfdHs+lgNNo/2PPeG+Pa1nEumGbdYtg07Xg87k7ENjc3nW2l5JW1EQLjXGXKNs10djCbH1ZV5W2zvfXAuWb16trOg53VlcHGxjpj7GhyiIw1TbW/v+tcfPnll0fD1fX1zbax3/rp23mWDPt9BjQaDl547nnjzbydEIGQkhwxzrWQtm3Lcp6oJM+SupofHuwMB/nB/lGWJ9Ojg9bZyXR/d2/bOWt9CI3VOmWMN03b1E3bGmPa+WRaVXWkgMCAYwuGS1hZGWZZEoJz3nDO00znWd405mgy8S4gg34/4RwZ50JkkRQiA0LGAQMxBmLhdBCx45gxMowMOSB1/2K3NsQIFDAihxADIETERSA9MvLetnXlg+klKtGqP+wZZ633jFOnmNK5pdd13eE9730IsSzLAL47iFkUIsZO7KQ7muledkeoUkrOJUNBRF3OkbM+RC8l75jqJEnyPBdCdTqfAOC9NcYisk5rdjjoORtioC6pjyASBQCMZH3g1jWAXiriAgi899baunNf6EpyvKpvbGyMVseHR0dSKxS8qsq2Ns4GIebOhaqqR8NRkiScibXV9f6gn6Y6z/M01fPp9Ojo4OBgr6pLwTFEX9eNc5QksW1rY5wQ2O/n1tokSQSPne3B7vb+/v7BdDo1ziZpUtUVEUnF67rUWud5aq0Vkud51jQNF6yuy9msKIumqlqAmA0SwoB8GVmNJFFQBO+is0SeQWAESERJkmitZrNZ0zTe+yxLrPUAZIyhiJ2rIRKjyDgXOpGIpNMEAGw0UgrGIAIZ0zjXZlk/RiCiLE+TNO10jMtZoblIM91L0iRJXnju+bqu27ZNOqOJT/HeJ5nf+1TG88PDiY9TdfCTw++d2fM9blP7hJI8VYweP2i9jvm95c90SbWMJ6hTXo7P+VDwANlJWm+huv7Lx+/BEwnenzu/d4oBewzmv8wpAHzU7u1PHmAnin0BH3N+sTrOWf1IOno5Vo/BHmCnYQcAwCIuIz2PBf9PqBwtQwgJABiwDuwx6sIVqXuJsHghmBBKaKW4YADMGAssura+v7u19eDh3XvvH+ztzqeTe3dvV1UlGc/zLFFsOOpT9BAiRNuWLcVIFOqi3NxYv3F1rZ+nSZKkiRpeGRNGwWSiFGfoffTeTmYzJhhwBGRIIcbY6/WEkEJIAIiREDhjXXqkOCZNiRg+siCnE3bkC12TX4grArukCwcXjIiYFEpxRIxAMcaqKg4nD27ffv/Onbt5L/uPfu8ffeHVL0qJ3/27N27duvmjn/zw3/wff/HCzZfWVq+/+eaba6sbw+GwKKdSSmutc957z5k4Tp1tmqbXV1U1r5uZ0izPtU5VmmpH9Pa799MsichM0xSzyb1791ZXR71e1tbeGqMT+fkvvFLXddvW5F3j7I0bz7344kvIksFoVYrUOv/jH725trq6Pl4Zj8euNR2JUe0Xs9nsypVr1oS2NZsb14bDla3t223bSi43N1YFU/fev61VOpsVIYSqnGe9XtvS7Ogoy7KmbsuiSNO0baud7R1nbVE0jMEgzzoVDWutNRY0ABBjjCg4bwCgc80GAGNaa40QMkmSvJd1dDcTyEGGECJ1GZ1BaZEkCeMQveMMEQkZdUmwiAuXVoBAREiMogdgCBCIGAEjBpyQgDHK8wwykpInWvSyTGtd7JQhBEBo29YH5Jx3OpD9ftLr9fK8TwRaJZP5EeccQBKFYz89WEpXCCFijDF2cfWcc+msn8+nnGtEZMgJohCsc3FI00zr9OR2IsboXEjTNIRorRuNVvv9gTFuPp9XVaO1jjFqrSIFAp7lSkypaedVQ5F8CN60njHViZR2xg+MsdXV1ZWVFWTs6OgoAgmtjqpDb2ySZCtpKoSgSOPxOEkyzvl4PJJSzovZ4eEkRlvOJ/sHu2VZas0Ho15rTV+yzjciEnEBUkoh+Hxe9LLBfF7sbO9VZVOXpjOZ8N6vjIcb19avXNtMksTbIBk6b6u6BIhNU29tbQFAmmTe2zzPB4OhVNz45uBojyCkvZwLYb3hXCiVci4Z8BBjU7sQWiUTOZJSysn0MATHGHDOAezx000IoaTkkFrrjbFt21hneoTex6punOaMYae8pXV65ep6jBGRJ2nKGGvbtm1NXRTz+Xx9bW1zc7NrTB/Cd7/73fNGfJ/ivU+vXzbI9ysLmM/vyJ9Vqf+pei0fIRx96gfOUDpPhXyXrDs+iy8C0SlT+PN475eDQL4Qy31yptJH68HwMVB8l2y6n0ULn4rnBCCIgBA7UguAFkgPl/IgCOfUsE4ln51Ms+wy+BhDxoARA1JJygVDikyg4Lxpm7KYHx5ODg8mP33rJ/fv3amrytS1d8ZbO+xna5srSkpvTdtWFDB461pjrc172bA/yLLk+hdfzZJEa50kKk3TLMta8q231rpZUXLOgBCQIoBSOs1SBBYohEBp0vM+tNb42gOAUpJ3sYxIx36A1Klmdnoq9Cjr91hghTASUJe1R3i+YSEu/8FC1+dngBIR6NimbxFcC8fiPPFRUc+V8FyBiRFjLMYwmU3rumqa5mgyebC1dXgwaRqT5f1vfOObX/nKVziKEO3u7vZzL3zl29/+9pUrV1548ZYSw739w82r17Ms293bklJ4vxDi71zaup9jDPP5nHGiGHd2quefl4xBXVecMybABU/R27Y8Otyzpj46dMN+nqcyenPr5gvDXr679ZAYJqkajvo3n7/xyiuvHB7ND46mxXx7Mpnt7+/+g6+8jiF4ayamqOuiaYuqLDhjWsrowRlr2jZkXqtUazabzB4+fHh983pb10KI8XhkvRECy6oI0dVNWRbl9GDqvb9y5UpRFMY6weXGRh5jtNa2rUVEzmWqBCQkFAohulSvLEuzLI0x1k3ZmcJJqaXkjIFznVtk6NJTuwBCoqi1ShJNRG3rhBasU1qCiIgMYlgMM4/IADnjHAlYhEgA4AEZgACE1reAoIRgDGKMk8nEWutCDCEIKTjnUvKOoNNaSamFEN57BJamaWMTRATgiOicI6LOeN1a27mld2zesD/o9/tJktSVNa2XMhVCOOsBSWvtnCEiKbv4QwohcCY4Fwg8BmAoGBNt2zAUvd4AqO4mWgiOiAAEY5ELYhABQ9PUxtkYPRfIQGutJOMxxmCs945zThT39/ds8JPJUZpnaS/zgnsDaarX1scM1cH+kRBiNBoVRXH//oOqKqu65Jz3eklZHHKO165tZFnWuqa1JkmSGCNA9M4JAYCxrutOxAgAjDGj0ejatWurq6tt2xbVXAgxm81csNPpBAmdc8a0RVEMhj1i0LY+QOgN+8PxilYZEQOI9x/cBghCCCEEYQyhE2mzAlXwwJmOkVlrkkxK2RlL2F4v854vXe/5MfUKGIFCCMF775wxtpVKOeeCc7rfQ0atMYSglPKhlVIkiRYCWtP6YIlilqfRBgCoqmo6nZIPTdv+yZ/8yV/8xV88Fu+dft4/5fl6RnXzZMzVh2euzohG/jJReWcE5S6s4EWachfrmj5V+/TCrzj5yY+ECXnC9z5VQO/y33uZ3fz5aLRLjsMncU3nWu/MZy8pI/HUmi7NAPC4e+GE0dYHO+Z/3Mg5M1sfN+Qu/NhlpDs/zHB6nIv603MLL/eByxAyj14iLPc3xyj02ci0M7X4wKIjF0Kyk3e78M6XZ3fPfPK8Jd2F3frUx8SjdM2TzgIEx0IgT5iMJyv15HXsQzBgz/BseqZR/Uw2kid+XlSZHr1D57fz51WdT95qqSAaOccQKYTYbTQJyEVgjCHjHeMA0LmIdH5y1EUTcsYAGUQPERgSQ8Y4Q4LuV1JKztHatqrrrb37h4f70+nRbD4ryvn+/u50cgTOQ4wUA0cQjLQAEhB5lFRBXTiCNFXrawOptNZJr9fr9/tZniRScc4pxs6NgIhi8LPpBHQWkXMmuY4ExIADozzTkaKxnkJEBpwp7yIRkyIRInRwjigisuPW7ZauCMhgIbwCtGA7Y3w0HAkIIFJnsrK0KOz+vmNIHg1IeOR5+FE9Ouk8gkO2cGlYHjMR0sLhMJ5ab9kyNE4IgYjeh6ZpjKnefvunO3vbMUYfQ4xxPi/TLP/a61+/snktEmxt75imns2njWm+9a031jZWr17vFcWcYdQ6X1tb29ndHQxGk8mBh5imaefLDQAhBM55lqV2Nh8Oh0ISF1Ml+cOdre3tHR9gOFwp6zDIh8jpwd07w+Gwms/6mb565WqaiOeR1isAACAASURBVESY3e37MURn3MpwdPPmzapu337rJweHU+tICi04bKyv7u3tNcWccVCKOW/KcuqDW1lZaVtjjCvLypgHZdEic1kuBJfe0dHhZDYtyrK03k8nc+DCWMe1QoZFUZvaKqV8iFIqIVXwvqqbrvW4kJ3GLJMQlediESoJAJ1znTHGWi+FTtOMCGMMMXprbUeadThKa92tEh0MCCEwBpyxuqql5JJL5xwKzTlYa32IXHCtOUCIPgJnSsgAjCDEGH0kxsEaG51NU52nPUPeNXZ1/ar3HjCE4AFDN9/bti3LmogQuZRKcMnEo3DfLkpTCOac42wpHOp9luVaJUJIhpLzICVKyTnnUipE6KI3E51xzqx1SqoYPGfQJaF19ndN05jWTmeTwWCQ5RkC51xy3gnIU9k0k2ldNmUIVkgWEb1HIZhgUinJALxxAKS1QkTnbFmWOk+ff/45LoXO0kSptqmn0wkACKHbxgGAMbajKxljeZ4zxhija9c3GUOlZF3XO/tTAppMJoyxEEIEAsQkkd67tdHVfj7gXIbWK6U55/fu3bPWBvJVU3ry65vrWZ6kSVoWxcHh3kgOVlYGkfxoLQOksp4zlFvFdl0ZraXztZISOavr0ntPwEhSUxkrAiKXQjPiSiWIsWlq52wX1iuEsM4KIZx1nVppCF4o7YwdjVZiDM65LE8Hw+Hu3nbSJC+88Hzbttu729Yaa+3OzizLkyzNIqFzHoAhcq2VHA8Zw7quYgxXNjdbY958882madI0fQreu2RgzPkt9UdoL37mAfZLydh0D4/z5hPnc4Q+JCyEJxo0P26X/JEoGVw+9O6S28fLFOwJW8PzO/4n7f7hMXjv8UjpMqIRj2v5Y7xHy1SZZ+2ID+a7/dRCnnrzHIw/3pSfkYq5DBJ7wqg+37BPrd3jfFwulLJ4QoMs58ijbXan13KijnhmgXrcoDoTBnmGsbwkGHtco10YY/mBZ/GZFr7wDy9s4Sfg/xO/OiacLtzZngLbT7CiedYF4SJT9ceOqJMh0B/Gmu+Cwj/xbx/1IJ7o04um1SWftssbUl03XHCdJF3olA8xZdJFstYa5yiCUopLHo1ViiupEDE677yJPgqOnDMhRCJl58Ts2no2L+4/uHvv3vt7e3t7+7vT6SEXIIQQgiOS997ZNlQFA+AIXKDSOtNKS9Xb3FhbGaSp1kolSuk0BZFHzjlgpBiDD4F8MEKIE34ZjEkWmWYgTlp+RATnAYAjKsaPh81xcy2z3kB0riEn47EBGOHSaAfiIgdxOTsjPsKGXcjdcccRQIiPfE6OB/GpZv9I2L3uCxguKFbGAJauNZ0PE7KIXR4iLlzdO0sUxoAgUODIEDECIIrJtHj18689d/P5GCMhfve7fzcYqc+89NmbN28Civ39A6Jyd+eBsaWQ7OVXPhNC+NEPf1KV9uWXvyoEm8/nSqsYQ5b367KRUjoXGWcdpEySpChm6+vrSnPn69XVIZGbl/PhysC5oJKkKGciobKaMyZHw8GtF252aVFa8npeekdaZW0zYcTKWXkwOULcV0mmVBJDQPKJYtvbDxTyvJeGQESh47K6Do0BpJRKJjESBTjYn1ljhBC29m3THE4mQMxTVMiTLGuty9N+XXmdcCKazYtBr8e5IAIumBBCLZPtOOcoYuAugieK3cbdOY+IFJkUSkqFyIGAMQjexhg7lHjSprzj+rr8NKUSoNjWbboyAmBlUQseBoNBjOCjRcaQofceiBxhoiTGGCIFwgiADLkUkrPRaMQQpk3jXNjd3SUiqZhSMpKLMSJGIUSSKKUU57Kq6vmsAE7HxicAIKXUWhpjjDEdDxlCbJomvZIpmTDGhFAIEQC9d0IgUYcSKUmybkXpAkI5F5PJQdM0GxsbWusQXSR3cLDLGKVpFgN2TeG9vf/gXiC3Mh52jRG8RcaVFIwDEjpnOSIiZHk26PWFEFtbW0SRYqzqsqyrrNfbXF8fDntNY5JE37jx3GAwNm2w1sYY9/b2Dg53GWMA0YfW2blSspM5YYKvra+ubayH4Obzed00LlitE++byWQ6m1QAoFDWdXNlI+31ekUxu7pxJe+nnnyS66IoiKgx1cHhoZQszZQiNVoZtm0DFaysrArJkYFK5PWVG7v7O7t7e4GiSpM8TwBF8E4IsTJYsW0sZ3NikKTyaFIS+F4vBQAumKsdAFlrpeRCqJXxyvrapm0IkR8dTbI8HY0GQglrW607Hwjs0CnjsShLIu+8reuGgKdJprVoK0MejGlTkWit2rZtjTHGvPHGG7/7u797Md779Pr0+vS63Gbu1C6ffgZfQRdtT8+w7k9GDh9zm1ymJMdNh/hzSJf5SJpoCfYu69X5TMmTz0TufZwZqp+MSfcz7NbLkMMf5zngs46uhV/nCbvLjqxL88yYpiznREiI3XZNSJ0oleep976qGluXg37a1kXlvVIyTZIsVZwxwZkSApF2t3d+9IMf7O1sz2fTcjbd3nnYNI0QTCk56utuQ+lM4713zgKFfiKkYFmWjQb9Qa/f62VZkqaJHA0HSgoI0bnWBjDBR8KInQUd7zLriJ3SySRgQAKAd7GLS6eUY3ObhU5Ch49pQdqFpVcCLVMT46kjPGK0iPAEWhi2RoAzoi0/r6szu2DwSCOKH1e8UxYNELtAXALETkCVYSRaSKkicyEwxEg4r+p+b6RVxqQkort37+zuHbz++jdeffULPoSjo3mic0QmBAeUQnMh2P7+7mQ+S3SfcYac+RhigEALSMM5J2IA4JzrYtIWkYSKRTKAFAkikE4TQtu2TV2XprVcJqPh6mg4SHVijDmsG6DAfG1q51xYHW+oRDEUV69eresamTAuNnVZN6ZtrFYq05mQPJJrTBuBYghFWSVJDIQhQmuNdbFuau9N9EErNR4pqRLrgnUeuRRCMaYYI8YE56KbIjqRMpFJ0ECq86MTy+A6zhgw8gxDZJG6KE3XRdsgAmOCc8mQE6NIFImEkIgYQkRkSunOPrc7kDl+TAQXBRMchY8xhFhXbW8wYkJp5JwjIANE5Iy6wNAuqhP5sc0y57JpmrIoTN0qpbLeABHHq8OVlVFrqvl8Pp0eGtM6F9q2BWAxkBBCJkIpFaOvqsIHL6UUQnTYj4gQmRDCu9i2BoB3KPpEhFFncotEC6tbKWVVFYxxIjDGKC2SVCEjRCKK1pqmqfNeFgMri9J5SxTKssx6yXg8Vo2q69Ja0KmSUnZ1diZ2ki2Vcd66LvzSe58gKqWks0qpNE37/X6MYIyZzWbWhr3dw6IotNbWtsZWnHOA6HybKJGmuuOcuRDO+rYxIXpjHCAkSZJlGQBjIennI611rrIYoZflR0dHQghjTGvrxjYyEVVVFEURQsgyrbUWkksldKI450KoLp7Z2MZPDblmVswYxyzrJVkmpXQuBGcnRX20f4Ake2kv6+fWtkKI/mCgtfDeRwpaKymlNa4LJPbeCyEm1VFdt0QwGvVDCNES5zzr5dbauq69t0SU97LWaM4lAidiXRZojNH7wIETUQf0alYKqdM0/c53vvMp3vvEsXy/SkjpF6l4j+X3TqtHftD74zPt7E+CvUtScx+y+pcXYrkEF3fZvKmPJE3rybv5y0Rdnnjn8RzsM7bME0jmJ1fhQrOEy9ztkzMNOzV/AIRn17p5jNMAfoQg7XFE30e3yF+K/qET+aJLAUzCpz07jveFJxelpUDD4gOcC845MJYkiffemirUAREzlbAkc6bOUtnvjbTWMYSqqvZ2dre2Hu7v7O7v7+/t7h7uH5imCN4kUgxH/fFwJYTQtrWt6xB9t2+TUl5ZH49XBqvDgRJi0OtlWSYEk1xwzmNwRFQ3rfc+Bh+ZsBSJKDASQjAmmUBYBp6dXjcYAAOCuMxYi520xdIdki+0VhCgi+Rky3zELpjz2IozdjQgB3bcdPQJe/6exfBwegFZ/I9AFIlgUWGAZUxQp3Z4HB+kZLIyHN65897zt54/ODh4+6fv3Xz+1ksvvax0Xk0mwUOa5ozRK6+8MpnuPth5vyzLoih6vd4LNz+zMhqWJTVNo1XKOKcYvPfee+ciQx58NMY455IksbZ1PlrXckExOpUIIqrrummi1hqIDwfD61ev9pKstbYsa+89RxTBkWfGhH5fzafzuq5X11d7vV5tWtO2FLwUTPQS5qXQoqnL6v9n78265DiTK0Ez+zZfYsvITAAEWaxVUrdG/Sa99MxLv07/EOl9Zv6b9DLqOTPSQ+v0TKtV62EVi0VizS02377NbB48MpFIJIAECVaxJPjBIZGJCA93/5awa9fs3qFrdqvZtCKjd+ttZgTUzCyoFOR21yutrC5Tzv2Qqqoqa937lSZS2oHSSAJkyWgSHKsujTFSFFpdKtpfPmZCFGQiNc4dFibSI7mLiESaUAGQCIOgCCgymaMwKqW0NsFHpRGEhLOIjLYfIoCoREiB1qrwPja7QURIIZHmcTBFEDBLTgwMpAgRKWcGgJTSMAyb1XoxmRwfH2fBGOMwDNvtNsTeez/SkiL70VdK12VlS2Ot9b6/+rIYt4iyLLuuCyEiUlVVfd/DaDsJiEC3VnnsJZ5IW2tD8IhY15VSCCBEQApCGPphA7AQ0cMQ+r6tJ8UPvv9DUyhrirTdApDWVpEj1JxFKyXi9+AzCxgwxty/f3+1WiHhbDZDRYn59PQUOCPidrfebrdFUbVtZ611haonhStIKTVKmB4uaxDc7XYhJEDqh7DZnRqjcs7GGedsWdYIZloup/UcQWlQbdvudrumadq27YY2SRTiIruxNNcYVdX1yGOP6kRKk0ju+7Zpd957peh8aEP0trRFUVRFkUVyHorSTsoJkZKkNBqN0PhhOqu///3vbTar07MTAKjr2hgz9H4Yhhij933Oeb1eK6UWi4Nx1AiVMYoIT05Otrt113WIOJ1Vs9kMgEd3EFJKRLpuGAuStNaTukbEyhXGFiHFf/zHfxwx8Ae89wHvfTi+o9j1esXgW6tAv20Hhbs/jRuVeN8lsPF1UIFc2U1fa9sjuvr+frtk5fXqzavOn29imPHqWP/ROo68M8H7hkrs90jxfWvz806jNM61a/17cpczXjF7Nx4OESVmQByjFkQRTkO7I4WVs9ZWhNB3ne+7lP2Tx88ef/Votb7Yrte79abvuhxD8lEkaSJLZEqlUQOk0J3HHq2zs6qq6sO6rid1XdVl4YqyqoqizDkjEiGOgu9eALMQGs/MgKC1KYyxjkSPYuUikphFUARGP70XdyGoGADyWM/JuJcUzZe3TgKXroXqUmiGrxzmZQ/25BIQAgKw7M8il4qF10VQrvD5+FlXEqdyGwF43aX+PUyREbAhCAjxnmzJIlcpkvSC3syMcNVPeHWMgz4+dgVU2PL0bHN4/PDL3z39b//t/zVu8h//438CgNXFjlkV1ZwZisKcnj9erU+3m/W2ndrS/YdPf/Dp934yDLTZnDRNo5eF0VpyijFuNpthiNPprK4mo9B/1/Wb7XNSoo1MpkXKUTmzbduYmYiW8/lm0wxd/+TJk2fPTpkJELUyWiudIzBh1jlS36X1eqO0Oj8/78OQhbU2AtgPg4LCGre6ODdOdT4eHNl6UqfMRtuUEI012mnSpQdmzDmJUIgoXYgxuKJW2oCyQEYQEC2R1gq0Hp0FUBlyhYNRvfIy0ZCYWYQJGEaxEyIkJJ0SKyIizYwpZhYGYGBKwiEkALS2RFDMkZiIFOIIVUCEJCOJhqy0cZNyEfzm/HxLhEXpBBQRxCSEYGB0O0Dau/WhACLSftoKZSEG6vuu7/t+wLZtQuwRsShMVZVaW2YOIQ2DDyEw5hhjjH5UZxk97ka9lrZtEVVV1TFGY5xWVpEZ0wQiGUBeWH3Ivq7YD7EqJwCy3W5ns1lVFylFrRUqdg5jSt2w6YcdiZ7PF7PZ1BWmKPSmWX311aP1bitCVbkgpXOSlLLPvQ+NAiyKYuLKwrmicJvNBkmIoG13w9BFzqqqF9NZVYnWOieZTqfT6YQ5K0Vtt+v7xjmrFGZOJyctZ4kxA6AxhTAVri7LEkkAeQh923Zt0w2NrM52MUanrFJqWk8Wi9niYAoIMfsEKUtKKYGCrutWm402ajqduMqlnFCTMHa+jznNl4tJVeRhGHybQUByCAMjOGen0wIZcpZCVYUpsuS46pAgxtB1XdM01hprdYyMBFVVpiQppfV6NV9MxjbRttsaowChabfnm3Nr7XQ6ffDwo0ePvtpsNh9/cr9pmq7baW1ms7n3Ybfb5cBKMhHWk1JrzZG997u26fv+17/+9Z/92Z99wHsfju8ERvruRKt35PeufvFWKZq78Hu3asm8vsHyZmD6roIT3x6/d4N1eT2/97LfurznK3mP/N7r8MZ1sAdv00m6etmVWfyrdoJvn4evlyd9axntNxfNen/L6zq/NwqTfBf5vese6L//zerVTrzX3dmrikrX+/3GnHSGjGiUpsJYa601igBW6/OnT796/uTxo6++Oj097fvuV5/93BWmLst9H15OIAI5SU4phCRSFs5ZNa3t4uDg008+XR4cKGOs1oDEAiQwxJB8yMnHQFFGlSNNZJVRpM1YMTXWJoqITykODMCXQpc4VighYr7WvTdCNyWXJNalQfperFJAEIHh8gEpxkv6CxBxXH30ktoNMvHoZSd75lRoXwr60sGA6i7piG/JxUFERgmZDGOP4VXuSa7jvRsT+EqsRSkVYyQhALVc3l+tLv7v/+e//vjHP/zLv/zL7W4ngko5UmisaZr2l7/87Kuv/sUWWWnquq4sy08//RQEtDHHD+7X9dQYMwyd02q5XPZNu91urXGL+cFohNg0O2PMdFaVlbaONpvzpukA+OHDT5rtIIkQceh7oy0Ru6LWxgFgTgwZlOic6OTZWRKvtes7TxondV3W5Uhc5CwXq55ZAuflYpkEMooQuqoUoRRj5Dxid20LyRqtFM44o3JO2hTOuZSYhUQU0oj6lFKsFBEhc845IUKWnDlnzmNJ51gjK8AoODZLAiAhWDPWN0oIOfg0LkzjVN/13vuqqoqi9t4jKqXsOAQiNKK1MCSjC4UOxBiN85nqg885pwQxCBkRAREkrRFJIQEpUpoz58whZMlstZlN54TQNF1ZOhGZzqrJpF5vzrfbrfc+55Rzz8xEuizLqqx9GkYCraqqzCnnvN1uR/M6pRSR1lrvtltFhkiPjCXipevstbwzIo6spzG2abZa68mkCHHQGgUSIpe1jZkGP7Td+mB6bHRBBDH6zz//ou23zrn57CCESGRYkDmBKICotYbMXdflIewQU0pFURwdHSljnp08B4Dlcnnv8IgAd7udUsjMbbeLMWqtLeq6tgfLe64wMfq2bbtdN6lnVTUBwM2mj8lXVQ0gfvC2VNPpbD5bEGpHM8lQluXBdGGtzTFdXJxZp30ITb8NOQyhZ07a2bFWeTqrj4+PmZP3nohygmHoY4w5yzaFdr2ezyez2ZQIBIGRvQ+U1LSujbYTN9lt2vOLM4bsu7Ber7uuyzlrXVRVtS9kQBCRpmkAns/qOQB7H4wxAM6QBRDvh+l0cnR0eHh8dHLyjDmXRQ1COcmuaXe7zhgzmcy2q22KqW1bYogx9ruu7XxI8fj4+O///u+/Ht4b6+DpMltGl5USeO33eO1lfLd3weXvrwLAD3zXh+NbCaWusQpXJUDfEX5PriKSa1KGt1/hH4IiuwqJBEReWeNw2xpXL//4r4eV3Rs1IwHwZcHY9U3yFhj8b4PD530n1Qvj51GynuH9+RV+ExmV3/OiHlcvI5PQHXcbFLj0Yn5BNo1Th/GFn96+Ue0qB4QACCQv1CORgJAQUXKeTOqiLIauf/roy9989qtf/vLnzW67Xq+7ZhuClyws4f5yRmOAHXxgRhbvPQJMq/pgfnB4cHj/wb3ppCwMW0tamZhS6H3UWSmttSGtndKkXM6ZtAHRpI1SKmcZW/vGMBQAQJFGzWCEWCs7wr9LNRsCesHcXS0oxkzAfG17QWAQ2mM1JASWF3aCr2OSCYBBSADGOjxBGHVaGF9CboxAQvKOo/zm0d1D0xfgU65MLkZf+6ubFRzLCJkFaK+SAQB8hff2hCRkuIT0RARASikPUURG6gqAhDEzp5x/9dmv/t2///d/9Vd/pTQ+Pz1ZHhyJSNv2pVZG4y9++S+zAyhqm6Bq247QaF20zeDs5KN7B9ZWIYTdZijq+mi5OEuRcwixT9mn7EPoQeXDo+Xh4dxYYgm73WZogzFmOjnw/XlIqa4rqJRzFYgSgKEbYoySAXOyGjMn1PDRxw8nswlqNFYx82q9Pjs/2Ww2Mabl4kEMYWgyxyRJkMUqHcCzMAkoRI2kkHLyRumDg+VkUoWhJaL5fL5arRhCSnn80uJR3BQJkYCBUSALZOHEPIo4KlJK7x83JxyhouwX2H4Cg+QUc0z73c1hjD6lJJJRqZgzXj8EIAMIxJjKYqqUSswAWBa10a6PfUpJMgPhaHIC+2pSAAVIgIlJAXOKIWiFs9mkdIVzRim1azZffXU+m03HzjprDRFaW4xNeuPK6Id2vLbRTn3IQ4oJC3t09ICZ2raNKVtre98xiGPLItYYIkJUKeWX+G4AQwoyhz4UhVWgkg/O1cgJYFSp0SAQQ5ot6u3G9z4w55iyc/X9h/cR8ezsotl1OXPiDBmdk6ooog/AslgsDg8PRxe+5XK53m7avmMEbNSw63DvSS+EarFYHh4d9n2fclitztq2lxyZOfk0qadt23bdkDOHyPVkOqmqYRjaEOu6ODo4Oj4+rouGg/r8899u1+uzauqc6/v+/PTk+P7RfD5fHi2RZLW5GHx/797RerN58mxrWoyLyIm3qy0qTQIhM5EAhyGkqnZKk/eeQay10/nc6DCK5SAqnnBmzjnuup0tzHQ6abtdSgAAs9nMe39xcZGSCHBdTZbLWQqprOqD5bxrh67rsrC1dmEWADCqoQ59f3S8HPMsOcvFxWrou/l8PplMnFNAVDpTVMWE6o/u3+/6sFptyrL8u7/7u7/5m7+5Be/hi11OrqUP6RXUJ9cI38uU7T76wevyx6OUPCLBfu/iy7NdGVjRZfwE14XurkoYrqdZx1G/qlO/O1/0TfLZSHKl1nXtla+8N8mNrPCtwpvvl1e54cdwZYH63nONt0rzv5qTflW2Ea71FcAbtQevqx2OTMirD/MuIvsISkRktDHFsb4cXwzlpbYiEonkyxvbnyRLVmrvJMtZmEVe4K4X6wIJ+VLIDREBUV8rj36XgR5v+VJ64Mr59zLDTXTF6d00Yr7+cL7eoF/V/7w4z0ukwdj5f5l/uVyfl5pxgijXUjM8/ng5RPhC2/zFn6vrpGt3/4KLeB2/8SqL9aow5k0W6W0uILdO1+s17pefpa8Kpa4n0a8gn0hmluuGGSJ8rbZqTO6+VmHyDdWDr/nQt0mnvlcMc/tKvxlKM7xc0kZ4A9wLCF/u+NefOYpcW5svz+fr9/4u1y/XJ8DdCc93eiZXtsWXv3lpk+e9rZ28QALIDEAEyDIW2gmPU55GlTwFGFPYp3uJXGmZmTNHBgFGRSDEPMqpa601g7BICGE+nyulOMWUEkAmhYbQGFtXpdaUY0opPXt09ot//v8effW7i4uLk5NnZ6cnzhmjqCiKB8sFS2p2bfAsw9YH770nrabT6fG9o/liMZsvlouDqqqQiBRpUsR5RE3O7aGRAESBGEfOjWBUk0eVs+ScQIhQOzMWkqkxgEQhATB0bQ6JsAiOnNbL2tQ4GgbuhVtGBzMCGG0jRlRMQsKwr2d9ifoe92pmgdF4D/fxNAiOu//lvsYMvCcMQRB4j8bw5Vhlb9tw48gihpQQokAWZmaF6moG0l5QBoRHKU2+3FLH9sosIkaRUgQMWST6mAGRWfb6K2IIAfnSk2GPRI2y4xwSGmEFcWYFChA4siJXVgUiSk5PT56U0+rjjz8OOeQg0+nUh7Ysy4cfL1er1T/909+3zfPjj+999P37//RfH/0v//N/Wp9vnz27+PTTH/k2p8GHzjOzAd6uTten+fBgQRh/+/nP5wfOFnlyYObHD4+PDvqhU4RffvGobRtnJ/fu32/bgZR+evqVJZuzgKzLYtY2UYSmk7mzpTJFWZm2284PXL2YkqGnz0/btiuKibAMXvlAfZtqHRTRpx8fQZSjeV0ZJzFMi7LvAmgsZ5XRhdb2cH4IgojIedAKEahr2nG8lFJMBBhHsJdTNlppbTVqbU0aGEFr1IBEQpAJCAmSol4rYEBBZNAiFBOLCLIUzg1NCwD37i0bv1keL2OMu92u6XbG6ZylG4bSFs4UGhFB9X1fV1NlzThJAIRzNloX5TzG2DQ7zCAMq+0FIVdVVU2mzhptKGfxuyYGP53MtFab9UV9/0H0/ny7JuFPPvpotGGYziaz2ezRo0dN3xwdHRkyJ89PUdPgdyH67aa7d/ywbXvAorDlbH4fyW13fhjSvQfzEDfPzh4D0L3Do48efnLy7IxI37/30eA7lL0uEiIqJBIdhzippkgsmUtXhT4gZImw3myn09mknGy2zePnj8pqChZ262a2XNTVNISQUmybgUgRqVIXkLlpL6ZlbQszwBBCevToESP0ff/s/LSalPPl3McAJJUuD6cHWpk++JyFyJ092wwx5By7xvvQhcJOp/XB7OhitzaFu3fv3vn5ufHxz/7kB23bFZYmVUGkm4vu8W9/2jSdMSb4dLQ8Lopit9vdu3//z//83623q5/85CcXm7MvfvebbbMpStN2675bHy6mOfJvf/1bhXY2nZd1Na0nTbcb+rZpdsdHi5SHtm1rN0dWOdGkOKBKF3qXc378+FEMcbddW2eO7i9ms9l6c35xcX50NPv00x9Mp5Nf/vIXzGwMMePBYWUca6OVlW2zjpGLqhyN1B88eNC2bd+0hlRhTQwhxbhZ71hSXRXW6sdPnmw2ejGZtUP3ycN7x0fLpunOelJmIgAAIABJREFUzs7OTtfDMIjI7373Rdd1VVW9K78HNzDetWQ23fbjjZfha14Gl+LIAHid+vtwfDjeH7Ezfk/u2TO4pvQm17HWHSPCb4dh41dyxN+UhHxPd8HX2Icx58fXFumVWt6Nxcs33/4dJHzf1oB3h8cigGM4Sa8ZxH8jB8OoqrHfzb/rxRrfUBboTk2zuPf0FmS5jeLUWo/QjtRoaqcEcbVdVWWprCloX6DY+6Ct0VoLS0w5cRbhejJp2x0zG01lWc7qunY2Jt/v2s9//cUXn3/+7PnT7Xpz+vTZ6uwieq8UKo2LypGCGH272q3iAMDOOatJEX7/4Sf37993ZW2ttda6onSuQFTM7GMgIVQAqEiUXCs/uOIeX5ABQih0W9gAAIRytZGg4AuzinF7ptfMF7kKIfbCmi8HGG+l44Su/jvmja7IwBvXL9du5O7zg6+c0OV2+1MRQdAinPeCoQwAwnu4GSWPjXhZMLKSvVypACHtOxHxKvIe1RLpKpcuBDJ6DY7GfCCAYfCp63KOQOIq/ZOjH81n8+DTxcXZZnWx260F2Bl9dn7y+PHnDz5abnerL37TLxcLZJxP5yi63bbdduA8jhRxjpwTEazXFzkOB8vpZnt6evGUMWhlnp89vbi4qJ0dhuHw8CgLpsS7zYXSNJlMnHLDECb1/GBxHD3GwIS2abrdbidQ9cPQnayebh5bay9Wm5jk+JAm9cyaunAJ854lQ1SIbDRZY6w2iCqqnBEQCAEkM6oMCAgKgeWFTf0texTj6HxO446NwGMhMSIK4SW3GkmlLJwYRDALCqicBQBySApBa1JISDIaphMBaQXIMjZVIiilCEl4zI3uG2jhhZ3mSIMgCgALJykKpxcHzhADt13TNI0yBslojdYpJEk5iGRjjDHKuUOt9Si74r3fbZvdtjk9Ocs5t003JqyP7y0HD4i4WMydK4MHQNX3Q9/GupqV5VSQMouPQSvMOYQcBMQUDjKklBD3i2G8fgBQtOc6CQkVKUDNOuXBuXK32wKooprsGt8NLRmjlFGGClvP5gfMvDpfF65iSZIScGJJCiFHjnFvDkGGClcooxGx7brEeew5LGxBGUKMMcQhcMx9TDkJ5xxLVxXOdd1ufbFzpTeVm89mYxJttd784hc/c67sun7ovDX18uDebHIwmxxMJpUIFkWBiEopY8zJ2elqdZ6Ezy+ed92ONGpd+qEByIpAWTtDM58fPfzoExFummZ1flFWVmtarU8ns4nSylobvASf+250tanIwXy+CLEnreYHM2aO0QOAcwUzNLsWAcuyHsU5mbnvexG+9EWEsizLolZKhxBzEkUGkIdhUEROm5yEiFAMCGuCSWm01sxRUjw7O+07PwxBBBYHsxhq51xdTz7//PO/+Iu/+Bp478Px4fjOQzvE2zQVbxG6eJUhvMYmw3Vm+VtFfX8QQ4Wv/aHv3aTxXa/2myuUvOpR/k3MQm84EI62XZff6/LNOaXv/HL7DmG6O5Le7wXsvX2CCVw1hvGemxFBFLUnnGJOIkKIWhskijmnnMrJhEU4c8qMRAigFRERIQhhURhjKq0QkgdMkaPfDqePfvv4y9/97ovPg++Htm3bbQpRRIBzaUxtBK0R5syJcqdRlYUq5nNrDyfT+mi5LKuqqqpRZzyPiqCktTYiEHMCAGvcnoGXF2IqLxjM15G/v/fczVv/9UZ1wI0CmVffcn1zePMr93D2svfpusnt/u8KL7vv8lhHirIvMUEEQhHmLMAgQGpUUt2b8I1IDnFPs6jrKfLLKgsRIthLTYKknEPoY/Kb3cYYtTk//2IIImCddcb84NNPhmF4/Oh3kNN/+J/+/Nnzr+ZlmXt///ABN50xpbAf1lsJAgICSKOvYkoZsrLkaieE7dCHGBKn5FO32zXNdlIcl2VpjT5f71Kz26w2y+VB4SoFKufee7+6WG83PWesyqkIFKWZTKwtqz6lxneTSXXv3lHXp1GXPydWyhwcLCdFjSIsSSSNrXQ5gzVKKa0UjnU2Y7sjqbuWcY0UPZKQksx5b36Bl7yrAEAQSYioDQGQRi2gCBUittsmBl/XRYqxaXaMPCIHa7VIFsk5RyLShggkpYikkcRqK0TMvEd6pJh5FFQsiiLEIYQgkiOILUxZloOPKeVR26gsS6MsM4ORYehE3DB0xpjNZtM0zeWn2x/96Eej3cIwDFrruq7IwMXqPCd4/vwpZ3rw0feU0m3bzhez/cxkKYoSgEPs2r7PzLPZ3Hfee4+o8Xo5OeLIewvnPE4+FEEU1IyKUdtiOj9YDp4vtm1RSF3VhZsSqLFKs+saAAbklD0RIIrWJCLK2HlVW6uFcD6fF5Xruu7Js8e7zZaIUlWRksZvtHXlpK7rqveBTP7e/fsphZz9brOK0RTOLZbz5xcnX3zxiDktl/P7949TiGVZWutorqtq5mwVI3vvQwh971erFSL2fa+NsU6PksVa64ODA9KoNORsjJaUcooMonLOY58zoJRlqRUopR589Im26uz0ghlyzjGmGCOR7ro256S1RnTD0ChlZtO67wcQmdbLEMNm3QHYo+VHBPZZ81Qp6wfhHJWSlFArO5kYpTRiBCGtbVlWMfrV+lwra00ZQjamEMkiSGTuHT9MOfl+WC4nxpiUsnPFYr5cLg53u12M0fvwD//wDx/w3ofjjymn/k4fIZeaii+b191EDldBwC3aJ6O10eWJbolx3xNUu1V84vcMn942Xi8w8J7QelvB5Ld0ze/9+Xwzfu/l88CtNajw1rDyj3q1IiBcK367Lqz4TuH4+53Vd1lNX2/F3dBSevXtr2OaMqAIju7dY8cao4BCrbQhzcwxJ2AhpWJOmRMRWW2MVkah1lpECCTFcH56+vz58836/OL5kydPHm82K9/3khMhzOez0X+gkBzEp5Qkp6YNhTOlK8q6XBwcPbh3bJ2u63JWT6wzo3wfAGVQQuqqA0GAxqJVQqW1JqNDSDlEZ9SNEcZLduvmrLjxiz8oDryae9fH7p0m5BtefCW9ezU3rqqvr+lmAkhEucb4MdKe4BFSipRCERRJLKMdnBr5u7HZEBAQkMY2LxrfLnt/E4Z9aok5j4E4GiJdGWa8dzQVlK7tNuudiJRlWRjddRsA+PEPPs0cP/vsF6lrf/Twex89PP7qy6cLU6y228X8sNDYDgFQ04g4OUseIkkfuA39arvKkJuh6f3QNjtkttYuFrPdbrder3e7rprUs9nUWjsMQ+WqoiiDD0bnorCEtqrqGIM2DBRS6EllpdEYpU0pEEKIfmhzTK4wy4MDp22OIeWQEjLHGHIMGUrKSRAVkiYieIdk3fiYR3MCIEBhAIgsklMUElKojSGFxjrjDCgtTH1IIfDZ2YkxZmg7q3VVT/qWm25XTK0AA4q1NqUEyEhCCohGe/IMoBBBaUwML7Q3kXLOo4KRc8467X2fs3R+CDkWVVXVjpljYh8j8dikxoS4aXYuhmlVIuIwDEqpw8PD+XwOAKOg/5MnT9q2nc1m640SyoPvZ9ODaAHBTKYVMytrtFbGGBwwpWyM1ZpCiCFEH8JiPueMw+ALs89c0N6hAYRG/hgELzs3UJwtV7tmMj+aLu4JUjU52LQsomNkznnot8MwhBB8PwCwQErJW6eNNcCamRNnRMw5b5rNdru1VgMhJ3HaaGcPFotPjj5xbLOwsiZF9icnKaZf//qz5dFBisPJ82fOmbIsu74XwbbpDg6mDz/6ZLtZ79Ku6/rgUwp5s2nKYqKUE5GDg3nXDcaYg4MD55x1zjodwvDs9KTviTnlyF0/GC0piwiWZVm4Win97NlTRPzo4f37949Oz571q74sK4bcdh2I1doUhbZO5xz7vosxLg/nKUOVqsKVBwdH3p8M/UBoUADBWl3X1XK9anMiZ8tJNUfirutSHLQSayLI0LV92/Z1PbPWpRRTlLIsrC1CYuesiGhVCquD5bJptuvzLWvsu4RAxrgUL37z2ecppaqaFEXxt3/7t3/913/9Ae99OP7wEeS3EQjexkHd0oJ4K1W1jwkQXlKdeOWq4d21Ad8sxvj75Pde/dA3ymC8jPfgFonI3//M+YZz6Ua+/33RCzeQ3R81rXdXvPci8n8T3vs9X/A7wbl3Wnp3sdO4Nu6XSAOELwseL7cjZmZEiZlTSgRorbPWTFwZ/CCSlSIFWVLebS+22/XF2fnz50+ePn50cnKyWZ+vz54v5vO6KCbWEBJzhtD56MPgU/J1Vd87mFZVJSIPHz588OBBVRVWGwBJOSoQQMk55pyM0qRNHzJfJb9G/Q+tRSCllC8d8VCrfffbNUgnt+2Ot+K9b3stvBO/d2PN3jpb34nfu546zJeiHS990GXP956YI0RAIUBQo923CGpgTlEppRQSjP2AQihXVahXWGXvQHjZLLqfUMKjDI1CbTQxGlSQgStn1GKac5YsXbsNwwAA/W4z+AaZj4+WKYRSF1qwKt1uuyUQ37VaaR/8EGMIcdfsdkO3ancnm7NhGEzhfBwIdVk50oQJWFKMkZnLsth2XVmWKBBC2G6b4rCsq2lOTYyx2Q0gOsYUYzAuY5t6v6tmjjnFFFjUSL4hKueMtQQAIQROOaXMozQPIACkxMxX2AlfU735usHKzEogI5qxEV2EATNgAmREhYRIAigph5xiDLJp2q4PAMACSGAMEUHmmHKwdtJHz8za2JTSqI8KAMxMAEiCJJD5UnAVaey6FEDE8YkVhXOFMUZpTT4M5xfnq9XKuEJbg6SttQDYNT2nvJjOnSmqqjBKM7O1dpyWTdM0TRNCGIYh5zydTheLBUsM3BdYxBhjjCKpbdsQQtP3ztkUmVAjEqE4V1jrY0jexyuhhBtd/WPTPhEJolKotAKADCKIpKw1jkUNTfBBjHHBRz+shmFIMRKRCGutBCQlBmSlSGmMKJxlGIaU0nQ6LYpCKRVjNkYZY1IKkDn5cHJyknYxcQZFgCqDINFsMZ3NJuuVt9beu3f/8GCRJW27tixdURTn56vz09NJPVkulylxjmyMq6uJ1pZIhzBYa51zzrkQQtf3J6fPlMLz9epgOS2KgiH7oIZ+M3bLamWcczntHduNMRcXFyllInr+/HlZVUOfJhWOxfbjNrA8XDDzdDp59vxRURTHx8cxck4SY0BgIl0UhXNlCEEEtbKIVJbVqG6VUtq3eGfIWUQkhBhjDCEZ44x2hFopEUFmscalmBSZnFBYDX0kImMcACEqa4uyxHv3HiwWi4uLiysXvg9478PxrwpSviyPcXsy/o521Yi3+62/d5z2B0F9Xy/e/cNe5F1c7+5I6735N9/wbK8yCR9sNv9QuYz3SPG9OvGua/nTq2BXXkI9Y4KcEIUZkFEysChlbelIAJGAQ+xi6QwiDV33y89+8cVvfrM6O2va7Xa9CkNntVZKHRTq0z/7Udf1Q9e27TqnICIKcDKtP753dP/+8XRWO21Qq+MHn4zm17u2t9oToVIUee8xprUpykIZa0vqfQwhZBBkJkJJGYDyKKvDoEgrjXDN/Z1fucfvZt/q6xSb3owSb47y28Dkdch3XW/sanYlyZffJnQpc69HDTtBYsBRHExGZUgye3UjEDX+bS9iKswJUY2ynYRAiGNz+qhAxpyRhRPHLIC865ssmRMTaSIiIQKez6qu654/eyrCHz98sNtd9LvNs8dPjFKr1SrGeHFxsl5vk+Bu27Z954fY+2HIvs9x3fRKwexgThqNUYJsra6nxTD0Oae+76qyMsZYa1HA+xBjGtFvURTCiIiksChcUZqmPR2ZvcmklmHPW2qtUxCATESE2vtoldqXXyJqZfcKT2ONCeztE4RR7lpMfE1pica5zICZUEghKAXAAiFnTjkwQGJICbwPI44CAMhsnWZJKQWRbK3d9W3OWRs7ntYYlVJiSQBI+xY9yDkzI9Flo+BljYxSSmudUmJORHbkKkf5WGYmFK01Io2zyzkLzMy8ajejgJNzrg+D3/mu64wxripmB/PRy3uzXUlMzrnNegcAiMTMRWlDTjHGlBIzA2itjbHOuiLlzocYY0YkpRTDOLVgr3G31zHKApIZQkicIQuHEEaRofWmiTGGEABUCGkEmYSjIpfSCmOMLAlAtCGt9d6wRRmt9HK5jDGGMCRhIgphAMbM3DV9hmzAamtQK2NtPZ8aaw+WyxCHk5Ono0zO0LVt30VhY5zWtm17re10OhdBawtXW2fLnHkYhrGes2m6qqpijNvtlpRqmqYsXc75/r37SkPvO1IIEhGo67z3nkiHkJwrxpFqmkYkaa0VmclkVpYXiOi977s4nc6qqqrrum3bnHPTNFVViEjb7lgSEiCIc6aqCq2p6zoAKMsy5UCkiqIgWnZd1/cDZ8iUU0oppVFrN2ep66nWmpmUImZmBmvLZrvLCYLPWjvrbFVVzjkQcs5NqnrvIZFz27bPnj37+OOP/7jx3pvF9+4Syb2a7btBXODrw7sbH/FN4sVXQ5A7548BbjPj+iaP8XX3ha+HPW+44JtpzrvFYXdhb25txtt/7+JbgrxXFEdfif7HUrXXjPWlKc0739frXv/Wp3erwOldxvrWt7zho6+Z48k7cSl3x0VvXjjvNPPvgsFuKbojesPyvwu+fXXNvorrRGSUWr0RXN740FefyddbvK87wzuRz7eu8eur8jb149fOlNdMrW/FMP3uE/IN9P5bEeDblZwug8qUktF6DAUI0BRlxlGTMStE6zTnbAvLOUv2oY3b7e7iYtXsVmfPfntxdtrstmHo/dClMFSFk5wwR8NJZbLGKKVSFybWHs2O6noyndWL6dw5axQZY7QehSiASfmYRBssKgUCiDFnQAXaICKhIFAbcvb9GDq7shipDWZmAUSy+41gFIyUF56ZeBugffsA4a0r7kbB8zutxLsMykv1nC8sEeQuX0PXe/Cur5EbZaLXUzz48jEifEIeQ2fcqx+jImIWlpHqFdhTgIIgzAER1WjgIKwQiFCNOkgiDMloyyLAOQvvHQcl5ehFGDgDjgKkyVrMwKAIRHKOMeYY/GbVRh8OZlPm1O7WGjGm9OWTJ9YVXz57qo1NOW+3uz4kZhGA9WY3nc2Ojg+fn57cfzBfLpfPTk/LsnauPF+dFdZZq5kNc+6HLsa4XC6NMQRE2H/vk09LW6TEMea6nH700SRnMcaGMBhLpKS05WRaNb6LIcWUU9a+lxS4LJy1ZnyAWmsiFGEiQNzLdxOSAAG8aOEbdWteJV2ZhYFHn3FmRhCWlBLGiIQ55aANEAERiGKRLDiysSwMSiutNShlYw7BExFgJoUxDszRGA0ARjutRMZ8DaBSKuccY7RKExJzAmQRGTsv88jaCImItVYppRS1XTcMXd/rlKMyppxOjbOD930/CGDOnDkprZLkHFLT7hBJa5rP5/VkEkJIORqrRdiHIeU4+D6lFJMnYiKo6/rjP/m+CPqQ+94f3zvSygzDEFIUppzAuaoqudn1waeUc2lLIhVC2ktnIwFASjFLzCmPo5RSTolTSiGmoixSlph6RAyRndFEUBTKWpuTZ84COWdI2ROhKYy1VmtFWknc148Pg2fO3kelVde1KUWrrbHGGfPw+GMC41PIzEQYYzxfn331+Mtds7PWHN+/Z41JITBzZv70k+8dHR81u6bZtW3T98OglXHGxhgnk2nOzMzOFaOssTHm6OiorCrrvt91jf9dZOZms2u6HRIqsswymy6MsUrpqsLpdDYMfQhDXddtu40xW+sI9WK+9D42Tde2bVmW8/ns9PQEEQF5LNl98vSx1uT9tixVSjKdF5NJIRCbZk0ai1I/PzlnCUiFCBSuAiFrbdd16/VqGHqtyRhdVaVSWlhAUBgRFAKWxXRoQ06EYEGMVk6RTRGHodtudzF4AD47O5tMJsaYf/7v//2PEu+9GmffJXB5c9z/Tm+8FZPcsd7sjpHWq0YOt0KgN7ggfA2K5tbbv2MnzN3L7V4Dn15Kn7/hbLdya28n6N74ry9soK8DP4HXicK/2S3gDTPzupPpW1H9rff4TkmBN4Cf143ONdOLd2g5e1eG5K2h+Z0qCb/WOr0+EK8GcG+I+V5X2TXmPuGyZXTs0Lixpl7H7924gHe9wVepzhtyFO/XieFWi4PX9e9dJbDfsDV9c0/z6wjt6mQ3Qu1Xz/Y6m5yXfLPeSPvc8hgu/7fXnySazWZx8DEM06pGxG4YpotJ4UxKkYD7bvflb3/92a9/NbTd+cnZbtNEn1JKwvF4TtEPMQZOQQk7gtQ0zpqydAfzw/lsUhSFNm62fOCKQik13s6YxwVgAhKRMUoTVEwmgQYFOEqFKoh7owBRgKOmKnAGGZm8vbn3pcvf6AxHgoB0dct8I5t2h0mGN/5yd4T2zXNMN198ezbkLWv/dS2415fb1UDAK64wDEyELFc+6oC49+kQQAICkMwiORFErchZq4mYU06xsAZFJCdOYyNXYqTMnTFWawWSYox99MgZIElmADZWG1KIOcSQJTfbZr3axpgJlPexbXdW6eVysd5cXJyfW2dAYVGVYMhNSkbWohbFzA3hpz//3fFx/ad/8eOnT58Nvv2Tn/xw227avtXICLltVkPfLOfztm0QETQWhUOgsixDzLtdc3Gxvnfvo5xFKVOV1DS7FLP30Tk3ndXz+YzFA7FS2hhXuCn61K56hAIgISilNKIws0IiUilJToyIKbHWezJN+IX3j7yM964GkQi0tU4VWURjjeAtodaKCEAYkY2x+wZbEFKXPkigfRjdUDClMPioSBOhtkZrlXwGZEUqBra2NEaFmEfVJa0UM0PK48xJMTEgISilUso5JSJC1EQ0IsDREt05h4iCjEqR0sa6zNJ5j4qiD8aauq6L0umybpqm6xtOuN6uhzAgIgNrq0cYbIwBAGXUvJjG0G82q6HfEj0Bobbvhz4sDo+rctr3fd8P1jpri6PD+1VZb7etCO52TXKcUhJBTlFEUHJKseu6yDzaySittDGjqOl0NsuJWWI/eBFRilarlXNGa+193zbbqnZ1XYJkRCBSnELbtiLi+1hoa60lIj94bdRY0qmVjsG3TdP2/iL0mEihs6UtylJQtu2mbVtGaPumKA60UcaZqixA0/nFerVa971v29ZoW1g3n9Xz+XQ2ma5Wq+9973vDMOx2u5ED3O12IQSt9fn5OSkQyVprpVUIQUTqsuaUu26wpbO2CCHknJ49e9r3fdc1Wmtj1GQyKYs6JVHKAuSxcr7v+67rYvLz+bzvW2PUfD4ffA+Ivd8WRZU5GwukcowxsTeiWGLf+ZS8czqGbJwzxpZlOfhuGPqYhrOzE2t1WRY5SxZmFpastSZSmlRVTRCVMU6Yum5AVJPJZLk8RITppJpMqpHI9d7/4ue/+F//83+GD/WcH47vCIy/S5z39QiBN+hzvt9qzHe9na9BQXzd2wf4A9Vh/kHyQV8j3fNHeqe3snl/8Pv6JvmvP7pD8FpN53hklpRTiFabaT0ZhoGEC03rs5Of//ynv/38s4uL5xenzzkFFMCMnJlAGdJay/r02Zj3L52eTiazyYQIqsJOJpODxWxW18YYUWbIirSFUT5+LwuLgAxCgnsmLgsKKUH1wjgZ9/sgAPH13pwxYobRKRd4j/lIEEAIBHiUBgG4bl1Dsj/hzdv/12un9PV1X6/c/jjBqIizb+YiTQoRgbNgFo4oCgWFEYSRE41WfaNDo7BSSiMk4eDbvku4N3MEpQGASCttlAjvdtuuazq/VYYky3a33m4a3wdE1TTNdrV2zrCkjx8+/OEPf9j43hVFzHGzW3NOAIAKd83q+F4hkk5PngLzYj791c9+ujxeAsvBtA45R07OaqOw41jXtVKIGktbxhgB6Pz8fBjS48ePF9PF8dE9EQkh1VVVVZVSyhhdljYmDKkPPoEgoQYBzmOLngIYPRiy8PX8Ao1ucFc+HDeMlF7N7CAzERljtDWCqFArKrQgESrhGFgY+r5FBKVFWUVEqAiRUgoiwjkLy9jBuvd/FhnNWpVSAsQMiVkphagISRBy2hdrM4+EPgggqJcMby9zAXLtl4SIGi3DPndgjHHOgYD33ii1zw9iBuT5fO6977ouxmitHa1cxrmXcx5DfJGsSKy1OYX1+gKAlHZ1XY+wCgA5Q4ocVc5ZUBtbVIDUdUOMknP2/QCcx8QQgCTOWhul1JgUVkoBKhEZujaLeB9ijCKirVVKDcOAKFVd3r/3g8xhGLrNemeMLssSSDnnlFINtqPNsCCOhYsAwDkhImee1PV0Oh2G4d7hg9n0QDuttB5C3wwdd7uu65AkSdrstthgYUpmns8XhXXz+cHhodTlRBFdnK+n03nhihBO2rbdbFcnz88QVVVNUkrW2rIsy7K8/+DYGNX5wTn19OmjzBkAQkht27dtb4wZq5FDGEb8VhQFEbDksiwT49CvvPfWWq11yiHE4ehoOQxD0zRd1x0dHbUXOwHDnFIKACgynn9gTkRGaw0Iu2a3WCz39jySrgpfQxQf+hij1lYpzVm8H1xVikhKWVttjFPKABCRJhFFZpwGo//Hbtdut+thGJj5v/xf/+f/9n/87x/w3ofj9/fV+Lqs7fVm+jdUNn69QrXbtUleS2NeT0Xj69PMeCvRCnf35rrDXbxfE4Kvgfpu1Wu541XccfS/1Sn3Ouz36hh9p9DI12unvE5MfXv3dfMJv0av5Qa/9w35xt/nw3xnsPeaD/Xei0iMcbPZOG1Ka3758//x83/5Hz/92T+fnjxxWpwlp43VWivlh5xCyIJIXJXu8GBe13VVVYeHy+XBwbSuEFHhKGUhmowovVo1il8qtndlNYaPfAkBWQhQISIJXTNElL28Ot6hKPO6k56QIMMfVZ/em9nGrz2XbjDqr+sMv7FS1N7NDvc/7j32kJQQoUJiIo7MMfXREzAREUofexAe6T+FAKKEtNFqlHJRZqzg1UQQQkgxhBBi9Lvdru2bbXuuNRHmYOsoAAAgAElEQVSoYRgG37XNEGMCwKoqDg4OMsdh8D/72c9O1xez5cHBfNp1u8F3Qwgp57oup6XdNm1pdEb57Be/mU10pXUWEMKub+uqNEoD8BgQpxC997PJIjEAQN9HEBqatE6b+WyhlBHh8VJTDsPQG1vkLCmC9wnRKGWJQGSslxBEuq2SC/d/hN5lYvB4ANGY2wARlgycR/cCa/UofEpEeCnrPUrj5CyceRRcHYtfhFnGUSMNSJwhpoRIDIIIiTOnnFJQAgoR5aYaEI5ufTDu1fsLG/EeESEQ0x62+RTh5VIUH0IEzDk754wxZVmOJxx1X8brH/0PmNl7qUpblqVzVQwZgIwtrHU+Bmcr55wLiVmarv3yyy+108MwOFtwCpc3nlEYSdRY6V0YRZaZx1JV731OwiB935dl6Zy1Vo+Vt7PZLKWgjVosZov55PHjL1frsxC8tWbEmaNaSorSNk2MEREnZWGtHZNRIYTed8effPSnf/qnIQRnKu/zZrdOQyvApMdeVT46OlosFhenF23bRpWKovjhj39cumpSz7z3KWbfD7tdOxbVP3/+XIQzR2PVpJ4rZUVkPp8fHh52fW+sEsnM3LZD13XKkPcRgCb1VBs1zlhrbdNslVLMrLVOKcQYu65LjH0/DEMAGcsrQCkiovPz8+12631IKXnvSeUrkZ4xVAwh5SwjWisKtV41k3qlqBjHMecU4qANusJUVRHiQETOlUrTOFH28xlGm0eNoJjFWcPM6/Xa+6EoCmd1SimEQSnlnPviiy9GyZYPeO/D8V0h996Maq6/7GtLjHxLFN+NE35zbPNmlPJebv/fOMX3r4N6esNk+//Ze9MgS9PrLPCc8y7fdu/NPbO6q6uqW2q1WpslGfPDAxiLGbA9MLbCOIZgzEBgzBIQEEwAMTB/+OHwL2AcTMTETIwxW3g2HDA2GDCyLduSJcs2WFheZFutVqu7umvLzLt+y7udMz/em1lZWUtXt1rdklVfVGTlvfe7X37fu55znnOe5yvnud5AHtSviiMzLEYIvu+SAGpzfHjjUx/76Oc/9zuJ/cX9ba2T6xbdairaoC4bWzWT0WS82Yyqvcd2xuNR5lJTCIW1oBSLhJS8TyxJo5AWXdRIxCdJVoKgizqXHGdaBcmkFgJ0XjFBELLkGK7hEcm+nCAQnwFMTlTOgc8kPcqZck1GwDtrpfNL/l29xpzL7XyYAB/KqZe3PnKCH6SYko/eI2ad8BidI0i51DEXVXLwSKIQARkBUkwAHsUUVpflGABCCH3XOj90XTebz7uuyy6EQAghtO3QdUOKgIj1qClsoUgvl/Mo7IdgrCKhS5cuaWPa1eLWrSNmsBZKi09dvHjz5uF/+Qd+/2MHj/3zf/7//NW/9GeevHT5J37yI5/5td8om3pc18poDpFTsFaXpb01X3Sdk11OSQCkKBQnDAMPfei6YWur8T7M53NSkPGxKlilldZWkbHGWFP2mAvnEVGdL8g/8fQQ1BmW04fqrBhjci6kKIiSWkJvgJRGDRLc4L3f2BgjAhILsUhKgQFvp/AyrylDM4iX0lrBL8OpIiisAEiYAZFTSolz4RuAEmYAAiCllKx37WyvZ1ieT5QAs9AmICqjdYjRuTAMPqVkRoUpNCEiSggOARj4cHqYK9AyF6iwAIIyKoNR+ZoknFJSKufbIwCmlIZh6F0qbHMCURpO4ejwuJmMYkzGSAzMKYhIWZWSYuKQUgohIUno29tNKmsAf3tro2rWmO36loyxhdGaQnAvvPD8tesvD0M3Ho2qqkwpDW0fPBvj3dBn7t+yLDc3t0dNlVJSSDHGW3Az+eQ613Wra8ub0+myG1pUYKx27IhgY2uyublR2nIymSilkKkoCkK1XLTT4/nh4bEk0EqJwDD4cqO4cOFC09RK42Qy0ao4Pp5nnfrFYnH9xo0QXd+37dBvbY8R0VqbUmrKyfb2zmQyFhHn3Gx+3HVdSmkYunyOiBg9kCqMsflBYoxVVZVlsVgsbt68bozZ2JgURbG5ub1cHVVVBaJESJgQjbACUYqsNaosRq53IFpOoOPBdc71WhOirerCuSG79E0zqeoCFbCwCMNpkAJViuzBF0Vhi1opEuGUkrV2f39/PB45N4CkW7duXbhw4ZG/9+h46/G9h4TFXp8Jew89hnuBfq8b37vn47whzsaDBSRe6/Vfqzt6b3wP5A3s/S/TkLurWx/KnX7zb/ieN/aaevlueOHNnNT312O44/z7MVq9JUoeb8IRfWAiSTwZj/th+NSnPvULn/ip6Ge1IRECv6qL8rGLB1vjt1dVtTnarE1NpC0Z1EUsFGolIilxjCkGYRdAK0smWcuSWAgAyBhABcxITCKA0AU5wXkN0preUUtaG8snYhDZGVCQTdIEAAyZNAThtookngf+BPOfXeODZz++qy71KxnfO2Wjet1hi3PULA+mhrr9VQERFgARJpEEIjEwxxSjSAIBEYaUIAyVNVVVECmUlJK3GhWhIqVAEqcQPDMPXb9YruaL2TD4wbmu6xarZWJW2hBR4kyc6G3BDMHoqqnGiOgdt10HAl3XK6Ugpd393bIuJ6Nma3vz8uUnrlx+7ML+/s7edlOXTTN65erL//gHf+jTn/iFv/4XvvebvumbfuEXP7U8POKhf+zK5aff9ezPfeITmpBjqsuqrioffC6ku3nzllL6iYuXXnzxlcnWaDFdZULI7e2duipj8pnFyrnQ6NpaHWMKzDFK8AxCSFogwYkwOp5RxSBUeQTetdLIAzzzzGuThCMzx06RR2O1sUYro+rCqMViRQTWamUVEgISAIeQclWmCCMoADKmIKIEKAzeeU6ijUKy1oJWSiCKsDGFQsUSLSqjVWSfUx2stZGR+cSHZwkhiCQRIULKWB+IsATmwHEt6gBrBBCJEkgYBuFMdlrl1MpcC2eMqes6Oyq5Ai2l1HUrDWCMBsCsyZZTicfjjZzsh6iMMaQU2bIZNcyglPFuYGARWSyWRuGJuiNoVOOmNMZaa4qyMNbmgjcACBxEBImIQARCdLP54Wx2vFjOoh+M1U1Tj8djrY1zwehyPN6sq9Fseiy8VKSNtiGE5TLGGF0/FEUhzNPj6Rfg+fl8FhMWZTMej1HBslvNljMBtmUxn89eXrw8rifGGN8H5/wLL3yxMKXWNoTUVM3GZAMRmdPGeDyUdnCr2dGybdu+8yGw975pmgy+jcZ19uIUqaqqitKuVt1ydiMlOT4+TikCQD+s6rouy0LrNZ/q0dFRSglQlNJaG+aUXb6u627evCEC4/E4Fw02zejo6HBvdzNF7DvvBpGR1lQZLQSlNcVktDcNx3u7jzvfOjdYa5ar44zLsYhznVLWhxDmQQQmk83ASSlFdEoFR0RkrJGUxpPmwoULiND37a2bN7uua9u2bVez2dQa9fLLVx/5ew/aGHJlQo5o4p11GigACKc0wHefdv7l7RL49T858/VHnuGrkux/6YlhD8jue+05PpQ1kAB4HXdEQVT5HhGVSDrZmeTMyac7U3qYv3g3G81dtKJfRtTrqy3qfjIf8YQ241Qr7M5pCAgEmGWM5eRbQCgsZycvyvqLdywFX9mT6MwMEsjk/+vnIkHGnI8niIDrlyCAkt9HwdOXcHoarL+FmVccs+lzdlQDPoTj+lWE7+WF/ZxJmZd9OilLYzyT6EgAmV9dAARIEEFI63FdKeCf+ZmPfOKTH1/M5puTYlxS17aLxfyJiwd/5A9/86iy3nsUYS+cUKPS2oIqHEffBxEBRUpbQmW0AgAWFGYGMaSUUilEoRy3Upj3fFKMgCxyu1xPUETl285abScfIgCePA6CCKAAMuKdux/I6Tt5fOCp33iyFd7Zq4Knk4ZPNrrXfzBm/fr7B9dOHiFzoOTzT1HH/DI/cH4/j/iTrRjkFIqUO3BLkPXYJjlpSUGQrDGdzo1wPkvxvx7qfBbtBACBhJKyUQiJI7NIBElIorUuCmO0ZWZITGw5xeAjsCMABAnILkQ39G27PDy8dXx85L0fvAshaK11YY0xzGwU1WUpIi6GGHqrrSnLsiFBRCxSoJgEAKy1l5547PLFx9/xjndcuHDhve99X11XG5OxVZQ4dt0iBuecC34wIj/3kz/VLuZ/9Fv+SAjxO7/9TwPCu95z+eKFx8d182f/9J/91c/85md+87f2LxxoXVpTK2VHo4ZIH10fSMOz73jvC8+/0jR1p3ulVNu2nHi1XLTdsqqqyWTCMeFIKTQ+DiioqNA6KTRZWH7t7wkoQcnyeiJZyuLcfr0e1ieL/PodigAKIJESg4SGgFAniUorYmO0MUppLTHGhE3TgAJEEZTEMUliiTkqQqiImJAFyZAyxkSk4ELwkhIWoBFJA4ig670PISutE0rUaFCDUkSISpEtVOIkAkKoSFKIKQkkFCBSiMQsiVkY26EDgmqrMbro3MCRJYHRpi7KPnJWtFNKGV2E4Pu+DyFUVYWIuZyPmauyGY/HhS5CcKO6stY650IIvRu6blh2/dZm9N4pgrIwLHx4fMt7t5jOjCkAQNdjpVRTj+u61IaMUqRVVRSUkGidNjy4fogBkI0xkYPSGgXcEI6nxzduHmbg0ShjK7W9vTUajZTS3sV2ddQ7Ni4huLYfUkwi4n0b3LC1Oanr+vELj7XtigguPHawt7f3yiuvdK3zIfVuiBKZU2nLBFwV1cHBgd/yEtH7QOKaZnzlySe7Ve9ccC7EGJbLxWq1GoYeBZzvnn76qc2NbWPVeETj8UYWKrTW2tJMp9O2bbuuS9H74B97/KA0zdLNNibbO7tbzCEmf+PmK49duKC17rpuPp/PZnNmGI2qEMH7ARGaUQUKYvKz5bxz/WRrIyd/fu5zn3MuWKsLOwrIHXPwnBKKKEJjTD0ebWxudtPpIiVZLpfz+ayqi9VqlRM7gw8DukuXDobBTw9n0+mRtYW1lhBEE0HGmZkImFNhVN/3zz//+eVybo2aTDZDCCnEyca4MKYsy8PDQzhbv3dPvsecLXp36dTroIV8fVIBZ1mPz/AHrl++/sifEjifiJJrGtaMeyQgICTEp2kqACRwWrQust5Obhv+d55GcPvl2oo44++dvr++PQTBV3+Ku632c+klWe7mIVvmfg7Vg3GG3PL3JLV/8A3nJKW7Pb2HB7tejWbzhDART09es6GtWQlOgrvnGBrvlunL3Mra0AMDAmeJPeUED8zXIUQ6sSDOnnlqJJ7YNCynZtU9XbJ8h3d364OJTF91Ut878n3vrrlDPPocIeTDsyzec4A9LM8e3mWUn6T+nApIsIhCzGYmIQogZXswk7Cf2l45lI6oEBVRdlySCCnC/Auuf8LZch1ZW8nCa94FQTgpl0onpnUeTvT6Jt1rXR5ZTsd27hqWJOvCf6J8QwyACoGBEQgg5YYUYeC8vgkICTCwQiUAAkIgLJyFiBE5f4qCADmviRFhrYKV/b31skznUrAeZo+QU5Ha+4uj5NPOcePnfsxE7WseBU53s+HDGdbE29dXlKEDYabT+bvmxZf1nQIkWu8CKEDCBJBTpMqyXPVdTFIUBSoKnPoUNKimbFSS0A+acHPScHQf//hPfuyj/w7Q7+8UwU2HLm5uTN717NuffPJJY6pXbhyNxxsApJRGhQlVAhJAVGSVvWORyf4akEIiABTgKIgqc/nTybDmFO92wfh8xiWAUnKeUOU0TkJ3xk+A7pzFZ79F8gB4hU6sb7znbs7ZI+I7cRjMkbDbo1oQGADPdD6K5Fw7AEYBxNt3lFALIq99zvXf5/WaBXz75R3+XvbbRdaSaJmWmVk0MpEICycBIAJSRFF4vXdjFBBFiIQS12IVRGALY4wBSSGE5J2PIaXovU/ecWg3J5tFURGpXP5lC8PsJQVJESUpUQDkfAzBDV3fd93QdgphPj32zq1Wi7ZdxuStNaawZVnv7DTee+d6Dp6IgENplFKquzV9+5VLV1986fL+k7/1wm9/4Pd8w0svz2y1cXQ0VaIqDX/zr/7l3/v7fm9cLWMC1MV81c6ntyTFsixYuO97ItrY3FwsFh/6rz70x77jj/3AD/zDS5cuPfPufQBVNaPf+E+/+R3f9SdffPFWCGZ/9/LseP7MhaeOjtqqnMQ4v/riK4WFsmy+8NwXn7x85bnf+XyM3C67nZ1q8KFpxnt7B4iYYhpNCkVqvlwu21YXdWjEu8TMiIk5AihCTag4rddXAs0MkhgAWRISZEURXi+GoJUGkhACoiilosSkvECK7DlIzjYsC1vXY6t09K5r2+BcWdl6NArJd8PKpaA1FVVZFJMbrxwWRdHUzfXr17XW2prDWzcuXrxktA4ulfW4bVsXuNaYogQXiXWpNGlJ4KrKakN9PygyDBR8aqfHTTOyVRmcX3Zt27Zam6Io6qIkomEYUhIAJUw7G3ugyLshxmi18j6NbG2NDX1QQEobRIRIi+UCUA529wDWLsdovFGWpdaWExwfzabThUCcTucAXFWFtdYYvbW1obXZ39sOrk1RnJsXZVUaU5DavHixqmprbaYeQcSUEnPKpmx0gUi5fvB+IKK6rkgBAKcUQOJqsZjPZ6t2UdjyyuOX9/cuxBhfeumlrl9Nqr2Dg8c+97nnqqoaOgmenWc3tKtuqApltC6tubC/u7U5ERGt1WI1C+xefOWF33zuN31wRhXAKuZaNY2j0bgZjXd2dtq2k5CeevKpL77w0vGt+Xi09Vu/9VuL+Vwri4gppFEz2t/fISKj9WKxODi4GEIIwc0XR+NJfTy9MZ3OUkrWlCJSFeXezv5oPJ4v5oUp9h47eOJC1Jq896+88tLx/KiqzXNfeC5L9h3sHgQfx824Lmqp0q3jbntnp+8dQ6pHlbZmNN5YruY0oms3r/dD2NwYaW2NKQghpUUeh977jY0NAF4sZuPxuCjspz/96Z2DjbIp66bJIO0wDJPJtu+DxsIQQJKNzdH0+LAsy7KomRkAURNodtExxOliUVZmZ2fLGrRG72zvPnXl8uHNm3UzeuXqK8vZ8sf+1b/+lm/51kf43r3gGzn5ibc3tvzLev88eR/vcxqtacpvn3aH4X/mtPS1UVX1ZuZrvSn0gHfmOj7My4wJrF2Styzx6XfhbL3r59mXcuYlniAXZ1/CSWjm3EXwtsTC7ff51ZHqt7w9GE8kEkjWa1Mm5FeAax9vDYfkpYzv9VLg5LSzLxE4V3/BHdDKW5AO8ODQ2APEQu/HrY93jZk7PhJGgMJaRWRIEUlRFKRVDMOoNqOiIVCLm8dbo9HlJy5cu/rSz//cRz/xyZ/eHJsQw2x6LQX/tstPPfXU2w4ODprxBiI19ZbSBQAIKz4zvh6MIuNp8APlVZekE6/m1QMQcq+Iz/22xYeL1NKX2MtrrAZBAJTQbeA1c4aeQHAnzXAii3LSBHJnnOjs1U4eRdZNLcTCRKT1afkTSkycIqHSpBgwhBhDKopCCAtrBHVKMXEIIShllSIEYE5927bRMTMCIycAscZUTWU2qnG5EwPHkFJIAKwVJtciiUZggW656NrQDz4Jz5eL+dG0Xa5c30JMClEbKgqzu7trrEqSMu+C9z6lUFUVEXTtYjqbjRpz7eWrTz11eejmv/8bv+Ezn/21tz35xEtXvxjSyHU9qXJj1JCfK0zAQZKDJEIaBbwftKKYYpZry8Hcqq739vePjm/9pb/8F7/v+75vNBm/9OJ1wWJ3d+J9+tZv/WP/8kf//Ysf+5hzolW1Wh4dTxciHAMqVAoViTbKNk3TdUNVVVtbW4vFMlfSZV1SBVCW1pBp6okuq7poOu3uXFEQ5NTaEkZQfEfM4Y7OPau4cRLhEwLmhMhGkzFKaSHElJKLiTlqrQmRCLqhj9EPwQtKEnAhJEERSglSWm/Wktham04cea1Lra3WmhRAYIWkjSGiJEPX99oIoEIUIBQmBkZSSThmuk9k0llIZb3mEpGIQlAIBKKQQYEBBBIijsxAggpIEBnW8LK1hdaEiM71/dCBQFbz67phPlu5IY7HY2OVsVSWhVJr3s6UEiIsV/Pp9BgAt7a2L198fDFeEa5vaF0PJhJDyFnfa7JUAAAwJlOBKkTwYfB+iNE73zs3hOgyp2jfdm3ZAoAmXRcjEepXg9GFNfV4vFGPeHt7l4j0LQqhU0hJeDabz6czH4aua1MK461RVVdWomg0pK0ulDL5/hGQgL74hZeGYRh6z5Fu3LjRdX1GwzY3NyeTibVWkuxs72Q4rlu1h4c3h6FLSRCFZXjxxS8QkbXleDze29sfNRNmVqoQgeiFmft2WC5Xs/mx6ORch5pN0XzxxS9orTXqqqkN2bocNU3t0zAej4ZhCCkojYDIIoKglBKEGKMIpJRGo1IrG/yQkmTGl83NDWOscy7GAABa6ytXLj397NuuXbs6nc7Loi7L8ubNm7PpYlSPkEGjqqpqVDc6C4ao05iaAACSaK3Kqijqoq4qBK4Ks1osrr388nQ61doMvavruu+6O/C9rykS7a8W1+X1pXV9rbXYXSVMclcF14Mkzt/aFjt3w4+Or5DjDp10fCiB5ldNS/5yDaE7IFM4Zft+XbnKr215+RLH7UPyJ51j+7yLzgHgLtbEE/ycz2dDwMlFzsjB4b18G1kjZLlolQQgheRiciGRVj4xCKTE6Hm2uiWRd0bjwxtf/MVPfuTTv/yLq+Vx8EvXuZTCxsbWu975zJVLl5qmUUolgZRYGZ1J20ARcL5hPsfm9+jI5n9CJkDEtROZaekR6Gy+6UOOcxRZ601kIsLc/SkSaRRKMaWURMAoVKQQcs0iZsJ7kBiHMISBNBKxCEtiz906S0cSMIMkSNEYXRRWU9ZU8BShXTIIgiAzeu9WR/OUWuf6tl0uF13fcQwQWVwYIkeIyRpT15USLgsDWcYh+WHpsnQ4M49Go7qpi6LY3Jzs737dxScuXHny0uZkPB43aOn5z/7WN//hb+6i+0f//P8cPFtjmTJRikZESCmGECITeES0piysRgLnHAAgJiIMIRGpupn87//b/9HU45SkLMvnPnf1z/+FP93UzbJt3/Wud/3ET/4UAt28eXPoBj/45XJlC0VEMcblcqm1NsYADMvl8tq1ayJgbQEAMUZJoiAhinPBs4A2b+guvI41ZCZMAMyFZyKQIgfnkUVpLJXVSmJwq2WfUkwItrQo5D0Pfa+o0MpwIkKjlKqq0hibUur7fnC+VtpYpQiZfa5e00ohwTrV42RRIiIWlatkY0zMThJnx8nqNYyWHQStFKISIWYBEUKFeg0152GTCTxJiCXnaiCSeO+dc1lG3DnXdYMIaF3UW43S2PVtYhAJWqvEKVdREuq6nuzs7IAQkTbGbm/vxJCHfZan5/z7qbYnnIi+nDzZOrOESCllQbwiO2qsIrK2qMsJgKTERWkLsEph160AeRjarlsxSNtaRPTOAUriAKCKohw3tQiHGJRCXRrnHZCpQIBj37YxBmuL0ahOSY6Pj4hUXZe7u7tVWRWFYbYAcOHCBU6pKIrlcnn9lWur5TyTJJe22Nwaj0ajYRiMUXt7lz/72d+sqqooKiJarVa3bh6llEQUkdIqKwe6sizr0GzujYtCo+YooetX3gclufYyLsOKlFr2K0Kz6ldlVaWUnAvWlkqpTOjSdj0iMLPWNpNkKqWcc8vlcrlcKaWGfmCJVVU2I7OxOXr++ecPDw+ttY8fXCiKYrlceR+890dH08yG0zTjuh4tu9YYEyDJmZ3RxSAxdl13JDCbHVujIMFLL7108eLF0Wi0sTFRSn3+85+Dc3oMdyfhPNpv3gRzf23HvF5dtQd/9JVDivDlcGnOu3z3UWC/p+D466a7/DI5ew8WQ380U95Cr+9VK0tzNm/G994cl+8u6hSgk9TWdfIbZulnOvcImTn6jfrTX7rO5LlpeL+w4z1PuE+aqDzgDrPi9aukjq9h0rOYKa2XF0WmtogohJFZWJSk3c2Npq5+4eM/+x9+/Ef75cxqVRbKdQMRPvvMu55++u27e1vODcezBQCUZV03I2N1PzhEBcCS+VPyWsDx0aS703pnQRTM4XMAIYE1AeJtMEhAkB9mIBIIAee8zdvJ/CQkiUNKMQGAVkorrZQChsx+kWLglCaT8QCxHRynhBqQhZiRMSMjxuqysIXWbugQQSMhshtC2y4H7wLz8dG8bTs3hBCdc91idYQoSqHRFWHFScUk480xKexWS0kRMHbdajbryrKsqsJYtbe//fQzT+/t7e3u7u7v7z/77Dsfe+xgtDECUhwGIgGOMKr/1T/7p7/nGz64Gvq/8Xf+x/e87+tffGV166ZbrZZtio/t1IgIibMRzyECKE4pJTWuR5xkOp0S0XgyeuyJS1e/+MLf/bt/9z//5898+MPffnQ0femLv/7X/4e//N//mT/zsz//S6v5vF2uUox1PX7ppZezKsNpKYX3fuW6DOshqhjjZDJhFqV0lkDou2HouCyt9xGU0WWV0aEvebEmWJcfn1TYCDBDSuB9jJGHflCkKlsgmBQxpZiiIBoipQyWRQmEEh3HVJWNtSZGr3Vhrd7e3p1Oj2KMWpM2xBystQKhGwaja2FyPjEzadza2jQWUwoxMggRkSIlICmKkBCSUgZBtLKElKsAiDQAICphihIpk58ghhCygsNJwnDWaUREZI6IUFWV1uT8MAyDqmhjY0Kkh8H3Xas0lqUJcRhcNynGZVUxFzEyJyCilFLwoShUU09Wq9XpIplpYE5LwTMNaV4tc/Vp3juMMVpba8qiKPxkQ0Qyuuic45iWyzmRbpoqpVRWJvhUFDaEYKxSRo/GFREtlkfeuaasqqoyxvS9G4ZhOp0qhQkZELQ1ZLTVWFYFMytCIggh+jBceuKKc865frFYrNoFInb96uZv36irqq5r7wdSsLk1KYqi67qqsForpen69a4fuk996rmyLKbTaVnWm5ubGxubSqmqqqpqvLGxSajaNmfbqqKw3vvp9LD3K1ASA5QVvFQAACAASURBVC8Xq8qW3getzdC5YQiPXXjidz7/XNd6ATUMgzZmMtlYrZaS2DnXdX1ZZDUHmxutrusQgveD9/3u7m7T2MRha2tz1S4Pb92aLZecYGPStKveDaGuRhcOHhfmbrnKGnqLxQIAlDVKqcTAWbyEEAiVUlqp8Xi8PdkoCjMe1bPZTN1QjHzz6GbGP5umuS++91ppBh8dbyxI9aW7T3fHwt9kf+9+FVxfvhs4Q7z5IHzvK0qcAO91w4/8va8ofO+2VfnQApJvib8Ha9U7OA1gnCMP/NJ18M6N0jfkMV8VMHxwNeBZfO9Vu+CO6tM78L37tslp9TUAACEpjQqZOYkAYWPK/e2NYbX4xM999Kc/8uOum9aVJkzHR7eqqvrGb/wvLl26ZEzRDyvmNBqNrC2JiAWIlKxJQiTXG8OjhJr74Hu3uVTOJMKfaLXlN/ChRd4FhQk417KiICNYwgSCIJXRQKSJchlhNn9TSu1q1S6XR4c3ULgw0NSlVkCEzChoy7W2GCTvl93K9/0wDH236rt26Lu+b3vvbh4di2gipZXVhkiloigyOsTM2iitSpulGhR23SpFb9R4e2fz8hPv3tya7O3tbG1tXbr0xLve8+6Dg72mGVNpoSggurhauH5gibPZ0aXLTzz/q5++evXF7/yTf+LDf/S/fvad7/wrf+Wv/L1/8I9e+MLnRqOJa1dD14sIIBKBVhghkeD29rZzbjabpxRGo9FoNGpGo1/99Kc/+clP/vIvf+bKlQtPP/1009xQCjY2xynEy5cvW2uZeblsi2qkAA+nC2tVUzfBx7KslIrCzjmXsb6s2Nb3Q1YjAIDxaGQU1HXJDIzKVFXG/d7QcUPMa38pRWaG4KN3sbAGwYBQSpwiIyqtC5GEGgmNABAyESFoTpQSGm210iLivWfOWZ0pRodkQIQ5kmJBjJETRwRlrCGClNb11WvfKd8QkSISkSxqf5p6gGv9B+aUY/60ZnCJmXYsI9BCdHvRI6KyLMrS9j2EELyPMS4RqK5razUzO+eYUSSdwnQpJe+dokJEhsF5F62ps++X10xmjjHmAVmWZe6O07U3+wynFAzZ98u+olIqRVCKlsvlfHbY9/3u7u729nbfD1mxPYNmzEmjydcsyxIhee+HYQj9UBibUspq5rYqjbWoqHND1x5Xpc0ljrPZbBhcUZQ3bl5LUZpm1DRNlptvmubS5cuE2Pf9bBY5pWHoRNJqNVvMU9+3o1Ezn89DiCmld7zjHc45pUxZllqbJbXe+7ZtvQ/Bx2EYYozDMBirNouNrOchLNlZOtjd39+/kHr+4hdeCiEdHy3ms7awldGlx5DzNbJATm7VqqoQVVnUIsJJrNXGmCwjMRrVMflhSInDcjm7dXijHm1E4KIoS1Mwx7ZtV6vVzvZ2t1zlqw3DgIiV0XKyGcEZPLnt+8ViAYmXi9lqaUIISqlcjlvXdW6rq1ev6ntiTY+ON9/ulzfICfla68EHp4E9IJxx7utvoU/1NaWP91Xo+MGD8zm/Msr2zoc2zqkgnCWR/1ICCm+sXuXd0/DBE/nuQOQ53+9cnOtc5d4aCsITCYn7PzQJ3KbVRcopn1k1SxLEGBKItkYRXn3hC5/5lf/48Y//dL86PNgZt6u5G7qqMB98/3uffcczIti7oJUFTdbawlZJ2PdDTEM2njizC4EA0KOwzr1GieSCVDp10hGy7vJtLz338kMUkyIwAaMAnRQtUr5oEgBQWgtIcK5zQ+AEDDHG4NxysRi6rm/nVquNjRq5LkptlCai6GE5+BCd64f5bNp1Sw7Be++Grl+tfHCSOAnbqijLsdYaAFOKMbnJZORcn6XACGNRKGNM75YWtYiMx837P/B1H/oD33j50uMHB/tXnrxU7u8DAIQAyfeL1kJw88Pj4+O+78aj0d6FvfHju5/6yE/+g3/w9/7W3/nb/+vf//sA8OEPf/htb3vbtZevORcu7E06QvIzZAFkrbUIpogiMpvNJPEwDLu7u+OtrdX8+Dd+7df+yQ/9k+vXr21O6qqo3/W+93erT9kCnn/++ePj46au+q5jlrIsvQ9FURmaQ2JgJoDsFHGCruuGYQjhtsuhtW6apizLqqj6dlFVRYw8hJStau/9G+Xp5f85AaFWCgSQUxJBIoOoRJAZFJBSpdEkIqg0o6SISTiJQqAQuO8HEa7qEiDNZrO+7wGgLAtECMETgVImxLV8urWKCARlGAalMEYvLIjrYZs50pTSmhQzB1gjZzk2J4J5XYkxam1P3bNM0oZIzBEAFOdP8BR28z6GkBDVeDQahmG1WqWUxuONojDO9fPFDFGM0TF6AMiifxuTnaqqcgcRUd/3GbLL62r297LvfXb7OE1PPb23DDkqtS7809oSAZHqus6HQRsqK7taLQFYa0oxhej6oY2ctFYiEoIjgpBSjFE1o52dvZz9W5ZlEnHBCwKADyGCBGbo+75ddURKa+19tNbu7+9pbZzLKRLQ9z0hTqfT+XxGiPO5xOgTB4V4PD1MvNkPbYx88eLFqqrquu57N5/P27bjBIvFwnuuq0YEMtxXFEVR2e3t7fG4Xnblol0g5jWG2rZvp918vtzWZUgdM1RVmT3ksi6HYej7PoXIzErpqmq894iYEoNQVVUiUhQmBO3D4L1LHLou3bx1HYC1sikGa8vxaNJ1q64blsu2KuoQ1jV+iGiMSSkp5vWmdlIlHVPqum5hlMQ0X8yMou3t7ctXrrDEjY0Na21VVc45ItQPMKAfbT9vld3/BvoPX7OdeJuf86vEGX7k7H01YH2v7rp8ZXh9X0bg8S1ZXs4916kYGjxEFsPdXt+rzTW5Gy9iBFAaEEWyxDlbY0Pf/dsf+/9+49f/82RcPvHY/o1rXwQJ25sbV65ceeezzwzDsGyd1nY0KtvOrZYzU3RFUTCLAJRlDQCRb9/how337m64F0J3lo//tj7EQ4iOEIkg8Amkglm2hAWFkwhExCyiNVss22Fwvev7PoUgKRFKbQ0pcUM/48EWVNpCm2LwNF+s2sViPp9Pjw+HrhVIpTHWGKWwLGpjjDbkouMUVsMQYwTkoqTDo+vZhq6bSV2MSVkgrOvalmoYVQd7ux/4wNd9x3/7XePJCMLg+3Zx9YUYmbTKMMtisdJabW1tbm1PCmOXy/nHf/xH/8kP/SMies+z7/x73/993/wH/+A3/YFvBqGqqne3MINsY6MzvqcIE1HWsCDAzZ0dItJNM8znP/IjP/KDP/iDAPj2tz81DMPOzs7OeNx13Usvwe72zng8+vyL1y5PdhaLxaXHL129dqOs6q2tnWHo2lVb1/V8thiPxxnZU0qVZTkajZqmYZbM4uu9H7oh+t77wbngEpejcVWPXwep+P0PAsi656DIMEBKQkRaKwSVoiCiRmOsMpqcc9mWDzEmZkYAwOhCP3TGqPGkibGfzRbOe6XWS1CMERGMVTYaQkJQipTW2sWh61qt819XRASSeaD4pAKPAEjEnSi2U3ZXst5mSklrOKXEZ+Y1C5GcCPEh5agTAHRdnyInDtbara2xiHg/dF1369YtAKiqIqWkNaUUh6FHRGtLa21dl9Za5hRCQFoTlWe19NMrI2JGh87W7+X1NoNXp8+SvRqRHAjDlHg0Gg2OqqrSWjs/NDI2xiTAPGizUycii4UXDlVVVVV1sLM7qsdZPNA5N50vl+2qKEvUCpHm83nb9iJSlfV4PNHa7O7uI6LW+tatW8vlMmfDAmJT18vl3Hu/uTG2Vk826rqu6qp4/nmMMfS9W63gycvNZz/72aIo+t71fV+WVab03NraunL5yQwA5hF7eHzTOef94L0fBkcEq9VqZhbLRS8etrZ2nnnm2SgcmI+mt9p+tbk5mUwmznd93xNgblVjCu/XauyFraqq8t6nlFKKiZmZ66YEAOa0t7eztX1hsegQaRiGYfBrSnaFxpjT1kOt8khIAISIJyTh2mhblZvbWwd7+wdhr6nKzc3N0aR5+epVEemHAQCOZ8e//hu/ftvfux/D/qvOw9/FdurZDOZzpV+ndsP92icj4PfjwT+92tkykXvqXpz99BwnwcNQ7Z81jOD+PPj3vFqe23ejBA8j23Cu0R5A3H+2De9nuj2kJXTPp4A7JXbvhSScUrfjWUPj7t5/rdjFOeMyFz2fTKvbjXNCcH/fx88CrK866R6GB/9+D/Kw0gh3yaI8oAVetVvfkuOeC93dzB+nPzkLMsga8TlriSIi0qkm8FpO4Cx7/Ol1TrfSu6dS/uisb/ZaXa+88qt1TROf/fTsKrTWIXg4sYT79f7pDZ8VPDj3gPdchR7ght29iN01f8/ztdzttp2Te7l7jVovaIrWhosAnVz2BPo7bQ3gFI0xSIqZGVAAcpxVCSkl21u19+7Xf+1XPvHRnwqL6c5mFVx3/ZXZlUuPXb508fKlSwAYYwJMZVUBaOeTLcuirBFREEihiPgUMxxx4rOkB0OOX40hknPZtnesVHB7Jz1lgZA7FmAQEFLEyADCvNaVPPG+1SnPDgKgJJSIsmbwRCQE4BSUopSSrJFaEo4xp/cBOOeXy6X33rkQQsgG9HqQaDOEKCKPHVyQlIauV0rmx4fG0Mb+ztAvf+ETvzQZj8gUi46VsiCp7/vNyWS0YWIIhdUI6F0XgNEH5ogQjLZVVY93Nze3NnYPNi9e2i/L4uCxi+Px7v/0t7//YP+Stsb5mBJrrWfzKaLUGhc3XwZkYQaEZlSxyDAMAKkoi6Hv66bSdXP1ued+9Mf+1Wc+86sf+tAf+nPf++c+8pGf+PCHv/PD3/VdbduVjUVUOcFPIyFIjAGUTiH03TBE1KYe7+6KG37mZz72b//tjw/DkJL5i9/750nh933f//LH//gf+mt/7a8BwE/+h594/3tHxpjpdFqX5a1btwptlsulMebo8NgWFoSKogbA8XjkvdfKZst+uVzWdZ0l4IqiZOYQgtG2KIoQHCKORiM0pizLYhjOFo+llE69EUJgZqWIkLIdfLogn2yomN/PxnFkBlBa25QiMwugUlYRWU1aaZUHHsvQe4eSWWqyvgcQMCIIkmBh643NEYjMZgsk3N/fZ45938cY67oehiGmoLUeeuddT2iLotSZDmedCay6rjO6LopCmSYb/SElEVDK4IkQCCcAAUJNBoyxItC2rbVWaer7brIx0pq8B0CxVotASnENcKPSlmIywbvDbuqcUxo3Nibb2ztd12a+nKIwWquiSG3biqTNzY3VapkS7h/szewiJc8SJpPx8fGUmYuiyKtlJoA9lWE7lxVyssyu7c/cTYjZp+oPDw/39ndijIeHh3XdiEgIISU2xpxCiFVVgYgxZrlcAsDx8fFq0WbvMca4s79vClM3DRrlnXnpxYUwhpxjaWwI7dHhbGdnb7noU2Jjip2dHaVULmRbLufOOea6rjdCdC+++CIwO98rRZcvX0xJlqtlTkUuiqJpmo2NzapsEBFAe+/7fsiJu69cu5o4roYFER48vuu9b9vV5ubWeDxBUGCQwD733HNRuG1Xzg11XZVVuWrnw9Dt7e2sFu2tq0dPPfNU9LEs6rpu8rAnoswaiohFWSlFN29du3792u7ujtZ2sVhU1ZiZUSNzOjw8nEzGbbsc+m7/YK/v++n08OLlS/3gfAw+JGMhJlbaIFGMsWkaUmo2mzV1eXR8/NvP/TYQltYqrdq+RQFtFUt6pMfwJsE1byB296pZTw+Ixz+8036/P/HgxLAHeH1fSis9dOt9RXPMns3afYTmfWUieF8mjOVuR+5s3OFLr6x70x7tnmRIr3VNePDV7tdKb0gT3d0IZ32PU8/QGBNjZEmnlkpRFIhgDXAafuWXfv6Tn/z566+81BQmtvMQ3cao+foPvv+Ztz81njTMLIyJkUUJrEksQEhIwQk1F8OJHADexg/pEbx312ouclvbAbMa91oYiU9IWwCASYJAFBE6idxkThcOwtkkFez7fjGdt6vVarVaLBZd12dkIyWp63pnZ6ewlfe+7/vB+6Fd9X1PwsDovUvRVYXR2tiyHlznI7eDU0m0rrVWgESEy9VcOEriQSGyCKfd3e3d3d3JqP7gB979nve89/EnLm5vb9fjejQuUHHiYIrq6tWpLXTbrsIijcYVAIJkTVARSd4PtjDaaACOMcTEMUalbAgucSi3H/+5f//v/+EP/M/f8z3fY4z+3u/5cyKytbnz4f/mO2A0Wtw65phSTCJIQCyilUYA6Nt21RKpna1NUMVHf/oj//Jf/IvRaPyn/tR3N6OKE4wnzfd//w988IOXP/zhbz842Hvuuc996EPf9Guf+exoVHvnEmttMIUYnDfaVEU9uM45V5aFH0LTjJgFBE4LwGBdb1aWZQUAKSU3DK3vUwrMIF1fNKPdPcmshnxynMBfoJTKMAYnFuAYY45+3t5DCbVSnNh7771XypjCGqMjB1RKkQgic4oxMacUE7Iws5LMcUXCmKE/rQ1pyiLpGiClaAw51zOLIui6LofSrC3yfQ69K8tS1gieyrV2WutMhaOU0bogUiAQQuAEIgiyjuxqZU7VekluL0rGqMQS4iAiAlEpEIiJgwjHhMZoRA2icnImIyqyZI3RSbgN0fVdUErltklRnAtK6f39C23bTqdH169fq6pR198obEkKbVWl5EHdButyLm5e8U4xxvvsTbejOUVReB+m06Pj46P9/f3JZGLNuvwvo5cgoJVVZGJMfT+IQExSlkVZSlVVZVnmWwiBUwrOdYNzPg7z1dINCxQehuC9Pzg42NnZOz6aicjOzo5WxXy+WK1WQ+8BYNUvoveLxdwYTYqOj49j8iml0hZaG6XRmFIr7OK6YjbnD1tbBJ9ms5n3PJlsVGVdVdV4PD64sOd8fzi75dxQFMVkMnHOj8cTEBwGb6CYzo5Q0RNXLnZuyRJYUMQj6qouUkpd1wGAMbYyzWlz5ZYk0gDIjEYX09nRtVduamOaZhJCUtpqrUVSSmEYWiJgCc71O7tbKfmuWzrfd/2qKJskGJMICCkFAIFTniwu+MjAHAkYFTHwEL0SysnrSZIP/pG/92V3+R4cs8eznNKvEUS9O3frIU2rB+B7cH9N7XvGex7gupwz4x4AScEbRDAjZygr4M3Kj3p4v/fc0/3uyLb9qiOYecC9fVm9vvtlWsLrKuCU+978OZoZfJiHen3MwPec1K87lnE3ie7djfOaIlYPeORT0Xa4T+Jr1w5b2xtK2+l0Pvh+Y2NDE5aljaH9iX/3b37lP/1S9N3W5kiJX7R+3JRPXrn8vve915CaHs/G43ESTMwigAqy5PvDtAAjEDw67uzWDNnJmsgCsySbEIpkpnvJKZoSUYIwZxg3j36llDBDSooMAkp0R4e32rbLfV0UhdY6i3Eh4mKxCH4KAFrroii2trYmk8nm5iZHicF77/zQKW1JGSHFRGistsVyufLOJw5NWYGkzfF40oy2tjcO9vavXH7imXe8/fLly/t7u/t7G3VdA6H3fvD9ajm1tXHOSddNp8cppXpS27Jc9a3itXZmhjdPAHlhFuaESFkELcS099Tb/uU/+6c//MM//Df/xt8igieffLIo6xe+8Pn3v/+DoIv5tRtFPTa6yGyPGYHv+857n/lamNN8sVgsOw7hT/53f+KDH/j6zz33O1/4wue/7us+8MQTj7/88nMf+tA3ve997+n7Vmn8tm/7Nu94e3MzxhiSUME5tY8YUkqEWhEDIJFyzqWUrDFFUWSS+ny0bbdatXmKadI5pEKko6AxxlobUs5xw1MfA06SRBCEmYkQAdasISigEDNxK6Gsy8lyCiJllYLBR2ZmFs5yGVFS8opUaWxZlqU2IJBizJVRjIBEWfsgO2JarxMBEBGAvIuksgadRkTv49rhQk3IICSMqFArG9PAzNqQ1hqAUpQY1zkXtOZMxgxdrhfn20RTQOu0SmGOAIyUBwCzRGaFaEgpEKW1UaQRKadBJnEiGHwSGbQhY/JVgAgLW25t7ZRlmbM9vXdKKR+cdwGRtMHVso0xZh/vNFHzbnD+fqsoKQDktlscTw9DdBsbT1RVQaRj5JzBxGkdPivLikHKsqzrum2X2cP03rcsBJjVEVarRedaVFg1dYi9CGtlRLAoqu3t3cJWdR2cc8Pg29VisVjGGK0tc0+JcKYJFZGubYuiKMuqMDaE4AbnhnmMyfuEQHng5VK9GNhaO5mMrlx5su+GxWJxdHRkrFq1y1vTG13XtsOkHVZVVY2aiURA0Nvj3RSANBaFMZaKQhtLiQP7qBSGkJzvoQCjrVVlHswiwpII1GnDOhcW81VKvLW1pciKSkAKURAxBu98rzQCSAh+PG6m06Nh6GIahqGr6jEAoSJAJCQhZGZAZBBjzNZkoyps3y/72K+pknwfgkspiaSP/uzPPPL33nqX70s0r1+bV/kl3PDrME8f0vj7MiEbX2kO1RvIyvPo+KqD+O43v94EfO/L5L6e/eV1P8I9I1DnSvXuhvjuGbF6bR0t9w6xZcOrqMp+GJRKVVWRNqU1k8nk+rWXPvazH/mlT/580+jLj1907eL6tRtPPnnx7U89vb+/LwJuiGUxFrTAgMBCIIisBDm7KLgWts+SbWeQvfz/q4f9viZnJZ7o61FuNhQRAUlnujIxO5S0dvZORkJMIZvsCkUpFf0AwpubW1pr7/1qtVqtOuf6ssh0GopoTRpRN5UtbGYQuTU/Orx1NF/MCHBnZ+vgwkFRjmzRAOqUEiW/2RSI9rGDg8cfu/C2t12xSj155dJ73/2edz7zdGEtEWlN7bCazY5d8CJMGpWVEHtSUFTVxsaoqgoyp2nhuaYrnh3SmfEPgIzRRKQUKWs/+mP/5v/+v/7f7/7u7/593/ZtH/vxH3/v13/D7PqNqmomm9uzW0fTxfxCNcqgzbqOgIVRtNZA1HVd37vJzv7BwcFTzz5z4/nP/8df/kXnhve8913bmxv/5l//6BMX9979rncqghs3bmrCC5cuvufd797e3o4x+pBUzN4OxpS8j2VpiSgmb609pdk85WjJJBPMLLL2pauyNiRKYUoyX3UZcjnVibm7jAUR1qVvp8sCSD4/iTBIijHFhKgyl2SIHGNMOfNcSBujtVbKMAcEsUobYyypGGIMoSgKEYkC+RZTYoHEwlqjQEgpnlZJZW9IKYOI1mhCrcigJo4pyxmsVRNYIQqCkFor8q09Q6KsXn6a9i+cnzNnwjMSA7BIhmuy7yeAjCSZPkokISGCBaEYmTlmikvvfQjRueC9GKOLYqS1FVFa65Qk56Baa4louVxqTVoTkVEaBteVZWN0kTsua7J777XWp4nWcK7UZZ0/mwlnGBH7vp3Pj5bL6Xg8yfoKKUl2zEEoByn+f/betNeSK7sS23ufKSLu/IbMZHIokjVJLZUkSypJEGAZBtyN/mLrLxhuwP4fhv3Zn+Q2YAiwDcPott3dUrsFCG1Yckt2t4auklpDqYolslgkk5lvvGNMZ9jbH869L2++fEm+ZCWpUpkX4GPGvXFvRJw458TZe629lggjKARBUAhKEgZIWctEdLRaWWtns4kr1PRwJgDK6ARx49vlstmsm9FoFHyaXz6KkYfDIaE2xt29O9RaHx0dAXDjF+enJ71vu74nEq1tRlObpvPeV1VVFIW1NkUZjUbT6VQp03UdQA6Sxft4fn6+Xm3quiYigUQKR6NRWRblsGDkbD4BGp1Vw+EY4Kxt25PTh6v1XBtwhUaUxIEZmqZLCQ4ODox1CswOqN+ntSsA2Gyavk/DwXQyPmAGY2yS7fIwpdT3vTEaSViiK1RMvQ8tgHjfpRRJu+zYcTVStNYpxfV6nXxA4aZZnc/PTWGqqirL0pa2beuuixfzs8/jvU8d93i8anmGRPg1fO9ZC5ePyHN/hH/GjY7GH+vl8DQS9TT4dstfA/gYtfEXaJNwVcn/Q4jv3bhK/lHq5z9i+B5+mi22H8bcOKw+wVU8A9+Da/nyF5Jw+Wj69yf+tY+giX7igsNnIHuP8b2rppLHxwXvfVEUKUmM3Xg6W1xefOOP//Bb3/p377397WGptYQHb/+Vs/RTX/vyl778xYPpETPU664wo7IcJAbUApIEIyMniAikQV+fq0DgR6de71MbKyIoACjAkiSvjAUFRJIA4y57TtyDBBASSdlxAJCBkRBi7BMIKAxd23VN5xMn7r0viuLuvZc4JdqiKpCLrOq6uZxfKI0gaIzxPt5/+f4rr7zatk1ZFaaoNn3rGYRRp3j3YPBf/Of/4PjgwForKRpNi/mls9QsHs1P7aAqYwgxJVZKG1M4a0yhLYKWy+UpCwtC29Y+tCKslOIEIlciHyAsV+M3F+ICkAiGEP/0T//k4cNH/82v/Zoz5l/9H//ia1/72uZyvl5v7t27d/LhidPm6PBu34UEPvSBmXWOHhJHH9j3iDgYDB6enPzhH/7WW9/+1umjRwDyxpuvn549vHPnznvvvfurv/qfzGbjt9769mg0SpxOTh5+6UtvIrn55ToEND7EyIgKBIAFgUSSMKJQrunquffeZ7l/RCzLUmsTwjaIretaIxujRDDE4JzL34JteRgppTKlMCUWEQRJKWlBQsnxJEuKkpg5Mm+p0bKlKFnrlNJaa0Zi5hgYiBBJBBQpgK3zOCstLHltDbl2FpGvlF4l9T7k5bVSKvEWOyKkrvPCoLU22okQgiaKKQKIQmGkXL281bEUxlzXvDVa2HnlbGu2GQFAIWbZIKXIhzal6JwjpduOEgdEMUYBIBEyB2ZBscIJBImUNQOjqxC9SGy7omk2KUkM7H3khEarpukffPAhEjBH58zB4UHbNkisFfZ9/fbbbx3OXgExVVVlRZCMj12THshOA08pGjORhNBfzs8Xywtt4PBoAgApStyWKWoA8r6zReH7vut6QSAyiD6mVLkM61qrdelcUVpEjEkz++V6qaz2oWdmTvjSS/fv3r1XFAUzpSiKtNauLA2CR0SkLAAAIABJREFU6vv+9OR8vVkkqH3fbbsQqbIorbVVVXVNyyyz2VQEtSbv+/V6HWNUyjRNIwIx5Mo6y4mLosiYv3V6tV567mIMIYSUUhvbR49OJXLXxjN7qcA459p2CRhGo1Jb1XVNSjHXMZalfe211whU8iKCzDv/eszzjKQoXevLYlgNCqMdS1KEIfQpRVIUk+/7rqxcbmHm5H2XUnDOhuhXm/VwpLTWzMA70dSUEiEm5szmrarql3/8l4UkxrhaLX1oi8Iwj4vSXnsI5bpm3iXU8uZWLfqmzf3dHm8+rYu121TX5bNwm98U3DI3IM/meXNPNxt3AdH+5r45z/PtdgMd6sWnVp+Pb7m76qsxtTNnAcFnAm63P8THFsDc+Gv7y6wb9dNvCe7dxi3wpluyvWOI9NR93t+8Cpd576D70jK067S412nx08+mX51qNr6W/a72I6meetWNt6L3stXTe2JQy+NB+ril9ob8c71473ZeDRzc3fUXGxA+561/YtpEBMQsvp9vfUJUImnXH3iXv+bbTbZ5dsjmwnKbi3qx8r/X/m5xmGwZtXeXdxP73lR2bXP/WxnGyYZ0su0+eZPy5SOgAG9L4p7oUds6vKeOtdcPGQEUZ/ZVvpCnp4CtFF1VFZvNxhgznU6/+9Zf/OZv/JMH779rSV556ej0wQda8c/85I//2I9/2RYatI4xhcDODRBt3XYxCRGBRmVIoTAJMubVMeN+bg8hu+bubitt5UbosRXED9b/PvIuclY22f4DZduXtn9l1/b7uz21Cfu7EYAwPSl6xI8t8rZrRwFB3HsGy1aGJSMJItv3ZX9KyQ7pAUVAGIABmCQBs0AiFpEkHFGAtzd/25lijETUtR1BT0T1aoUMg9HA+8gsANi1Td00TdPlsGQ0GlVVNRwP75RHIPLw4cOL84vlejMajZh5U9eT6ejweDYYVOPJhBA41DE0f+fH3nRanTz60LctOXv3aHz66OR7p48Mph/7ypcKTR4ErUKtYwzrpo4SbIHOqCRoBSQG7/sQPJAlAWLMSGZOWAIKc8xSTAgQfR85XV6c3717/JNf+ztnJ6fTO3d+5Vf+/fl80ff+1Vdf+973vnd0dNQ0rfhYDgfKGCJCEkFOwiTiQ3z3ne//89/8p9/4k2+2gRPTvaPD2cH0F7/+83/v7/7dsizn8/lsMjo8OFyulufnF1/84pdOTk6cKzRA33H0AUBDYk4BJVnlyrL0ve9875zp+845W1hnjHHWxpRi5FzR1Pe+63pEVFoTkhcZ2+FgPB4eamWcMqbtPSISKSJQZPYd4RAkxugTA0tMHkGhAqUUaVsqhYoIM3lQbbVDEgdOEoUQrTNIBJBjvwgQldLOWKuN7/uQYkG4fVLglfoU2lKt113bNoBcGceCzpVEkFKqN00IsaqqQaVj9IQokrYzPBGIJmQkBYIxRmQAUIRISAoVbcN4jDFm/XBETMAKAQhBx77rI8TKVdZatVIpirVWmUwyjcxeJKAQYWFMgah8H9u2b5rGOhJGZokhCQgRcZLBYDgeDwdVGULfNBsk0FqTmHW96bpuPBq/8sobb3/3AwCqmmF2acuu9yLCvE/pxK3LBTJAAmSACMhaq02zmS8uEvvJdDwaDWL0iJJSEhZFOonEIK7UIj2RcmUxHo+rqmrqJREjEkdZtev1am6MVkopLQdHky40IQTf1YT25Zdf/uLrXyyHg7NHJyB4cvJwMBh5H7ITg1Lq+Pi4KA9OLxvmSARVNXz9C6+/dO9+9s947933Li/PUuKMcHZd27bt4eHheDxxrhCBV1+5i6hijJeXi9V6yQkAebFY+NAfHE6V1loZEh05OudeevWeMC7na6cLn7r64jxJQoSUspsIamutFmer48M7F6frGEUpFFaAQmiUMrkMNaVIpKbTMSJuNpvJZNJHL4JJhAQSSErJ2oo5KkVZ0hMArDMhpbbZlNXAGCOCKKAQNJJS1NT10eHsq1/9siL48z//0++89VemMArUplkpTYW1oEAr3Pdbl6vJd2+RwHvv8PbJiVfTdJ6cBfM0vSsYIcisZCEQ3t8UZshuOsjABMACIKKIBJFwW8iuEHPxugAKIuUHvDCC5Ec1Y2Z38G43EITdbpLXIHkzy59td8v8b0C+CWlD2Xm44mOhtjx9fHRqeX91uL/nNZE6ROQb1SPTYwE93or6XS0KUAB3D3/c5bCeeW5wU4nd7SU0r/3Cvkre/isnWXfLKIQ9yYEnLn8fYUMUAKSb4EdRSHsfCe8d9HHAfhXC7cV7kEXdRNIuf4ZX8sU3wTOPgz1Egqcijkx62bYGwS7IvEW8keCK27BvgIbbldzVYl12d0x2SgSs1HWcFp+xWn8OjOVJ/t5Hs3yfobQp2R/2iSbK1BPc8auudmS5DlvItvoEBXZjHAiBd5sIN8R7+dO092uyd5QnujruSWtcNQ/hlQyrwFYNY/+a6NYx3lUz3pja2E9/iggK7r+TMw7XEIoc7G0bS/YjN0QUpXAvDfEx2KPk0QdZqhvz/CzMuJfDejKGkRspUk+neD46AXT1MICr8bNtpSdnq+0kxgBIiITI+XbBVjORAfI8n0O8x23xRN8Q4e1ABaQcVSjE3JS0iySvfQuABHe7IaAww3YyFxTKaUh4bL0nQIjbN5RSbd/2oSMCbZW1er5eHx4eOq2//863f+df/rP6/L37M1daunj4vXvHs5/48a++8cYb1urOB0iaAZUiBpVAwChtt7kn4CQAKgGDbKEDvupRKCw7gWa80nEBRGa8Av72UkL8PMHcXlS3n9pEfiJPsgs1hbYUs1znlW/A9sO93W7avPKLz49O1IqSxCQSI0tMAJRLZSQKokop9T6xgNFIEgiYEAGF1LZ2aLVYbJcUOyVYyjLuVmtCiX0MPcQwHBR9vQx9owCMJms02SpE6ENiEB/CumnazoeQ5hfzGKIwxxgNGVbm7be+G0Koqmo8mUTmFMPhwXQ8Hg+HQ0BcLBbr9aLeYLOu67YVkYOD6XA8NEZfXmLXtZokJZ+6pqwGQRCNYwRT2Tsv33n04IPsiTydHQ6qycnZZTV89NL9O+Wg6rqAyIRYliWA69tVqZ0xLjE60sNBJSQZtUROyAyYfNvF6Al2QiUIHBmABGU6KZEk+M1sOvShubhoATAleHR6MhpPuj4IUEzStr14UZqCxBh89p5c1P7HR4e/8h/+vX/v67/ICErbyprJcPTy/Zc3y5Vv/LvvvBtDsGRHgxEnefvtdw4ODy8vF0MzNKR8U4MqseLKFQbVqt74yEJojAohgPBqvtBGcQwxpAQyqArhrdStsQ6AGEERoUBANV/VxWAQmxiEEsPLr7ymNYJw6H3XdcmHHBflvqFJKa2N1Yo0oBCRbJ+YKIKRUSTmoE+23ZIFUERI8tIWUek8Z4QkkQMIKFf0ISillFYAwimJJEEOTfTRl4OKFMQYWGBTN66wk8kkpFSfn43MsBoV6/UyxGhLp7VNUfq+J1JWVczsQ1dYmwu6EFCTJSAREkYAZY0DFJF8uJgkCMQUEqjgtF7Xi/a8J9AaXWRdOmcdLhcfouoOjw6X86ZtVl1vtap8zzGgtTb4XmmqymGIddd23vt20zljJMbF6YW1NrssEMXjOy9dnn9P0gBhrPTwy1/+ctd1bdszxyxBjEgxJpCtsV6GjPouKKVISUyND40rdDWoNpvFZrMIoT04OJpOp4m5qky9aQeDUY7zBVRZDrKkTQjBx4Ao6828aevS2NBHN7R3790/nI3Lym42G++b2XR6evbo6HDWbtZ107RUvffu9/vgFZKP4dWXX5rNJlrrLvhsGnF4PGrbZvHORVvXs9ns7t3jDx8++OD993OBpUI1Go0LVxWToiiKwWDQdV3WyVytVnXdPHjwcD6fd11nrc1iP4NBef+Vl46OjkTkw0ePgu+H1ajru+Xl/OzsLEbPMRijnXOmcEM1MdYtFovlsj88POAghRkOB5P52crpSokgUVHqBJxSCokBELXWQtoCA4GAceVq0wAyacPCpO160ylTHBzdnc8vBWG53iRAZV3v43Q8EVLnp++HIPdfeu1wenR+tqjnC/BRCV+cnnyjWY7GVd0sYkwAMYHSiM7q6Pu63WhF+slE+dXfJ2O865/i9d22dF4hyQutq/VHzvdd2xTYZliZdisz2qJZQAKwUyq7WsRcCZfRTZv7u+W84dVusvdrtEtVbN+HT/QA/TRfJI9RxhwWXLveH2YK34smKN6mH26X15nify1V8eQiH3fB1C5TBS/4Em76rtw0cD5mWf+3GNnbQ9V2QM3jTdjbfCLJsgvt6Em49rmPDdexwceA+Q/a1WVf9eQqLL8dDMg39d5rvfrjO/ntvvU3OXFdm8RoH2JFvKpWo2cAsPTU5jbMvvW3ZPfs2D4OMqD++OmwffRQPhfELJGZhdGbvimHhWCM0SuthMPBwWS9vPyTt77zF//um2cP3x+WpKA/+fDszddf/epXvzKdHsQYmVlIoyhAYoAdNrONKUl2py3byfxqbn+cNLzSnhR6Yt6QF6Pbwnj72RX3Huu8hzl/TMcTEZHIzCKemQWBSVCBwsduUcyMogREBJWxTmlrFElnNSDierW8vLgMIYjIwXSq6Yn0hE+e2fu2CRytQqdJW7e8PBs4PT2YEgHHWK83dc1NF9dN3XZ942Pbhz5EIl2va2HhmFKIVqVqbO4cH2eLLUDcbDYuhMixrtcnJw/X9aZpGiI6Prgzmx6+/GrlykIpJchEEFNvrC4K0206TiH1ne+70llUWluTmFCBkDBzih5EIdDFxYUy6uj4oDKD1qcuBWNUUVhDKnWekgAQRBbZeoNcpdNxC1oySsq0ThTibSIrCSaQ7Eix5URt8dEdlQpYhOCJNNR2mqWyrKazI+Z4l++6yjFIu97cv3vv4vyydOVv/rN/8uCDh//ZP/hPH3z4UIgQlSLHjFrZrvWGNApUg0FVVSnEy8vLcjRNElArJEophdCPxsPMHW2kkxAzdzHGmLKtDUGugQMkpVRkEKTIITGklLquU4SIICmKoNb6SoqTdq89sZOr0XQFQD3B3MrcMRAl+9OGECAwiALFwIxMSIK5KDQCMGBCyFy5x9pviApRsvDL3oOeARlRABNAlN08jKABAoIiIUAUifnnt0+SbdKJYJs3Z4EkGAGTYBQUxihZiAgIQHFCn4mNKSlKKfVlpZVGo4eFmXZdDB5ShKZBUsBMLB0zM8etE7pSikxZltYWIlJVE60tJ903nR8CoIkxKKWqqsgs6OwLr5RBUCmlEELXdUQKwXjvBaIraTIYhdgtlxdNWycO4/F4NBohqr4Lw1KuFEp28nk5i47GGNI4HA6RpG9ao81oNJrNZsNhmVHTk5OTrmuC70PvLy8uUoxHs8PCjXLp3XBUaa2LsqwGZV3X54uz1WolIj513nej8VATKaXef//7hDqFhKhy/wk+XDQX2bKvqoZnZ2fMXFWViGitsxG5934ymRzvZgZldNu2y8V6Pl92XTMcDS7m52VZDCfDwXAmEpp2HWOKHLwP2U6diIwyoEhYGTQAJCwpChC3TZBd7JHN87IscL6nGbsjrXJqMsQUYxSE/H5u/zw35kVI29Yx9H0b3n3nr8+H59ZU49FIK2J2LNE5XRS6bpTWajAYWGsBhQj6vkeSb33rzz+v33tekuGL/MGb37mqWrnxFxDgFs4Kn0F52EdX7FwrTPrIwiH5ZG1+yyK9J84TPhXxmBu93T9//e0e7I/raeFaje2nKq/yWV7scxu0POW7gDtq5TOgwR9IdPdZU9mtyO1brB6v305QiLSNTHYl8gcHBxeXZ0fHk75vPzx5+PprLz94/72/+tZf/Nmf/sn56cmoUG3fN/X6ztHRV7/6Y1/96ldjjOum9pG1kee6sh8qI8of/HU1EB6bHxICyRZoFRIRYCUiMTAKEBKigsRdaIl9yx4AiPBwdpB/rW+blLboaBa1Y/aawGoyzhGKCCZO9195o2ub+WbVNE1d16vFar3pvI+d9yExAyWAwOJDIqRxNTQOmXlQlOPJFEkBQNv055cXXddprfsYhsOhNu7unVGWpL9zdOx0GSUu16uzs7OL+TkAK01933ddl0vpnHOkhJRYa51zIN4YE7qQxfeNKhDx/Pw8SSIF1d1BtvZiJmu1IuP7tYiAaI5XjJlsAo+ZxZRSkiupFdiyqBh3GYytJl8eX9mAEFBEmJABOKEgJg3CkBhFSEiAQ+dDHzkKBwZk5rSuaxI6v1wA0r/5wz/6R//r/37nzr0+pNFktlguE8tm04SUEIkYBbD1MawbXbG2rhqMisGoX6+FcylcEuHVstFaERGzoDbGGOfcdDpNLCkx7wQqJVtYRM4WbX3fZ2HPhECEKExExpireG9/gO/TK7ZKKrftr7jLRBHsR3QkgDFzFLdhGIhAQkKlNHMSoXzYrQs20ZMsCfUEYyLHj0/zJuQaKyYzk0UgAgoAZ8Qv676IJCJBBGHx3oeYYmBU0PdhOBiBBGHpuq5tQ/DACbuu04aU2l6RMQZZiqKYTCbEmBs5hNA0fjo9zIyGHDynlIxR1hZZ+kU45BpI50oUYY4pRUQZDAchQN8HQnDOdv16Pp+H6EXk4OBgPJ5sNk3btmmcsujL1UMTc7nttWyTSNd19WYdQlgslFGgFGqjjTGbzUZrvVpuBGR2MNNUKaWyCcdqtXrw4YfVoGzbNjJba+u6vry8rOu1D92bX3jj+Pj47OzicHbYd/3FxVxrDQxnZ+er5Vpr65xDVGVZZvXdHeBJ3vus0hRCqOv64uICFVxeXhrjvO+YuSqr2eGXtFbaAKK0Hkw0Ij7E6H2PCJKSUcoYA4IkRmnMEkuSiSqEnB733tyls4IRAGS5XdRgrYkcCKGqKq2pKArm1DXrlFJm8zGnpt0kkLIsq3K0XNSLxWI60ZNJ6dyUCBL3pASArTGr1doYQyr7Um6dtP/qO9/6PN67mdz46dlw3SjQBzdqouwvd54ntvlURUE+wo/hNrosT2Ngz7h8/MHXhQBPtQPmkE+e67puhS7dwvHihyf1cPvF3NP6H59d3IUvoOk+cWNmjrHkRz3IteQCPmn8/bcu2LuNo92N1bzXxwjcHO/BizBmuPFsnx1sXxu5eX+6NtkIGWHIWg64k3o4Oz8tS3NxfjoYlK+/8tL/869+90/++A+7ZiOcjiZV36xns8nPfO0nvvyVL2pSy80mMy9JkQDuVnGPJeyuxGASIAJvNddB4DMv2b0tuC2ATyHht/luxpeeYPwyCzAz+2xBttVNIY0YfB8jx8j1elNvlgh+ubhYLBfj4fDVV14pSkcC2uideCoLi0gwOkgIbRsvur5p+xBSSLLeNG3vuz7k4wuLhIgIQJqUElIhpQjJDgbRh3nbd00bfBhVg5eVNVoxM4CMRqN7L700GA5674moaVtmruv6cj7frJvYhT72QOicu3//vnNmU6+7rhsMBk2KeenPzNa6XPikFTtre9X7zltTKKVCiEqptm3fe+89Deb47stglPdd13V2W+ICwpyYU2JOkiTrsyCDSIwxhBhjirwHqwIDAiaGhMiEtO1auZgmJAFCZhGQyIIEZBhIPKuEwsiJlJAiRQwxxBR7FtmsG2PL6cHsn//Gb/wPv/4/nzza/OzPvVFUk84vktB4dgcQk4hzRRN6IYtuwMpdbuqLZb3p+oaXISaibXcZTyZqemC0NsYQKUDU2iitvQ+JJaUUZStVEmLSWkcGbewV0tJ1nc5hiGT/vcd5hP0AL//C9eniNt117z9ERGKQRIqIhAhZIkLMcKFEUEoZY7I4pzEmgyQhRCKlVHZRy0UP2+dCSukqJiUiIpXVOIUJRT0mJSBn9SGAJBAFImAUiYBpd44ps6MzZxXRZPNAERU8rJatwr7rvLCWJH2fQLQiK8KIZKxOrJi91rpvurZtl8tl6iMzE2kiqqrJVaSXL7Anyn3IOZcjq5Q4Jq8ZlVbVUDMTM2+aC2uM0vFifrGqRWmsBkVdR62L6XRqbTW/XAtvSxNjjERaRBiCIiMgIhxCkMibzQaQvffDsuKyHA6HZWk1IRFro2azyenJQ6VUtnEPPkToU4pt27Zt6YNPKfne+967qqyqMoSYTVoG1cBae35+fn5+cXl+WbiirtvDw8PBcMAJZtPDsqystflnvfdZs6eua2NM27Z934uItbYoirIsskX73btHR8L1pi4qG1NMGH2IXd+E1AkkZmCGFCNrbfPLmLbpUBEIcIpKW2NJWIzLhaxRZMduV+rKZDKH3O2mW0sETITYdy2RrJaLGH3TbFLUAFyWLoTeBz8YDZmT95ElAMCmXvS+GY/HWpMIQ0zMXkSGw2FVVUpTlk2y1jlXtG3zebx3Q87707MHeNYhnoianvwArun448fCZbdN4b8QcODatTyraPDZrbrD+xH31pDXm0Geq4Dt6YjhaiYGfBYW99HX9fHx3uOlsNz43Rcb730Gq8Zn+bl9diHf32i8d1WAelUNCDtdtR2dUz4lq4PPLKJ+btWlG6eyj8P3PkGQg4hP1xZ+3JC8dlDKEurX4ppd2lwQERWjIIAcjQ66bnV0MP3eu9/9f3//995+6zsaYulMjH3dtl/90hs/+zM/7ZwDZEU6G+plj2AWSAl4W68K19amGRsmQJYtp2zf0v2zoGA8T2T4xOkI3ObsFFIWJLy6KBExZssE61u/qOvVatPVzWbTNHUfvGdmBEUKnEVEqcqSE5+dno2GVVVVIzOKwXvvM8mq7zdtc8GSQghN632QkJhFmXIAZNFUiDom6dpmYIlTCCH0Td+HkDAhImLTNE1KCVENBoODe3fvv/Zat1nN5/OsgnC5XGxvFgAA3L9///j4WBk9Gx/Ozy4+ePhB07UA0DTN6ekKUEIIbdtmepXWWht01jjnyrJECNZarXWkaIwhIKXUeHLgo19vlu99/72iGg5nMyKo6zUSWKWJFAtJAhFgRmZMkP3fJKQYfIohcbqK90iAGVIONBCFIZEQAOdkAqcIjCQCLClGRAWqEmAOCRIqQWGIITWrdrOufRtiDAJQueHszv33H53+o//tN777vcuf/enX/4P/6O97VgnMug52gKSUtkbbanw4W6+aJsDBwYHSlalGo9kxKj0ajlxhsjU8kqSw1SMIITRNF+OamZW2mcOWET8iKiuttQ5JALH3oSxLrXVd10SoSeG2YFuuTBquidpfnyLkdpkNweySl+MuBEEKpDRpIRLhiBiFI4gGROeccy5LdFbVCIC7roshKkVaGwAUyTxPyOIo2STkCv2jrShoPq+9eC/XxwJnFihsQ76wNeIj0ZpAUAXMpa3OOmbmLoE4UhKjXyzWiGo6nhld1XXfd1FEBBhRnLMpmbbrCuMGAzUajY4OD9ln54McZqgsNAoAObRTZGLyfd/kWdr7znvfNLXWqihtURTGGBFBEuOoUHq+ak8/PB0Oq9lsNhwOiYzWNgaOMTlXXqGvWwK7AKkMLsE+n7Otmwwnaq2Zg1FEBMxRaYoxWWvfeONNZhbRRhXDYRVjVEo9fPSwaZrBYGAtd123XC6bppkeToqi0hrPzs42m421hdLq1VdfHQxGVTnwXVgt3/LeizTr9TpzTVerlbV2OByWZXl0dPTyyy9nG4mmaUIIiLJaMyE8evQww7l96EPsRqOBLYzWFJOQRhLMxFUEKIpCa+2sWS/XCAqERSKRIGIIDJKMVs6a7HXR1JucKgohZNgt85Q9e8TEnELoyrJo6jURlFWhCZRyZeXqWryXlELTNH0fh4NpVY7qTb9arb1vjdHWaWu11rqqqpR4MBhYZ4goz1chhBj483gPbr2e+LQO8cyDPoUX3ZJI9hmI/n9ECd/Tep6fSJzzuU/gI5aVtzS1hxdRwve5t97f6nTP3lr5mm4QwA/sNffDmd563vnwye/euBM+PWv9gEP7uaw+r/icT1C5t38JiHIWXyEiJETo+s2gcr/3u//nn3zzG+v1srCKYgjtSiv1pTde/amv/aTW+vz8fDQZV5VzzjFz2qrByBP1k0KCuaLqKsR7HAR+lpHe88KAeA3QE3iOXFeWzRLJVK7Tk7n3frNu2rqu63q9qtumaepuPJ4Mq8FgNB6Pp4NB+ejD95EEAILvl/PFcr5AxMPZJITgswBf3/e+rbs5GbK20NqBIgFOCVLr++BjQiStlCGEi+UlCKcUkjBLVJpEkdK6LCwRcQJJcXF5/n2RZr3ebDaIWFRVvh1vfPFNa62AkFJ1XbeL5Wq+Wc+Xl4vLyKksy2pYDgaD4WjQ9/1kMlmlmNf0WU4mAyb5LxFZa5kZgJ1z+ffzUvLdd9+9L2k8HiulUvJCyAmYgSWrmNLVXJMEJduOJ86aI7CL6rbm81nFlVC2ZXtA2Y+Qo2TJOo4AuOUMRkFGASRBo4xV1mo7LId1J8xQjAfvfP+9//Yf/netD+MZ/uwv/MJPfO2nHj16dHx0ZC8ui7LSWlfDgbYVolus/dl89fZ739z06b0PPhxPZsVgkGLcCvAR9n0HQpAEEZlBG6eNA4CqqjKgtEu6EiMppSByTNvitJxKy+tgAiEipelGbfBr0++O8vr8YwoZEZASEgAyUoKUEEEgIhpjlNbU95JSVAoBFACklLTWhAoknw89eRq4lywmBCWSdWtpq0S8l3cCYIG0pXSKZNyPkJRSokApzodARCLNzABkTamU6jpPCCFGTn3btn0XALDrGqJSpEASQDDGzM8vrLX9cOibfrlc9n0AAKVcUVS5mi5bLwBAdsbru65pa++7EPrEUbq0qVFptNZWVXHnzh2AAKim09Fydb5er0MIBwcHhbNZhwlBKaWvRAQzoVeEARTgVlM3tyEIFc6hSFNv+r7XGsfDQcavzi/OCue01rPZYV3XpRsxq+VydXp6iiiJuSwHjx49KstSWZODJa1swrBaLay2k8lMKYOCFxfzBx88Ksuya/qHDx8dHBwjoir8AAAgAElEQVQ6V2Z7RWNMWZbT6XQ6nXrvDw8P1+v1xcXF5eVl3/fGGOcMYBoOK2ZBRbPZjAi70A+HBaBcXPbrTW9AgSLEbW0qilittTIIqElthe44soD3IdsM5g6cC/a6rssJI2e3NveowIBjjm3bQGKrdBAxxjqrY+zzoMh+D8xcFMVoZGezY6MKaxut9WKxiBG0oR3JQi4uLrKlUN/3GUv03h8cHH4e7z1z1f7pZe6fRen8NMKPz3qV/IKCt88mQH3h5/N5Id+P3myQSxE+qV7L36YQ97nmw+fKOv3gId8tZ+aPBxVJsnIzEiAwIShkY+03v/EH3/i3f9xsVoPChb7u27UheuPNN7/+9a+LyNnZ2cHRoTE2xNj7mJc1W/xw64tMgnsRk5AgixACg5D8sEZ6OdiTPSGcfbuPj/Jc2ukwpZQ4xrbvfdctV6u+61IKbduuVhsRMUqXRVE4d+fITqdTQhX6/sH731+v19PpqO3qGOPBbHZ8fBxjbNv229/+ttoiQYiIQsqNZpFTFyX1XimjtdZGazKk2PuYIod243tPHLQSpzVpxaKSRMCkEUcH4zt37onIer0JIbTdOqV0eHh4dHQ0mc3qum669vT0tKoqQYgxbjabGOOgGGik+/fvF1VpjIkc+r49Oz8NIazX61xpBjvzq32h7Fx11ncBUBlT9L6OKTrnWt89ePCgGA2Gw6HWOsaQoqBm3iq35nJ9xdkzZMeM3SktZyF0Ycw5hKx8ggIogiCYacnMjILMTILA2ZYegVF4JxMtxFH6zqe4RbdD8ka7f/uNb/7O//2vX7p77869V37u53+prMYvv+y01qPxgbOD5Xr159/6zlt//c73vv/hetN99613zhcrn1SIcHz3bteHk5MTkeQM5bIlTYYhAaMAZMEMpZS19iodEGMMMXZ91NYkQaV11mRW2woovtK0AE3XRM73syf7DM/nGVS093xmwJjrOZEYODsNbA1erszocrnm02wO2RUAwmPFatnTEt874hOvJ1S45MqAZBcxElGGhrZJFBERSFGIwNpCxHRtSCxd67Ui2IJLxvveFcZaG6JiTsw8GAwQ8eLiYrNYe++dy+TJkTEmw++I6JzzdZNrLLVWgKkobBatqZv1er2sVy0Aj8fjojR931trx+PhcDg8OztZLLrRaIKVQlAgQqQRFZHei3izdnpul8znDJvNBgBW63XlXC7sPDyczSYj50zTNI8ePULn2qZvmubifN40J30Xq6oyxsxms5hC7/vp9JXhcNgF730vImVZCtjTR2de+el02rZ94YrLy8vNuj4+Ph6Uwy9+8YsvvXRfKbNcLgeDcrFYdF2X3RpOT0//6I/+SClVVdXh4WFW7+y67vjOwXg8SolDCNVwcHLy8PTilPmgKF1KKQSfEiKiViVHCRSYmTC7F5qr2SurFIW+b5s+sMQQCFA7WxjrrB0Mh5PhyBSOQ1yuV01bt23rY79YzOtmw5w29WowKDVBiD0RVYMip5BEOGeXNpu1Vl5re3g0u7g8Z4nkIcOrbdvEGHOkF2MsisK50rny6OhYw5MslI997t74pM2h9iezxH3at+DZxL/rY/7pg37srz0WUt8h79fef/qL18b5DZ4KNx3uRmuEj2jqp9tc9g2gmXOG7MqP4dpPXT1vnm6lp0/s6d2u7uDVRztc/ubbuv/3Si9r/2TyLHnt126YuJlx7+Zm29nbdJsrZt3+IZ76Ll0HHLLy3276ho9kb954+c9cZNJj378bO//T13X7xd+1ioUXtay/RpLZd+D4BJbWT7fh/mnfOEXAR3q1P284df3u7NFRnzUA9zUAnjVwAGQnOSa8JxFwNUBuiTPfnpS7f1+e9Wuy3zy55InlGgnyapb72Mnq2T4gT04vu2Z8wo9h2/c/6rY+a912G6j8aUz1Zq74tavfiV/EGI0xiBRjJEIO0RaOYxCJBwej5eXF9979629+498++P7byfcWud0sxsPBL/z0L0+no9FoFFOMiWeHR0A6JABllKI9xw5EJNnKZmwlIPJUiDsIQJ7umM8eXNd2vX2cfHOXExDhq9JBACYiZkaUvOwTEWftcr6YTMZt2w0HAxZumzbbcNGu9yOiJuraFonqerNZbwQkhrhar+t643sfUwTJHDYsy5KIDmcHhNh3fdN0fddF6BUIIo1Ho+Ojw9lskiQVgwoAhBOQEkyL1ZKRQFgSZKVTRtwESKRzc6fGx9BIigoREisGrZSzZjZyRjtnjCusdWY4Kg4Pp0VVbvE3barB8O133n3nnXeG48M4UMy82mzO5/MQg1LKWBM5GWNI62o4ZOZCWwi8XC7PLs6VUrYwSmFZlpl2mP+RiyyqspxMJkpBURTj8Xi1WNdNrZXNJTpVVfWhb9qNtSYyvPvuu3Vd379/b+BsDL7rvLNVjCwCWtl13biqSsBt3ymWlAQYQxckB3hIorQAMDBKylEGC7MwsoBsFY5jFAEhVCDQtr0rypAY0ayWq9IVgaH10Q5Hm3ZdDIYa4q//j//TP/z1f/yzX//56WjcNQ2j/he/9dvfe+edDz/88OLiomma84uLajScL7qiKowrlNFf//ovzdftd99+NzLU681gNCTKxc4skoBREaJgEk5Zcgc41XWm0uXpqCyKamAEse2DNjZjpMvl0ntflkXwvbOW9p7RH8+myRgagogkTvC4w4M8fgyR0bbr2hhjqY1SFBMrhTH2pASRlKLMIE3Cx3eOfB/Ozk7ath2PxyGEpmnKslTKhBCsLRBV1/XOuRBC5JgvLc8MKUUA1Mrs7qwjUDnPtHXr2ap6ZgpJ9gYkAEopGWv6LnRNl5JoZRCx73sAMsYI+xi5KNzx8T3fxxBSFg3qu1DXG+es9/1ms+p9NxgMACDzUTXR0euHzBxC0lrHiPtL3xBCdqJPKRljJpMJAIhEgRRiX1WVc0aAYwwffPB9pZBInZ4CAE6nB1qb87PzvktffHNqrWIWECzLcj5fdp3/8pe/XNd1WbmUEhIYowVSUZbDUeX76KzLOiLz+YUxqm/r1Wq5Wi1Ho6FSZjKZaeXG42nfX37hC69670Pwzrnl2TJxZObT0/O6q621RIpZ+t6/+aXXNVFRFKMRxBDv372/2TRd1zdNN5lM3333vcFgcHl5iZg1k9g5t1wuB4PBz/3cz52fn8cYj46O8oB1zqxX87PTUwBsu05dKCQInT95+BA1AcaqqATSZtNEosKZyXhKRJtNG3peLdbm0F2cngPAaDQaj0bO6HJW5vVwSjybTYnUo0ePSNJqOT9/51xYptPp4vICEWxpX3npZURgSMOqatraOl0Nyqap67otCtM0DQA4Z9u2i0EQVfBJKX18fEREdV2nCNPp7NVXv/Dhh+8DiLW2rpuURGvouu7Bg4cvBt97UTjPjypU+DdIynqu3PltdpMf7tZ+xvu7GyHwrPXibdrwR9Ih/fPXi+p4nwaAc/v+9vkk/PQrhDAcDuu6TimUZamUYvCh3xxMJ9NR+Tv/12//0R/8m0cP34cUQ986rUnpu4ezX/rFXyydBpDIqQ/e2JKVTSlprQRAIe17gmcyFuzWmFdNv7OBfwLw/+whPtoZSeajaqTAiSUG3sILPfPx0ZEkbhP7rtdal66w1mZeZd/3q9VqPp/nurW2bS8uLgAgi7AbYwrjKlc657K23tnZ2el6ndeaCslae/fu8XA4RJHT09Pz8/OmXsWYkBQZ7cpCRLquOzg8kBgvF6vVauGMNcZohSmluutWTKC1VRqRDWBhtClsodXhZHwwGhhFzpjxcDiZzZQirUlpREkx+eyCXXe+XdeUYqzXlJLVOjGhosFgcFxVXdf13nvv+66/XKxy6ctwOHZK+7rNyuxlWSaJm82q9yGv23L8oJRCQpsv1YIw5Mqo/NJaW2tdoYAgJs+eJ5PJol4/fPiw65qvvPnGqCwBegDixNmTDbYCPyI7S89seZkSMzMq0dogqQTEkX3nc36TiEQgxmSVds7lCKHte2ZfusoZ3Ye0aZMyhSjTRk6kE6qTy/mmW3/zz/701/77/8U45UP61l9958F7D779l99ZXc7H4/EXXn1tMBgcH90dT2avvvpqAvnC62+uNs2DD08mB3c/eHTx3nsP2rbVxqFSgMLIyMiQda5QEGS/pk5p2klfikiMQViQVEqJFOOu4O3THguZREeknVOEzCFpjVZbbRCBM+ZTlmVZDOqmiTEBypVAqDEOAFJKiJQL1RAxRhEhkeyqCogMuGMtbjHVZ/J9hLeZIAYisjkOJCKlUGsGSLt4NXFKgKy1QZQQUopb3dZcmGqsElDe+yvzXe+D99zVYTAYGKViF0IIMbK1djo9yrnX3Ie11v1NWSJF6s6dOymFEELXNZt6w9yTAmFs245IFUU1Go5BrDB2bXCuHA5HbdN77weDQd/3l5eXRWHreq21NoWzVhNhpjIGn0TEOS2ast9AYYeTyfTu3TtFUSAIcxLBlLhtuocPH4YQUkqbTb3eLIuyLMvSWuuq8vj4UClVDqrVatl2tVKmbfvlYt23XTxK63VNRARqsVjcu/fScrFWSt25c5TBTCJq27au6wzorVarpmmstQCgFGqF8/l8Op1abYHQ+14pfXAwDbFfrearumm7MByYEHg8mk6nh74NXeqcraZjOZodh8orpbQhRFQ6+a5NKTV1u1yuzk6tItP7zpqXFBlNgqSqwqrjo5SScyVLWm+WKQWNejKcBPab9SrEUA6qsio3m1W9WReFQ1TOFQjECbRW3nutLCeIMc7ny7purSvX6+V6Xc9ms7Ztm6Y5Pj5er9f6RS0OrvQw4EeivuUHb5Nb6j3eKCx+Uzr/Y4K959LZu/1u13TVP4M2f0omBH7A63qiuXb6nLdRrbjC9+AjaxE/DwD/fx7syTOc2T9x/99Hy2/J9N7qsn/6CsOf9rT5Yk/bWpuVP4xRSqm+74zB2WRcOP0H//r3/uVv/9Z6dTkaVJr0vFtNxuM3v/Dm3bt3nbXGaWaOHhMEAiSgCAJABMAIJJjN7bJzGmTDrJ1Jo+wkJtM2q4+yDzh8hrKu9NQ0mmkXiozWGhFjjJI4hUhEVVUxc9M0TdMsl8vLy8u2bbOiXYzRe5+Jea+//rrWOvOFlstlljQwxhhjMlHq6M5x1nhoNvVms/Hebzab5XyeO+dwOAwh9MFPDw8EIMYoAKSNYIeKlNaBU98G5ISIQDQsnHJFWdiycJOyGA2rUVliiseHszuzqQLhFFJK3oeQxPcJMHH0oW9ijKZw2hTjwWA4ns7Hy+JyMR5NVC/nlxebzSYbdm+VV7S+d+/errgupd6nlFarVed7rXVROa1ps9lk2DMz/fLdtCZTTBFEjLX5o/zKtUAMHKLtQ9/1TU49PHz48HAymbz26hZ4R7XlDoAk2Qqw4BWVLyajlbKWCQND8F5EurYunKkGA0SVK3O0Kphw1fS5WGg6nVXlaDCYNG2KAGRdPqXRwezbb3/3v/yv/6v54uzRyQdN7O+9fOAjrVYrpehXf/U/hsTzs/M333yza9qjo6PhcNh13WQ2Xa/XRpNC4RRj6FMIKSWOXrlCcIv3CwEnAiCErJLEAFsTgizqJLKNNFKKQkxKp8SKmZ4iW31aSwsAItKalKKMYiGisaQUcYxEhKAINZHqug2zXKnn5/A+FxkSqdwNctnhNWbTE4NPrjnRPvHpjrGLQCprdoAIAhOy1lokE30TiMouolorgJhSCAEUGWctor7yt0wpxOhjopQiKSGioiicc/nAWmtr9WAwmEymRVFcEbJumjBywaEoyqVlSik1Go1DbEVSCEFrm5Io0ilJ4aqTR2eKzl555bXZbCa8QMSqqjabzeXl5SuvvgTARMDMOduU2bwpZbKPckVRVVWeXkSkLF1d1/OLS+/9YFg6546OjkejSc6oGGPe/+C9uqmJ6PDwsBoN27a+vLwsm6rruhB7r1RmUxeuGA6Hs9mhUgoY5/PFcDg8O70AgKZpQ1gqpXIMmW9fCKGqqslkMh6PsxBr8F02Z18ulxfnF23f2cIiovc+hOSc9T5U1QDYHd99aTgYL2GZEhjjFMW+D5vVhjmG6DMfiEABwGAweP3gtclkorWez+fD4VAppTT2fR+i9323XrWCS2FAYlR5ro7K0Gx2WJZuOB6F6JfLZTbx01o751IEgESkhXE+nzdNC0DWFM6liRocHh5WVXVwcPDBBx+0bXtwcLBaLfWnvQb6PPEPn7luykfHn7dhkz7L4eqH8LbeMpTdLYtv5oO9kKb7/PV54PeiRvoPrub6eXfNK4wMRmViZ9u29ycHBuNf/tmf/eY//cfA/uW7x75vm/VqMqzeeO3VN998fTqeXF5cCAqQZjKi0DNqQUAlQAIgOwmNrZ270Pb/IoCYtTNoV6XDmM3on6jf+5st5NNaa0OZXs7MMabFYtG3bQ7M8qtpmkzAK4qiHA41EQHMZrO8KK/rerPZZHkDrXNg7CUlZ8zdu3eBlA+pbta+64kICIEwMh8fzpxzk8lktVotVptNXS83dd/3VuuyLAXScDxarVZEqJVS5Jxzg8Hg8PggG9xZY4alG1aDQekkxej7+fISBTSB1rppO2YWSIrEWTUej5GkD4mUFaIk4KP0XXz06HTZ+qw+X5alNoaIhpNxXjQ3Xdu27Xq95j5YoAyg5cIzIn3v3r0svtJ2bYwREY212hilFCgE0NaYLIORX9baonCCEmLvm957b8oqYwgnJ6f37xynJM7mUh/gBMxCIilje4wiyAwppSxbIom73gsarXVpHbBslhtmQKWcc64qlTFaW0RkQWW0Qv2X3/7uctVoVzhr264HhGo0/t3f//2HD96ZTIdlZdy4bIO/c/TydDJbLxbj8bi07qXjO1/5yle6utnOIcz8/7H3pr2WJdl12N47Is58hzfly7HmZreaZIuiSIuwYMACDP0V2z/DH+y/YcAgKMEw4A+mLQsGJVOimzBNkWxOPRSrumvK4Q13PFNMe/tD3Pvy5cuhsqq6ultU3w+Jl5nn3RMnTpw4e+299loh9m23XC5CiNGOwDF6x9E/5TXsDRFkn1RlAQYSjIQ76R9SpLS6YpoHQVJauYBEqcsohPAzqnirROAHAEASrTIWzyxaZYjEjMNgQ0gSrCTqRn0eKRk4MKamySsB4Jc81PgyIZmdh7sk3ScNgogMEhCVUlqYgnDqGwAUIlQKBBLCpFT+AgipLmqMTpogSS6oqvOiyA0VTdMAcxj9ZrPpuiHG2Lb27t37qXMvIdgXJtaZgTkmCc0QHRFGtjH6hNaEceuG9WoAQO9DSqglqrNSpiiqlCsRuW2MMZkanRNJNPLdiyn5lGzsOqXkmqrIsmy93gJAWVZHR0dJMJNIZ6ZKORTrhrbtnpw9nkwmVVV147BarbquO7l1Sxuaz+ZNXU0mkzwr7WjtMB4cHPX9uF5uHj8+847Pz8/rpowxOGfTlzdNU9f1ZDK56m9yzqWft5vNdrUdu3HTtcNgszyvyxKFnA0AMKtn0TkibUxpe7dZPry4WDgbTg5P+n4QxuBDVRVVVZeFybJsUtV936cNIbHobd+tLi/GcVytVjHG09PTZjbXWo+jMya79+BOXZfMbP2YF6YbW+9tCOysZ06vdURQmSmc+PS11oa6bk5P706aWZYV1o6L5ROtMxHcbLZ93282q88+w3HsP6e+95oRww1gc70w8jNO6H7daOpL0Ktere//mvW95x/L19RVv3HY64Qazx/2TGb6a9YjeWF979VctVdc180mJXmqJ3ijs/FzRURfdopfQsBfIr0b7/svvW88owfwSjGnF9T38AXL9eeyu/7i1PdSCYWIRCIinhwfPfr0xx/+3Q//6q++120XwMH2a4VSZNm3vvnNd995J9OmbVsfghMwOQFpAcUAKMmui0QECaIAgai9uB7vmFeYDhCRCEiyk4a4Xqe9Dvl+6lP3+h9rbQI2wzAE591oFxcXIQTvfepPm81mzJx05Ky1aSGt1+sQwk4WT+vpdDqdThFxGIbkYZWk6rbdGonKKj8+PEr4BwCmzcSN/dnZ2eXlZQgBSNcHB5VA3TR1VWZF3rYb55wLvizz2WR6cHAwnU6rqnzj9JAIFFLyL1YKQEJm9Di03TAQgFJo2BSTmpk5eImOhT1Hhaosy36MbduPnrbt6ANqVPP5/PDw8ODggJkvLi+ttR9//LFzbhgG0qooiqIojM5KZapJpYx2zp1fnm0269EOWusYY6JrKqWIUF1VpYjUXp4kCSokO68oMcuyVAIdhoGI5vPDrmvPz8+1zg7mBQIltHm9RTiJcwKLiEQfYowuRB+5qMo8z8um5hBDCFEAlc6yDLWxPnZ9u962H3740d99+MF2u/3kJ5+SLsYQmLLe+aoyve2sHf+L//KfnV881Bku+43nmOX57/zO7zRlCVEgxLHrzx4/uby4qKoqz/O2bTNrLy7PrR3KsswN1mWhNBKBJh2FUWgvKIO7PrqdoA+A0FNPHZb4VKpEIhAkuwL5YuHiV48umFn2LOx00hg5hKCUTg1RIdj0eBpjEJWz7sr070qS4IqFQagZArxUoYBewc0i0ogiQMIIKIIKkAFTxiPGKByZCIgoGf4l+ROttXACJ5gSLmVZIPJoQWsVY0iVK/YWEb217OI4jilDURQmGb6lB/klNVUSZqWUUlEpHUIYRxejZYkAkGel1rl30ftQV5O7dx6IgLV2u92uV9tJ06SV33XbYRiyYiffwhwEoiKttU76p0m8p6qq+Xw+nzZlWSZ9kdxkRZElczzv2Y7nqQrXD+1iecnMxhhEzLLs7t27zrnZfO6DFYnOuc1mY7T1zg/deHm5HscxuKi1ds7N5/PDo3lR5H3fpRGmImeSAU5shYuLi9THOK1Ka21VNbdPp0QUOGzb1Ti61O4Yo8Qo/abPCiOsEVVVNlVJTTMlMkdHR8A8nTUhOI4+z03iQSSRpzQbiSuRWp2VUoeHh0dHJ4H1Zr1l5qaaaKPS4J2zy81ytL3ODKJ4F2IQjgHEAQBHEUGtM47kOBqd53kJQMxARJcXy227NkZrrZj54uJifjD7UvU9gVcH1r/8XJuWq3DsqpcDXyYf/DzQudn/8cp0/isOeDmGfDoYxC+phP5zjLNfe2xyxecEEEQS4c+19nrle+jG3fyPEfq9cPAvX3GyL4/Kz3CA8Ozj8vyQ8dnDfmZYfD9buwzIdW0YwmSc/OIFgs9d17Pj38V8IC++anzJLZKv+WmVpw4V+LNLdch1m4Bd960A4E52/jrYvS5fs683cArUgrdNU2VZ/r0//w9//G//1XLxaByH3FDgcDA9eOP+vdPT04PZTAT6flBIxuSjgGMBjpGBtAFSkRkE9+l+ASHZV/hQ9vYLLNcfkH1f3+6+7jJOr8y4yXPVgZc8s8/vPy+7GQw7AUFMPwQf1uvVo8ePVqt1Xdd5licnq+lsZowhpfI8t9YCYlmWJsuqstRaR+blYjFaS4hN07DIOI7btkXEzJi8KOq69t5vu+7g8BCJEHmw42qz9taFEJqmOjw4yMpCa91ut4EZAOpJAwBDPxRlafIyAhZVFYLPy/L+g3t37tyR4GJ7jihCpLVhgOiiY1mFkJfV/PAgCofILNA7nxltigLEONuPziMy9x5VntXTppmX1RbNOi9qH/nRwyePHj4BQiJSik6OT7TWRpvRu3EcrbXRunU3nF2eMYgxpqyK01u3WFgpqsqyDz7dW0RAgihRMSGKUsqYxOckpdFkOsuzwH60BveejUkNsiiqH/7o/YODI5NNWFI5RRApCgNIENEiDMgCgCqKEFBZ5k1R2SDW+e1y1bfdtuu7vr+4WHz62cOPPnu03Gy6YXA+BBbrvPf+8OBgGENU1WKzVCZDgtVy+8//q392clh/9u8+un/v7Y/+7OGvf+c3vvXuP1BKd13fb9umKPMsk8jTZlIWRYyx37Zr5vVyPT+otUIf4ji03lpFlGdF5yKAIAgS7vpX02JHkms+JSLCMQpHBEZEUjphrStKLbxeLhVftVG88J31zAaKCJGjc56UIhRCQsAYOUYOgUPwwgmGRGUUAGRZjkjOOhGIcaeLiKBikETmJFJKKWHZGbAkw4znorvrG9V+F9e4t0CJwiLADIIsIqSQSIkAQGQOoKIioxQChCT/VJUNgE6y+8GHcRiRgChpYyoRGUfnnDeUxcgKcTqZNE0TAmutE/M6iTYxX3OuR97fu50KLzMSmrLQeV6KCFEU5MRfJ9SEClEpUgJ4eblAAFLKGL1YXhZFMT+Y+TA+OXt8cutIGZ3lhR1Dqj0WeWkh2F4Iqa7r2WyWGTMODoSsG9q2lciJWO69z/NCq7xpGiKSRbylT49PTqwblFImz32wwzAIQD+0w9A1VRNj9D40dXN8eLTZbL13ROr+/Tt/98GH9+7cq+qy3bbL5coHfzCfW2vHcSjLarPZKKXu339w69ZpCCHPczcMt07v5HkxWivCHMNicSnCeWHyohrHvigKJH14eJiZKjMlnhAAaVRd+0nfduM4DGPftesQXF1XBDCOQ1VVFCgyF3k+mU60yTJtSCsCDDGuN11w0g/We7tYXDrvGKJSqAwxcFHmB/MDIthu1l3wzkUOtmv77bZz1ivKYuC+H4PnzXrrA+eZiezOzp8opLIoALgqSx+DtcNTvKdBEvmEcWfIw7jLTsj+33f/++yTuX/vPa9D9pr1PX5OQe51i4ov9OT9crjo+W97oZbd88KY+ywOIO4V4iglb3D/ut2/oZOPDhAgIO1LAUS7VwcAEKIQqmt9IIkPQUjXbGHhRW2BVy6fN5Qnk13PU/Hf63OLgoBICQHB3hE4ClBS3Nv1jMO+R00o/daN+3W1a1yfvZTWvaGzd0PU+Mr//NpNwZepYt6g+N/Qe7z68mfvNew1ukCEd4JzO9MwudJx2Z/k2jadAiShXTS3/7ZrsdrTeEtpvPHWwRehIvpq9fOUAH4F4siigUoAACAASURBVH09kpg8Bz74aglz0soDQhBClPjMjSDAJJxN9EzErwi/dHGGr4XG1ydqp5kJgABRRCmKIsBJBQCvUqYKURAJd6E90vOJyhfEDy9aYPxCDznYaZ8/nW11bQbjbv5YABQAw659mQVUWmaIBBBFCCEyAyLhLu8NIpFFAbAkLUeILLQfmya6ukwWUYiJ9LPTwUd4Xq2VEPA5aeIX5jJeuEiCxP0F7meG5SmHCQBhj2GfehxLshxGQH72Dkp86V76TFH9ho467lbXdTzNiIBaEBUCAhMEREZmiYKKEJUgAilG1qYMzAjgvO3apcnUpKoEYnTunbff+vTTT3//93//e3/6p0clk+vQ9kaV//A7//DNN9+azQ+32631EAUAdBAFihQqVKRQA0DgiN5rRE2ESQEfQIAYE6cLrjYeRE7PuQAAqERvi6hIRCDCrjmLEIEIlcpYQvARAEmBVhkpcDGkNLBKMVkIaXshSRBjZ4ugxAsLUWKXYYwRFYUQmIM2ShvtvQ/eK63Ye45x3yFEyKooiuZ4ZiDa7bZfb33uuq4bvfOrpVGatALEu/fvFWVph3GwY7vdbtYb6130ARUZbfpxNHlWNY3JMiTkEAc7tsuldY4UbS/bqqqm02leZQezedM0VVWt1+u2bbdtv91u+75HxGZywICJyHd8eJxrVGSQRaJzQzspMwO+69YcgQmBhcdBE5VlWZd5YN62re06U+QmzxARTeGts31PBEWWizIhBK3zrh+j64t8IsLej8PYjT7EGKfT6Xw27fthHPvPPv7J8fFx13Vmx5yMpyenUSSNzfvY1BVA3GxWq9U6eh+CyzIdyRMIYGAJIsSDFxHAWDfa+1g2OJlnpLgoTZDqcqEpBqUoBK9AKVNxac5W40dnf/Xg3W9ibkSFo9nRTz59OJs0295RsGiq+Z037jx4cPbk0eXl5ZOHjz/+7LPv/fXfLpfLhw8ftpvtjz84OzjIj46Ovfdvv/2Oofx4Vs8PjiLL7/zTf/o//u7/9NavfOvtb3zrX/ze/1IVk7bvqTR5Lj/44V989/zh//Df/3f/8vd+r8Ls/uHJpJ75gJvVNlpbZqW1dj6dBWP6bhzHse1HEdy2fTUtszpH9kXT2PiZysxgR6UzAIlRJCbxfYmRr5oYhUN6U0cQTaS0SjtAiNFFZ2PkCHleoAAKKKIyyyFyps0u60VwY0u/IRb3dHtHEQlJoFiR2YclUQREeJ+kFOcdR58pnTrfgketFeUFIXAMAgFRlAZSgEQJ7IGgMaVzntAQ0i4w2sUDFIVs8AwMSpFGIOl51KgV5QoRREcWZgH0e5oBJUYAJgIAgOy8uQE1KaP2yFNiFEQixZFHAceBMqWMrpMacPBRKS0M4ziGwETknDOmQMmKLIvsT06ONKkQnR/tcrkex5GZlVJZVhVFTaiMyUF2zYoAkuSCcE80FWClNClIlnHOOR+RNBqtAdE668beBX9xdg4IR8fHJ0fHZV3ZYfjs4Ueb0Vtro7JDcA/PhhDlnXfeM1mR5WW7HUA2IIqjkMSxH4Mbk6pTWZZVVb3z1tvW2qOjo08//dR7r8jU9aTrusePH282m7IqfQgJrOpcv/XWW97FfuiEUaEWkePj477vAWTTry5WFynGe3LZzk+yMSwenq9zM2/mh0WRNVWR5zmRnJ9fNNM6eu7awTnvnPd+6cMg4pVWk0lT1/XoW1NAWVbHx8fLzbLM8uWym02awfar1ZYjT6fTcRw/+OGHp7dvlfVx3Rht5ODwjlKqrivvbd/33vnHj55suw4FnI+TyYyDCELfDnVd33/w4HzxqJ5Uk7p23hcxZw7MXJZl27YQMQwRADBSpqjMMTeFG0YSdTCZVHk1O5lPJrXOtBuHxery8ePHXduSxMwoDnYybRB4XG/8GPXzz8/VU0T7JDXKM//7yyreaxOZ+Nqf1/965WB0jQ+Ge1yIz5Za8Oua8BTQAqSADa9F/7xnZXyNJK6vu6fxRfZfV5eJz4KfL9opzi+6uf/RffaXj1eVo+vr85m0DV6bpusr42st8Nw46fVbdWNIqSP+ZyYdm1YU7WeQnl1DLxshXrsQee66UjPHC6/r+S+nr+26bmw29NzPeD1z8fVW/nmfeX46JgSmncP0Tn1dQKVczaZtJ7Mpx2D9+OCNe8x+cXGWZ/re3Vv/17/+/T/8w39/cXZeGTN0G0PxcDq5/+Zb9+8/QFAXFwuTlyktlhAaoRIkvNqfZb9rCKAI4e62JEZYss1J1mg7bZb9Ts5Pd3hGpqcpM0EQShZYSunEsLLBRmHUgICRQwygSOWFMaREoohwiEl8HyHkCoKEGKLf6zXoTCc6oAvg7C6vEZkyrZpZXWS5QoqOg5d2GL7/gx/99d9+fz4/OTi+9dmjR7fv3iGipKSyXC67rvvwxz+OMVpr0yDruq6qqmmapMuS5OmX69U4jld6LWVZ3r5zu2mak5MT7/1isXj48OFmsxmGIWXNZ7NZWZanp6c7P6iistYtF+vHZ0+GwTIH51w/9BIsByccCKJWCLrUWmtSwTk3Dn03Dr3Nct3UZeA4juNm6FCpKm+0zoqsCSEMQ6+1Nqa01pdVHYS898k9rCwLGzoAGIZhHLqu60IIeaY5+klTHR/Mk4aNyrLzi2XXdcMwBBfDwVxrFV2MLljrvPeptS/LMC8yU+SkKOm1VFUFkQe7WG9c3RQHh0eaFIyksmzcbJQPElmrjHRm8lqxKQw+uVy64Pu+D0x1PWGBo+NbBsKq7f/Fv/yf3//h36xXi+12m5oel5utiDST6cnpneOT27eOTyeTyWa1vnXrVCk9O5jfvn17sdpMJhMQtC74wAKktdaEIFGAlaLf/M3f+OEPf/Do0aN337h30MyT3P/xyQnFmClanJ33XauRFheLYRhWq82du/cePHgQ0PXeMqCLQRlDRKivBYrIgCjC/DSry1dVuyuLwn2OG0kUEAnLdSx3LR8tV1vRM8UxfAHqewWb+8bbOTnCsYCI3kMdleqOCLTz0hO5TghiZmFASHkw2inTyFX2PLG2BVAJCamUpCME3Cf4CREFws3c6tVlIcPuqneZILimBJO8HSl1HKZTMzIm1aVd8zCIRlAgHDxb9NYO1o5E1LcdANdlnmuT2sYQsSzzLMu01t5HEYjxxVPJLFekViJSOiuL2nk/DEPbbVKnJaI8ePONqqqYw3q7enL+WCkqqtxkVXr8l4tV00zqerLZbLTyO6UopTJTtraLIVZFmZrxEks2z/NxHFNv8OXlpbXWWnd0eKsoCqXUdDo9OJxZ5yaTSV4YIDLGwE4RVpIxxmq1stZa12eZqusiRB9CYIxG5UoDIVk3lnnl3HhhW2sHO/TDMDCzRAHRdTVrmubgcGoMIjEiGqNEpLcba0dEXm6Wi+UFEVjv+n4si0xrPZk3dV0vl1w12d17p6enp33bOefW61XbtlVVJWqrMVkIsSiKIq8Q6eTkNoISkeVyxSxZlh8eHyCKtTtvwIS0V6uVUirP84FGEYmeqzK3rh/HcTo9Ojk60tooMlVZLRaLYej7YdP3W+vG2WwuglmWGaOKIgfkEBprx5+/3/rz4hlftGnwZwAhXm8wAl/BcftnPPg0zi9x0hfery/k3XyjcHp9ul7TKwJeo6MPXuIw9kvW8d/HxMoXeO6+4r7x5ZriXmHT9/wPP9/5vCa0/IKUz41q4RfqZ/5yOiUpnno2UUGA+345EGGOqBBx7AdNqAkvLy/q0tw6ORr7/q//8i/+9f/5fzz+7PHh4SFI9N5PD2f37tx5862362oy2LEbhllWCJCgIKjETnuGDraTTASRp9Td/Va2h28vHLkAADA+dwF7WkQKgNKHmVkCkGhtmEPwHjgig7U2yX8iCwAjKAAWjgqFCJMOhtY6Ri8inmOMPsuyqqqKolDK2HEc+267brfb7ZOHZxcXC2vdaGNZ1HlVxhgPDo5ijH3fX2lpxhiLoijLci9Yt1Pz8/tPki2Zz+dJhzP1w6Q+mcVi8eGHH/Z9v91ujTFJIM4YUxTF4eFhnufMvFqtFotHy9Umy3IGYhGtNTNorYu8jIRaZ4nKEVLlCIA0EpHWGcSAiOM4IhEo2lHslLLeMWBESAZqAEwUtTEsYIyZTCapQWixWoUoAJB0LKfTaVEUu2bFoev7PqFTUxTD0CdwK4LTySQGX5d5lunZbBbDmGBhz9wNQwhBo46RQ5QQxcUgpIqirKezomqcczrzkTkGJmPyoijLGkCPVhBDboofffJZXlbNZIKmsNtxdHZW12y7999///2//fP14gI4koI8z7OifO+996bTadXUB/P52PYHs4PZbDYOw8HB4Xq1KYoMUSJ7gQgo3sddi59SWhtmiJGbZvKP//Fv/39/8t3FYvlP/tFvz2az8+UqAHo7TIri5GBeFnmm1cNPPi0LU5UZgkQ/nl2ev/et9zZ20HkOgMaYEEKMcsXiucE8YmbhiCB0zZM+MZ5EhEAUICgCESKKka8RheQaeehr2eWewhilAMC7yCIAhGBSsT55IaT9KmVTduajoBLxJxHud82KkpiZTJgRMiAiKuSdYBOivP4eeeW9vvNLEFRaaaUQFO6oBIh4vdvzqWt0srPTQkRkTJZl2eH9gxBcpilTOhmrxBiHYRjH0TmX4J/W2r96PDv3QrEjWO/G0QXPxuRFUWS5LoqCOcQoWmdFQTEGRB5623Xd0NssKwCo67oYRasAAEnslBQaozEaIhrHMcm3pH7Cvu8nkwkizmYzEdHa3Lp1GmNkCc65pmnidtX1W1J1Nw7L1eXZ2WMGQcS6LDebTVVVR8cHE6qIJMuyttuO42jt4PyotQbRTXPCMtrR9UM7jr3EcHR0aHRuVEakFWV5XmaZXq0X4ziM45gMSwfb5TuLmuhdrKqyKknr7Pj4FgfQSlvr1uuNs77ddsJPhr5PnYFt2zJLnhcANJ/Pm2aSZ2WWZePop9NZDGKt7fths9ms16vNdpXufNq9tdbpdZmUPJM6aF5Q25/7MDofh35EaRVlRPrx47MQXJZro/PpVCPKdDqPMWqtrR2stQDgXGCWn44fw1f3coBXSt6/mtL5JUKlLy2o8Aov+K/ihne1Y76m/PoXqpLgFV/0FWN4FabCZysu8rL79bmM2eePF3mxq/Ku2+4lYvfPS628cCSv/vlnXU17oWv266r1/PLz+c/+6wtEfZV949UyKq/eTG4gpecF+r+o3O5Pa6++etx2BOsrfvhLpv2L6ky+2CH9BghCeH63IUAWIJCdjTlQREklNBFkpFRZiIKZViAcQyiLLDcytNvLx5/9xZ/96V/+xZ9J9HdPDjab9WR+8NZ3vnPr1vHx8Wlk3vSjMfnx6XQcLCMCKki1u719+9Mi9j70QQABpKcb/t574eW2LIkNm8zHrk0AZUYzs0/tQakGQkDskb1RlBviGIMbNe6B545YzgQCwWfGAAEk47PoM9q1CowuXDy62Gw3/TD2NqxXm3az4RBjjHa01vosL+t6VjZN19vVZgwx5oUpy+Lg4AARJ5NJ0vvuui4JtCQx9HTLiqI4OjrKsixJPiTJ0+TOF0JIvKw8z7MsOzw8TJYPad5Wq9Xl5WVaMHmeG5MfHBzkeREFuq7TRidaGj9VA0MQYgZCDCFyiMJMkKQ7SWdmGAcG1nlWVZmPEYSccxyCUqquaxDx3rPEyMAuAKrejqho0kyzssryDAH7ru26dtt2Sc3i8GBGSvsQAbEoS5PnMUgq8SGAs+N2uxKOXdeHwEiklAEMeVFlRQ1GE6CQDoLd6AUpqyd51VBWZDqrmGaHJy6IQkMAUXC9XP/448fdOIIu//KHHyAZlRUsVFSVMXoyLVfn3TAO33jz/q/9g2+WeQbIB4eHkaFsJlmWtX1X5PlKL+u6VIqsHdt223bb0Y0MvNlsvHciQkorbURImBA0M8YAbzx4ZxjD2ZPlW2+9V5azGDGEQEbnWol3fbcd1qvcqCrHQitmHhQ3pYbD2XaztiBRgSljqkhrncG+jfYqm5MSRak5jPa7ChFdf9SJSCEJISNfIasraIG75pWv45XBgAlVIhEhKmH2MSICoRGIIgISARApUelhf7ACScU9YAaR1DVDAgpB7WTsgBGAKIU06irD80Xy/6kpL6byKAIq0orMrl1ICAREgDl1eLMIAfJVXwZScpvQAEJE3tthGLroc20SIBQRpcwVnryhIwXPKoQlIdnUR+dGa4NHIq30wfxI6yRag307CjCRGJ0bbUIIi8VCa1Xkk8zUSlFKY61XayeR0ORlrhUO/ZajL4rCWtt1nVLq9PSUiFarVQjh7t27q9XqSjZzsbhs23YYuiwrRtuFYBHR2nG9XpZl2TSNzgxz1ETjaABjXVchuH5oRzsMQ+e9Lcrs8PAgyzJEBaDWq3XftyF6ZbBqCqU5xM7ZTgQJNQAl98ssyyaTiQiHEBikqkoiWG03mamqcmK9Gwa73fRGm7Pledu2InJ6ehuRmKUq67IqY4zr1XoymUwms2EYyrKMMW63vffr1XKTF3kMbIyx1iGC9/74+DjLdMpBaK0TbZWIYoze+6u8g/deka6qUlOW3C8mk1nXDeM4GKOVQud7Zu7aMYSglBptb3dCUyBAXxjvvTCU+eo6ll9FaeBlTXdfE0B9ieruDgh90brZM27gL2fIfXmAuusrx5dN3FOyxGvivVfer8+FfC8rMz53rhec4oUnfeFhN9bV9Z7Gnxeg+iXe+1pRH3xxduFX3DdegXZetkneyFZcB3tf1OLyp5ux2uvF0RWSoR3c+hy895qr+rXKqi/CewgikLord2PcnQGRiWRP4yVECaEqdFmUMdqPPnr/L//sT7//N9+z42AItusFCdw5vf3r3/m1O3fvCaoQwuACqMyxDO2olAIkIAVJkAVT5+A+EsVdc/qVRh/eqCrLvgvz2auRpxJRjHBtCwIA4eCjUqoqi53nW4wcgwbeXC5EYlFUVZlnyH03Ko1aa6MVEiKLiFR15b33LnjvR9tvt9v1er1cXl48OVtvNlqTUkqQIuXOBwke95IxymQhsg1hlpf333wnL6sYw/nZY+fGxWKRdDuVUk3TaK1PT09ns9lkMkkmDWdnZ4k0lQhdKRap6/rk5KSu6xjjcrls2zY1G3ddZ63VWicuaCrupStdrVbr9TpEUSZjZut8M50CcNw3ywoSoGZQybObEJVSpDGpaVjnY4xFmRtFo3Pd0BMpBG2MKfOCmbu+I0CdGfassxwo19ogKEQlAJu2Hc4H59zRfPb22+/UdU0oq9VKK7q4OG/7noi64bH1DhiHYYhRJk0zmcxOT099sLPpfLNZhyAsgECDDeu2KzOjAIqqmc4PgdRo+2o6n925p8tqe3622LZ/8md/8Xc/en+1WC0uLrtuaDf9cjuiMkH00b03tClQZYhYFnm3WVnr87x4550H//k/+U3xoyZcLBaz+Xy1bRHJBb/ZrGg2zzJTT2pNKsZo7YiEeZ5VVTk4pxQBgAAqlSGqECSJqrKQyasPPvjo9p0Hb957sFyum4nSpJq6Ko3x/Ta4cXHxWGLIEGg6JSJxLWsQb4/v3cpnBz/4/vv1TNIC0FrHXRMzyD6SeUoIv8oe7fcKFnn1i5uI9sHA1/W+INqpADAzRyCFBBpBiIA5ikQETRQVheRVQKRMpiWq9OiLCAimvj5EFDYMDIDCQRBFJMZkYpGefL7y5HzNsYUQk55FlmUgSgRj3EnbJJNCRCQKLM/wWa70xplDjKHvO0CeNjUzV2VZF2XCDAlFXtcXff4NeAW898dLwn6mKK5yNzGwZ88c67oOIZCCBE5sCLPpoYg450bXu9EhAktAUDHGEEZFyhQFAG+3lpGTxm9Zlqm9UETKslwsFhcXF4vFgojqut5u133fT6fTyaTShqr6+OLiwgcbgvdeLRaLfhyCjXluJrNysxn/6q/+IsvMZDqpqkIbKik3RomwtSMzL1ZLTSovssbUADB2vbUcQpQI0+nBdDITgRC4LOo8L4mobdvlchkCr9etc+7s4mI+n1flHHBwFoUxM/lkMkWkqqpun9x68uQJkcqzXBi6tl+t1sPg2taOgyOFQz8CQF3XVVXP5/MYYwKBbdv2Q5vnJkn4LhaLJKaasirjOAJA0zRHR0dFUU6aWdevneV6WkyaOYjuuqHvxrbtjDEC0XvbNFVZ1YkXqlVOharrWmkUYf0LErR99WjvF+cqvhxJUr4gLe3nOP+vhnOfW9979l9eJgr6WvHiy5z0Xs3n/KUv2d8zpPdz2Te+9EK6gfp+jsYJL6uBX+Xp8TVm74tSOp9+w+v9XlIrT3mrfWMzpfpPin+SAlZmIoiPQT784Ef/+//2vz767CNFMm/qoV3XefYrv/Irv/6rvwZI1sfIMYTgmY3OQgij81VVAZBChTsVBYZrQluQ+JyIvCd48j6Hli7iZQpjL2s0Snc8ocekQr4jXAUbu6UdB20o1qHI5lWRZ9MmabKDiPXWWRdCuDjvzs/PkwjKZrM5O3vSddYYqIqymVYg0A3DYEfvkbTSpAiSN1fOwiIymUzu3Lnz5OzJYrm+devWcnG5Xi+996k4dvv27Xv37g3DsNlsPv3003EcU//Ver0uimIymSR9COdcgnCXl5dPnjy5smrw3jdN8+DBg9Tp55xLyelPPvkkhSBVVdV1XZQ1GS0M1vujoyNrB2NMXuTsIfE5RSQy+4RUiHNttNIKlVJxs9lorVPjJqE2JnM+sEAUFmaOwCDgWSntQzBZnrynExn15PR2URSp4pGc5UXk8ZOHKODskCqck+l0djBHVNvtdrvpyrruu+6TTz5BkvXbb6RoTKsMiU2Wl0VdVBUAO2+7ceit7bqhH588vrj47LNHH3300ccff/y9P/+bses1GQCoq8m9B2/8xq0HvfM/+LufvPveN/7m/Q9tCAJk27UfR997LQ4Ru34YN6u80KvNOi8LZ13dTEjT0dGRNqrvt23bFkWhM1XWpY+7cmvft9YOPoZxHINnBoyStIgIUV9eLo9ms6asiDSzQlDDsPHRLb3X7Koyb6rSKCo1IUfnRpBw5/bxu/ODB7/6nWJ++Hfv/5hIXRlVE5kXboZEJEm38yoxxHz1wEtSg8KnGOMap0Dwa9OATgNUihCBmUMMmVI7tqkIg0CSDyVE4hgiYqJTmpBa3XbSd4iQUBNFpj0LU3Hcd++S0B73CsQXKna+BO9BUulQShORMAUfQgyEgCiEqULFRERC12Ktp4kkrbVS5JxJhb7EA0ySs8lcriiqpECaHtVUTXpFwi7VZokUw67ZEkFpTVds9mEYtNaTySQrs1QC7brO2YEjVVVjbd9uxtu3bzvnP/vssbU2QdksM8EOzjljzHq93ilUKZVSS7PZDACUUl3XbrarcRy7fnt+8UQASGHKMelM103pfHV4clDXZVPVInJxcXFxcVaUZaJbszAz973dbNaJjKCMrsvqqvEqy3JmNiYv6nwymSDSOA7DYIfeMkMIIVX+J9OZ1nq73QLgdDqbTmeAmiNOp3M7jpkpFNntpivM5vHjszzPq6JMWw2RNibPTKFVnmUZ4QYRDw4OyrLI83y0vQ82pdJE5NNPP03GLUlZJz1QidgJAMkzEBCTlGsyyeC4dpadC303Ns2kaSZZZpxzk2mFyN5F55xzPgRPpLWmGIP+xYne4Kv1xvw9iONfPwb6uYPtl835V/m2zz3FCzHbyw573qDvl9Wzv5eo7+eyb3yJ3/rFX3vP67V8XkH157LlEqPsRHb3jTUIoBCqLLu8OPuTP/6j9fK8rnKQuFlfGoT/7Hd+55233iKirus7H3RZmLxi7wTB5EVWlC6EXd3w2llehtOu13Vft6Z6rRB69etaa+/9+fn5xcVFssJjN47rJ4ez6dHJcaGMwcO6rLqu48A2DMvl8tGjR+v1shvGR0/O27YjoqIosiwrJ9NmkuJL7kcfY1RIVTkNGRMpEZbIWuummUxmc50VxmSPzy5WmxZ1sWlbbczp6Wme5wnjffzxx5eXl0Q7mZMY43w+r+v629/+durQWywWKf2PiG3bJlOsyWRyeHiYbJeHYXjy5MlyuRQRrXXKW1dVdXR01DRNURSCsFx3zrn1Zrteb4zJRGLf930/AgfvPUdBVERK6ywE5733zpdZZpQmUsdHJ5t203fW5Fme54JYV00qeCpNk9k0+uCc2/Ydkdm2i3YYLpeLvCxPbp0C0WazWSwW2+22MFop5b3fbDZvvnH/9J13m0lVFMX55eUwDOPozs7OVsvNfDbz3kfv8jzPsqIoKq2zEDjEMTIAKQASb99///0/+sN//93vfne0vYhcLJaL1aosy0znd+7e1WTqokShqqpObt0NrBbLzWqzjszbtteZZEXpfSyrisc22ghAIYSiKpu6cs5VTb3ctsM4IkE7tIfzmdKaAZJzYFGURJQVednUWd9FEOfcMIwhhOtiT4R0cbH45jfe7dbLtrPaZFmWZ1lBihGgIFXmqhcZxz4CvPPmG4cHM2b+5je/VUzm+vAonx0555gTM1DFl8cAN0S3mRmEnzqo7Dxs5AZB4FlV7a8F8V1tX8zMkUV0wnuyKy5TqpYhKOZIJMnkAENSrr5yrqI9LYt2pX9BQcUYWYQEhORpMugL1PdSoywTgVKKQZiFY0w1OSHYCbjv8V46GJCJtMkUUaq4BpbovV+v18ysCRTgVZNtXddFURhjQkjqv+FlI7lq3A0heB8CA6KiRHVnZIhpDptmwpzc1aWqKhA6PDg+PT1ljiG4EF0ILsuyvh8++uhj249Zlk1pnuU6Okw9tGVZJrNNY8zJycnZ2dnh4eFisRiG4bPPPlFK3b17N/HJQwxd36W9KEJM1nlVU56cnHCIT5486boOEY+Ojoahf/LkMSkwxuS5Kctyl1DQOvowDON22yplpvUEhDlS37muPU8GFRzBWl/X9Xw+n0wmxpjbd+4qZR4/fjw4f3BwpHVmXlMbbgAAIABJREFU7arvR+bzRw8fHR0epnZlTZTn+d27d3OTbbdbEWmapmmm45CAn1qtVnv9Kg8Azu/cTZumuX37tjGqKIpkegkA4zj2fd91XaqXDsNweXnpfE8qInJRlGVZairrKsuyYjqZE6m0gS8WixB4s1kuFhfDMFhnReI4WmN033dfmM/50z0MXuRy9kX7cF79uy/T97/hW/AKWuALT/EsqKBdFvjZICCpUl39o7quNb7PnvMLnM3lBnUqgf7rhgTXL+p5a4RnxvZygihe64xmTq3GV6fA69vUPh+fWCJyfequ6AE30kI71v61scUYnw8ZSal9Sm9HCLna9a6XAp43Bn1haupz3TjgxSS0L9b9dWNOX5tY+1qfp5Y4rzeY62e/4VHxeb94tVSersA0z+mFq42+Gjl+cdhzY7k+f7/wJQYVN74wLfUbCm83HuFX34jr3Xqv1v65viEQqasLfMYQ+driV0pdH8nV54V34YX+Ls8/Ozf++sp1+OIrff5yblz+jbQ6IjLuJ/nKA3D/YDyfPbmxRFMy8jUh0G6Bpe+EF6itP//bHKNWKjKPzuVFqZSSGL3nvEhmU4OI3L97R4X+//3uv/vjP/5/zs4eR28VcpGZfDL5R9/59Xt37/R9H0LIs4KMiQzCkbRJi4oBiqLabwQ7Vrkw76yvUxhI+60PQXAn34IsLHyziiegUSUs55zbrVsQAk4+3d77x48fLZfLs7MzrZOd8Zhmhtjfv3svU9S33QVDjOGDD/zZ2Zm1drNdJ/jEHFyIqpxl9SzLMiIcnes7r1IgCOh8QITCZNrkzvcnR4d37txu6rqqqul0Pj04ZKAf/OCHDeiynriIiOLGru/b1WqV6Jd5nhdFkS5Za51EVkIIH3zwQcKlKShRSlVVVZblPlmeWWu///3vd11X1zUzJyZnURRN0yS1z3Ecz8/Pu67TmekGnxdFjFw3TVFV1tpq0qxWyzwrnA15XjLzcrmumkmZZ3mZBe/7riWAVITM83Qr2bkQQYBduvxoY9926dmsqsp7LlTmQkgUtUePH3kGpVSW5Q8ezGezmbW226zfeuut2WwavLtcrKy1m+2qHTvvo7OhaRqTZaO1Rye33nzzQZZlm7YFRSozCrDv+9/93d+dTZof/eBvv/tH//dqdam1btv23r17v/Xbv/3uN76hdUaAH/zox4uzy3u37xwdHGdZJqBJlxerv/UuapUhYlGVUcBkWYw+L4vl9hKVCiEag9Y5QOVsmE5nw+jy3ITAkSWJK2qttc6EwVmPZM/Pz9frbXGxCCFUTe13JipK6cz6gKiKvBp6O44u13nkYK3vui4v1MnBgWtXfd+fX17O6uK3f/u3fvM732kmlfd+PjvoAufz+X/4m7998ODB4LksSxHxwee5ud7lAYDXJTd35uYiWhkipfabTxRWqFCrxJq+coQbx7EsC+dsnqd+USAift7D6Svks4gohCAiRumyKkU4VaHTDj4MAyKWZRZ9QFTCYK1XREplVZUzy5VTebriNGx56lwDSmlMHHSR5M66L1rSFWgTQdq5zScLiVRRTG9J1LrITcEM7dgxxywrQZTWOlc5EQmg96NIHG1IajgAPIxdemGFEFLrZmqxM8ZMm0oBJmZ10zREei9KxOmAjbWIkF5k1yc5MczTxq61njfTzbptu01qbIvRO+ckxsF1ZVkczQ+01n3fC2BwbuzdOA7WDTH61E2nlH7j3l0i7Zzruy3EWJVlEiO5f/9+wmmJPLnZbH70ox8lvRYROTg4TIM5Pj7Oi/zTzz6dzWZHR0frdu29n06nyc18s9paO6Rd6Mnjxyl0qarKGNP3LQBMJpM8z7t+LItJU6u27ZfL5bD1B/NDRAUsItg0k6Zp8jxfr9cnJye3b99++PCh9/4nP/n4Jz/5ya1btzJT/PjDj4qiYJDEn791eqsqS+fHg8NZ01T379/NsizT5uBglvzfz8+feCfO+eVyGWMwxhRFvloN7773doK1fd8eHx+nankqxn788cfb7TYl0YwxWusU1x0dHc3n035Yb7YrZr5z++561eV5GQIvFgsR6Ps+UUWGoQcM1o5FUZycnNRNSURd1xGpX5T63i8//0kVZL4MEvp5fK4MCP9TYIH+svj5ambLFfK8kVW50X33cjuQzy8Yfn3L7IXlbvg8FvrnLokvoU31RT9aKwBRSjVZHkUSk3A2mQlE5nA8a7JM//Cv//yP/uBfLS+ebLcbTUIoZZFNp817774zn8+TS6ZB5Tn5ndKVyc2+/YivtiJBQEHZ+w/e8DIXAdkXJ3Bvx3BjG0sUTYCkH0mImGnyblwtF23bbrfby4tLa60xxmhV5FmZ50SEhCTRdZusquqqbprZk7OL733vz8fRoQZDmgwhAgsyaetC8FEbZ5RWiiazeW5MUeRNVTVNXVdVkRdFZpqyMJqSbgohKq3tMChjYow2uM2mE9JlVc7n8zu3byUsetWbd0U0mkwmWusE2PI8T514iR+VINwVsi3LMsuy6XRaVVVihzLzZrPZbrfL5U5fISXyBzvOZlVeFC6EEJgURWbvIqFSSgOpCMCCDOScF5EYRBMVRaUAAaXreoHk0g1AKES86w5LaaxUwJFxtEDaFDkJZkWVZWPTTFVeZEaLSLvdPnnyZBzHdrPJ81VxlsXgIzMh6Ew1TROjjOMIrBDJmKzr+o8//nS9WrfdGkBlpmBxq9Xq3/zBHxwezJuq+K3f+q0Q7GazYY7f/tVvf/vXfu307t2uG+zgMNKPhaqqSsErAOWl0UohJgc2uXIv5l16jVKGKTBACM65cRzHELyPqMk5b60fR6vQMEM/jEplg7UR0ZiclNbaEGlmjjEwx51/AABDqozvzyLEgNPp1IfhcrHQ7N64f+/unTvvvPXm4bTpvL/47PF6tTJZdrneWjKPFquLi4tqepRSt0nS49WvzqfNewkA7Z8mRpYg1npEj0iJYfj1b+YQQhBhpXRRFErRMLZpXgkhxsAciEiAgYk5ETjFg0cQBH+lh7kvXgpAAIhPCd2y1yCQz3EtY2YEuZbNj4CMASIzYWAOzCn/JcwxZdgCjG7wzo3aIBEqZWDH6kRESCUjESYFTVMfHs5nk5m11tth7PphGPb6H3oyOczzXGtJpMeyLJnjFcMzVTsTJL7+Otus1yJcFgUijEOPCMlFNAa/Wi4Wi8t0fAysjUbE4B0SF4UpirKqckTM85JIOeu0avu2dc4ppcZx/PDDD5umSXPS9/0bb7yBiI8fPxaR9977RtNUqdK1WW/Xn34KII8ePT47O4vCzrnIEQjPzxZ3Tm8XZaEUWmuXy0vv7Xx+sNmsht7lWWXtEMKqrpvNtg9udXx0fOf2/Xff/lZhCkSNiAo1M/f90HXdetWFwB9/9MmPP/yJcy7LM0CczaZKUVXnRWlAcLD21unR0eGR2snMeCJar1eLxWXq7k5YWimFoIh0Xph333s7z/Jh7Iqiygsdgr+8vGjbtm23q9UqJTuYuSiK4+Pj27dvA0CMMZkxZFk2DMN2uwUAIu1s3Gw2wp+0276umxSMiICwNJOmrCZ1XcwPJgCcF3nXdpeLS+ZorT08PNS/CNHejcjpS+tzvtpL/cYprh//sqrIF5RAwOtv/p9u3Hb9Ej738p/9AeE5fc6f+thulAteHTs+UyDdESRuXtF13c4vVCv+6pH9VXz3PHHrWtnj7wGuu+HHff2mwOubPuJX8JH/ig/1170kblTJUuX5+e6161DweXoSvFzXBJ4T50ySXF8aJr1w6l5tvL4vZu5lWq6eZXkFneHL3K/nNwF8kT4n4s3Ll9TTorPUNgYAdVEO3fb4cD5tZpcXZ3/83T/5t//mD6Tf2rGLMc7mzRvvvvPGG/fv3LnTdV0Usc6DkNY58I5BcDPXJE99R1EYhJ4pal95MAAICAsko3m4oTC1n7HUhhFjzPbZ2XazfvjZx6vVKlGqmrpaLi7ruhaOydtgNpvN5/OqzHWM3WY9OovagMqCqGZ2EGXnW93ZERGzPJ9PZpN6MpnUVVkaY6o8Pzk+zrQyxijEPVZlCJ5jiM5ppIBgx1Frk6li1jRMxEJtb9n7RbcVic651JmW53nTNIeHh3fu3GHmy8vLlIAHgGTQl5RaAKBpmvl8niBuMuW7vLxMM+C9n8/nTdNkWZaYWokCaq3dbrebdguki7JmRCTlvA8xBI5RILCoKN4xSAwhJi0bDy7PstwYYWYORCoIc+pK20O9eK3SkjRVAZX30XMfGcZx9DH0w7C+WERvASDP8/v37h4dHWVvvy0iY9eu12vvPaFQppRG7yMAOO9jZCJlnRsvl33fZ5kG2Fm31Vr9t//Nf/3WG/f7bvvjD98/P3/0/vvvxxgn00mR51prnSlmXeS5UUhESmNm8iyr8rzMTaZS4xgyIiPj9SK/CMbIRdN4O7Rt240DCxR102S5dcG6MLpgdFQkzCCCMYD3rAyQypTOgVSMkTlGiQK8E3JM9m64ozYyIgC2basz1dSVON1bvzh/vFqvx6FXpJh5sGNRFItNOzk47J13zk2Ueh0yhewFjHb8SWG4SpPRCzaTn0H8mcaslN7pH0qI0SMSi0cgwAAYBYKIQskQdtV83mkthT3NJJXmeAfq8Jm5vbavvEqIgZkJE2tgL2cqnGw2AWGPvgRJAL0iY7L/n733apIsyc7EzjkurgyVsktM68GOBGAkjVgazSjeaNyfQPL30Yx8oPGFALlLELtL7g6wAAYDLAajeqqrS2SlCnm1u5/DB4+IysoSU909ogeYsLK0zKgQV/j16+d8ClKjkBhJJUmCKCFA3/kQgkh0mpEI0/lh2GyWfd9cXVyFEMZlPi7KLMuUUmma9r2PZd4w+NS5SNdEhEi69t5H4ZnWOr4louJd1ylUwhy832w2g+sjVWGz2SSJsVbHm5i11uRZnufW6r7vl6vrpqkCu8Rmfd8TbYyxzNC1bfDe9X1RFJFNcP/+fWaez+cRJFwsFs+ePYsmwIvFEgC0phBEkf72d74VJX8mtTE6r3fDxcUlotqs62Hoq6rq+mYyGRHq8Wi6Xq+Hob9/770QwtXVlTHa9a5t282mHnoWv+GAVVV1TR9hTBERCEWRTSbTSF7o+/5qftm2bd93jkNdV1rr1WZtrfV+UKSWi0XfD4eHB6Oy3FQba02WZETonCNSkR/RNv1yeblYLJbL5fHxcZIkVbXJ83w2m52cHEdK/HQ6jQEVq9VqvV5HSpG19uzszHsf5ZdNM7NWW5MfHxXHx8fLdBk7a0mSrNfrvu+VYuZ+vVn+5Gd/n2Xp4eFhdHyJnbgf//in/4T0ey+7t//GPRt/KQjML1dK9+VLvrdZ8L3wGrz5X/uW0ldIcfdVcNT4pZ+vvY824ssDBn+rJ4RfEb6335iX2aS3ehmvHLpv41r5ZbpObzh0rzQueuHPPaFa9r98kXyIN5+vL+ZoxYKkDCI67wCgzPI8z4G9+O6nP/qP/+HPv/f9v/4rGHqrBHlQhB9+8O63vvNNFrm6uiJjiRSg8REMIrUzyGRCQOGdLc3OT0/2P5/XhIJbzmaMCcOt7zyouFZDpl1zP+7V4AZENKS0NgDcVJuYPB4dFNq2revaWhsjhuOiKhIdEWB1dZlqq6wRVIMLHmhgDkGsteNpOQZIkmQ0Go3LclTko9EoTzMkUYAESCjIDkLYr7PZe4WijTZaA2IIzEBD111dXHbBr6rGC2mt8yxhpu1yR0REqqpyzsUlYDQTjyuGKLmJ1M2oWlkul03TdF0XiV7W2iRJIt+vKApEbNu2aZqzs7OY0Rdt1g8PD0ezA5MmQ+/73iVJ0nWDCGodD5KK8Wha2cAg7FlAEWmlQIQlpi6KAMYKj5G3QfbAsEuzjkzCECB6G8b9UkplWUZFUZZllpg0TZ1z3HUhhE1Vr1arrutiqSWKOcAwDMCqLEdFkUUApCgKpbDv28G5YehDolCkrZu+74RDcK7Iss71iOD8MAwds1cgRZ6laZJYbbWyRlmjk9RorRAFkHG7RwG2frNRmCWBw9nZmU20TpLpdNp2w3Jdde3AAThE8EwpZbSyShmlDJFGUHtfIQEQZABhFN5qTvjlIsRoqzSGAG5wvQud46p1gMpmuQIYUEOalphkeeahvdnTYeaXRRWvnNC2N/Sbr0HELQaiATBywn8N07lW1lillBqGwYfee29TS4JELCEAeAFh9gpTQg2KhFHRdme36xOUeBgFAsTd2mamxxJvR3AV3J7GN99ccC+P2WYw7Mq/KOQTAGHxg+PgejeEEIJSCAB975u6FxFjbIzBjEYsPgxpmh4dHU5GU+dcarVVOqpwY79GpO/7PoKpkTQYialKqQhJKaU2m03E+Z9HbjLvF0JJsmXCf/jh+wDswzD03odBhH3oqnoYFt1yudxUK2uNMco5V9d18GKMjUmbkR8em0TOuVjfrlYrY0xkQJycnBwcHMQkjEhPdS60XZ0kWd/3bduvqmq1WjKz53B1dbVarEejUVFkaZoppbKsGI/HzB6Alsu5UiYEGYYhK9IsS3xwl5fnSplxPqur3jmnlTo+OYlumSG4k5OTEPxiMb+6ulqtVm3fFGXuvXchrNaL9957Ly1MCGE8HlttiaSpu8l0dDCZaUPMQQKvVuv1epPnxWhUPHr0qTFmOj0YTwokPn3neDKZuCEQUZ7nIuh9qOtms9nECbaqqmi3E/u/4/F4T6xdr9fj8Xg0MlmWFUW2Wq18GJwfFsvrxWLhnDs4OJhMJkfHB2lm4rs2m9o5l2WpMfr997/2lcD3bjGavqC/5VuEQb0OB/uSK61fD7735pJPXqEDvAHx/SrxvbccQq822Hwx0+9L1qtfxpL+ZXzvJinlRXnVb6yu/tWdrBcGjHzZILgvPMBeph2+GVP69eB7r6NovrnDclPa+jaf/8XiyN9+Pry1FzcnW9mTiwBe3pK3RNrffhJ+A773UtonbN3JAbphsDZJ09Qa5bruP3zv3//gb/7y2ePPyA0iAw/++PDg5OTk/p13gGUY+r7vE6VJJ6ABfGAkRMIbETgvLrwYGQACCGxXci9ZtuzZ3c9hv1e4umxTsEhgs9lsNpvry6vF4tooit3rWBp94xvfePbsmdY64l2RzCbMs3JsbaYMGZvbAHkxWq/XglyMJ+++96GyyphkMsoNOwhBo0fuMQALE6JIYBEU0AoJNRExMimjFEY9orCI8OB929U+SJYl4+lhXoysUev1erVaRYgvxj3FNV+SJCcnJ7H3HFmdm80mug5sNpto0WmMmc1ms9ns6OhoH+V8cXFR13VEvKOk7ejoKOabJ0lSjkdPLy5FpOu6qmryojTGlGW5ml/HcDMWjMlnIoEFZZcZpggjzCtx5U0o0bp1u0oO+0EqIgCojU7yEQAVVdcPrLVxTRfDi/3QXV1dNU0T0d0Qgni3DaFmcX7g8MLFbq1VSpXlSIRXq5X37L1HUkcHs/GkNDUao7quBRBDykbtDdEgIMjRMoc5+hBimtrEaKOJIIKxLC/GM8YCNbDMZjPn+8Vi4b1nwSzLx9PJ2dkZwE4MBiSkiBSQUtoQKfZhm1uuEFG2AlLkmwmQsp8DEGJ1zcwBkJTWNlVJyswBtAt+0w4WlVLKmISoDyF4H35hK3YnY75xvRMSqueXNiIRKRWVY7+me6gIEQkRibAPPLiOxQEYJCECFkDaHyICIEINasuQIgoAIMIsTiRsJwAMO54sfq4+6d5XM2rDY70Xpw5EjC6zcSAgCCIDCCk1nhRaa60SZl6tNuv1xg0hHj1EVEprQzpACD5eWX3f1xvn+yHafiRJkqZ5npskSbS2sSljjBmGvmmaeNVHgeJqtdrLFqIOtiyKHYdla1zZ9+1qtej6Zp+mEIIHEK0VAAyu1ZpioByzB4jNGQEAY4wgW2UiaXy1WsVgz+Pj49lstl6vlVLvvvtulmUPHnwKsOW8EFHdtD/5yc+IqK43nRv6vrdWp3n2zundrumtSZMki8dUK6vItG3rXNDarlebmA46uNYa6wYeXJsp9c47J3XdN03DPiBKVa27rgvBPXv2LDaPItR57/696XTSNFXnBufbg4NJ0zVd1xGBQABg5/vNZkUCTVMrRUZZm+iizNIkMVaVo9wYlWY6BAQosszWdV1VlXfx1KP3oe8HrSlyXO/cuTObzZIkiQk3cfKMA6VpmrOz82jr0nV5VVXlKBfh2Ww6mYyZfVEU1lpm7vtuh2ar2ORKkkRE/knkMbzOi+XLIUiyg+zxhsrji6UpyI3J4uWPwp1vwm3m0IsmWK9du7/hwGx717JfAH2+aevWOu/myvgXtvlfV53uPod2Sow9x/CFo/Hin7e2+cufCHlx1Su/0jr5V3R3e3Ep/fyY3JZviSA9h/tAdhGx+BubDb4iJfQb/Ff2fvq/HIWbQMwQ3+FqL1dBb1XH4otBlltS2963aZfFKTeS4UAACWnXE7ph8vQKt9s3uGHdGnKvu1ZfbDzJKw7E8xfszH6QSamYMJwlxg/d08uz/+df/vEnP/r7er1AdppglCfvv/vRyenxwcEBkzjvlDZ5oV3gwQUviGRJ2xBYYUQ79vvCz9s6N6R4Aor3h01e0O+x8JbYRYgiL+ydAOyCma+vrx7+/EHf98ZYRbTZbHZR46brup/+9KdHR0fW2jRN0zTdn7imavvgFemABKS9oDKp4wHIJFkJKBx46Afu177vJMvsqNBKs3fKmGiBSIAUBMEziKBmgBACu8AAxqbapqM0Ozk67L0/u14+fvxYGzP0fVEUWZaNRqPI1MrzvO/79XodK8Bnz55FaV+0WJhOp+Px+Pj4ONZywzBEhV5M8EvTdDabHRwcWGu9903TRGDNe79YLCKdTBCycpzmubF2NFZpknbtuqlr2d2JZIdeeRYkAMbehRAaRUSI1loWZmGWsDPG2LrrUHRaEggSCGmzqd2yZsHrxaJph0KrtmskiHND33UcfAghz9K4nNKI0SMhNUmQDIEQCUVF4z5FsRAVtT33SKg1IiFU63VbVyiSJcnl0ItItHMkQq2RQRmjBDzzABISYybjEYPWGpEYIFAcaCw3RhPE3VutV0phtD/1QbrBN01DpAGIGbxjp93Quz71ItEACb0LITBE0EYjqN0gh1vZISE6EDnnNSpFgIjKGKUtoCKjRVmlrUo9Kisgddc55yPdOuq73rD2eNm/7aZfC4s4Zva+7x2RB0DvHXN44Vb7+hsavvr/Xoo9uLmS2r3RO88cjFFaKWOs9+K9C+zREJAAAYKgImYkjD7AGJhFRGkUERZmEQREQkJh4SiKjBGhIoQQcGfyKSAo+JzYut+m2KOIcX3smX1MS0fEGJwYJLD4LcsXY9AlM8h0Vkwms+BRGBDVer3xgw/es9YiQIQEGIK4fuialh0jYp5mQemYn5EkCREF9oGDRum65uryvNmsfRi891pra5LYVlFENklEJHgvIt65qlozMwfv3MDC8W7RtJUIj8ejoihE5Pz8PMttdN8JIWf2sXpsmq4sC2tTYYopjB4CAXZdl+Xpe++/t1gsmrq+urqs6woBmMNiMV+vqKnr8XgKChXh4dGxC8PDhw9J0exgVgJ759u+FeHJZCK8btouRmN47/KcN5tNlmcg+OxZo3SSZiVp7AaXZVapaC7qrheXikzbVkM/+DBoo9LMZNnYe2HB46PD5fKaCMez8dX1xeXlOSnquvp6fnF+cW6TZMrsBu/dwOyaNiCHwfUhBEXKWpsXmXDYVKuyTHvXX12fa6WJ9Hq9WiyWBwdH1ibr1QYEj4+Om7a11oxGo4hznl+cA2AIMQQShmHw3lmb3L135+zsnFvvw5Ckqijz0bgchj7SjDdVN19eD8MAIsyUJGYymSapWa2W/dD1Q6fUDb+W1/lY/tqIW/uO+Fuub24ZVL6uxnhlVNTL8SMvcztFRKkYL8M7i+Gbgq4Qc5+2zbPnEwzvury3N5Xwlj/n82XCjWPAAIC0a7hHbgoygooqaxFCEgQkUjcISPTKVaUwQiSL3Fo/Ej0PkIpLwh3ZPrZF94ubF4bErkPzSuPNW6fjJrhxy2PzpYxsfNUKd/9z64B8aw0Ze2N7CTXcbtvfKib5jWNpay682y8EBBEmel743Sr5XjBy/E0UJy9drSwiuyDoWCc/v8cDUNQmgTACBOefv1eAAIPf92J3t2d4DmXcAjRvnf2XTUHjKvDWNfjKl71svrpX7d8cRUR4s/S6tQ03voVeCba8LW+Q+aZULzbjaZvwFjeYb5Y3RIiobhWHz6sC5psOBNHXcbtJtxYuiITANxiEey9QAACk5xa+9BxX5Jc+Te0+ILaO4ylH3LoH0I49RAIMoKKKBlHF7vE2zXf3CSSvvB3c6NDvZwveD5D91BFg+xvuvdX3PsBxwxEJQQEDbMmT26kTKYRQ98N0OtXWVFWVJAm4YVmtjdJfu3d69tnDf/9v/+zvfvA31fJSQud9l1h9dHL4+3/wh+XkmAGrEHxgIoOiUBNpFEATndMl6Pi1O0gzqtxjSSkAft/dF5QQdieZAmxpV4gUCEIQYQEOSsASlmkiEABgOV/cOTkB5PnV9ZPLy0cPHygEa23frRDpYDZ58uTJ9dXF/fv3jw5nSqnlcrleLeq6jhqP2FC/c3pXW8OCNs+vqnXrg05T63Xfe4sKORhl1IDMqU0SIhoGZCMohAAKFSD4wIikyZBWwoykCInQMogoijTWquuY1L1332uHICJW0+J6Pp/P0zSdTCZnZ2fRTqYsy6OjoxjWXJZljDHo+/78/Dy6CEwmk6ZpiOj09PTo6CjCevE10XR0/4gl4mQysdY+ePBguVz7zj05f+QZjE0Tyg1qJYoE67oZnRx574MmROWBQZNG7f3g2JOABnCuR0SNGG+zLDyAkLIx9Lnq/XKxuLq+busuzfNhcEYnqMj7MFxd90MXXBh6VeZFNi5jyR1ZphGNHIahHwZh5/qh7xvvOU3suCz8puKYAAAgAElEQVT7vgcADk4Y9nCcIHZdO5mW1aYTcEmqR8Wod87qxGqLwAiBlKhMUUJZmRaTtBxnRyeTxbJSWgL32ihlDJPoRIfBMwfnQ5JZBmEkFtTGauMFiNlpAkJh9gDBWp2kRhGgsIRIqDNKWZsopYV5cP3Qt4MhI4JZml1dXyIEMlppxRxYsK03Bke5NSZNFAGmGQoqpUMA1w1pCl7Yde24yKuqcqyE0Q2xLlPOBaPAc4irI8At3XGbR06EoCKiuL9HMG7xLOdDAKSgUcRo5UNAZGNIW+XCQBqDMCEqUCJCcckRdX+y8wePM+p20oiuSXEaAxIvAiCiAJkDBCFUW2m0IIpWggasQhyCEJJnzrJJCEPXNnXTAYA2aZqk3ofAQWKsHqF324kBQCHqbWOK3Ta0TwQFENkKoQARgogPXnzwwrJv5SMDMCJog/3QA3Ke56ODcSTvee+bthKUyWiUpObs7AlZ3ff9o6cX3/jGx1rZ7//t9z/44IMPP/z6yfE7q/XyYDYOfc/e14tVWZSJ0prRkB2P8tnBJKLji8Vis9lorQWgqmuldQoymeRAmGWqrecCfjLNy3wUPG82TQhIxiw29dB2zMzsRYQ5KE1KqTIvZpPx6Tuni8UCgA8ODparVZAQadtA0He+2rRt24jIyemRc8OzZ+dpmt65c++dd965vr6OpIZyml/O5/k4RcQn54/eeeedg6NxU9WPHz9MVPL73/1OURTWmI/ff7dpaiTVD51W3LTVuroajUarDZNSTdsEkLIsySIloADGs0KTyrPs7jt3Iia2go2xRdOx9oElAbBEqQ8NA1pr183m/p13j09PkyQJQaLfKYM8+OzRcrX67PxJkhht6McPfjK4flxmEvi99792NJsNXT2eHoxHxxzk4vJsPBldX182bkWELMEzGz0aAiyuF+0QZpOkHXpkLIqCRM8XbfDy9PETrU2WFeLlJz/8cQA4uXOnat1qtbi8uACCPE+ttZ1rDg8PRBgU6AJNriYnSdd1m/rKtGytnVfdw4cPgVWSJMfHx3k5UsMggefLa53iql6tVsvj46Pf//0//Pjjj6+vr3+78b3f3ObxiwtrfH3H+u2/hl9ofm//3BWT25Iy/olb1vj++ecChi/yxa+kUX0VDvwv2sKXcKh4EPbH6gueDr7dGPwte8i+j7g7DnyzEwG3AJSoGvnC8O4/vQnhl/ugGz9jIYIS9f+4U4Ls+lk3OZOvacbRjTNI+/bKS6cbbsRs0G6s05edxeQFsD1u8I0L6cWGO++Cl2nrFygEwFrr0tjVZk1ESZoul0uFcDybzSajn/3D3//x//6/nT16KG4Y5UnX9dPJ7Pjk4J13TkxquuACqG3NiURIUbh1e44V2rU/bl7wNzG8nYTvpUfYka52ch1FwCBBmJUiElnMr9br5XI+f/LkCQrbPF0t50VRjMZj58Lp6alS6vDw8Ozs7Oc//3mSJHtH8vF4DABd17VN03StKDJJKoDOs1KCSEopRQp90AoV0rBFbYhBhXgEBQURBQTVrsxHlqjT3e2dQNt2aTmyadoHmS+WV/O1SBgXpSKYTqdpmhZFsZeLRKyvbdvlcllVVRRZzWazoiiiEm82m8U8hlisXl9fX15eRjVRpIHtLRkiBvjw4cOmaS4vL8tyPPSBQB1MJoDEPgBt26/b0n+naUJEQGIEIARRAsK4bSWGWLtvpZWISKhIIQEFF7Drg05SJM3iB+9CH4jUKM9sao0xMcg4OqkSUXSJ8N4bY6y1znsRSKwpyyS2TgAgTVMA0HobwRLJbwjpTmqF0QR/O+8KURRV7oLnXHCd63vXO+4FOM2TJDWk1Q0jxG0LZa8HYRCFKjBEmyJmjlEZiemi48gO6WJEIWFm78Mg7BFFa2W1MaREBDyLEQHUMXEvSfI8HSVZAjQejc/OzhHRwTYtKaZgxx6EFelNqwAkeJvlgkFrHYNqZOsuQy/eN1/vUCJ80wWNbvDHb4Tc7Kto2v/cDwmU3Q0tZrXvir03T60sgixECHKz+0m7DhyCKGFkVkol2mTAQmR98NFsI4ZCbOm+QCLihTkAM6MPOgqCYZdlBYgCzI6HODYAEQ3iwEykol+j0qI0ao3MRmudpimi6rouhNB1g/NDmllNZEjFwPHJZDyZFOv1+hv/7Fsi+Mknn4zHMw7bPKokSRx4DGiQUCA4btuWgwt+UEZHRuJ4PC7LUmntnMvLoveuqqqu70PotSEkWS4X86tra1Ktre85yupQRCmVpGmSJGlqI0sQEYehn19dX15fENEnn3xSjsqsyJ1zbdtqo4EBURVFqbVezFeB3cnJO1rTfH7d962IIIoPvWMdxC83yzRNszItymw2my0vr7XWy+v59dUViPRIVbVZ15X3frFa5nk+PZwdHR2ISBA/GpUf/t6HSZJ4DiGE1WYtwovF3A9uPBq7fnjy5EmapiLoXcjHY6314BqQrCgmWTZyQ6S8ut4Nw9oxS7Vpu65XSimbbKpKEMbTSZ6nAOzcoAeVFQWI3ylOoW/6pV/H6M6iTJXGNC0AQ9s2zMQcGMRmaVIIKSytDoE3TR16QcTU5tZmdd1cnl9rpb92/32Tpuu6xhCQ1Gg6RRJrtdb6zvGdvm83m03b1utmaYwCkKquXQsBL7zjsixNmmDQo8moaupu6GeTqS2S9z9+v+/b6+trVNOPvv4xafzRT/5hvV6/Sb/3azZL+LyLvC+zwW+jFoueFrcCyl58/nePVzFIvzRydQuC+yXqmn73eMvB/5bv/eVecW8YS18gn/MfwQmSPeEWX9C7vSBC/mXMrm/jlfe5DjvdUjy+Qt1H27A9pJslZjSmk+CVsoaw3qzvnR5Ny6xaLf7sT//Vz37y49SQ1dQ09Xhc3rlzeu9r92azSRDpheKCDH4BJZhfXhO+9DvtDjKLAAFFTlYQ3lEuIi2BgYQ5sPNGmbxICSSE8NOf/rQsc2Ak0h988NEwdJdX8+n0IFZ0T5486fv+a1/7WrQjb9v24uJis9k456qqiminzbNRObXWpJnt204BZsawD+wcAkvk38YjLIIMDCyBgbZsWAKKKjiIjn877ysQzLJMGzN03fViXQ2+HB8cHs7KLNcKY7p6zLOKDgoxeU9rPZ1OkySZzWbL5TJ6XURax3w+j3Fk8fV5nt+5cyeEEKsm731VVRcXF23bikhd1zE67/Dw8PT0zmg8DYHTJN/Ude9813UiYa9Q2Ea3ARNKhHAEUPAFpauIBGRCENkLxp4HdTJzlmVpmo1GYwBomgaRxuNx77ahiMMwxFTG6BgRhS7RWDUS9qItHjNbo7VKYzhbniV7ioFSCneUBK21MdoqfZNME19DIvFjY5TI4BwLZ1lmk0RrHaFjEogMP8BX2ArceuzYni/wEfZJoRGrjLV6RCz3xIQQQtM00RJDetes1m5wk8lEad0PbUwAi9/bNE0sX6NFDRIGzze5mq+YrHaCvVff00X2TRQkRL7FHYjM6F0nSmj3k6N8jWK1hi8yPvHmJU2R1wtbsG07+hkBkSNdmzGyC+KT289RACgBxFtFwRrxwZB470FJrDTdIGF7ALdDi7bNN0EOHCKbYauU2FrEimiFmhQRAWFGmjRZq7QmbVBrVJoAJLpidl3vOgRQ3nEQMCZRpLW2xiQ+bKYHh0j24uKi7Ydvfuvbw+CuLufrVTMuymEYrLVD5wIzg2CMMlYEoLQ1WZYNYQBF4/E4y/M4GodhGLzr+75t27ZtjVUA4NzAnrNU8lxF++LxeHQ4O8iyDEm6rlsu58vlPJ73tm1Ho9GmXmdZdnBwYBILGJ171GQyXs5XZZnHsLvPPnt4ebVi5iQx19cLY7Asy23chVJKKTcMxpgszS4vroOXq2cXSmlAuri8ruo2MZaIjLVFUQqgtXYymWWh7Pt+XVVVVWXrtda66equ6/zQx5hB1w/T0ZhDODk+tknCDJ13o+kEAOpGL6/ralVFtxjv2XvumyfeeyJlbcIsWiWp0fnJEZAkxgJy27YQOKKvXdPWVdP3vhvYhy4Jputb53rnolCWACVm2UcbGq0Sa9LedcYqhSbNlB0lZTHSaNjDwdGRJjMeTWezg03V9k8esYjJTDbOhmEIwTGAIhVDXEirssw//PB9m+gHD37++PFjBPSu//DDjz744KO6rv/Nv/5/u65777333n3/vRDCD3/4Hw8PZ2maeu8vLy8fPnx4dnaGiPplhiS86F35VS4YvvAG3/JgeDmY+JWf9splxOvWFr8Rrddt5xjAnVPXF1kRfq6l/C+x5Lv57a+8x3z+z/lHHp33eoT0tlVPPJo3lw5vcNb+haf7c52XX0i9hteFdvwTCD/cjdXnitX9cXieUX7DSZVvRMY9P9evKf/e5tp8m/nwFw2S7e9KIgkBSIAx+lii7P4kAUFQgLKlWW49yeOSLYiISG4NIkDw79+/k2j8u7/5qx98/68f/OwnidFag0Kwxnzw/kend06KMhOBENhmGQPG2gOeO0aot0NYw62S7+XF6x7nQaLogI4sDD6w77ousAVgmyTa0MnJUV3XZVEcHx83TbNcztumXS4/jRXIbDYDgKurqyh6iWVGxG2MMcLCAiqxSZLUfRuFN7jN8QORwJ6DUlqrPa9EBAUCC5DQ864Asrzq3uTcoNMsTdPRSKAbIoIxn8/bpoJteLdGxJi5F7OwI9ynlIppyLEIzPM8ZjTvFSYxiC8iFXVd932/j/KLteLFxUVZlvfu3VNKIarzi4vVag0AqM3BwXGEUAABSbZ7yhh9aFAQBBgYaWdYCMBb+roEAJYtY3xvCJHn+Wg0ir8fHh4R0dXVVdO0zBy5pnsCp1IqOpHGXR6GoW1b7wMpFbyLqdMKcR+IHJVON6usfYlllN7yz3dI1H6aVYri0j+AxMIvs3ncAMJtqSbMuFV67PAuRAQ0xmRZlqZp9MLp+z7qefbB37G0iwPpJtF9G2p348KNcSB5nvsuy2wqw5AkySeffJKkaZKaoijSNEWcpGmqlArB1XW92WyQsK6ryXg6+BBdPeKuKaUkvOx79Dro/3mS7VaR8mJczW6GoV2xp7YlH3LE8W4W0ltuwJ4kLwSybR+B0A16+ev6yFH1GUQYFTJ7CV6nOmUVUBSBF5aAnj0KiTALCyMQEyAQssSNZpQQHfxBSKEgKoVKKTQmSa1VmuL2Z1kGiKRAUbxKQWsKzBT1FIJ5kpIyLkA39EmSEZEibU1qTdo2zrlgTLKYrz768Pe+/a3v/uwnD+q6xnLCAUySIfWMPiBALPI5KNFpntsk4Z5ZpB+GPvowBd+2rU62SF3sDihFo9HIats03fX1tUZtTDKdTtfr9dX1BTMD8NaAiigOs+l0mhXpaDS6e/fu07Oni9VSKWWtJYVHR4ch8Hw+XyzmxpiTk5PoqnJ8fBBHKAAIMJIqCgsikSt+dXld1/XQ9nlaHB2eVuvN1dWVUfbevbsHhwfT6bSYLJxziKrv6k1T930PXp48eeJ8LwBGawKFiFmSWlKJtXmeKyRB2KzrzWoVB0BVr0HIe9ZaW6sRgzGgyHRdZ4w9OTmJd4w0tS74vu+avo3uxFHDbIxBVN77atMEDxw4z5RWuigKrdEH37Zt9O9hlsBBKW2tRUVlPk2SxOpEgmwXX6KqzdoYc/+Dd+/cuffgwYMf/sOPbZGBolFeEqmmqbwnIvrkk59nefLee+9+6zvfNsbU9Wa5WA99mE4OT09Pry4vDw6Ojo+PrbX3798fjUYi8lff//5mvbKGsixJkmQ+nw/DcHx8/O1vf7vve/2GG/+vbY31JUuFL7zBr8xEfqWbOXyF0wJescj/babh3cL3vuQg/MeRmPfLO0GvOBJf5sL5FV2tb4Duf4vSU77YgI3X71Z2iMA3Yy3p+UGjF8lOcQ3zJWfXzxX38uYJSO0Yagr2stotHhUlo9G1QLbUQ9gRP0WjCDMQFFnKHB4++NkP/vp7P/3Rj64uL4osb6t1ltiTe/e++a1/Nh6XpNA578KASgXnBOlGIy9idJ9r2pQ9uBcjw3ZTaYjJ3sBBKQXAzIzsA2MINRkOfmhD27Wd1eby2Zn3w2w28UN48OmnSZJkWZEkOSDleb63Hf/mN7+5XC5jjeGcixnHiMgixhjSW4N1YMlsQoiJNUWeBWRgBgkKBREUAhEQCQAqAEJRiEQIgkRIhAKiKAJHMY4OQemhbxeLxXLTMOnBAbMf5cX5+bmIHB4ezmazGJi+N+tr2zZWfcaY8Xg8Ho9Xq1UsjaLara7rtm1DCJEkGa3wDg8PIwcsJrPXdc3Mbds+e/ZsvV6HEMrRxPuBjBE/9EPDgGiAxSEKQGDxLAIQLGqIViyAsqv2mAMSsuA+IwMJYlZYROqm06lS6vz8vG3b+XyeJEkMkCCtYrZYXL/GYjUuQ5um2QvRI+aWJEksbiMUFJmrxpgttBiC9x4gibcZ3iWGP+co7l0WAQgpEimttaBoCF575ziwSAyj2xo1MpOC/VocASLkuEdQY2lnjNHaRPf8PZ65/y8XPTa8jxY7AtFgBgEgmuDvPVSjOc3du3eTNI2SXRFpmiba9+d5iojRxSeCUV5ekOXH/AB5sV31utUHvmyksHW5xC3Bcl/pIYGo+O85y1q25O/469aeRfa3doItYRMESSACesAQGCKvEji2BlAQAoNCRAEGDCIgDCAOWRQ4AU/iSFiCDxBQiJSypAQhCEsI3gEoMqRIUWEzRNCKlNLGaKNNmqTMITotKKWU0kSolGJgQUYOjBxlgIJkUJPRSozDIErnmQyOFSaD94VKy3K6XK2fPnlW1dVseljX3WcPnxwdHn/3O989P3vmBs7LklCbrBsCB6Q+OAi+G3oJ3ta6buu+75RSPvh+GKJZVDEqnfdEBBHHJtFax2tHmLXWmc3SNK3rWhEkSaIUxSGWZWkcaYvlXCC0bQsAP/7Jj7q+N9YaqyLar0l750XgnTuno7Js2qaqqiQxw9DXdbUHmQPA0cmRtXY+nw/JEL0oy3I0mcwODk7G44O8nCznq/PLedX0y2Vdd4333iRECmKbLICzmc0pyfN8Mhp/9uBR17fjsuxCuDy/cF2/Xq7TLBuCH5w7PDi01gp74GQ8GqVZCgDD4Nq2raqqY26qzRWI994NTins+nYY+iTLjNbMmNmEsiLLMj0yzruqbuL8oJRxfmOMYvZa6xA8oESTlRB4PMq1SqqmzfLpeHxIiE+fPm2bjoiKrDh651Qp9fDJw3/3F99L0+w/+c//MwchzVKl1GKxTJttl+39D9+rqnVd1z/4m7/tui5w6OpGWLyEumrXi/Wmav/+hz/q+75abd7/6L00TYGknIyA/Xw+FxFrrYhEs+XFYqFfZg7AWztrf9Xwvc/7XngpOO6lT3shLeDl0PPXBbV/dfC9t1zzfPk4iluH6MtHn78cbva7xxcB+PAFy7JdPMcL+N4rV/Nvg+99rkHy8vX1BoOll/G9Xxj8/Y/msW/Syw0jpohzPI+C2K2E6Hl2CH9hfO/lme3Vs6u8uUrc800RXzyVO8Mn3MrrEAHJwz64jrf/hwLBWU2KEFzzl3/xF//r//I/h766f+/u3dPD+eXVf/qHf/DRxx9Ya1mk7fot9GS1SbKq7YFwy6AjimM8hLechW5wSpFBSBgUwj6LBYFFRKEoEAAWDuIH7zi4ijw752K9rVAjSJ6l69UqS4uTk5PVarVcbabT6fX19cXFRUyoM8Z8+umn6/U6TdPoAnJ6ejqdTkejUZGPmqbzKFprQvLeA6IScL02hEmecu8GFwiBULQiRWgUApLaggtESAi0g4V5z/QTJCQCUibL79+9867NTDFardohDJvFMhp2xwzlvu9Ho1GWZXG/8jyPx/nJkyfe+4uLi/Pz86IoImkzz/N79+7NZjNrbfRjAIC2bVerVZTGxbIkdqBj+RQtaq7nlwxQqjEAdq4jUgDiOWiMPjocmx6GkD0zMyoCJA+MIiwMjKAoOiACgHivlImqQu89odZal2U5DC7GGWdZVpYjVFQ3tdY6pjl3XRfLbGOiSb2OYJ2xVgSGvosvyJIkHY/iGjfWk3GYidYIaEihgBvc0A/sw764igWc7JI2YkmmjFZGk9FkDWklhDdpmTvS4B4re07UjEhvDEmz1iaJHXobjy3sxITee/IqHvZY1saAR9i5mskOXey6rkXVbKqhd0Q6hBDD0Pclq3NOJIlflyZJCDmhUiw37a9wx769cb9+9eWmlMJ9QiKz5yCyDZ7bI6W78PH4QgWgntuMAUTXKdlDhTdN7zAWULh7PuLBwBAkBlsgA4KgCEgAIFQMTPFtzIIBSBEE9sG7PoTAWm/NrCIvQTywpEnSe/Y+kECepmVeJElSZBoBCDCCq1br2BlhH/bgNiI5YUAEVKi0IgEQQhLvBRQpa1MC8EGAufZOiAw5tsoW+ZjAlLkBUGlaVJvq7Oz83p130fPx4clnDx/nebFcrIVIiFo3BPFaa9QqyWxW5Eli1ustus6EImKzdL1er9frfbaKSCBNgGxVcnBwNJseGTKRet217TAMw+CVUtbq1Xq+UxvCZDLRVmdZVtd1OSqTLIkNHTVgXa2HYVDKAPrF4iq69Xo/eO+6rot2UABwvZgvl8uYkheGQEir1XruVk3n5tdrAjUejycHh+vVqu6GcqJOT+8YozfNSojv3Dl99Oizz5582s+HEFyWZdPRmAcOgxv6QSGkeaYAFWFZ5kbbum8jB1sBOs/Xl8tNtYpBMnmeM4dRUcbYzzRNsixLM3v25PFqvVTaEKiud977NMsXi5UPopQJAfLyIE0TIg4smU0Hx9oYBlaKUGE/+LaDciQ2TWjw3RBW67pvu7Z1h0cnd+/e1Vr/7Q9+cPbkyezw8L/4r//Ljz766PGTJ5q5HBfe+8mkvH//TkzLePDgwQ++/7e+77/13e/+9//dvxiG4cc//vF0Oq3r+mef/ITHkqbZ2dmz3Ka/982vA8DZ+dPlejGdTLS2QqHruvOzOXtAA2lKeZ5/JfC9L4kb/KrxvRvP/w4m+pXje797/PrP2lcN3/vdA16VGfPmOvnLn7VfIr73eYcKCgMyChutTk+P5lcXf/anf/onf/x/TIsinRaLq0vv/be/9a0PPnwvSRJSqlqvszR1LM453wdBr7UGwpvGs8z8RcgOQnA7ek9ga8IBBCwsIEFCAO8h+Da0q8XSBa/JTMazqlpXVXN8fCxMFxcXeZ6fnMyGYSiK4uDgQGv95MmTrutms9np6akxZj6fN02jlKrruuu6T6vPmq5P8oxQEVGeJG4YRAIAG6MSJEYk8D74CEHq3ToZQZCACBRt2zrxeaI4YAAEgFAZFTHGZph7UItVFUI4Ojw8PT09PDx0zm02m7j43mw2TdPEEbharZqmiZHrh4eH0YslxjohYt/3jx49ikhgdEABAK11xAnju5xz19fX0XdkuVwqo40x66piXpeTyWw2A8D5fC7AIhCTEKObBkpMEN/aSG8BJUGhGCtCMeuavdfabgljIv3Qx/WltUnbdl3Xaa21NkF4vphHBLIoirIsY/B9rHDatnXOiUjoewDUiuKqy2pNREVRAEAsWff43l6YGkJg77dXa6xYQZC31pRhB9DFGkAbYxKrjL5JQ1U37IW3n7OjTUa6byw+o53Glui7e2zRYEeoaF9mp2lqrUXEELb6Pa10rGxDno/KUUIqTdKrqzkpBcgR7svzPEmS8Xgc+Zzr9TpJk65rE5s652/yOYko8Fv3sCLwvG0b4S5gXF7TNGcA9eWmT95xHva+d7L1hdoamBECb32tIZ5R8d5D8MBBgUryLE1TmybWJlprUqbruqqqqrrRxhpjjFVlUbAPEZgNIfQh9H2vtU6MjdIp3w+Dd2gTicB7dHon0Mq40HaDd+ytyZS1hkiptSLSWnNwRKSRELBu6mpd3717f1SMHj1++unPHxzPDiblCAGyLFvMVzE/xDkXEAiFFJBCIem92zQ1sORlEeH3aC7ivZ9MJrHucq4HgiQ1eVIQqfniqtk0XTsYY7RSREBEIqHvt9B9lmXGmNPT027o8jxfr9dPz55cXl9uAWoIADAej6NQcDweW2sjXDybzcqyiCC5UioIXy3mABTr5KPZUVmOnAvWpBDw/Pzyan595/Sd45OTJ0+fDsPQu8GzX65WpOH8/GwY+vF4LMSbzRoABBhQ4pcmSo8no+A5z/M8zQJLtalYJDAvl0ujbFmWCMpaOxqNiqJQimIo6Hx+vdms+75XFQrw0PfQO61tCKKUWa021aYpR7N7d+/ZLENQLN71TZGX43G+qRjA13WNCMbo2GQcjcbvvft+N4QsmzHgernq+15EHjx4OJ9fr1bL0XT6ne9+9979+6v1Whs1nhzEPuDjR4+SJBGGqqounj77oz/6o8PDw6PZQd92P/zRP+RJbm16fXH57PGzD77+wR/8we+vq8319YVSFKfrSCK4eHZepBkiluOkKArv/WazWS4rfbMHszeeejNy9Xl4dF8Q2HmldfstI/i3XK+8Zc7ELT30np+wTVLY9qef8wNvfsjrjtKbnOtvZLJve3h4e2tv7f7bgBu3d01uG9T9wje+Lh7jlQhn/Hkz1uLmvr/NiXgDqHiL3/8LgSZ4BXvz8ynTbn3RzS15pa7s10fy243/W8+8bqf28SHwKv0eKXoz/vM6+PqVX3oreuFmWbLf4H2VEq8CeD0tM/I9ACBGbMflV5LYODvF1U8kie3nqzfPG7dO6xsArlcO45fH3n4XXn7+VtzLC9wneJXDyitG9QvpVUjPJ72b24F7FOBmugNuC5UXkyHk1iz0yt2E54K37YX/6oMpuN/9F4C8Hcs9vlir20NirxiJSJHWuh+GJM02TZ0YU46KwXVd0wH76cH4h3/7/X/7b/713/3dD7JEZ6m+OHt8//7d99577+T0JM0TRHIclE18tDZJ0ogziHqeeBH9C16qPeNehD3U/TziPZI/b8h+hK8uca0AACAASURBVAMRAYsPwfvBWptYrZTq6jqqvwAZQZpN1Q+rMi+aru3a/s//4c8R8eOPf6/v+7YZDg8PsyxbLFZ1XcemrIjESklrfXl52bZtLEviot97r7W9e/dukmfT6fTp+VnTNCCiQQhYEQJzltqySFzwVbVCFKMoSS2iMlphVBABEuntiVMAwgoVKAKgwYtNEgacTsfXDx/bbJzn+eHhYde2h4ezSMVcrVYxeS8GKpRlGSu3e/fuEVHE+lar1dXVlfeeiGJ+OiJG5d5oNBqPx0VRrNfr+JroCB/NaYhoNBrdu3dv8O7w8NCFcL1YBpa6rpUxbd+xMJKKCGGWT5EoSVL2QTGHyJMTAhAy1kvwHGLeOIJSxsRxZa3t+94NwRjTti0ilWUZRTgikOXZnTt39tdvFBzu8aX99JIkaZKmwiFyRPu2rTbrOC8Vebo3swEZYsBgluuoBdwGl4fgnIvoaJQ8pWmaj0qd2HbozdC3Q2+d651zwcNzdAustYgi7Nq23R5YCU3TLOfzoij2uGIs50II8WWIaK0ty7IYj8rxqO06ANhsNldXV6d373dtV5aHcR9jjRUr1Xj68jw/Plax3lutVl3XRRQ6hJCmNg7XoigWi/lkPF3X8zjxRllj3/eABnehOvGq8nsjGWG1o6qGEAQicRUimkoKBIl58N47H7z38aAlSYoIQTw7VjpRSrGEiJSSgFZ6y7oibLpOW5PneRDuWpfaNIQwuB4BFCnnvFFa0fZLCcFaA6mO1GAfXNN0CjkxSpFC5CzL8sRofaAVAiprcjKGmUHIJhaJQgjBD48fPz45OdGaALksy1u3P7rRpItsZyIySgWyHsTv20+B0fusGOtU1quq6ZtROQVmpZT4sF6u3r1/N0mSoeum45Fw6Jrm8WcP/5v/6r99+vTpxbOn7x6/M7QdAa7Xm9nBZLmu5stOW+OcQ+TD6dT13YNPP7137542JkvTyXQamb37xkFEthExz9Pet21bt3VDqEUohCAQ8nxyeDCNzrqIwhIeP34US1lE+PGPf1S3zXq9FglFWQ6+jwOpG4JSmOdpzJGbz+dV1Vlrk6RsougOqK5bEREUpVQYHGoxJlFG3z85WVwv26bXqX3/ow+Wy+VitXh6ft4P7vz8XFmVF1lZZtqg56CtiRZHo6JwITjnxIkPzthMJDx9+jjPitFostlsUNHBwaxuWwE4OTmZTg/G4/GjR482m01g8CFoY/7j3//Q+eHw8HC9XouI1YowTKcHjx49GU3UN77xreVq8/TZ9UcffZ2USZLUOQbCTbVazC/feedQMJTjSdNujk/fWa2XeZ4H2Kyuu6YL9772njHpctnN58vVasPMn332Wb2YT06P/of/6X/8kz/5kyRLSVOZlE3XXF5eXl6dP3n0uKqaruv84BDx3fvvfuP3Ph6Gocjz8/Pz2XjSd91f/vn3Nut1lqWLq+vv/X//blVtuq5mYIGY+gmIcHx83FY1M8epuGk8AJyezr4SeQy/e/x2oXa/w/F+B8/+qkGtKFaJ/e/olBBrlT3BKT75NsYzvyI48VcHUd7gd8EXOyefd9teCRveLJJvFpCv4T68CIfd2p4YbraLuFRaZ0qx+Om4EPZdXyVaFbORQv6//+X/+af/6v8CCWVum2rTt+Gf//M/mk6nk8mEjHYBGFxgGLxXqIi0UlGzpgK4L8G/iNaIu/RRAaVU8AGYjaYsLYMfhqbpuk4hKmDvfdc1bdsTSmbyvnWL6+XV1Xy9Wp+e3kFAaxIqTDSoNNYkIanr2hjDzNHyMRqElGUZcZhoBOK932xqZu66ru272A4X9sReKRL2IAFBK9I+BGu10ZTnaZIaDqDVttrfly4AQAoESFE0ikcBTK32QETknQvSbJoYDs7L5RwAYhc/Nub3lfkwDFVVRTVIrFTLsjw5OYmNg81mE0vEODDatt1sNnmeO+e01rPZDBHTNK2qajwex3XncrkUhIur6yRLvee8HAEiszjnrEmMJhDq3dD3PZJCrVEgMDsRL8AiATEwoE4SrVjEBd8Pg28biLVZ3w/DgKCIIjoHIhAFQiFw3/eoaK/T23dG4s9oyOmcY6m1NkarWIZprRNrYt0SC61tDROCCAlLzLiNUjZCMsYUWV7mhVJq6JpB+npTdV0XATSbJFmRZ2WRF7lNU6UVALAPN3HlPf8ZAWM0QtQcImKaZV07WJtYaxMbNYaJtXaz2Ww2m27oB+eSPItWqLEUj9kAzEwIcdHvrCWium2FZT5fKq2zPHHORTA2SRIRybLkprdNVDze7I7tkGXckTpFXi/gY2HhvTELCihA5X3QOppRCSIgSWCnoonN1irVITACahRgcUMvwgpIJ4Yk+J5r8cLQ9b3TnQJwwccujhdPgEKyzz5nx6BYG2uUJpUggCYxSllFpFAhWE1R9YpIiiwp7YNnBooxIRTFeKSUtkkaR5EofVPCKC8BCEBAoALpSPCN3jOIgkhegAV0kqTaBOaurq4vLi4vnibmLohTosvUuPEI2C+vL11TN5vVN7/+8XqxXlxdFGmeGm2i6YuSNEt8cF1XOY0zzvPSMo+01cprQRyca9u2rirvfZIkkWi6BST7Nsm1914CjEb5ZDxVYJi5adqu6+q6dq6PFaD3ru/7zWaDCMwsKN4P0dG2TMsQtin2WTrq+ma5XIQQkiQpy1Ib0zZtHKLMEGc5FkbBGHgnIqvVchiGvuud88ppANUPjfr/2XuvJ1mz5D4sM4/5TH3l2lw318zs7GD9YgGBBBiQXhShYOhVCv2LkoKiKEXIhB4gKoIBcEEtCEAksDveXNd925T/3DGZejhV1X3NzN4xawBuPczc7i7z2VOZ+XMZ3jq8ORwOiajv29VqtdksAaOxRiBy4wGZiJCAUJHQ0fFhNag4cr3cWGPbriGlrDLVcDicjLuua7qubuv5cn5xfmGsGdhB7z0qlRdlZUbD4chYK4IikQBC8JPDGwcHhzorTR6Lsi2Gg77zy/Uqz8vRuOr7Zjo5unv3wdn5k+Go+L2jd9qu+eu//hkIVYNJfzgThl/84v2u9U+fnoUQB4NyMKju3r2N9+7cu39Pa0WEFxfnIiwgH374Qb3Z+N4RUVmUubZ930fvp6PRo08/uzg7CyE8Oz3LrBmNx6GpNbBwWC/aDUrXh6KyeZEH4aLIR6PRfD5bLdaZ1SGEkyezslLHx+NUJunfztrxlcK8rwytvKbM75X6vS1SspPT7CrLLyeJ2Q7Lr95ua778W84R/TyzRPjm3Dh/R+r7rTrX37jJ6uvfmHuIaT9oT2WZMSbPs5SJXNf1vs2DV2kCv6CB/KaA2f1bfTlqpVwp7q5esTfyfr5VuraRIs8Fw10/QS+SJ6+sza+tci9v3i/d4Jfdia/bMzy3IBPuIb7r+N52qC5JIgMoEDmGEFEggkBkdj0RiMTgN5rw1o0bXdf8+5/99N/+xZ9//OH7RwfjpukuLy7f/tab//mf/qkLrJRBxMRjEwRABcoAKiAC1ID0NT2qtiw8kUTmTDIqkMAxRFBGETIzhzKzm/WybTYJzyiNWq83jx8/7vt+s9lsNpsYY2YzBKw3ayQ9mUy893XbMLO1Vxh1jFFrvVqtrl+9qU+rqonjsPUCETCaokvERdm5WIACQeAiM3meVcPcWh3c1qU/+dQl1RDiFvwlouRTioREqElppRCgLMusHBZl6V2XWIIiknw1U2OWDk7qNJj54OAguZUkuU6it3Vdp5SaTqeTySSEsFqtbt++XVXV5eXlo0ePmqZJsGGCMRMYUlXVaDJWJlPaLtYr5z2iRkBFpncBWfnIsu2hqA8BkCjLjYDrurZtu94zQu/cpm1d8DFGjpFiULi98olo36qllSSNjUKIXd/5LqQ+NkGOCXVMorgElOV5PhhURVmCcHJ5cV0XI+/VfYm/B/uslN3dl1B3rVTAEGMMzicPDIM4rKrkfqmNQUUs0gffx+BjCLLjOwDG55diQkzunSkQb+s9qyhp8Pq+N0hElOz1QwiZNdZaUspam9qz59gBO3pF0u8ZwdS+aq1Jqa28cDdQY75SfmqlyrJM/rH7I5yQRha6zg4QYUD65csLAG7DQyitKIiCyEqBQC9b6xlEdBKTDacilNSJAUJwUYE2BJ4ZWYyyujDMEViEIkdWREpRmRdAYrQxWmOaeahEIDSJqagQSaFVGoBpV4nR1iNVERFGxcxKaQGAKNpYpZQgZnkBABwBUe0ikSlZayWyqCBtQzBRMRAhmW31SIgCCCKRUBChyIBInPMkvaZYZWY6LC2Ka9ciPBxkwWUGmQgunj39zne+99R7t1kXqHJFEPymrVvXG4u5LpRmADGWWJxAaF3HCD6G2WLeNE3o3fZ2ILLWJqJy37cijCgCUtcb13uNGlGdn5/nNktmozbTg3KACM65RN4WEWVIazUYFPPFQhCyzBCREFhDAKINDUeD4+Ob6eJczBd7ts52nQHwwScLGWMMc+xde3TjKDlhBs+kkw2Sa9q1MUpAbI5DVSqNw+HQ+76u173rAIAIEKnZNOv1usiyPCsJMG5WVlnUipvmcrWYHBwQUZDY1evMZqAxcgSNd2/db5pm07SZtdrmm/lqUJRHN26tVqu+rm/euTGcjMGYyVFx761vM/OjR49CjIOqODycak2uczeOb69Wy+nk4P69+21Xv//eB5vNJka2tshs+eTxs6dPT5K57jtvv/XoyePNev2d73z31q0bH3344Xg06rrur//mr7q6a9fN+GCilclshlGi8+wDRH766PF//Pd/4wOMBkZY8snk4uTRpq4jAxBkmcqybDwufAgEWJYDJGjq+t7de8cHR48fPz47O7txa5xu5ER80P8gatBvxLrjNYUoX/C0633ga/pzfs67/UOSML3SyOF3QN8/Ynzv13xar3/u3mwgfbXsqUrj8ThFZm02m1QAfR4v8VeNxV1vh3519+9Xtv/9yhq/L4zVevViuH/Ky9vJu/AIRiAAUKSINBIjSIiBIyKQBGv1nVu3np08/X/+9f/9s5/9u/nlRVGY+eySObzxxu0f/uj7vfeksj5GZvbMIql9UaQ1ASkiEkLA64kKX/WIwzZCYsvnZKM0aiUiXdu2Tc3eFXnetW3ondbEBK5zF+cXz04uUqmb2bx3ToJsNo0IGq3X9aaua5FoTZHokalKzrIsMRtThS3XjSsUadpanyfEyTtHEJBZYYrcYBZJpa/WZJW2SqNRIAyACvbURMUAoCIIKEqkblIC1lqbDw4OpgcHk3wwXrcuhnBxcZHaAGOMc24ymSR/y3SLxRgXi8VqtVosFpPJpCiKlKdnrR2Pxzdu3JhMJtPplIg++eSTJEcsiiJFtCcfF6XUvXv3qqpKGrmu6y7OZ03vSOl1U2udHRwe5WVhstza3CjMbJHZwtrc96Fxvutc0zSbTe14q+Nr29YzCyARKWPyfIC+pV2Qxp4IEGMkUol+ubVCIQp9SG3P3s4k/Xd/46S1xTknHBMYS0SK8LlklOeHMdfvjust1rVfXgntmNlvTfxiggqvbnZ5bhCWmsBk8Linr+/ok9uqfTAYQOSqqmKMtsiLsqybZo9z7l1DZO/5uXPyVEqJ3lp6IlE61+k47JfirRRzJ+rbe8O8vMGvsy7RnoiBKGIFktQw+ayCQERK1ptxq4BEJBZhiRxQogJSpIkAYvBOetd1vQcF1uZKQwheQgRFZVEMByNlzKAoGBmFtFJApImACJCFEZAR0Sq9P+/XutarLJNdeITGFBZCmoF8ZFSaiFAhw1Y7C7K9MnY0cuKt8zABgIa4S5OPIIwkMXqNGghijMGxYiwyuHU0GRf65vFUk6xWK+aQlTmKLzIjIs166V2bWY2MGkSihL5rN+suOJXbLMsArXNd7+oYXMJQldEcYt02Xd8ZpbMsU6RSCoJzLji/adZFZazVVTXQOtPK5iZP0tZRNUjWwZt6dXFxnr52i6JAhDzP0vWTZVk1HCSYDgB0ZjKjALnvJbK/vDxv275tW61MmiWFsPUcIqUTbVspA5DCV8BF14fe+56IyHKMse9ivaMQ53lurQ4SZrMLa/VoNNRmmgD5EEKeFXVdu66PzVqTZpbx8VRpHUJo+t7HUNgiN+ViPp9W5ZB9dL51/bOL80FRDSdTq/SmaUxeTA4Oi8H48en59PDmO7/3e9boxWKxXq/mi0VVVUfHx6NJ98F77z95+llZVg8evMOA2mSRYb5cMYfR+CAvS2FcrTabuptOj374w8Ozk5NBVbz/3s9Pnz37wQ9+cOPw8Bd//3fvvv/eYDCw1i6XS6XU0Z2bCsiQCj6uVkv2gRRqUsv5JQcoLCiCLM9uHE2a1hwfjrIsO7pxMyuKEELq6j97+HDTNn3Ta2smo9FqtUrreVVVAJBk1XVd619DGff1q6tvKm35NW08X/LnfBHfgy9jfnAd37uazV9Z3v2DwffgV6Bke31byN89fs1Y7q9hGPHCh7481tkXN6kDTCUL7R6vE9rxAr73jVyxX6Hlk2vb+MX43vPo3NXTXzpBr8D3XkdU/Dob/IJVzCtbwZcFmFdXzjZtfRsuIQgISESp6goAGMRaKo06mow+/vjD//lf/k+ffPKR63qbaQSeTEZvvnn/W2+/WeT5bLYcjPPIEAIIKU5mJNfd/Hb2+V8H4tvpHfe55CIiKS3ZObdcLurlijksgDk4TSgMTdOcn5+fPDnTmJPRl7Pz6XRqqnw+X5bVaDgcLpbLtu8ODw8RZTFfVoNRURQp/01rfXx8bIxJcqmLi4uEWhORNsVoOsnzPLVMbduixB2CCrQzIkQUABaIAEwKlChhhmTRsnPf1SiCxMCJoAIgqZbv+/7s7Oyjjz4ajJdIOWmVZdnx8XFRFDHGi4sLRCzLMlnzJ5VXCm3z3o9Go6RwM8YcHh4Oh8PVajWfzx8/fpwSnNNfvfeDweD+/fu3b99GxPl83rbtRx99NJ/PnXNFUdiscJGVNn3nzbAwxiTlG7N4gK7r56u19365mK/WG88xBBYRUhoRGQiRtmALkIj0nQfvUPx+fcgzAoAsyxCJWXbSX62MZuGu69IupGIoHfkULJH4Zoi9D0E4lemgFSVIMP33uXBzkKtgxt16lfxIM5sRUfQxEXSdc8ZaS8QIiKiMUVoro2kbHCLCfL022fd7SlHKRUydW57nwXOC2lL3lbC+ruuCcBTu+n4wGm4tZJhT0bJ3tkwuO+wGpcnWXR9CKMtSALQh51wq3Jk5OZ2m/jCz1ud5wgz3/d4u2/06QWMbs/nqJWVn57mF84QEiEhvNw05JSyQAiIGBBanUKUAFxSWyFFYaQAgbUgporzIsoy0yvOcFKxW816CMVSV+XBYGLOlhMQY90pkIhTBKBEBFW3NQmJMFG68lu7AKDH9W4DS0CqKoCLBbem8PRqoEARAJQ44bTXAhMleltP/QWEEYJYI4gUFmCF4QKWQYvShc0bbzJrBZOjKbFAWfd8G38fobaYIYVTmddeCuL5eWQKllWLwwoQAkgJahCWE4PquCT1ajUVRGWOQTB+7GGO6bAaDgYSod3McQqyoQgqJZgwCfd9FF/u+Z4bLy0tEBOTEcE5AXFVVAFIUucms1rqu6/F4HDgsl8u2bbXV41GVIPEYo9GZMVlRFDHwPqMyTQ2U1r3zaWaUkiQBeD6/9N6xxLIstNaAkOVKwLZtNEZVw7wsS+/7y7Nz77Hr2+sINhlzmB8ul8vNah18Jwx102hr0mxw0zaddwDgoz85O9k0rdVGW7Pe1N//7g9vH9+1Onvy9Okbb9w7nB7Ml8uL1fr4xi2d5XXbLuu6adrcaqXUnTduTSajvqt/8Yufz+dzovzZs/PL2Wl2akgxKVmvl+kO6nu/XtXrdWcUWcWL2WazaaxWXdd8+NH7s9nMagMsfd+nLbHGSC/MUm/qZt0QgjEKSUjowf2jYVnUdV2V5Tvffns6qVBBCKEYDASprmtS5tnlxWQ07vsetNHGvvuLX4TAo9FoOp0moSYANE2zXjn9W1t9foOysdc0nvn8OPUvmvH/0gjjr7Alv+Utwe+6sn/0Xd9v6hPTGDtVmXt4oa7r3TLaw7VMqq+w5d/UDv5KxXvX+ZzXeJoCv2z12BLMviq493ld97XnfHFffbXlLz8vxIjJqzDGpOny7fzjj07+1//lX/3Vz/5yOp0MB/mmXhXV4I/+8A+/9fabiHh2dlqNhgwUJbKgNnZPGhPeVbFIKQL9y5w83pnDw9U/AK815CTiu67r23a1Wi0XMwVgjFqvFiSMEkPfr1arxXImEWereZZlNw5uMELbNT/44bcnBwdPnjxhiDduHKUwgOFwVG+a+XxujBkMBt77999/P5nmJaHLaDRK0qm8GDZd37X9er0W4eFw2Lc1SUhizr2FD0VkZglxG8uGxAKAvLUXA9nPEZM1PSGxpIFAZIDovO9dVQ1v33mQl4UxCgBms9l6vZ7NZkqpZMhpjJlOp+PxON2Mg8EAES8uLtbrNTMn573lcpmApqIobty4MZ1Oq6rquu7dd9/98MMPz87OiCgdhMFgcHh4mJiBPvD08IaPfDlfAqI2mXdhs268D6hps9mcnJxYRW3TtD4orbMsL8qSgbz3PsSiKEQwRInRxxi9dxa81ZDYicYYa/KEP4QQESW1agDYe5csLgEg5SukonPPlkw+K8ZYZvbOAUDqfJL5yhd4Tb1gG5bAsb1tVdqq/eN6PPo15zbZE3/2+j24mj9so+334FvaWiJKlNS2bS0I6S1MtyVq7i2jrtnEXddIM/PFxQUSFeUWtEn6PedcjD6ZjtgsKzhez37YP1I79FzLJ5+7wuzbWQFMGBrz1tNl93JOeFtkL4JKgSJNSImlbLW2O+hbW6OsQSJUZIwJoQt+AxytNYMyt0YTAUgkRFI6gfYiQoBAW8WhVlqhkrhfARDUXp0oBIlIKyIQGAAgRgEkEWx656MUyujMSHzOAZh3pH26Zq+lJBAKcC8SQDwgA0SMXkAxCsQI3iE4rStUWiH33SYEp0gIESRmWo1H1XI5HxweAgcQIVAxOCKsyrzxBXryIMH1MbgYgzIKkSilgUTvgk83QlmUWZahkWKnFmZjKjVo2iWAdF3nfexaFx3HGBFVs1kbY0bjajgcHhwc7LJA1GazaVsJ7Nu2Wa/XNrOBt94/zvv1ZhmCS6OWwWBgTc7Mm03jfRCWJLdOIyEQ0koZYwAkSFRGheABGYR9dKhAaeyca/s2SpTA6zXX9TrGoDPjvW/W6zSVSDEqm3aW2Sz0TmutrV6vNovVHBHzvMyr0rmurmMUNlaBMCooq4HSumnmbd+t1utBIZPpwcHhkVKqafvJ9DgrButN51xfDceHhwejqnTOnZycnJw8mc9nAOJc//Ofv6tI925trPGhNQa974CBjB6UVZ6XbeO6Zj3IVXD1sBqORqOnjx81TXfrzu3pwXizbpxzWmvX+8tuFjsmFu9dkeXVsFSI0fuf/OgHt27eIJDHTx5JjJowuh40LpfLk5Onm6Zp27asRq1zAJAE0n3fn52ti1GWrvmE8zvnmqYHBv3y3PeVwXSvMx7+Ov3YK/uiF6CGr9YsvaYw6XPyGOT51+4hBYW4s4CTa++PuDMCBkmDbURJGpet/GU7fxUEFOSUH7QdfL3E5cD9+185820zSbcjMwah58qXV7CU5HWKS9y61T2HDxDhHoHYZiPjXta4r0STdXLKydnafgMwXL3h/m0RgEVod4hQ5DVftd3M7Zbu/irbpXX/KriaY8LVifg6pTdcB3lhK476lfY/LynN0nA67Xvc7e9+j3e7vxtO7rSmiXOML+FHV0FjX3BfvDKN7VczL5DdlSC76W/yc2MRUYpS75fE4qnK2UtZnnO7TVcDpZ2GF8xD0p1JVx+2FZUlBl/6cSc2QwJgkPTjy1dngpfSRRxTsfMcapeCznamqGkF2Vqr44uxkldh3tdypuhK/I+y2xXZnTgBod32Xx9FXQO3XqAwvOxp/EoMcP9B8vyF9/z9CIgsV0tdMpMR3pkQpP0kIehdnuVeYgiBDAFAjGE0HkXnV6ulNXYyHD17/Mnf/MWfffrRu09PTo4nVWRHZB48ePDO731nUA3ny94554NlMowQgUClFPFtDrVwjCBAiCBAFACEVbriBa+IZrLjlF7dBYQCSnZrt0AQTsvZdsIvAgpkPTvvms1mXa/mi6btbt15o6zGmzb0vpudP1stZtE7cT4j9cbRSGntuZ+MJ7fuvq0z8/Czj8fTiY+hqZsiL0IITd3s2Tsp3a7v+7qui6K4fft2WZbJyqVt22fnp8kzP8/ztmn7PliVcQAWASQBCsAkYpAEdegc55nCwscQkQAVoELSRHqrreSAqDRpJEJA4QCKrMmyQT6oyr5vLy6eBebLy8vDw8PEmt7T9pIiMRlspgCAhEymMX+auRRFMRqNnHOJcLVer8/OzgBgPB4Ph8O9FU2yBEwOkwCwWCx84LPzGQOEwOVwbLLcGmuNzfOyzC0pDsEDECm4ORmG4F3f1IulQiKlCyLdO2OzrCi0ybXWWpkyz4zWWqvU7/Z937aNDz4V/QjEDBJZIRijB4OSlGaA5WZDiCWQYt6CupScSDCmrLlka4kYAXzXceTWec8gRC4Io2q9//jTzw6nP9JKCTPH6INrXS+KPHsFoAFIKWuUhGC00kZBZFIAIMkwgzRF8YAFIAIKgygQYeEYxQcBjhxd38ei6J1TSne9q9s2LwpERE15kQ3G1agaBmFrbZblvQu5KSFgbktEA4COPSABQRSJQMwQGSMKGVCKj24cCEIMMcTQuz4KhxhREUfZ1E3XdZGl9wxZ0TN2gpRlImJzBcCoQDiyAHJSpynH28RzEARGTrHoLFohYSIWiwgABWZA6KJnQon9RkksNBqjtDaIgFrl1hTKJlMmo43VVpFGRKVMkv8FFo4MQD729aZlFmMsKV0NKx9jDBGRyAAR4vYrhgCs7xVfDgAAIABJREFUSs5MSIGFdwJERYSgYOePzCLColXGGDkGrbVjv9msxbXgMSc/NCKhF2FClJQhgigck8N9sicVFgEBiYoYJQBHSbEFwiKRY0hduEXCKK5tAZRznpugiCxpAgURSpNzEXKbEyCL6Ew3vgWECBS1VzkaRSKBOWpDI1PlWaZEvAvd6kJAkVKjKlNKk0TXrq02vovMHENIjmgGTd/1MTgRGJdDKaVpO01qOhlaa5Luru0agLhpnSIkoq5tyRECkqK63WhLw1GhNfW+77s+z/M8L63J1ut2MZsTqUFZSXRpeSXSANg1GwQRryBwNRxmqgocg28EoiLWqCFSFNZkJuOMAL3zbdc5542xwGSUykb5ZDJOy2nvgyKtjVZa37l1++1vvfPxR5+cnZ33fc9kgKxr28hY5NXN2zcnkwkRMct6Xa9X/d//3S9c7zObHR0e/uI//rzvXd22ZIzVxrkuxKBRRGLrG4XQ1m3EoERQg2sZWR3dvH1+EYxCrZTWRGBc5yHyZrnStEGlNUl0wWrT1nXfBOejBJidnQNQ74NWREqHtgfBUVGOhuODg+nR8eFwWMUY6s0qCp9ePAORZbNpmvp0fr6pV3lRCLAPoWnayFKWeetc0zCRDs6bLD++ddy5vuv6xWKdZdliVhubIRhto36h0HxlbsEvLfteM/Pgi1/78lu94Mj/Qr/3jVfer4qguO5G8MJD7YssFEJATApkoFT1sciWt4lwnZUFu+J938clYvvLm7H75b5SvRpPgRCi7LZBfS6XCeU1SW6QzKSQr5HoMFHmRHg3ueed8fJzsQcpHulaf8XPt5r7p6V/xOcvjfj8P1594aTSE6+K9r13fHz+I64DI8/TSb5C63WNonP1m1+vkcm13iwdz5hO666n2B7qK6+ObbDr9bvp8wg2cF2O8gKF75sF2D9/4JLOo1xDpxLz6vrGXM1Z0tcP7Pz9X1w39jkT12Uwku6Zl66F531Otm1COhS7Ma16/on7H9NvdLIMhecQLb725iICu4T0qziXnf/Kriu/umH4+sRCZEdYhH0fggiwa7iQts1O6lU+7zRdz4T4glU9BRJcG/1sb95dy8e7P+n9UgDblGNAREYQEEkjIY65zbj3ZZk5ksVqCQoODqZnJw9zm333nW9ppH/xP/4P/+7f/OtCGt+uDbtBUd2888aNW3cGk4kyeQjAAVgyVHkQpJ14iXcDnhSqDBIFKBILETOAKGQCYNxGJQun440CIEz7GfzVgk4CIjEdX2Qui1xr1dbNJx9/1C1nMTgtRoNY0EYXSJkqRsrmTi+agBgQehxX6mhomZmVzgo6PhzN16uisG1bA5FWdj5bEOnRaHR6eoqId+/evXXrVqI1JnPO5EI0Go2Gw2FW5LfLcr5ae5dCvQRZGDF6iYygNAtHjAGwQKUU1U0jHKzSXd+BVslugpEYtSARyLAaeNfGGNKXkQCGGElLlmd37t89OLqdl6PVpkbE6XSaogVms1liZCVgKsuyJM8DgJOTkwQZNU2TqJ5p/pKcMI+OjlJCQFEUCdNLaQfJsTNZd+69Hw+m46Ks6q73LrgooXdW2xgiAlirrcbF/JIgEMZ2czoaFjenRzcO7xR5aZRC2DpPkjHe+6Zt66ZzPZBQ7BxzMIVF9r5r0jQUiWKQmALZFYbQhxAHRQZkXNMhqda5DDNrlNIaFWSKTFbEvZcgbyltWusI4KMwIJDpQ1CKNl3z2aMnbz94A0Nf2sLesKumrZ0ThHXTHEyHGlAhTcfjsiysUhwjR2+0yoxRGmOMxmqWKGobFp6UV2n5IxZFiCIcOTO2dy4vc0VGYizyvBzkmTXJ07Lu6qar8zzPspwwGrRd7fKsUGSU0oAiIICMqFiw7vxyU3PQmqSo7CfvfjQaTcbjcWlKpVWIcbleMfPt27dRKWa+e+/+02cXWTUROwhkmFTr2hBd03TWFFobRBIhZu4CB62YSCMarbMsI0AStkbF4ELvEERrbY1m6SnD0aCwmTXWEKAgG62RSBvSpFCRQioyDSmZkBCEgIkBFSpmCjEiA6HWqKMqha01qsiHIkpneeg6sgQAkUCQk4MUAgFq4O0oj4gJBFkIkVLCOu/ye1gEwWrNAM71WWa8grPFpa9XvWvc6kBKFUJQoIBIJIoIKeQYkEAkggikCSYAoYhE4bgvJwUQWAEikgYBRTpGDiF6dnlRiMemrlPiQlbkOrPIdDA5ZJau77XlVWyicNP3m7bpgmcGZYzWBqJJq1tkACDhzlrM81whigQSRIUEQSIjQKYQtSbSs8tlCJwQP4uajI7OCZHS5L3v+w4ATGZskU0HkzzPl4vV6elp7MQYdXR85HwnENpu7XxXlrkxerVazy5X1uZGF8PqYDAYlmW5Xq83m1XbtiBorY3elZkFoK5tJZDz4EIYjSZ5mR0cjvtYL5eLul6H0HOIzgUQyrJsMj3K83x2uRhUxZtvvjkcVh9+9P577703PZp+9/vfrevNX/30b7XO3/mO/d4Pf/yg6T799NP1uh4Np6v1w8XFxYI2Jw9PwZhUQECMIKCyDBFd7M9OzqwxSilSlIHE0Be51toao4zVxmDv2mfPThAzJDFGNU337fvfvnfvQSKxr9frtGw+efLk4ODg6Ohgtdo8fvy4yGxVZCna58atm8fHN5u6/eCDDwUxz8qmaZ49O1dMd+/evn/3Xm71er1+9OjThMs1zab3faJzC4L3DhRNJpM2zcQRJTMS49r1de1dA9kgHN+6+c477xiTvffee03TLJfrgwOTF4VzPs/zf/JHf6y/GGR7zbbtGykEv+Ctfg2RAF/nI16NTz7fdfym9uurHo3r2/M7d5Z/tLzNfzTndK9R+fqU76+W7vCyUcq+E/sSMr+rVIBrNEvAVyLA8qtHm1/BhLzmTrx3HYbrKC2Ac84qWzc1I4/HYwBuN81kMhnk2emTxz//+7//6Z//+Wo2X/llbqAaT9769tt333yrGo49y2LTxogiCMlqMplkIOz0Qp9/GFGSWublI8IIuwYVcK+kjlGEEUAhKYVa2a5pl8vFar7YrNex7zn6JBTU2db8QymlyWwdVpgVYsK7RMRJjDEkHKxpmjt37y7X6xjinTt31uv66dOn9+7du337tvf+008/XS6Xx8fH0+k0fa+fn5/PZrPValW3jfPeZkVRDEajsVJkjOEQhASQSYFKGJ9SIggECZMCFIKoU5nHgBhQXGJ8OLfyvhcRISTSjFqESFmlTFWNgPTDp8+ePn3aN+1sNktOmyIyHo/T5qXsgdVq9fDhw+QAmXLJk+jr+Pj46OhoOBzukxU/+OCDp0+fTiYTZk7uowcHBwcHB4eHh+mXKWYt7e/m0RPPopUZjCblYKRJoYAwu64JyL5vD6bDH//gez/+0TtFpjKTN/Vmfj5zXS+C2yRx0iTiFKGwtQWiIQLvt0mG3ntUJACEV0zdfT4eEeVl2bvg/Za1qCjz3veu9Qg2MAsmtm2aLiWlUBozPTetjEEpNZ/Pm+XsxvEEkv2p1nmeTyaT4XC4ml9sNpv33v94l8mJKX1+z+e80u8lJZgIICEqQqWUNhoVSGaM1dooNIREoIk0kVVa09ZPM89snudRuO06ZrG5GY5Gu6jMxHoWRHTOM3NZlnR4WGWqXl40Tffmm9/ygZ+dnYcQjo+PB9VoMpkg4mazOTk9a5rmrW99O3GwEYU5uL7fG5wC8s79RadhSlSSvJqIiCCoRJ40EnwQ8lppY6koLIKy1pR5PqhKbQ0JRIiGlCAACu2mSkZr3pKpSFgACQTSqgAipIARiIgdIFkkQ6pQpGNAYYUAQEjCCki2JCwS4GRdS5KiaBEUEiABo/CWn4EgtN3+GHthL6wUwuF0bPX9yOFgMlYIbd8JmX1grGgSYJLEWkpz/vStwvs54X6giXj1pbCn/iqlVqslRjFaD0bD6Hxd19zUPoS6qUWhj9HH0AfnY3AxgiI02iQhqFKA6L13fR99JCRjMmMsEXFkALA2y7IsOA9AIQTnYghBqQBpwmJtFC7K0lqrFPXeIUKMgUESlzsE1srEwJeXc2bQ2jrXN02DJMPRoCiypqm1oSIfeB9cXzvnCHWMoe/b5XIOAGmdTJwda/Th8SGRWq6atvHGmOHkYDQaFYM8L+35o6eLxYzRg0A1HN+sRkVRKKVjEGb+L/+rfzqbXfR99+EnHz87P3cufuc73/knf/RPz8/Pz57NVqvVxcXsJ7//k/W6ruv2YCpvv/3te/fun54+Q8TxeLRV/aXLUuvc2L3mViVdbloojMKk3EQhgvniou3qLDNt2zTtJsuMMVlS1d69e7dpGu/9YFBUVfnhh+8vFvDWt+5XVfXs2YlS9ODNbznnrDFvvvUWkfpw+eGz88XR4XQ6PbR5sVo3q9WmadpPPvlEYpzPF53zRWlIqRij9wEIbBa3VnZIzjkGQcQsM8bouq773ouAyiDLbJ7ndV03zcx7v1qtOMDl+VyiZKX9Z//sT95661v6lUXPFxcor8zIfoFb9fqFyHUC28sJ1y+bc/6Kap3r+OHLW/JLPnSvrNnZuryKGvq6+/WbKZdfbOqu/MR+C9vR3z2+QhvzjbR8v+oL4EsNWV5zscLXu/1fBjm/+Jk7kjG8TJLEV5idfLnkFdkh2tfe/PmUBXnur7+edWNna/Ji3gMK8E69IwK98+Wk6uq+rjcTq1Jo79Hh5Mlnn/6f/8f//h/+5m/L3Bqj2trdvHnzrW9/5/jW7aIsI0jvQohRmIAUASYTPFBbWvn+YL5yZ6+zc/dEe7m2Gl/R1AUAIDJTCpQjhSRd056dnJ6fn7VNk2d2HyyhSQkSAPgYgcjQVsUkIqC2Pv7MHCNE5tQhHBwcJMXp5HDSNM1msxkMBsx8cnKyXq+TASYRnZ6eplKv6zprbQhhvV5Xw1FRDJId4nq17nxvcNuokEIFQqiISBgiCeO2lSWMJEDAJIAYELaqpBhjRqiUASJBDKDK4ajp+fT09Oc//0BMbooJkolxMxwO79y5k2VZXddJm5cyytu2TVai4/E4dYAAsF6v27bt+/7i4mI2m83n86Zpkg/nnTt3Uuj50dFRMta77oOSGqemaQQhH+Q6sLH5aFRVVWltbqzm4O7f+/Ybt4+D66tB/s637v/w+28jROfcZx9v2mYdQjSkmo2DstTWCkcCJuQsLwBNCIoIRF3/1sZXliv7yPV0CpxzwiH0fYiOEQKDAKUmJ/Uz+0j0JOe7TjtKn5aElG3bLZfLFBtjtE5s2MvLy08/+zTLixACKEJE79x2G/iaOecOhktUAyLSWllFhGKUNoq0UopIKTQIGEPoWiVsM2VMYjniZDIaDsebdds0zdn56Zt975yLwStShEYhJSb8arWanZ9W1hB0+fTg/OJyPJq+8847Cao9PT29vLxs27Ysy6qqBoNBURStX/fepV3uXae1Hg4HSiljLEcEIETQ2iijGX2QsCVh+CAARMr5PkpfFDapN4s8HxbZTjMCGoEUmR3Lae9lCpCAOdrXSUBACIgaopAGwUThB069HJMIaG3ZAzMZUixMoAgJmBGVbBPwGAEJRYEkUhMA41aZGQVEGBGBUAlLDD1HJ1EpjKPx4PhoSkq0VtEHkChCBMgcFGLKclEArBA5ZQwCCcM12fO15Qt3ZH/hfcMH2DRNDLEqyiLPyWjUCkVAESoKHNmnNs37GCKLMVorTVoLQIxRIiS7V8Dn8o12g4novecYldqFcxIZY6Z3poioldm0tTGmKApllKxWMUZUpBEBoOu6CCGh+n3vHzx4kNmiaTd1vVYaFRkiIupi4L53g8GgKAauD03dheh01ADJqcVmmVUavfcx2ihc1+2q3khUg0E5mgyHw8pFd3b+7PHjhybTt+/cmIwOxqPDPM+rajgoh4jKOffppw8fPfpstVoKhPl8cXh89IPv/yhGuXHj1j//5//1n/3Zn7VN23Xuo48+AaGDg4OyHBwdHR0cHA6Hw7ZttmW8bJNaQu920EyiY0dmBkSlIDjf9633fe8aEYncxyjM4pxHRPbh0aNHSpm6rs/Ozppmc+fOna7rJtPxm2++WRTZBx98UA2L73//hxB5tVmzwOPHTz797NHDzz5j1r0PH33y8Wq57ns3HI6UtovFgkAAwBgFQsmdoCgKHwMCggBz5BDqpkUCrbXWSiTEGJnBGpsXBoHW6/XFxaype4Hgex4M8+ilq/vvfe97f/Inf3J6+kx/Xsn1dQwJvsJrX/mh32wew5dCPL5ghP+ldh/3urff0H59uSPwquiFXY2Hv2v2/rGifP/Qd+EbcU95wVD3l97dL97mCdwD+YKnvW6n94LvqLwKPITPjUf/1Z1i3lkKb7OqgdJX0T4WPvmEFIOyaRub2aI8jNFH7+r1/P/63/7VR+++W29WuQbfbMpc/+S/+NOj48Px9CAANK5v+s26bstyCEoBpgksIW7VNNcPy6uP2y77QfCKwyzAic8pO3I0sQALSNSAWiUPNH788PFyNnddZ5QyZbVczrXiGL0CA8IsWlKMGzMSJlgFlFIIyX4jxqgxBZsTEc3ni/F02vb96elplmWHh4dZljVN45xLNnfJLySBXekJyf0yxDgYVD6Euq4HTQMg1lr2DigCiTagkBCFlHByD0EWEAFGEIWshBGEhGm7jqug0EXunWNGUVplaj5fgs7Ksjo6vtkxmcG4KopLo5xzp6enVVWlUKyyLFOrlud5So/w3idt3vXrLdmKJrvC0WiUGqfk9p48MNP7pOinfZxmWZbFoFxt1j72rnFRGInG1RijNyjiOgNiFBoJKrrTpw+LwmqlrILcUB8DSRiUw6LIlNE9QnBCHFerhdIlAAOItRliFWPsXC+wH4xcqULSwb/uPhpC6Lo206YaTqo8A9LOx9Sg7m/h5DPxgsYkMTCzLMvzvKoqk9nRaN10DkSauq4yDQBZlt2/e29V14qo975r22RhGnwIIQjvQGnEyAiS6OQJVyBNipA1oibKUGVEhGSIjFKGlEYiFglBa0KE1Wq5aRrn+cF4NJpO1Bb+I0IAiMIROFqlR6ORglDl1jVLY7I8ryLgxWxBiGU1EKCszFEZEQkCbdN99ujJ2eVF+/4Hz87Onj59vFjM67r1PjBHAKN0ulEJUYC9zaLCaLUxNhNmrU2e56vVajZrRbHKlC1sOSgyY1GYRUAYQED4aiyTQhmQASmKkZ2EGHcLAgswsiCj3gY5hBhikNbV1trxaMxRFKMiUoIoCMxJNsjoAcNW5CLIKAhCmEr9ICwonIqdKMiCzByiE46+jyzRuT72GGNQiqw2GlmrFDYDCKAoQXiAybOVI4BE2VuPbnE/ABDez61wT1tgkK7z4/E4htjU9XqzUURFWQ6rgY+RjHIxltUAFDVNHTimzPLA7H30IUSOwpjii1CQ49aEFgAMGRHZ9E0IobBFlhEiJvugoiiC9+lOmc1n2uhhGIYYogSTGWMtKQoxrldr52PbdiGEw4MjQuN9VGQyW7H4+WwtEEQiEW4282SgAshlled2QKRv3jparzfJCcmCBRBUeLFcdI3LisGdW3dtVhblgJl9H4RkOB6+9daD73zv9zgiQUZEALTaNJ9+8vDx48d5Xo4nh7//kz/c1Muf/vQv7j94q3OhaRaud8ba3//RT5q6e//dDwfF4GB6VJbV7GLGzEZn9Xrjo+cQ99/LCnaubyKJFMDMzLHpGhGp602M3hjNEi4vz0nBcrlgDiH4YTlQtuibfjabnZ09izForVar5Xwxy3LddfXf/O3Di4vZaFR88OF7fRuatgsuIKIPrG0BQrP5KsSg0AyGY9J2drno21YpLIpciXR9h0TWms55ZiaylHp7wrzMlCIk6Lq2rtsYGQCqysbIILHrfFN3CBQDK03MfP/N+zHwH//xHz98+PAXv3hXvzAvfyEi/HNil/Dzxu1fDXx7ZbT6L81b/1Xjey9nOn/efiHgC/jetZ++9H79ZiA+fPFc7PG9rxl2/7vHb2dT98IF+ZWZ29/45fo6H/Hqxepr4HsvMDm/4EUv0inx6pfX3I+u/rr75WsHs+9mwPLimvCcEcsLG/lrWzR2e4oJKBNJset7SicAiPceMNTL5c0bR6Ph6Od/9x/+5b/479eLWZVnGJ1r6gf37/7RH/0hkDBC27tAKEBCVI6GShkAu6eJiiDH8EIbjNcYelfNHgHv0ZE99fSK7Ln9UQGJMDAAcrPerFarer2ZXZxbbTjG1nUAMKoGbbdJJ9Q754I/AMiybOMcAyCRNgY5oo+BYwoodxIpz1PRUJbl5eWlzfMbN26cn58vl+sUT5fkbVrr0WjUdV1C0lKWXXI3EeZmUzNSAlWc6/u+1QSAQISoiQgJQRFGjsBRACJKBGRUETQjK8SkJgfECBptRqKgc8H5EFEcgqa6ac4v5ptNjaaAtmk4KqWODqfD4XA4HKbkgMVisVgs5vN5XdfD4TBtv1KqqqqjoyNmXi6XiQLqvb+4uEhIYAoJ+O53v5vavCTem81mKYk+ufknnMHm2R/+Z38QYlTKBC997zlE7zvn2tyoo4OJhmhQDkZVZgHFu7ZtmxVwyBRopST0JCZXhjQFo1pDEQxqDcAicW9fKZI4gPjy0pE68wRX5nnuvW+buM0xR1AGIMHLu8yDbYcWgvd+3wQSkQJ1fHwMImenzybDvPf+4uy8qRthcc7N5/PlfN40Tdu0l5eXZVmWeQECWmmi3XhgpxlO77mdT6QMidT6SCQRFEGUZJihEfUVThlC9CBMitJNQ5pMYfMy00Ybo5VCQmGJIkFiEBFEpcgC6T5IaLrWeUvEUfqun61X588uBHlYjZ48fvLk5PGzk7Oj48Ozs4vR4dRm2WazEQFmGQwKra0iledFlhXJvRMRlXExOk1GGd00jVK6LEsRXq1WipLritVZHiITKFKklCJ1fRFj3k7JWYBIGRHkCAJRBBB5G0HJYW86yhIjd863y8VCEd+/f0shI4pRLCISGTnuWn3HFIAZACIyCoBETm4L0YswpZ4JlYsYg99GL2oVnANgiMGaQudZCAHZQ3RJg0cQQAhiDDFuB2E714MdmXwrG96vYNe6jKtlrSzLtu+IaHwwBYC+7TZN3a8DM9dtCwhSg+fY9x1pRUpHYRYmQIOkjVLKJFq19wFYFGmFBBECBwBQyiScvw8eABQoH7n3rt6sEtIlGE2WK0OBpRoNB1XlY1itVuv1umtdjKx1PplUo9F4td46OVVVeXg0QRIiyDKzXM3zQSbCXdd3rpuMDweDvOvcoyefjceTajRYLBZ1u2HmTe1cYKPt4fHtN+691XY+3WtZXpjsVtO2eTEqy3G96ZhpvaqfPTufzWY3b975b/7b/66uWwB2vvu3f/nT8eTwRz/+g+lk6jr3dHUym128/fbb8/ny8aOnt28dKqWbpvEulOWAmTebzXg87KGLkZElhtg5F5zfWt06F31g5gjJCID7viMCEbVer3rXWWu3AfHWWJulQ316+qzvm+Pj4029Pr84JwKl0RjqujWRMIemWV1cbIrBmElx4Cwvu67rml6QWEgA6rojCmVWHh8d+d4lVrvpMiIqBnmM0cVg7TYRNETXdb1SSERd18fI1pK1NsvMcrEhos2qB4bxQeV8d//+/dlsdvL05Mc//v3VanVycvLZZ5/+Dt/7Erv/nyC+97vH7x7/ieB7X2dxeyXz+ZvdpN+AWu/LP0gAEFBhZJ5Ox/P55Z//m//vZ//vXy5ns0Fpl4t56Lt7d+/8wU9+jIg2y0WRICzrpumdNlkxKCIj4s4ZJ6FX/BpGuztgdeuPjvx8M7jbPABNihkiRPZhOV88ffp0dnExHAz6ELMsGw0qAOj6Ni+KEBWJCX7bOQCh7DxWiQgUQdymyqdTkyz3lVKPnjw9PD4OzI8ePdJaJ7PKTz/91Dn34MGDoig++OCDGOM+/I2Zq6o6ODi4devWfLG6XCxTnJqIGGMkegFIjmBIGiAIbX2SE2GVkSIaRIUCEVERRCJEZNKOtZDuUS0aP5vNLy8XT0+eqSw/O5+NJgdvvPXm5Xy+Wm4UwXK5fPjwISL2fZ+6oOFw+ODBgy2dr22TXedisTg9Pd1sNqk8Ta7rBwcHo9Ho8PAwZfEl69HT09NkQJoor4PBoKqqRPUUkenhwXK9dN7HKG3rhCEzWeRgtXauWy1mrt0QxOk4n+pSWSRSeWaLTAcXAKQqbFVmeZ4ZhSHqPLPz1hEYAAZgiip1aCEESca8cjXb2p/BLMt84BhjiqjSWoU+eu8dwiArtDL7SPSk8Ut1YQjhunuc0frB/fvT0Ta3PYoMBoMIWJal0UZrlY7A+PDmfLHYj6hGw6FRWimllSLALSJ0zYps3wgw8xZKf75fTSxZay1pVEppa/NBOaxGWVFu6paZN3WdEJUQvEFCRBJRmqw2hlQjEgK3nSPC2XwJitbL1eXFhYvh2dOTCOJ7Vw0GZPRoPB6Np8tNba09PDycTqfD4ajvt0h1UQyCT6nxwMxKISY96Q6mS5Bz2/YcqajK4XBUlmWWlQZpe2w5EiRPVPK+T504oiAqRFKkkgKRhZkjAKR+XoAFYqJmiwQAz7Ht3do5g+AIhBQisAJgiAwhhdQJepQIKVtPhCUiSARAjsxOhAWRAAGZIzjvANhQRoAxOkXE0TuPzMQhIGKMPhnIxRgBIgsmgevuZMlOpEdbne0uoyFdPtep6cnyKnBMoZebzSblTBSDEoiYWRCBcBslQtvLOKmFAYiUKrLcmMzFUNe16x0iZcokv70kFi2KIs/zrusQldba6CyzVhEohQhsTNZ2nVIqhLBpGxNZZ7ZpmouLi8V8ZW124/iWtXYwGB4cHN669cZqtVqtVmWZDwb5+cWzyJ6oEpbL2cVgUCql8zwfjYa3bt0BgK5z1WAb1FnXtVIK0Bity7KqBgfGDELorLVVVZGCwH6z/v/Ze9Nnya7jPjAzzzl3rVvLW3tldwMU+AwmAAAgAElEQVQgSEEQZZuW58M4whEzH/yHToQdMTHhmPF4xiPLY400liKsmCBlC5QJgkQD6OXttd/tLJnz4dx6/XpBs0lIFBVGfUDgVddy69a5p/KX+Vu6xWLd1A5ANU3TNN1kMnnw4NG4mnadjS9YlEVRFL/3e783m82ePTthH5RS9+7d857TNLt161Z0PBYRpVWc5Ptgv/zqS+/dtcuatXa73gyXM4CmKIbFpm/KalQUWZIkgHx61qzX6xhPaoxxfX95edk2nULquyAggf1qtUaE999/eHL6/OLiwhg9nuRd13rmfFQGH/re2d5ut3VismI08j7EcEJg7Lo+T5K6btt6m2bpqCqzLCOt8rywtkNWUVQpIgIBY8oqACIZM1w46/UmTbMsK+r6PE3yH/zg9x8//vzBgwda6/nF8gc/+MGTJ0+22+3HH3/8hvnezaoiahXe2IG+OfChN+UfvcFA7031yivr/uZLvb7N3XyFN3r0fZMy7o22hK/f+YZPwS/N92CQfryIBHiL4eHr05XXjuQmBnsno9SXzuELshXcPHWv3yM7VfcrKibmlzQzb1wSvyW3b05pe/sY85sU3G/0sP01YyF3+QsvWUqKkHrDZXh9mdzsbb9CGnxjAMMbjy22PG9+hG+yReyk7fj6vPHrTvvXPezmHfjWA/6lzkk3h9uvjZVe/1x4s0ZjkJeGUTemf0rRG+maL/33tbHktVTv1Y1O4DqPawAzbz7D8hba6it5DC8+F76I7Y7DtGuvlN1MYtCwBe9jGJqIWGs32/rWraPzi6fvf/Dw9OT5//I//4uT588weI3S1/XBbHr/3p3vfOc7o6Ks28ax5sBOAqLKskyAuq4jlcQlijun2OvlunOvGcROahD6DJTX+DBmjkfOzCLBdb0xxiQKgEIItu9neyPXdJ23m9Xq/PQ0OHu4v1/XtTbaEHZt2zRNNR5Za+tmA0EhKpNkghALfWNMmqbe+9D3VZqTIq21954I4/BHa33r1q26bTtrDw+OQwjr9Xa9Xh8cHIxGo6Zpvvzyy9ls9r3vfc9aa4w5PT29uLio63q9Xq9Wq/FkmmV59DboewuoSCMxt123d3DQbhZJmtl2yyEQYFVVSqdt71GXPQNpnaYpplln7Wq9rdvuYjU/O7989uTpdrXpuy5YR6CU1pE++uknn8zXC+eCSbI8z6uqikX8dYpdrD6fPHmyWq2ccxGwhRBu3bp1586doigiKI2Q6bPPPosTP2auqoqZY4z74eFhmqbRrjNWkNvtlj8Tx05pDUAc8OHDR8GHoii6zYaItCYxusgykxhAGY1K2zmTKGa/XC5GRaFHo6ostDbe9hA8e6tUqo1h9l3XN7YNwUXvUBaIIyTvPaK6ps9dL6eY5yYiIN4DhBCsFbdcBoaYED2EUxNF8q1Sqq7ruCy7bptl8ud//uf/7J/+we///u+jWCDKsqz3oW3bUZkJ8/npWQjhatNMJhOt9bauR5PxdrslXcYpaNQHdl1nUmW9nVRjV6/jP+VFnoA424zGVdd1wfNyuS6KonM2ybMPP/ww2mxczi/m87kHaLt+Mt2zjnWSRsfF23eOg7dKqfF0IhCytDo/P//Rj35kjHK2Pz97fnZ2utlsirLabjbGmN7asihyY0a3SiJCIkWktP7e9z8yaXL985FlOaKKqkVtVJolCDSw2dmnBgTB9i7VhUkzrZNZtbe8qhFM33gFXqN4CLuvgBC1EAqRSYubCVICwswooIhIEEgJRKjGiUFEgygRMTpbE9mDg+LoYKTQErGE4IIACwcfeZMADCgxzyY6oCIyCVtroz8nkhIJzIEhgOhUKxGQ4F2wiOhCIALxzgccKm9E710Ifuh0vZlwLgwMpPwNvBd5qXFTZeHr31/ne21MYbT33kUMLSIcvYXyi4uLruvyUakTHZid8wpQa4OodJoE5uVyGSM9kRQSRhJ13/eIan9/z7nQ9y4vR4pMVVUA0LXdxfxiNb+6c/fW89NnghQCl2VF2tR1u1ptGCEw5KNRkiT7R4fGpF1nF+tNTAcdVcW6biih8Wx6cvJs/uSrsszSvDRpenh4uFgsLheXd+7fe/jwPWvts6enl4t5VhZhuXDWG5MHTn0ggKxpw6iYKk1t64oiU4CpKecXm8uz1b17t9NZujfdDyEoZVDA9VZrrZAWV/Pf/Z2PpuMJiBwcHFydXyXadHXH3HCQ4PzGreLsO3IQ4mk3iQrWhRBYKa21BD45OVmv17/30e/u7+/neb5erQQANW7Wy+ebTdM0gxsOkgSOB5Bo07Z+Uo0nk8njx48nk4m1tutAa+htf3Bw4L3t+65pGmuBxeskJW1SUkrpaK3fO0ugJUDX9MhgtM7zfDIemTu3AMDajrQqiqIsS1DQNM1isbhazLuuSzOT56mIONc765Sm2Ee7ulp45y8uLpjhn//zf55l+Wq1fO/RB3/6J//xd773UVmWy9Xc+T5Jtf610dG3s4W/72fppRoX8F0Q1Lff+7er8duz945zv9eTEn6lCeFvjJz5pjtvUjfldbupmyAzDj2YuSpHqdGb7eLho/tfffmLP/p3/+7k+TMCdrYPrr99eHD71tHdu3f396aK0IZEqcSjYEACZkAQQKCbDNxfUfcYBlNAiG4crADBGETw1sXafVxWz58+K7N8u958/otflEVR5vl2uzVaTyeTzXqtlLp79+75xQkYxSKaiEjFuuu6LIt+MNErRV47yIiRrHP3798/2D/67LPP6rp+9OhR3/ePHz8Wkb29vdlsdnZ21jSNiEQyZFVVcfa1tz8jHf0zR23bMouw98EjQdd7zxJ61zU2JzImJdImzckUlrEPoe9DO1+eX109ef788uJqta3r3lsblECRpGU+m+0XRZqId9774B2i3Lt1K83yyd4+C0Y/8dVqFT1aIrTTWldVtb+/T0RZlkW003Vd9J7ZbDZEdG3EUhTFdDr97ne/m+d59B3tuu7zzz/vui6yXgEgSZKqqrIiH0+nQbhputVqnSSJKMnznIUFOAzBMijAcZpxHQJECuJskwi1Iq21UVoBKnixUJVSiEJEQfgtV/E16huYn/wKAeeFH2xEZZH2dvOKULvGm+vttrEA1ous12vrvCYq8yJNMHYHENrFYlGW5cH+/uHR0WDM6HwsRhFRoVJKlUZ7bxfzK7tdt13ddX3rusl4lKfjLE9Iq9V6naap81I33Xx+adKkLAtBNds/aK11ntOiDHXnOYwmU1KwWCyKPEel2Dvb9d721tZPv/rC2k6YtSYiTLPCpInqTFFWaeGrckwa0yRFIFSgUJMiUmhMCsCIKgbkvN53210IRMporQm9tTZ46NmvVrW3rHWS6pRIg2CSpgxhgN/AgYFF4sU7NMmQQYBitgEgCAswQABgYfbBeW93gBwP9iqDd0WkLPPUhOB65hCPjJABOEYx7K5WGviywjEl8EV0qrAICghLgMHRh298OpEB17FI1BVf99Zf26lkZ1yMg6x557V8c8onr2zFzBztZ2KMQx8cIKITay0ijkYjUKS1Ro68cmJmiVlsHIAlOkYiKSS13m6yJB2Px9tts91uu84S0dViPq6m8UoXEW3IC3fWolL7e/tZUaRpHkJ4/vys9x4BkyRFUMaYi4urg4ODLMuc9dPpdG9vTyllEpVlZrW+YgZErKrJtp53Xdf3LvIPP/vss+VyGTnbzoXPPvtsNt3/+OOPP/306XxuvfNd55hBKaOVDh5AFIvMxgebeu17Zoau74DRea9QZ5kgYrOtGSTPMqORmeeXV4vFwvd+NBrtjJcAANu2jfNPY5I0TULgEHzTdPESvg5ZGY/HRBTHlZvNZrNeM3tlKC3yJEmIIHZ8xvn4+PiY2V9eXopwCCEyWmPuonMOAniGtmkFuO97ZkakNCUW5QJ71zvnUDBJkqIoijRPdGZMakghktE6S1OBoBQ6Z1ebEFtj3lshJKKqGuVl3ve9D3az2YTgvPda6yxPEVXf98669dKOxumH3/0gymUB4JNPPjk4OACSx48fz+fzsizX6/Wvk8fwLgq6d08aeCUg+JtUYH+zNdM7Jih87Yf9beJq/vJBFg6uTm8RBX0LGP6+A5Xf5Df4joLP32Zd6LsrG193Z3nNzeXV7e6NY8Nvsn39Ss997TDktc8i10SAax0yR+tyJDWEBYIx6F2bpQmS6dpVXmQI8m//j3/1X//6k5MnTwigbpppWf7ORz+4fetoOp1kWcrMvbUmMaAUASghkUDXvnIYKWGDzUp0s9gBLtkNt9/kz8kcbbZjCY+ECjFNk77riCjNEhBZrZbzq6uv1pu2bkBku91oUmma5lnig9eG6s12vV4e3zo6W1wAgEkMoe6thBBYolngkKf6wlTvBbYfvoUkSarJ5OLi4vJiXhTF/fv327Zt27Ysy0giurq6uh6jvffee0op51xEWV9++UWa5Fk5StOMWZglBCFKR6NKwKT5JLie0F/M522z2NZN3fRt79d113mxPnTWORGVaKUMpWWZUu4DBCaWrnfN+rKtt9PJ+GB/WlVjkyqW4Hx4/PhxHPEZY/b29uLCiCRGIkqSpK7rCNjiFZFlWVVV0aCl7/uIWKKJpff+8ePHiBjNHmMme7QnBYi2cpqZe2fPzs6VTgIH57hzLlhf141n9iJemJG9Eis+gEYFpEiAUQ3jZaVQKxWj/JzrYzZA2HEZ0iTxAZVSwfPLtfVLrrbXdnxDqR21bYTDTA9fuh5jWT8kKOwyLZmZA4OIc67erifjXBOWeQ5kFVHbtuIAEcuyvJ9XV/MFEV1dXvoQbt27r5VSSkW3EwkcMCgOQRhEtMbR/uTu3TujyajZcD4q15v11WZ16+6dZdtp5yHN8sl0LzGgwHu/Wq+lbS/ni6Zuqov5l189TdPi+fMT5+WLL59Y2+V5zt4q5MSYIsuVUgBVpLAGYWOUAHQ2VJOpMqoqKyDQSoNAjC6NE32FaoAu8MJwOBqoXGM0EUE0gYmdBI8IiSJSSmsyCKiFEmUynRIDsKUB10AMKBeWGy8+7D/EHoF3dpYMMZxQBMEbJQIsEiRwmdDs7iHRILsSsEqD1hoBJDBzkGGoSygkwjdNMZkFgWLk6rDliDC+GAITIA5WoOJjFjELCwuAIKghnYYxipCZXw14jY7B19YgQzzGTRuqsIOCyjsbTwojeOF40TlrrXOz6XQyqjpnGWI6iAALEQqjsBCLQgKlB4DLMhpVrnddZ7XWZVkqkyDiiCYuhE1Tr1ZrpVQ1HuXFSADLUaVMuq2709Or9XaTprnW6Xg8nc6mZTFK80wTdm2XJBmRKvKyqiofnPfu8eOfP3v+JXM4Pj42Rp08vxAIWuV5kU4ms/V6fXp6dv/eg7IcL+bL46M73/ve92/fvvPkq/US1+w8O1GgjTKEoIlIwFv3waNHj794vFms5O4t8GyUIWPESbPZWOdt18fUxabeggLxYblcjKupty7CpBCCUqS1qftmuVwhYlkWzOK9W2/XxhjvfZTqOecIoKqq7WZ1eHjIIRtXpTE6iG/bBhHzZFwUhXX9xcUZO++9r+utMTrP89vHx6AwSZWIaE2jiSHCEMQ575wgUuRHCLNzzrqQJFmWpASUGr03mxVJLoLAHL++pqmVBq0RCI3RIsFLaG3ouo40JYlRWlnfzRdLby1zIMKiyI02fd9vNpZZssJ88MF3/9E//IP1erPd1j/84T/+N//mf1+v10dHR3EL2m63n376X/WvwcCEN7lZfkP22s2g51+JqvdrEOR+KaXz9UP6JW/xch4D3EhZgRsh3e94bL+BNv+bLFiQkAD5la/gLa39b2+/tdAOv35h/21QVd9tgf36D/s7mXO+kb35hofdUHDFgd51HsNNTubOxuVVZxf4+jy9mxfh39Jk7+3zvRuXv1yTchHUUJohEgpISAwqFaxti1z/5Y//07/4l/9T36wOD6biu67tv/v+++8/eDSbThKjfd+v+g5BpXmWl8W6aUNkWgkSouAgTIAdPxkDg8grfhtvPGaMplkynGICQAECDi5kJkGEvmnXi+XTp0/btiWjdaJFJM8y2zYXV+dGa6M1B58VeZ7nTVNz7BITIRFACCAscg183/izRTQsGGvttmmK0ejw4HixWCwWl7GL3DSNMQOZarFYyDDQgKgNi1jowf37LjAqk6aJahShQU0A3Fv4D3/8H9fLC993IYT1cquUJhWT2DTp1GRZmoAy3PVNXa/7vg/ejotMAZZZWVXjWbU/m+w9ePDIez9fXp2fnzoJSZGj98dFFXvhfd9ba6N9aJIkccpnjBmNRlHwFqdhbdtGAmokDVprlVJFUeR5rpQaj8cR5sUMt8gxi4snJt1prbVJDw/38qwgrTbbZlRVm02NOmECVuRBPEBK1DqX9YoFkYYxX0SVWiekVJIkiNT3Nt55re4gIooaxzcNUl6Z78ELQvXwIx7xnjYaXjiiDLf4KSLqe4H5A0dsPCoPeu/yPO8D297Or67KTAfrkrw4Pb+4Wizu3r9359bt8d5su63ni589f/68qevgA4dA2iRGM6FzvTYYgju/PKtXV188/sXR0VFn+4ODg/sffs+MmrZtz87PTi6vzi7O+r5v2m0k8l1czpVSs9ne5cWiqqZZWhDRarU4ONiL7NCD/VmeF0oPrh6CKhJZfbDWOYEr1CZJM5Plr253cXHHC5MUgBBFkS3f8JbaXRmkggiHIMxaKaO1UipPk3qzXBCXmZpUWWKAfX1DBgMCLCLIeJPPCRB0LIcHrvvOyRNARLIsSZIs+nA42xIk8XOBSJaouDKHQE4UwSAoEliYdhEIEHs4wztFLr4AAAGw3+G9uFCG5PQdRrsW7TCxMAqBRmIBZBEWjkZWMY8hKooxHvr1drEzbIl3xuGfMAo6570wKmIEH4LnsG1q7/1oNErSNNrJNm3rhdkFFNBKJUqjUp41orfB807BY5RBJUU1KopRmqYXl/O2bR1bIkVKpVlmjNHGQPDWBWPM0+enzLK/v3/vwaOm6Q/2D6d7+3mex6Nsm201Hs9ms/V6EzzrRPnO/ejHPz47fz6Zlh99/3fee+/hTz/9a89cliNBWiw3v/u7v/O9748fP368XK7PL+fVZPoPfv+HZVnN50tmIQykIDHKaAC23nsOFpTpmtVsMjlP9XJ5Wa+ONu3a9753DgJok2ZFHqwPwMvt9vzstKiKw/392WxidNJ1zXa7vZbqbdZ1b9uutQBSlHlsP2mVuN4CwGg0qqoqS5LYunr61RNEPD09VUg6Udb3pHAymQCA8/b58+cioW3bLMuOj2/lec7MZZmjYR+67XZbFEVVVSFI23ZGp3lWAUDTdE3dBfBBhFCKLB2PRsEyiNi20dFOmplQp0mCAI69Y0FGRg7Afd/5YItRudlsFsu6c5Y5ACAyGmPS1CDidltbZ0MA3wMAdF3/s5/97OTk9PJi/tlnP5vN9gDgpz/96Y9+9OPvPLi7v78/Ho/1180B3gU7vUVy88Ze8lv0e790CvEWIco3GRK+48jxZkH2hnd5JakZ5Gbe+juepd883oPXxTyI737Ov739fcF7rwC/d0RB31AN+y4L5o3r8LcE770jSQHhpUHZtT/nK72Sa9T2RrD3xsQ/fNFNkr/ZfePmbnYT0b2cqicvkZMwVnjXWk0CDIhgjHGuTZIkz5M//Lf/55/+6Z/kmR4X09XyclyM/uk/++9vH99JlR4qcmYhVDpRRrsgIEQiYbAvAIaBUUdDdBUKDAanL4Uc4kuI9CazNBZ8mpCUEvbM0rfdqCjquj45OZlfXTFzWZYX8ysIfHx8vFmvg+339va0UleXF3uzmSZaLBZGk9a699GJkV85w9chhK/8fl3P9wYvFqLHjx+vVqssK7IsQ8Q7d+5EK8jz8/PNZqO1jhhpNpsVRVEUhdZ0fnHmAwCDtZYDEFGWFV3XtU3305/+XLgr83w8noz3K0WJUsr7YK31Ibht3du265rA/d5+9ej+3b3xuEro7vGtR/ffL4rKO7662jomVRZJokGRDR41burtsydP+76Pk8k0TSM6rapqOp2mabparU5OTpqm2dvbi0Yy1lrvfWRmxoi2qqryPN9sNjFL/TrgLkmSPM+LotBa7+3taa3btr24uFgtl4vFyqQZkd627eHR8S4hXQMqRmKAINy4PrfoORChIKCiaNEIhLJL0NJax47A9eQtGoFcJ+y95SqIazIahyIwM0cFO9ywErg2aPm6UJCY01BvttbazvZPnjxhoIcP3j883CNxl6fP5vP5vXv3Nk3jnKvrWqVJ0/ZZOUuip2XUGDNHd1BnO61JKc3stclu372jtd609fl8/hc/+vEXT57UdX3y7LkEvpxfKKVIIQmkaVIUZZ7nZVGld0fVaJKPSp0Y61ySJANwDSFJM8QhV1BQKaWt9wJ0c1gdp7KDR9Fur2C5JtUSkiASACCqHdgLwyWAAISEZNAgMrAE73zotvVyu13kmRJ2WkGiY4OGb8opY0obALy44pAphknijQktAABYZz16DUAKUqVMkipSzgUfnCIkIA6hqxtQQKSIMML5CPREMOI9ZhYe+gIhCHNMEEVG5JfwXuQUQxAmobjwCJQgswRAQQEPHKGbAIJIiI41gGG3e8ZifciZgJtjzBvabw4s7DkE9iwSj4gRtNZZljFza3syuu/7AIIMevgWUBOJiFZKRBiBEEWwqRsS6Pv+6mqBiF3vsixL8mxbN9GC6ODw4OGDh199+cXF2UlWjN5//4MHDx4EBufCcrEZT2dlMVJK9b2ztvfeV+My9jWmk9nl5eV//i8/Xi6Xe3vT7zy4N5vNAHm5XDobaKSDl81mq5S+d+9e3/eXl/O27f67f/IxAG02dWKytm2t7RShD33bbRA6EXa24zLfbuZaMYjzrp1fnXsORLrMc62SEBgCR4ZIh5u2q33oUAIANJ2NFAnnnMAwtE+SZLY3Kcsiz7PopDUez87PLqJdcF3X9WZzdXWllGq2dSRfjEajajJSGpVRfd9H1n0I4f79u5PJpGmaq6uruO2cnJyoFJarJTMTambue2d7n+cjIh282D4wI6FWWhjZOxecN4lRoILzkrAC5ZkBggSWwKhvSIshCIQQQte11nZ931oPaaqqatRsmjRNjVHW9n1vkSBJaG9Wbbfd/v7+3bv3jo6OT0/O7967zcz/4T/83x9//PF3v/vdzXb11VdfNU2j37Ec/DWIWO/+ajcrnl/VXeNvsEB8u6XKOzz3az7a3wec8Fre+m8OfH57++1BOH/bbYVv8rDf/MG/o+XmS4RMkF9K9Xwrr/I3cfv6sR6+Mebh2rsFXgtCaLvm+Giv2W7+5I//5P/54z8Kwe9NK5S+WdOHH7z/j3/4j9q6rdebLEmIVJDoj6FsCHXbJCZjlsAeOFoXRIcMGQKnJZZFCPDLw/cAwCh0zkvwiEaTDhyc9+LD1eXlYj5fLpe+t8rQcrnc29tj5surq6PDQ5CwuLzKUnPnzp1nT5+6vp1Op4JgyNjgQ7QelMG37RUp42sGOcN5i5Shum2nk73ZbHZxcTWfz2/fvi0iFxcXl5eXiPjw4cPo6Nh1Udlvnz17tlzOZ7OpMqlOMts7F7yQurpapGl6sH80HmXeNW2z3da9h9y5Dlistd52RtHdW4ej49nB/vQ7949uHU9Ho7JMMBMPzjvr+81lve03i9aDAW3OruY//fkvVm0z2d8T4CTNj46Ojo+PkySJCQqXl5dN05yfn8fSMJY4Z2dnxpg7d+5EbSFEB/m2Xa/Xp6enzrmo09NaT6fT2WwWwV405LwunmIQH5Hueu8ZEX3b9iGIMkmS5aQ0asUgQYQFO+faHr33RmkEItLxnCMiiwSWYfS0K0WiOMd77wbDi1f8kOQ6tfI6kiE+CwACsg8hMlxuBrLH4aTa3SKejLNZIjJaV1WVJEnXdX3Xi/DB3v6260MITduWqYoBhp9++qlJEmPMarXatE01mb3//vun51dZll1vAt72OlXOsSHarjdPnz6dZ4nRylo7X656Z3/x5OmmbY0x7bYu8jQvi9FolCSGEEflKM8LrRMAyk0OgDrNetfN9vaatg7Oi4gXJgRFSmudpjmQZhbPNYAik6A2jBQAAyAh8TAr350pJEWGduOvOBYbolgi73NHERIUHhJBhIiRWFgC26JI92ZVVRpN3jubiQVx0YH0etBHSAPYwxusTuRXhrTMYDRJ8F1bDzuWEKExRAGHvOz4JZMgADFEm1/hEImj0a0T44KIfF4O5COnIJrOkDC/4FUIADEIAAuAgFYUMSBAkIjirkfEu1NxMwoGBQCG1hZE9ijITaLATR1ptOAPzDEc0KSJJhVtNsX74J1zDhQZ0kbHfgFedzeICBC8cIxl857dttlut6PRaDqdHh8fd84uV2ut9XRv9uDho9l0en52mmTFnTt3Hz187/Dw6OTsfLW6zMuCg3jPATAICuBoNBIJq1VDRF3fnJ2fNE3z3nvvHR8fFGUiEjabTde1ImCMmUwmSEKklsv11dUCAI+PjsuyrLedtV6R8a4nZBG2tlkvoTMkElzfsh+vV1feNcG3wm61XhCR0WmiFSrdbOvtto5siKbdrBZLramtm7ZvUJvJZFKUmTFVVVVZlpRlGfcK52zbtrGd9Pjzx03TRj/eNE2NUok2bdseHBwUeV7kRZ7n42nV2/ZqcfXVV1+dnV4BwmRSap30vZvP5/P5PELH5XKZFEokEKm6rq21iKoaTZIk8Y67rg9BtEq0IdSBKK5KzPMcArTbBrJMJVoCiPe248Y2mJFnF0IIIBFXW9u1fc0oOk1UIlorRMyyTCktwtEkLE3TNE2327ZZ26ZpsixLkmQ2m3300UePHz+OMT9N03zyySfn5+dJcsOvha7FWzcszgdecWz64s71GgGjUHHoXgwtbgJAQI5saBwWtlD817grvPowjgSo4WEQ4zFJbrwIxIfF6wZ2z4KBBIBCAtotbFcAACAASURBVEAYDZcYQEV8FQ811gvy0rPinyiD0RsN/xp52UAAQpEgjowMjEJMSAAoGN+NGYUYGRmFAAWBUMm1OjeSEvglthe84nj5K8JOgevNFwRi62hIl2IQ2pmQ44uy7EZf/mudWHY96rcAvFfYXG+pFH8DqAPf+uffeBH8DcbFcmMUPHA64kQiCsivvy+AAKB2DJbhfoG4fK6ZIHLN6Ls+HoppRBKtC4bzQfJirCSvTW5f+QZfh1ivf4mvRC++Ot8AeMvp2XlKvlCsg8DN8dfwIXfwiOJSHZTzSLs1hxCXOMXNZ6BLikSv/t3FCwIiKMRycwcjoSjIGYbucL2tveH7urnIr139d1/N9THCTQfNm8O33Q/48O+4K0kVIA8JyhA9AxhkxwEY9qjhYw5k0Jf9iuMOQjumOL5EX3z1A9yAmtcL6C3LfcdARxQh5EjOihs7gJCiEAIQGm0Ce2E2WRoCBQ4A4KWvijQ1dHl+8b/9r3/013/1V+vVUgN7a0Nv79w5+uj7Hx7tHz0/PUVUpNS6s4CEqIiIPAQQgIRJM4YQFAv72HQHIBam6NYRFYSCUcUPEEQxgh+i/0QnCYFwcAxiFAWCQJJkSXA216bZNn3bLa4u27ZdL5dKq/GkdD6YxBB7BarMkuX8Ik3Tvdk0BL9cLibTKdG0t9Z2nU6VIaWAfBDrXeAQcBBxRYsaHBSDWhltJXhhIgRFgbnpunI0Go1GXdcBwKgskWiz2axWK2PMbDbz3s/n8yRJQghlWU6n0yzLYhq7UmhMSqSMoVFmKPTTKgMO3K/Ol8/HoyxDyfKimkyyNMnSdG9vujcdT6oiS1ArSIxSGDhYaZb91juxKCiirZfAgahPtMrHmc6OGtc+Pb/IygIJNUjXdb/4xS+ucU7kZ0YslGXZ9eQnevOcnJxEDmfTNFEFd3BwkKZpHBxFgLBarU5PTyML9Dq6fTweDwn1LCzIQHXd4EaZTFvrfHBI4J3LTNKuFum41EHq5dJ3h12/tn2PAAzMwJ4DIwuKIgUgWhNiAPQiniOVkCEIihASMoMmAIXMnpAUBgRPICgBOQASCQBgCKRAJ9popZz0LnTICALMwMAIBALBOReC0km72hhjFCXSu8l4ur93JI+syUrbbE2SS205QGpSJKmtNUXxvY9+9/EXXy2X296GKq1u337QbO161U0ms2dPn47KHEGhguBtrinRRoqi660wMLPWZjQ+OMiLx18+GRd7VTWaPCrSRBNRmkbPfUAEBIVIwUuaZdY653rvmIMAo1IGAJROiCgwSJAgjtkBoclSxLxbLBG1BCTQEhBREeDg+h4FuwIkPBA4h1+xYdMJIYAwISGBAUFwwt57BwJImCpCDXf2ioPyg73ZLMtTBb21rQeHEEggCiYp6gBx2EflRZN8SLGLkRrD3sisjRJB51zwXkSAjSckJGYILPHnMU0yAPASgg8h5jFyzIqIk0UAIRAMwYtgkMGfhSPe57j97Mo2ARl+nDiWnYpEEIWRw26Xlbg5vPRLudtq468/UNxnQQIzEUI0DnHWOydCzgdAcsGyCBAiMHvO8jzVxvsQRFDA2l4YsywDEReCAIoiRGLSIqGzjgHK8bRpmvHeOM0Sk5i+7x88fJjnxXy5/Oz/+/Gt27eObt0uiurw4PiLL76oO3/3wXsffPBh2zSf/vxzRbQ3O1RKsw/iPDEbAUL0ToIHhanRZjGfj6u9//F/eD9NE1JS12ulqcjzw4PjDx603//wu9PZdLlcpiA//c9/eXFxtT+Z3r3znc3FPDGZt/784owQTZ5w4LrZArg80YgcrFsuQ9wnfQht17WnZxwG1nSW5QAx+LFClDRN7t+/Fx2k+r43WapJMUi92awXq63G06enDLxdb/IiH1WVUcoGX+bF0f4BaY27+JPVcrVazctRoTX1vpufXT09422zWS0XIUA1yceT8d5sb71d913X2/7o+Gi2Nz05PfXsSjNK01xYvN1ygDw3VTVZrdbWOg6gNU2nM2NU026zPK3rZlRWVTVuNnXf98v1qiycMalKEBHyJFvVm97126Zp+46BEZFQJZnRhJEF4K1tN7VJUmt75kCkiiJRSgFgkpgusV3Xdn3jnKvG+XI5/+znnxKh9+4nf/3Jcrk62D98ab73son/UJxxbLUSyXV9cSNT+PqRDIII1yXttbM4DxDoRhn1+sOGC+tG+bLTAF9XUAggSMN7Da85NOqYdpAzvoB6ofZ4IZ55oSjevRoj0uClHsNiYhkoEUfhroyL3T6Ua3w1vKmKJKSAiICMRLuLW+DGew0l5lsL6F/OGRu8g6//5JtFG+COdwEq6k3egOjeBqKua/JX6ElvgFTviFe/CYp79wfL3wLk+xsaF7/oTeJ1JgfKrvN3Q7SNEJkwUUGww/Yv/7l7MUSkSKMZ2oc8tBPkBXCnN42kvk6A+u6z91e6Dzv4BDciG1+9cbyfdm75Muwb6iYQfYUyfY2UXokKECAkgJcv4JjuBKCuI20FBMLQ8Yi0Q2QBIdKvLh95w6oS4Z3p3M6WDXdgb0BeIfa6X8V7N3IXrq8iikkVRJGpKHiT/QmwGwMKvngSXR9JfM0XU0G48aY3x4KvhazcXH84/Bm+phcTl1NMuRoIU8DALECxi9TaXmsdU30FsLNu3ViV5IpIK1/mxiR0cvLVH/3hv/7yFz/r68Z2fW6yf/zx7z98/z2TIMRkF1AiyIIApEgjaUBkIRBQGj2HIOhBApAAhyiJAeSdPygLI0AiRAM8QCAUIAC0PgiwUZAleWrUdrtikta2mGYCwXXt5599evLsWaKV9/7u3btZUa42m9V6OR2PDWLXNZkxHzx6+OTJk7/4i/909+7dO3fuXFxceO8PDg4Q0TtLAkopJERS2pi4zgJInPAYQBQgRZQaDC74QISklAdWSl1eXY5G1e1bd7uuOz+9EIDJdBKb933fTyaThw8f/vznP99sNs6558+fx/QC59zR4b7z0RPCE/i+XQTA79y/84OPPxoX6bTKMXCamjTNvLNNs5mOR+NJxr5DCQIBLQiLQiQhIWHUUXDEJKKFDHix6838YrE+O39W122SZipRm812MqmOjo5i6zrGcMVB32KxiNIXY8x6vR6Px8fHx48ePTLGhBBWq9V6vb64uLi6urpOIe+6bjKZ7O3tTafTa2fLJ0+eJElirZ3P54ioE9N0dra/V45Go9kkL8uTk5O2qxFQvEuVkd4WSqcMzXZLzrfrTXABORCC1oolIIFAINKkSGullA/oRawHD6REDKBjDIqIvSNEIAAOCkUhEwQCjxw4BCIMgYkoWAEPqDSC4tAFFRQo3u3agRmCuCAIajop15ttmZWZGuHG/eKzL1A4L3Q1SUwx8WervhfuIc8qMqFzYdW0Z58/f356QaSR1FfPr/7LJ59/8dWzZydnm9W2rr8cVRMBBPF5qhOTaZMezWZkkkRnColMwo6zonj25Hyaz7I0m1YVYAxZVLv0lGHf0ymyiDZaBNKkZCeGMkEUCQIkKKQEUSlk77lzfaK1MHgfNCj2rFCRoHhWRBpp97JIFBAcUhBBBjRZHuGWVjpLEwnM3kVnEU2tgpDGzZTjNsTjFFRREvahab0IoAQISCJRDKmHNwrCO1vLoeMPOzeXYT+MG4MCL56ZJTJLRTCgCDsWhiAg3ge5HprJMKMXARBFMrhoRH9Nlp1rywvnTIrUzxvawsFJSgB2Fi83Z34REFLcR4fwKn5BSRBghhC353jYIQTPXkQCRHWojSxTpdOYKZ9lWV5kEnzdbBQEQ4nS5B0zs0KdFNmoqupm65xVxiR5xkzNdkuo8nJUjKa3ju+s1su6Xj94dG9Tb6iuO9c9PXn66c8+e+/RB++99z0Es1rVruckHU32jvb39x0jgx6NJgTIPgBwqvTwe00IqD0SkI7Otwd7h947Dv7k+TMRDmzH47FRZlbNqg/0nYODruvQdk3XkPPv371/eHicpnnfsW077iw5T4iWIVh7enauSTQCSgAOMd6pGJVlWR7dOki10UplWdb3fZIkMbEGkRHRDu4sbbRdiU7C0+k0BK5G1Wg0Go/HIYQnT55EPjkzbzYb19vni2Xf9wCcZVlZjVarBTOv6lVZFl3XbZvaui41erY/GY1GShnvfdu3pAgVBfZ1W2ddojQWZVnkVdM0iJjnFUDLzFdX87jYfPCTyaQaZ+v1OjFpmVd965jFuwAA1WTcNs3lcp6maWqSruuars2yrLF91/eodWaMTlS0v1IEIQTf2+AcEbIP0XY4SZIYBWRtz8x7exNE6Pvm+9///ldfffVXn/zlycnTP/gnf3Bxcfmf/vznIPAP/8E/+uSTn+hvrmD5bSCM/VpPlF/j9d/orPB3Sznbwe9vlXX/jbI0/06W4rdKzrczM9/owPkuBM53NwX9NW430SrGsYBc/xXfkiJPi0hrnTgf6q4uy3JUVHXbKMSu21TTMjP06U/+6v/903//xc//q/jeO5eb/KPf+ejDDz9Mi7S3rUQmwo1J7Ysz827D9mvsygMP4/qMcGxFjkdl323buuVEc7CTcloVKbL89X/57OLkREK4dXR8cXZ++/bdzab+/IsvGeD27dvMvGk24/G4LMs/+7M/E5Ef/OAHzHxxcVFVVQjh4uJiNCoBgJkDBFQ6TdMkSZCImZFflWW+8VubTqdt233yySd5nh8f3jJJslqvEDFJEmPM2dnZT3/60yiTK8tSKZUkycHBQVmWy8VVLG5irkPbtlVejMfjhw8fToqUfddutjuekuv7vu+Nc4ZA3vFq1FojqqIojo+Pj0wymx0HCPVqDcDx7aKZuIhEW4KqqiaTSTzssiyjZcvp6WnM+27bNo7sooVJzJGLXgjOubOzszgw7Pt+PB5Hw/R4K0blve/smzSpt93p5WXedSIyHo/7pjakQEQhhhBIae8cIabaiA/sHQGmJlEgCtFaq1AnSbJr07xpni24E0cNAEGYJPIBeEfQFYnRfN71RMBaMwihRkQSoEEPRYOzRgDbuWBDLzagS5zrnfUh9FZsYBEYT/f7IKD0xeViXV998pNPt9vtkyfnddMxQ2f7Td2KEGrDQOPxeLp3mBcFkUbEUZEioDZGIQlQCCwBlTbO2jQ1iSajKTUqy/IgnjlAxEQ4xGXCrv02AKSBC3JtqkkEwBxEBBQq1IaYBHrboDjb18K2GmWaUkRMEo0DvIrnJxA6pcAG9i4Y1rZ3y+WyLMsyz0DE2dZZS+JBB0BQioDUYLskCIIhBCEiVEqBMQaJ5Tr3nCEW8XBDoTc0FQfm6AuSS+wACst1O25w1pQAceJ2QxUXWR6xHaiAGGN3XBiEWcIgl0IAlKG5hLwbJ9KN39cXTA/EXZIDowgPrUnaKQx3klFBfvHiHMCJBGb2gy+oh1jEC8eYEyJiBiQTAiNyHIk773afO8a3KoWGNGfluCjKvo/mLBR8nGeKNnp//7Ca7MdwlMPjo2o8fX5yCiibzXa1Wk8nk4ffeaBJtW2bJQZBisSk6V6Rp4SiUGhg0HNsr6oX4bKMjCSBhABYghXvObjbe1Nre+sUcehWK7EuT/O6tUrrvYNbq9WyGEGSFV7Y1vXF+XK7rfveNXW3rTsho7VWRqeG8sRoglGRZ1k2Go2U0RF4O+u6tt1sNuv12hjjnIvoLtKq8zxP0zRqTdM0rapqNpt1Xdd1nff+9PQUAObz+XVMaAyPidrjLMvG42lWpFmWEBFq1bbtYrHo+54ldMGH4Lqu0zqJ7xhFsDHFIXLaiaiue2st7CKp47uUZemcI6KoZ16v1wf7R3GH7/s+KoyTNLHOtm3bNA0AZGlWVdVms+lsD4Dj8ThN0yDeWhuCU2Ri9w0YyjJTSu+G3yQS+xJqOp0iYtv2WifPn58+e3YyGhU//OEP7969++/+8N+P98o8K5fLJYDoX1bAvTQN+LoJzytunG+PVv/1Csd3dPl7xyeKwCufC1/zXnvj5/qtwrp/J3kJ35q4/CZx1PUU6e1g7zdsbvnGzO43DTl/5Yv6751e9PWd4ZV7XvNB+SVXzStw4puyoF9bTnHkiAAKAHm34Q0cLdzxhVFrff3cQf5OarueP3x499mzL/7ir//yRz/6i/Pzp5NRVtt2XI6+990PP/74YyV6u90KMpIQglI01EOibny6HZkGfwmzOhq1CFKk/A8nBgUBjIY0Qdt65pYwzxOkYBfz5Xq18n2viUJgb92tW7fyPNs02/F4nBWFdZYEqqpSSj19+jTLsqIoAGC73ZZlGaX5RVFYa2lHrPXe966ZMWfGYNd9nXfxze89ni7nXJ7nh4eHWZbNF3NSKqacr1YrAHj06FEMLdBa13W92Wzquk6SJE10b320t4mvH61QRGS73bq+tk2bZUnTtLBLahYR621m9Dvu3qQozty223qz+aru6vV8odSQax+PajweHx4eRi1cxMBxmndNoIqfN8/z6XQak827rovqRCKKc0tm3t/fj1TVqOiLYsW6rpttvZivVGK61nXOZVkugb1zwqKIxAciAhalFPcOPSekPCCKKMBE6bjttG1LEF06YYf3eCBj4/XuBMIYCyMOwAFFUFgJRw0GgZDIC3tVgYCoNGqJjvdRCSIiQxodY4zy9t5LZ13H0hfVKKvKzerqF48fd61dr7fPn50Tfdr026ZbPX782WazGZV7SiVIpFSyvz+azg7SrNA60UmWZKkgKWWMQvY+sI8WoSLS985xwAHTBGGPGLQmImIekgCjBBHx9R+F+DzagSUatBuMwqxAAaEBhSzgXeib1eIiTZLbR3tZOkRRD1iNhZkFA0NHSOx927QhuMVi/fTZs+lkMh1XidbsA4CUebrrpMe1RAgAGJTWu+jK6AcTLZnUbjfglwhEA2OFX1BlXtYRvFFy8qJhJQw3/J1EhGJMe5T9vOSPMti3DKB/B06vaZ03f+Buer0O/48viXjj1HCQffL1IxGAheTlIEdtUuOccxyUUkkSpzTeOaeUTpLsmjittUZQ3ntFJs9zhTow6CzXKmUGa30IIn2nTZKm6WQ82d+fKZM+f36itZlMZl3nIyw1Wt+9fW80GiGT73rXdFU14b4ngLLIkUB8kBBQEQCRMAhwEBclFxJQkAideGZmDrGroBCbzQZJijQTCdbaVGsRbBpbFBkAbDeNiFxt52en597L1eWy763WCYJCxESbLMkTrUZFOi2KJNW2a6P8rK7r5XrVNF3wPk5gowQxRpBfZ2AaY67xXgzT2263y+VyuVx2XbfZbMqyrOs6hrVEn+HpdBoFyUmSjEajpqsRIYTgnF0s5m3bImGWZprQuV4ppbWJX27XdbGv5L3v+94Yg4jRvCom1gxbK6n4+rPZTCk1n8+jZXEIIULNvu9TYyJujH6/aZrmeU5Ene1DCEmapGlqjGE3pFNaa6213kOi0ZiUGYiG1RjjZ5RScV8NIRwfH9++ffvu3bvO9T/5yU/+8A//sCxHfW/ff//9e/fuee/1OxYN8jUY4x2hyG+sAP21JyTv/rl+JTHeb6zW/BZ0fQsO/1uYK/69GO69BQq+ozvL39QWek17pl1rHASi1BN30sFYDsoL9jDH/nTwTmkaj0Yi0ta1BH80G60unv1f//pfnZ8/QeTDSeVcd+fw6L333vvO3fsx87osy6arOSZSIUUdwjBtGNrVPBDJv/42ZFVhtFsYTCEERVBQGEgUymZ14Ww/HWWzaXlxdtosusvnJ+enp4qIrc+zLDpMPnv+bDQaKaXqts3zot1u+76v6xoA7t6923Xd1dVVrBtim1ZErLVGq1jMtW232W4P+r7a29NaEyER3WRHv7L9xhK867qqqoxO67pezld5UYhIJD1mWXZ0dJQkydXVVURxMR8pzscA2BiT53n0+Ygkz7quV6uVQdYYYpGqtQHhEAZY6Kx7d7zHIXRdt1qt1l0/mRxWVVUkaZYlxphINhORqDCMzfJYzUSTwMlkYoxZLBYxmq9t288//zyEsL+/r5Qyxrz//vtxPhnDJ27dupWmadM0i8WiruvtdrtYLLTWo9EIAVzXN02XZNmkGq9lDSzsfWSURY+KxBi2PVgnziMLARKKIiBAFKg3WxQoigNBBmTA6Dbih87FMKrBG7NtAiAQDcLDY+JLRj4kgdKoNRmjAJUgAUsMxEOJ7otilFIEhFQVeWJM34nx5rOf/3y+vHx+8pVSqmvt+dliPl/meYnIRanTrDK6ODy4V42nsfRUiUGli7ICgCBovRMBAQ5BnOvEe0RSyiilDFEAp1AIWLxn71ACCnAgEZCoNQGKHp3X86XdnPNa538jYFMQJGCEKoIkjCAIAcASOK200WIwIHPd1HgD5BAEgQ5Fs2fxvWW/Xs2vLs/qzdIdHVVFbrRWIB04CAmgIHitKdFGa02kkBQRAbL4YF3orSODgJHhP7jsICJ7O4hpdgcsN+zuXg8of8mJhwMCcYxl5xspnYIyGCCQH2w543APmIEZwhC2DpHBP2R9ggyixBvNVgERhBsczmjnGbsLJAKBw3XAQ7Sa2fUdYkg9xPhsIlBGAyCwJyIRrOu2rpvAUFXjPM+Ygw9ORPKsCCE4G1SWlOXIqNR5dqwAtLBS9P+z92bNll3HmVhmrrX2fIY71YAqoAACJMDRUrcVshRhOxzqjujwg/vFjn5whH+dw2H7wWGH25SsZiuklihRklscJKghiiCJQlWh6o5n2uNaK9MPuc+pW7cGFAGIhCjeB6DudO7Ze6+9dn6Z35A4Z5RFMZmU871ZkiRNX6/Wi9u37tSbZrNp9uaHTb1Bkflkbq31Q+DIMQwQ/BB65xyhhOBDYA7BggUgkCggEkU4qB2rAbIGR1DIcTcCiTFCZESMIfi2FcC69XXXnoEsl8uT00f7+3MlYRrjguc8LyaTSVVOL5rhvOljjF3wvq+71cpYXF6cO2sBUedjLs3yLEtckiTJbDZT/0y13g0hKLxRxqOmyIiIturyPNd00P39/a7rrLV936s5Vp6Xp6fHGke+WCzavtGZm9qxVtWknFRZls5npTGo+2Fd1w8ePOi6hgiIIIStwjCE6XRfd/7tnmyV6aC7pfo8pWkKRtqhiRAEYmTvGYa+Zw6TSVlVVZ7ni8Xi/fd/enC05wCSNBGJfR96P6gzzeD7ENgYSFNnre26AdAAIEdQS1trbAjB2VR4+OsfvPv6nS9Y4775zX/bNM3bb7/9O7/zO9/85jcfHX/EEn749+99zHwP4RlzsI8dtX3K+d4nHqP9DFzTXercC+d7Lziuz0+x+3N+J7+a7/3853vPdOT/hYz4XjZB4edi4fP5QXrwrBCXp/IYnv1jzxltfQaM8ZFudGkhoaoatwxOEhVUk6Bh2PlMIYI454Zh6NrWGKqq0lISuv7vvv+Xf/mdP1rXCxP9cnmepPadd770zttfrqpp27beD2U5GUJI05xR84U1tmvkam1LNBrb8M+f7+20i4LAQmOxBQElIkYCjqGdzYqeh9XivNtQkabf+MZvQD88+PH7eTVth8EDrpkXi6WABOE8z6qq3DS1dls1Ba7rOmbWcDmtCQBAh1fOOYDxEa7Bufr1y+/5il3nzsBzGIa8LLQrnGVZVbi26wBAzRjV5kQj18uyVBnGMAybzWYYBmvQunQYBq1U0jTdGlpSmWcovu6Hvu8RKQbf9/0wJBVmY0zWy+3easGSZdlm8KP5orV93y+XS7XiVF9NPVExxiRJdC7hvQcAVcvoGLAoih241aPQdrV6dS6Xy67r0jRl5tVqpb35qqr0ROVZ7kNom2Fou65pOAQSwCjWGI7REIkPKdnQ9f2m1j56ZmwEYh8oFeF4enrivb9+/bqIADBgBBVKYdw5bYhotU2EYIwQOkSHGBEcanULYAyJROZAJNaRsaDJ5xBZOApHDQwhBGGoV1GEh75ObSnckqX/+P3v7h3utW09n+89eHCcJhWlk2s3X7v5ynXCYTovQz9wMHle9sMQOSZJgob6PhhDgmjIWOeY2fshz8vtmAhCjAzg8tyQ9SxAhhHAGEpsZJBt/AQRbV27FK3EncRamFVXJiIE29EZMgGgBA4M3huHDvpZbr/81p0kTaqU+voiMvdth1vjbiKMyMK+98CCFjCEaEEmZbG6WK5sYkVsWTHC2clZkqSAQmisoyxJrbFk0CK5xKWps2Ssy1ximbZOYxw5DCFE4WBQhemCWwMsfmxD9kRvZUcMHy+xMACKhC2XcwtvGYSBGVV2FzTxYBzuAYvGoI+dqG0CgzyeDI7h6aNycOvQgDukySwKeMZA+J0bAiAiGUOj0ppUKI28ZQBo/AkZk6aJMZrZ7ZI0T5LUOdv3bQjBuTRJ0rbtiSBJMmtTFEIkYeSI1qT5vJhMSnIYeJjNZyHEn37w4+V6c35+Pp/PDw9v9x0XedU3fbOpV1BnSTKtqs53KRnwgZizNBna2scYQwBEHwOAuqZd2q+9eOauHvTAQvBN0w5DCN4zs5ISB+9jiCFy40EAsjxnCX3Xi6zrukZ0MY6eqMPgL/xy0Q5dBCNsCbMyzbLMEExu3RqzQJhjjCwIABxj27bL5XK9XqsNqRtvFq/tMKVIKAeyqqq6rvu+V39L7TqJiE75YozHx6fMUVtpAIIGtbNGzjCztYasAZDT0zOR2PcdcwSArm/TLEVC62yWZ9PptOt6EXCJS7PUe9/13TAMxljrrDE2y7PIseu7vf19EY4xNk1TliVHVt/gerM5Ojo63Duo6/re/XvD4L/whVcFMQj7EDabTQghcGCO3nsESRKbOmeJ+r4ndGgIwfgwaBSEMRaA0tQ414vg7//+vyuL8rXXXsuy9Gtf+/rv/d7vA8BicdG2DSJ8ZvO9K6Z/P09e1ie02cCXmu8987g+cYDEP+hI4Ve4658sPvw5X/pfyB/9nF+CF3SpLo+AXrwxvnwIxMt8fIxF59YdRwAYFf0BqoedSNs0RZblqWUOCclfv/vX3/3zP92c/NSEH7pUEgAAIABJREFUdghdCMPX3/nSN77xtbwq1+t6tVxW1QTQ1HVNNonCEUTztMiMrvfMfImdpfZF+GK8B4JjdhYJsKBEwoAQrARrOHYL8U1K4drB/n/xG7/x5p2vHt+9/52ui9YZkSLPkyzlCKtmk2WZ53Dy6FQAyrTww1CWZVVV77//PgBcv349hLBerxWPDcOQpklZln3fIuJ0Op3O0zRN1+u1RzRAu6Sy523+aZpeXFwcHh5VZfnRRx+h0K3bt/uh32w2mmuHiBp4oI1qxXVVVV2/ft0ajAz6yNe2MQFofbMOPYrnEPI8VYmOMpqstdHHl1wSUdlLyiYSCCEIS71c3bhx7Y033lCMqkI+DVpQyKpnRkHytWvXXn/99WEY1uv12dlZCOHi4uLk5ETne23bMvPR0dHXvva1LMuWy6WiPjU20H65AkWP/vDw8PatO23X2zRVkpU1JrEORCyQhCgi4qPv+q5uiqLIrOsA2QcCkBg365W1buwlYNRMSECVfJqdteM4YSYUEiKLQAiWyGi6AxEQoUD0oScJADEyBx+Bx7a9TskIgciIxGFojKFJSUdHlR/sbFIA3rpx6+Z6vXZJGk1Zr0PYNGzSNJ/5YZWl0x76eujSrIrchK4LgSGKS5MkSRil73sOauPBdTukWWGtZZDAgZGZxRIGRIMGXOKKqqimSGgQyaijr4a0ARIIMwOr9gwgMrKiFdqOy1CEQMgQCvSxhzCQS4i7Mjd7k6MYY993sYckSbLSjWYmOvONbACGIYTAYOwQhISmxfTiZHXy0Wlf9/EwTiYTENsPkYgQOURomvUWRYlBMQaNcYkzRVm4IrOOnHOps5bMViUZQViB1QichADpCp9zu2nJyBQAZeGq2g8VpAmSZq0rHVVHeYF3RiojPBMggCioXiE7CgJq9ALCNmFdZBcEsnNaE4FL4YGKjWk7qzRE+m+DKGT02I2QZv15soY5BGHdcDTTsihnXdeH4I0xZVlWZRmCb+ohy4o8K4Nn33sBa5ISwYqQMGqehbVJlmX37t37yU9+jMZVVZWmyWq1zvNJWw8H8xu+f3D26Pz69aPlxZo45nleZCmq6nEYhFl1YKPZKQCwWCQlE7ZtW282bduEEIZhaJqm74cx7ERIhbtpmidJ1mzq+Xy/bjvvvbWOxSyXdVWVdV2TwSwvJtN5WVXexyQCgQWJqbOHe9NZVRJBvVkNw7Bardq29SHsAgzKspxOp9PpVJtNt27d0u6Ytq5CCF3X1XV9dnZ2cXGxWq00tEAjUtq23dvbu3HjRlVVALDZNH3f53keQjg9Pe37YblclmVu02SzWYfgjbNECBKrKjeGyFCS2Kxwi4tl13Vt2+V5MQxD3w9JkgCiD6FpW+99jJKmkKTp6elpnufXrl1brVZJYtIk13NVFEUIoWkbFMjy3CXJ2fnZarUavJ9MqjRN1/WmHfq6aRhhp9ELPVfTtCgKZ6irm7pu9/dukHEAEEIUdTICU+T5YrFYnl0U0ypJktl8Ppnk3/veX/3Fn37v13/jaw8fXhBh17XD4O3HFHP4sjO0KzaAz/zQBuonq2Z2VPXLn77ktPBpi0Jt1zwRkfyc+d7Tx/VpTGKe8U6exWV6+sdecLDbaPfLJfhlQ0DYCZjhWXx0eHbY/WXuhLyghP2ZZJOfk1HnM8/wlcX58kj+mQuMiC5Z+e/c5Z/9ni9rAOBZ8z28dPXxUlzK0xfi6TV2dWC4bRM807TzJRbw1YX3PJxz5bYhQ1e2kxfE2V05+ZdVE4hKBILPdn1dSlfbikmYL51AvLx4Lif/7n7xyqjnebvc0/2jy9HGuzHR5f3h6Rv22ehut4ouneinf34sXABE3Tu1p41ikIy1vm/bpskzN50U5yfHWZ7cvH7tL77zZ7/7zX+bYLwxrz66+2g2m3796//8jTe/gNa0/VAUBaARgRgZjYvCsnX9FICgpZZcOod6OKN2BndxZ8qoDCESGS0yQZgMJS5lDhzYEOTOCguEsDw/7U082pt+8c2333zrzv5s7tu2Xl84wsS5w6PrZ4vl6cn5fL5/dHT04YMPm76ZTqfMMYSgmr3lcnnnzp0YozKOjo6O+r5fLBaIqOp5IkiTtGma5fr8RpKV8/nFxcXB0b4mCgxtU7pUdVa7GIOdZ8nBwYGI3Lt3zxizt7fXNE3kuL+/P0bz1fVsNrtz5452msce+TDcv3/fGhSgGKP+pPd+WpS6O6GI8EgWLQodBLH2vEetFBJuK2USYmRDFIaByDrn+iGGGIzJbZpi0xtjbty8kaYTz178iNlUBqPcJyJSC5nJZKKCoul0ulgs3nvvvdVqZa2dzWYhhDRNb9++7ZyrqirG2HXdarUyxnzwwQebzUZj+vS7+/v76pWqk6mqmNR1/fDhw977NC+q6YSIsjxj5jzPI8Qss/riJ48eEpFzth88c8xcniSJAFtL69VisTgv8szaGskyC5EXRiQhIgnBOceRnXOLxcJZGoYuTVMk2/e9j8E5q5HrIYQ0VXN0YY7WYgyeo48SELEs1BsiRRJrjVaTSZJY2neGvO8269q6hGxmbFo3dTXdm84PXZIaO207LyxFXvW9J2uKqtRCKEoIIQCKJYoiSJIkCdoisgyedWpFJkGSyJzlZdv2xiWPjk9ne/PKJRx9DNGRQUKDwhBF2ChOkQgsIjEGr6RW3OIeQkQBZkAWQnGWeWgyRxFEgkeR1BoQEQ6995YMIhoEUjAWySJkVdp7mc1n7b37Q7sui+ny/KLe9BdUhwBVWQx+AAh6L1tnkEB9moFjBA4+DsOwqhubOyK01hZZVuRJap0hcAbzLC2yhAC875umGTgKXCVVxRB3AfHj4mfeVizELCw4TjeBInOIMDr0iA76gKME0XtHQoyISMYqsGQWkcj4dF2Bsv02EREZQjTObffssTQ1xhERoVW8p80CA+ISOwzDql41TSPCOllymYsxNk1rjJ3Pi8lkslgsQvAxxlu3bhLiRx8tsiybltM8LxGNI4iMYNPIMJvtIQZrnUmMoD8/X3z3u9996623+uCHwTd1lyZZs2mIaLOpJ9Vsr5oTQZlnp48+6ruL2A95li4266yq1EXbez90vU7vT09Pm/Wm6zqd8HvvGceDIjJociIRkSTJ9Kh9lK4eQsTzxZKZFXtnWeacdc5MJpPNpi6K0rmUyGZpuuoCR+67tmvYSFicnVpCDgMikqHpdJplWV5U6j9ZVZVzLkmSDz/8sOu6Bw8ebDabpml2zEkNtlGuwWw2q6qqLEulcd69e7dt27Ozs6Io6rrO0jJGruta+c/GmVu3bsUY0eL+/j4ApFlWTQqOw2JxNp1OTs9OjMH1ZpGk1roiz3Pv48nJyXQ6n06nq03d9n1elpUxGvXedF01nRJR03VpnjvnsiwTiEHCB/c+UMNnYw0ZeP/9v+86ns+Lo8ODEMLx6aMYBQxVVR4R+r5v25YHOHplzxnjvd9sGog8m02TJIkM2rBDRGuttdZ7vzy/eO0LrydJcvfu3Q8//PBv3l3s7RXJUXL//ocHBwer1eriYk0kFv7JfvxqOPGrj18WJuEvGUkSLsV/f17PPDzdKPnEJMynXXBeQDf4NOdEtnk2tJXzKPBr23oynW2WiySxt2/d3KwXq8Xp1776Ngf/B3/wre98+4+rPOlW5z95/+6dV66985W3j46uIxqOQGRlNELYKm2EXgaLy8sZJItI06wSZxBYwrDcrIjjbJKJb19/9dVf//Vfe+3VmwhskP63/+V//k9/+yOB6MOwWq2IaH9/n5HOzhc3btxggNV6IQxG1O6C1VpNR2eHh4daOE6nU2NMXdfCHGNEGEKICKht7L29PUJS/zeV6Ws7/3JXQgmi3vu+H5QpulgskHD/4KDv+9Vq5b3XEdkHH3zQtu3p6akau2nf56Je50WlrwxbHYh+EAo+7wbHj1td2zjMEIKWqF3X3T8+7Xoe4mAEjMHDw8ODgwNltKpRnnb07969u1qt1JjOWnt0dJTnOSLO53N13ey6brPZeO/v379/fHys3CoV4bz66quHh4dq7wkAx8fHbdvev39/vV4f7B0OwQcveVUxyGq1+uijj2Lf63Qx9J2zWZK4w6P90DVt24qIWiYov9ZZd+3atRglTRIADCFEGt1liJyzjlPoes/slalHBhCRYxSJLIFZWGL0niUYY0QiSOhDEIgoYgictUXpsmySZq4oCudGM3pjyFgaWZQQEa3LUoaojOghIgOyGFHdKRoiRkIOqAHHz+zaXJ7Ds1oTAY1RO4iAFBhWm81Hjx455w6P5vPbtyMzCevkW1SGhywSUXmLwACM3G3TiEFADI5eTbpYQXPKEQSMQWBgtRlRA0oUFh6bj8wsjKp8gwgcmBmQLQghknMJAHZ9sM2QZxWQFYgoxCwxAI3ZogCAY3aWSt2CeIxDH7uurxuTWGcRstQZQmcpsS5NrEuySVpEQQnRc/TDEIYQQSREIAQ0BAAkRoDBC7PmJYxETRGOECFGFg4Qt6NK/bqmzzMLby9HiHF3C0cQoic6p080ZGGk0o5RFeMPjBJEjToktJcfZCysnRQASJKEiGxikiRBY0S6sesXpGmaJEm9R+cMMxiLwiCEIhgjcxSJCGjZM4MEHwEjEjByiH3T1ZPJTC9WnhVVVRGmKAmSqPBV16w1SV23zWa9SleZc4v1yoswSIyxa7u2aXZsbWTRiX2apmmWBzECKhIF1jQLkCDie+990IaUtdaqiTFqvzsqJvG+JSLv43p9ashlWdb56AU5RGeQkIQjs2hXaG9vD4wGnJpNUz969IiZdzK8siyVQaA75M615fr162qm0jTNycnJ3bt3dYter9cK5EbiOpK1NJ1Oq0mRJElk3tufDcMQmJGkbdthGDYbRoht24Y41PU6SS2ADENvjAkx9P1w48b1w8Pr3dArWVQ7lZddYZTmmue5c66ua5agKkFHRhkWQz8AQJaRkuSVrAEAaZGTgbPlous6l5hsmq1Wq3yrLTeqLXB2aNuu6wDEOuO97/qm74asLL74pTdfvX3n9Ow4hth0y7LMF4vFj3/84+PjYxUFPJG3/nOYq3zO4B4+GbL8Usf1czjSX8gf/SdIwPtlOsO/KLvOfwiYdwXYiMjnKmvkeb64nwCG7aqHp5V+T+sAn5n08MxTB/hYPklPgj3YKmMiXt4JOc1t167SBGPsTx7d25uW7PBbv/d//+iHf3t6erw8O7WEe/PJq2//s9fvvHrz5k2O0vRd7z2QIWcVPwrIaJOnzgbPAJsjqRDG2Te94LRosJhwcMY7CH3XVLlF6dvNCpLJv/5Xv/Pa7Vf29uab1fJv3v2bP/vTP7v7wUMAM5tP6s6vV4skK8TarvcsslyumqZerS6sNdNqpnFcXdftNHur1SrLMmutFnzOueBFAw8CixL/1HIzctAihozZjfV2g18FZpvNJivy6XTqh6jBULp+tQLYbDbHx8ebzUYhUFmW+/v7uylx11ZpVhhjJpOJMiFtlm/xHpMwiYzcFH5cwl6+Qa4kDe0i1HRF6QRSkVuWZweHe2mRVll+fn6qgzg1a1HQpRfCOXfz5k2tSHQW/ejRI7UIPzk50XrFWru3t3ft2rWjo6MQgpoQ1HXddd29e/dWq5VGMuhwdT6fz2az6XS+Xq8Xq1oQ0yzLsuzw2tGDu3c1s83H0Adv0+T6ndfa9cXp2cW2rAYyFDkYQ2+/9cU+eGMQhIMP0WCMLILM3A9tvWm7ru/7Pgbft3XfdwQYWHwEBkQi6+zQd03T5HleTYq92V5ikAjSxCaODIG1zhgi5U3C1tOFDBICsDAIC4FxaRoleuYR7IERJCJLZEjQWkMIXphINJ9NtjSsJyCfUAQgiBZgB0P0O+qp6Sjuz8o8z6alM9QBDCzx0s3EAALCwiwSmBmAgQdEQSQkAmEEFGEQ0bDkbRgLMQiIGOAoUXinb4u8DQNQg07EJEYOwfsQY4wsUfMebJrHGNthCBxNmpSTUgQCA3PEIBYJSdQmdYeQADAEjqB/MLYdGmOsGsQyg0RCNIactUmaAZKhMe3DWgOohk2jnSyzxBijjxwZRCJzjBwZWCBGFgGW0Z1F4/bgkrRchcxkSACYx9wXJDIgaIVGb5WRsjjSQLfwb8vEeIKNou96d+dtyZ4oIEM/MLOzaZ6V1pF1DlB6P3AEYYwcQAKFMJvNl0uvviOJLQHIkCOyHLHvA4GxjpgZDRlrjKE8T9DisOkWF4svffFLm80m+G5/bzqbzXhwCJZ5XCaODBlEMuu6++jho+CHNLWD78k42UXxECVJjggxMggAShT0PoQgYDLedpbIqG0VAJLLXVYZRYaJc3mSAIpzLkksGXHOpmmy2TR3P/gwRpnN98uyEobuYmmsFWcTS0VRhL5D4L6tNTWhaZrA0bmsrKq9vT09Gxr4qUM8ZlYLqLZttcWzXC53w15rrTowK48jyzIdybZtZyjRjhuhJbR9aD568Khpax9DlmXe+yH0gGwQkWJkk2WZsQAYjaEQYowdIuZF0TTtg4cPu77X7phO+wFA+Q6K4pSd0bZtN7QxxjRJwNAwDEPb9X3I86TIcgBo+k6Jvqmz3vfdpheJeZ4aZ40xxpACV0sgzG0b1+vWujTLkxB82za6L+VF6r3v+04gzucz7/37P3lvOq36vu96fczRdFaFEF86fw8/vgz6BxWzfbad/i0r7Kni+IV5DPDpfBRe/hBehvb5q49PuQB+zmf45R2MPiXG+6wg30sGLXyaPIZ/dPO9S0O8Z6fUfILT/nT/+DLqu8ztfAINygtO3SXu5DbtnS9DPgS+9AJGBCI7K8F3h3vzqsx+8L2/+N3/6/+MoUMJwqFw8UtffPOLX/zibDZv2+5suXEuRZM6m4cYGRHRsAijlpMgqp95xgdfWSL4YhgMIjywX4OFvr5oTuu3Xrv91d/4+n/29a/tz6rT44ff/8u/+IN//4f/8bt/9eYX3owSgaAZukdni6yaV3mWFUXjV4j0wYcfRN9XVdZ33cNNS2QV5qkPinPu4ODg7OxM1XrOufPzi+mkipEQyBI6yjRz3Hs/LSbKL+rqTV3XU5cjTq5Yt1trmXm5XNab1jlX5tXB4UGaZdpkLcuyLMs8z4+Pj9XUW3V9yu3s+z4yqMxPfSwdksYzjBqjLZf4GRTibT70LoJ7XFtEzCAikWPvO0padbRrm3axaDz7SV6kqZvNZgogVV+nqhj14azrWjEnMx8eHmreumYzqBdL13Xe+9VqpWhZ8xjyPNdKqKoqNTFfr9cislwuN5vNal2DepWkyRCDDH3nB5O6rMjzsuDYCgKjUOqm6b4tstVqvVyu/NBHYrTWBz+dTbq2Pz8/B2aDBm1KCEGGpu0fPTo5fnQ6mc0Q0FnT+t5aMkjO2tImgMYmLs2Ki9WapZ9Ms6Ojvf29OQ+9SLQGrTVkAIE0zXt0rY0MoyeenlRrEJEFBUW0ZWOscYBkjLOJtdZAYBpT/BitgdEvEy/N2R6z/i2I0Rjxy0aUyBwZAF7Zzw5+6xtEVGRp1yyBBxRBQEICUDtFARESAWYUAWEDhkAQCMEAMgAxBAYGJABGNHoLEqAwRogIgIACPIKyHUtdNEUzIDEgMQTACBTARMbAxEhoACKHs8WZcVY0uYJBhJmABHUCaUgDAoUQA0cgIkPGJsqW8CISwBhnXSaIAcDHuF7VBGOfYge0lGyse2PQD88SAUXilh4vCFuLX8LHOiBEEQSj/AJDBIA2cSLC8BjaEQEjA10Gck/kD+22a9rJEzVygaOMv2a2UB1JAFgMWWfJJHZngxRCaIdWbzGdDu3v78fIXddNp9MQYoyCSNY6BEKkxGUGHRlnDBprXUAynGVpkBBjIDLXr99Yrd4fhpCmOTOIRFA7UQEACALEKCA2zYTcpl0PMaRpEhmZOUaJMSACkUUUDVkXZAIDRC5N0KQqSkwSl2Wpc84YHWqRdVbTXBDRkQFkPYfD0CMCEWi2wTAMi8WyqXtrk77v2Xvfd86gI8EYncH9+Z6e59GKU9A6l2YpM19cXPCWSavtNp3zHxwcFEWhlldKhVA+ubIr27ZFxEePHunMLQQWxhBG9USWZYIwm82IqA+97rdRmAgIue3Wp2eP+qGO0SNBmrrT04YjHB1NP3rw4Oyszst0Op+v680wDA4BCFVVCISz2Wz/8GC9Xtdt45yTXgSij0MIKtSUxJqiyIjQew8seor6pq27nhn2rk2TJOmGbr1eTSYTP3QCEdEaIkCAEK2jJDFtt+n6Ls/TsixEJES5++FPz85PlL+6Xjd5TkSU51k2m7Zt3ffd/v7eZ4b3XtCf/pziPWUVXZE5vYQ/5z803vusSGK/+nhJpPTzOcOfOd77WMj383nDn8af88Xjnc8xmVOembX9s572p9tJT8Pdp7HftqqX510aeZLFsIN8WuXAFuypF/v4C76v8nxSToeuee+DH377j/9wvTqfT0sU6Jr2nS++9Wtf/4og9MNgkjwxTkQADRAycuAIgLw1QBcgvjxhfEEXAJ939XcKVRARZ0FCQzy8fufW//Q//ptXb9xYXpz95Ec//A9/9B++/e0/G4bhy29/5f79B+/+/Y/2rx3uHxzduHXTJKVL0iDsQ1xcXGRZNjs6cA6Xi0XXDjGKjt208ELEHbBR6KV1Q4zeWUvGCIJKvBTAPKnYvFoI6ovsHx44lywuVsx8dHCtKIrVeq2ecmVZrlard999VwHeNi58fJEbN25EBhXRqYtDkuWIl0TYcjlCTJ6Q715Sb+/w3u6s6iGEgJvN5uTk9OzszJXVK7duu8xl1gGwBlhtNptRQae6HeY8zzXQQoeiY2EUY9M0i8WiaZr1eq2NbSKaTqdafs3nc40Yrus6hKCxE03TFEXhnNs72C+qqU2csxk559V+JklCjCFGITTGCHJk7oY4qZLclE3XxRg9R8OsWF2PSKs6a5JITph1BMhRY7V8WeT7+3P2oSgyQ2RdQs6xIJKxLul8ZwymqcvyJMtSL4FFCDCEaMQ4Z5x1iBhCDCFq+DJH4AggBsEAISKP8SKgCAT7fgij74WIRLWhFYgAmvABo2/RU/cHChsJuHUV2d4Po2eMMaYsXAgh9muLQTAwiEUSZAOo9ocEEFEMKEIjI9vRJKCgAQAkJM0/v3x7Cmnve4Qxj5XMW28TVPqkGGRy7BjRBjEsGKMMLNFaSwQcuOu6Vb1xLs1cgkgA2qFAZkEQFETiUUKI2zH1dlAdhFPr+hikH21jrTGOEg1I8IGZo0gQkab1oznpdmHHECVeHmyP1GchtGTIGjREgDRG0Yx4D5EA0DgLAIJmC/YICCOEZ3Y2r4jnL+9aIxdU1YCEl88nASFaYwyakSYwhD7G2Pmu73u9d7IsS1x2vjnT+ZUOjkTA+9iDT1ObpTmKicxEZCyyIDN739ddW9d1WZbDENTBP3EZ+8ieifRgH+eCIhqyiXEJWMeEQEajCRFZKalEpAvAJYnSB5MkyfMicYUevrU2Sa0GqzpnfOhDGEQYIVhjYwwAwIwArOwJHXbpsWRpURSFMc4DMKEVIQN5llnE1JnU2b7v1+t107UxxiFwXhTzvTkAtG2bZZmGfGokTJIk6s9prQWAxWKxc5dZr9fDMOgOn6bparW6efMmIgLQpJqnaSoiaZoAQNt3mmapOxszB46IAhLIyHQ6rRuJcYg8WEtpCoaoKIr1YikRJpOJsiF0Seg0b5fNoP/w3ieJJSIWDCHoregcFHm6u8r6uPHed3UwCVaTTC995KjSbpCoaDZLUkRjpkk3eLUhTVOnJJG+7zerdrO671INA5QbN/b0KUbGwGiqDMPQ28+wDPpHB0tepj7+hRzXP8aT+Y9xvvdLAFlf/JVfgsmwFhyfK7D3s37lJZfi88IYLmO/T39Bd2BPhXyMgAKOKIShr/v/9Lc/+Kv/7y/Ojx+8dvNos75A9m/euf3r3/hqlrrFcmWrIklzMm4YhiFEYBDUfLwR4AnGbXrWpfke8ieEwSDA0Vq5OD/9yjtf+m//5b+oVxcftOvE2P/3d3/3W7//rcl87/q1mxdnix/96KeH1w/L6aSYVFmx1w5ysVyu6yZ4YeH9+SxPXd9tLJn5fN40ncYM6PlM03SxWGiLvWka731ZFpvNBoAlNUCxH3o4OaE0jcb0Q6cAI03TPM11TngZ7Bljjo6Oej/EyG+99VZVVRzk3r37WZ7t7+977x89epQkyW//9m8vl0uV/+m0TUHRxXmnfM64FRTt9HsgTE9l/Y2lOb5oae0q0RCC91CVk8PDQy/IxgFi27b3j+96P7KS1KwFACaTyWuvvZbnufI2m6ZpmqbruouLC42mUNPO2Wx2+/ZtrX4++ugjxagxxuPjYxGZTCZlWeok8ObNmzqxXCwWJ2enm6ar28YPFxHROJfneV3XAjDEEJkDMwLHGAcdXSEKCpAYZ23iaBxacgwhhuCstdZFoBi9917RJjOvNuuiOLh+/Xrf1EWZSWSbOLKJD8wgSEZtOTWOWwWZZBICDJEB0BizwwhIhJgYA0Z9p9AgIoFY9IYAyZCF6FnDEsu88t4Lj1Y6LMAQARiRAIRotHYcR0RbgELADgLIwMLbxocwszMGEUPofO8R0SAbh0QQWbMox2hL9WLZtv0IhKxYAqMj/TiKAXk78lEfzHHxKMWTiABYjSmFEehyNyEKRUdoHHkJxgBiBAwyIs9xeBiBN5tNnqE1SZoYYYSRnqpTaTZR72oBB1EYwuO2BYP4yD6GEIJuAIZM5gw98YBDRBoCA/AO74kIMgIY0oksARFp0h0gKjoC5dcyGiHZWo7JaNFuEFGUyDk2pQSJxjQ+eYIbPQoaRVgYWPR6qjmqXk2+FNT+5G5Gigq0uO+HXkRCUGfWMXJT3S/LstTfVbJi8M2Aw2SCVTnnAMMwWOMQLZHmSWopLzdfudH3HoCcTbOsiDGCGDUI4VEvoGNeDFEEySWJdSiIIQYCY6xrd7IYAAAgAElEQVTNkzHpm4iSNE2ydDdTtdbmNh0ljaQ0DQbQIEhvMIjmWcTIotnsBCBg0KYuLXKXpYxg02Q225tO5zHIsm1D8N57jNK2LYl4S0s/6NnWkV2SZGhNludpms5ms9ls1vf9T37yE0VxzKxxpnqGF4vFbpGkaTqdTnU/V5+lV199dRgGESS0IgqkOYSwrjdE0DTNEAMAinAUNgbbpkkzM9+r2m5N5BwSIhwczEGo6zqGMN+vEjfyNRRwKtjTPD2lPOgm2bbtuHsDIJFLk8Q6lTdDZGstAerPZDnlZZkX+aZr+74HAuec9z5xVnNZh6FjBsLBRxaJaeqMMUQYow9hOLo+z/O8KApjzMnJifbaBDgEr6elKBJ9oatUG9y6ZTMCjU/vl4VDz1S2fNzTHS61Ji9HnYzRKiCEj/lBowOvFhiIAtsNDwAFNEd19553/9C2HT8OSEFGhPF23cZsvqCqfsFY4+X7+j8re/B5zaTnnchnUKUwPv4Ueez0AI9uCSqRQQYg2PYhRwYYygu78IAfN6Iat7nHb0ie+Azkym/rEzSEoHZDqk7Vu4jo8Tb6My2ty1fnmddr+9flScrZqJ+Xx1HVOwd5BtG+oMaIMWrWK0QUEhDA8acNIsv4Q4Ijv03P63julVKivXgZ/yQ9u+/73JvwaVRwBSE88/BfuH7w+UPu7YAIRt7PUyth/LogWFAHgfE7JD+znebl96kF0GXr2St+B1svYQUejx+/TxII+Ym3vrsMz1vaYnbX5Fnv6onbbbTIvfrdy/9lkctvhp5JbLzizPmCG18uX6ox4UBvK0TNkxYAEIMCgN5HQETjnDF125HqkkiQ0FqTkDj0P3r3+3/9ve+uzs9C11YUEhjefPWV127fOrp2DQDWnU8mMyHTDW3kWqV3mkmNYyCVmp5vcSnKdq6oAcUsj63OdachGfOUjTp4ApAIgaBFsITAYbE4b1bH3nRv3r4+de4v/+Tb07L8yfvv//l3viMsZTXv2/iDH7zbdf6//K//q3/5r/+7P/nOd95774cPT++1XQC0Q4hFUU2qOYAsV6u+b42hLMkcg/FMliwiCZnETGf7IXpAyEwCpm3aAQkAkP0gQpu22/BgXFJ3rSVKrbEoSVUZIA+wqNveDwLAjofAwiZEKIqJAIFJNu3Qd72Q2TR970/zIt3bOwSU+/cfRB24+SFJkizL8jwXkaFvVZ2v4VFaKKiJAgGzsCXDHJmjpq6F2HOIaUoAEUFQ/RB3WeOjIMkSABD1IQ5MfQj94JfLZTOEg8PrWZbduHFNHRc0PFDrD+/92dmZThoV2h0eHmphul6v+75XHWCM8eLi4uHDh3rdlR+lCX5t26qaRZWN6pXXdV1VVS51ZMEiikEOMN2fWZtU8+lmvUJEH3qW4JxFiikZ8B5EjEBqnQVx6AwZi65vh+DFUILCiVAILEM0gcll+/sHRTW5d/9BOZkXxZTIZWky9L1QFBuRBLwwMkceet93AyEG3wl7icE6A2AInPdBxtmas8ZwVNtJxYE4ZmxrlDdzlrq+3axPHzQXx1IZitcN5GlGiUWWgCCWBn0gRmBhDhJgt1+OOEIsBuY4mkjqoyGCsQgAEFlb/tYlkQPp2F6QBVAksgAistZshICAZIBASLPDjUr3CB9DSRBh0VgBEWBCzS2Q8dG3i5LTOsywRIVYxlgkTNI0MFtrvWcRHIYgws45Hzz0NSAAFc45iZEjRw7KSfbMHCMRQkQZt/HR3NIgxigGU5vkO9Epe/+4bbHtbxAZQFAxniYrkrWGEu0CWGu28zWUEceNVFC6VFmiCI/EeBXuAUAE0fg/BqPXCgl3UmSkMdJCQMBoRAwHII+jEhIJ0FGCYhBNRPDAAQJg9DGm1iJK1zVdW6dpKuL19ieisppbV/Ue1vUiRu76oe36vhuapk1ssrhYAZi33qqiBk04I2SGyNY6iNT5wVB2sH9zUh3WdX10eGsvRkdZiIGMFTJKhAVAAKMuPZED6hmzNnXu9VePrCFjHBE6Z4ksAAORNY4hQoQgARhFQhAgAYHIwKip9hzJkrGOACJEDkJIUQS0WxNkkEDQ9V2fJikzLpeLpqkBDYc+N0AJGjJFniFIYi1AXpbl0dGRc24IfuiGKByZdTx4dna2Wq3Oz8+VMa47j8JjDWxQlKis+2EYtJhU/ufFxUVd196HqpjUTcMxzPf3ksRNZ0VWZr2vrLVFWTRt3QdvDNWr9PT00fs/Pj9frPIUi8IiUp5nQ9eenbVFlh7Op30YmrpGwMQ5ImRkY2yeZyy8Wa+bprM2ITJ1XzuHwhEAU5tkWZ6YZBg8BkpcgkTDMLSdF8Gbr7xikIJ4CySGIkf2/STPnTUxSt8NvvMSjXBIy7TMKx/7IXQQIxgoChP9ZhXqMGQuS4W7Td06a0OIhvq8yAmdc3YYmkt4jx53MWBr4yaXvvLMCnuXkXDVM/3lJVLaTLkUAzCWqlvqsd5nJFdEKCDAgIi4QwJaUfCVgmwrtt7+7hOuSvS4bpOfgbf6yRIadsYMT1fhH8vx+/hU+pG48Rzq1Fiob7UfwPgE34ef5O7K0yUwXimHEV9M3hMZr+uOl4JjFc5X3vDQD96Hsiz39w/29w8vLi7Oz8+ZQZvcuhheMnvjk16v3aLl7TsUeCxw2mZbqfBZZNTFjJhQAAVFACJsjRMMouZMjzJoVSBcDjh5HFPw+J2YbQvxaQAizyFtvuD+uvzpi5syT56oy38Inov0t71W2CZ+0JVDQ3zG635yEinvbtpx6WwVLpcDSAjNk9BVthqVK9iPnrnIn9XfMM/jmj4N9p5cTs/Ae9vmi86+4u6dbFOkfvYB4+MTImN03vavj1RNZEJgVuams4gxxIPJdAg+BB/DIBIsu7Jw3/72t773539CHCHEbr3659/4tdu3bhXVNC8qQQqCnKZRxIIAxbGxzigIwgyCo/OKgEZCkdnGD8MYX3Y5Qn27pJkJADGEMPgggs4Za5wFGtpN5/tmdXH88MGwPj9640ZO9uzBw4vzxenp+d/93d9tNpvD/cOTk2MkuXXrld/6rd/8z3/zN3/wo5/+9O6jk7PN0IeynB4eXXfOnZ6e9l0bmQUoSXMgHEIcbe5jRHICEKI+dYxG3pFJqllFxsQYNSCrTGySpXmel41dL1dOCI0FgGHwGxBpRVHZ+fpkENrUdQiQ5cGzZHnhnGOWvJrGGIe+q5veByGA4Ic7d+4YY/zQ1XWtXMphGNar5eBjlmW69VVVZbf5Y4ioNS4zC0RDREY4BIFgKRUGhSAqvWIEZEFEicIEiGRcluYFRMryAk02nc3a47Pjh4/athXknRhP0d3e3p4CTu99WZYhhOVyGWMchuH09LTve41lV9/zoii0oR5C0EwL773+rgJXjWJ/8803b9++rdK+3ndtaG1qraPFepP1lbR90/TqUuC9977HwhiCZr1mi1mS5kmyEOibvt40vhgmxdTYdDIpyCR18yB3GaKIZYlQh+hJ0Lm33vmyIctgEBOA1FkbbRewiYJCFEPkKM46gy6zWQzRGgjC1lgB2Qbu6U3KIhGJEEUgshgEATSAgkSRuW8blGyaubduH716VB1dO9zfL4xsMpdZa0AMo0fwICASSYSBicIlyvX2nwTIIIwo2ymibGMAjXOZBTJRQCRanfDI6CNiCQBQSJ58MuyIxyACBkaC9JbgB2AwAsuIB2iXcKCTqJ0BxtZ1xBIkiMSWEKyzifcibIQNGQMChFYFayH6TbNEw1VVISKThMgIokxyRgAiELhcC+HYEFQfGREYPzdsLz2ht8xSQCJQJp6aphI5xXuXD/yxyg5HO03BGMfMc2CN2ANGQkDGMfOPiQiJATSUTlhrAQFhNETOpsZYAJAgDEEwRohBWAsqF21b90YSIhsMdVaiCQyxMm5RrwCCAUALg2/Ozk4FKDCyGCB+eLKu601euDx1i8XCkOv7nhmuX39luW4AyCZpAAAik6XGOB8CkQksfcdEaVVWXcOWir1ZiYgchDDRcWUUVoUnYtRn2zijZuHASZFUVZUmdqeLG0PkOQaOjx+W29BB3pLYBQHBoLEiEoJeSvN4wehYFSywiR5IrAiQIe0WAZIfNsihSE2e5/P5VJ1Ll8tl0/cn5+e73MsYo5JCp9PpfD6/ffv2G2+8oX9C2Rn37t3TZtlms7l//75upNbaPM91SDCdTvf39/M8V9pClRfHJycCcT6v0jwbQt+HoR2abtP3x91ieS5oyjxdXiw2m5qF9/arvb29PE3f+9sfNelgkYoM9/dKl+AQYuKcQyQDAGwMisSua4ZhaNtOBAylSZKmqREYRGLooxGwQhAQAhauAIKm69q2z4ry8GDfUcJhiH20iMYmMXqWIMMAkDsyZHIwZgiRMKGY+B58iGnqksSQAeXMz/dKQlpenDJjkiePHmz+m3/xz95774ebzQYQmnZ4881XPks+52dIHtsFnvyslLYXg6XPVuD0KcU/L59c90vM7dzFmCZJsre3d+fOHfXebdteh3u7od/nnF35sZf1MyFwvph4/Cua7i8T3/gKgfOKP+cTUB9Rnhxlyoi0KAqHwGQckfExau9z/2Detr5b1W+8/trf/+jv/o//9Zun99+nOGDwuU2+8IW33n7nnSwriCiIhBjQpojoYyBjRBAAha/6WqlHwjhkVNLTY+xMssXA/DgdEJEjo3DwIBGBCMUS9INfrxab1XKzWjSbOiXKyzKvqqIoBcyDj042desDv//TB7de2X/nnS995atffuONO9/93vf+9//n3we01rqqqubzPWZer+sQWBC2rEsRhDBEGI3FH5/YnbWmjrmUwgQAav1ARBr7a8mQgEHa+KDgEAB3afJt2y6Xy01dey9p13mWYvDq3aI2MFqepmkqHIe+e/fdd8uyTJwJIejXp9Pp0eE+oNGCJsbYtq0ryssPtaf7OJd2BnnmEqKR0xFBOLVJXdePjs/v3btHJrl24xVVAc1ms7IsdaynJCXFbBp1BQAacKweCWMdz1zX9fHx8cXFhRro7dzzkiS5ffu2vqBafSrDUxV31tpqWgILkTXkigLKYiKCRVEcf3RvS2RFjsCAh0dHvqu7tl2tNkG4mk6SLJtPZnlVtn0fh7jcrE/Pz9ZdGCINwQ8cowgZZ12iReoIA0gkskEK0UgQRHJoLVpHzpEzaA2KQQYSgzaiGBxzKYVZkQbImGZiQMMYBJARoyG9OaAqqy+8fms6nTpnWEK9XsUoRI6Z8bEkDwFQ/S0AQCRuyUqPrSPHAHnUJANCFEQhg8rbRRIEAlLfx+0yvkKi3uYwKNLbGTDKbkL1uBdJUfjy80u70ior2j2jR2ypGDigEIlgjFHdL3Zqut1jSLVDmsOh39L75el80Sfe/6V1rf+z7vGtSmQ0L5GIyICeQ403J3K7BLwdwB3ncfoHIe7O7eNnpdm2WIFxBDKonXDgQMhIiGQIjSHDLAZQ8zaZWQMewLggECWOHXNxzhUoZks6ixyFAQeEuvNdXaeJTTPju8G6DMhixG4YunZoe/ZB7CCIsemCNeS9ACCLQZMCGbApoxvl0dtbWzeNXX7plUvwvHJXnuKE63XZXZTLnsNXqotdO+CKJfUOuj/uDowveOkrl17KGBOjX6/XdV3v5Kn6XwVyuhsr44CIqqrSbJsQgmbDaDvp5OREva+aptFfTJJkMpns7+8bY/q+V7qB5soYY07OTs7OTwDgYrEgi4vlclmvI7BLk6IsydgsLcoyt+TyrBQJRVEQmfv3Hkwn+bZ9wizY1F3dNJ6FgcjAbq4R2QNKnmciYK1JEmtd0jQREIgEhJiBCJSP2tTtqt547/fLvKqqzbKOfhj8MM4bAEAoBE+ks3ErIl03lEWJaBGMs5mzaI0xFozpRQTEiRgQJxyqaprc6V5//fUf//in1qIxpmnDfL5nP8PqBD47o4grr/a8OdjTCtqPLYifaXHx8pzMT2mo+DJ812ce1y9rfa/6mTTFNE3VV7dpGhUx6wDWOfc5P9KXvKyfIdi74gf4gsX/K2fXz9U6uTJCfObFeRrXXeHojt+CS1f8yiMcQEj5keADREBHJjB47wnBEF+cPExTtz8r//iP/t33v//9h/d/Cr6eF2lRVF947c6X3/5ial2apAwSQowxEoDg48Lr0ohARCjC5U9FJIqY0X9QnliHjMp3Hs+AIYIYDUqWOAAQjl1bn50eXxw/6tvaDz2huMSKoEuyJMnAZAfXLtL8J+v69OBw/t//D//mlVs3gOP3vv/Xv/+tP1w3fTk7SJKkLCdEdrWu+37I8xyJ0OigIwaOzBHg8rxxPKVqLaBf996zSAjB8+j1txPe7H5Fy5Rd4BIAFEVRliWL1HWfpikPXiMNQgjr9TrGaA1pozpLkv+fvTdtkiw7rsTc/d77tngRkVtlrd1ANxYO2EOCIDX6IBNnsZn5IM0vlMn0QRqTxjSyGRk5klGL0SSNjcwEgsMBQGBAEECj0d21dFZlRsbytru464O/iIrKzKquBhpgg+j4UFaVFRnvxVvu8+Pn+DlEpAIk4XHQXz3NQ/A67rgLoN/T1L3aQAKeCza22A8RrCHjDAdmjt4PTde5sqyn1RsPHhTVtJhMm6ZpW2yaRvPWAUDVmHpAdvEJKaU8z733FxcXP/nJT3RIT4Hx4eGh6lH1m2rwetM06/V6f+HSmPKqqpRRvHfvflbkDJbwssjzvvMpcAqcZUWRVxg8mYwZlpuGOJDLqtksCAx9CF2XGFsfy7K21hpnq9l0GXthw1mRD/3gfWJIIVwsnh0eHEyrwllyhB6SMGc2Q46cqCyqzLqu6fu85ZgmRUHEPkRkJJZtUrmMGg4AkTSK7yWNYyWQUox5nhWlsQjCPVIQ7kUsSLJWmH30gZktuX1D/+2w3E6s/kKpvZNSIqIIk8bMjTcdq1LxuY5iz6Nnv67efzTsa6+u95L2dZvPEz6286iwNRDmpBJ4s+ssoeLerWp/F/OoX2QYhr7vtQTfVfD6mVcEO7swOxExSKNrCpEhsuPoBAKIXpCao4iofRnYS0cwL/SermmC9u+gq9IYMDsPGzGgYxoWLGyBLgDk1o2+MmOjh4Asg0W0ANv89wggFiKkFNswbFLfSUzi+67JDPl2QwZm06oqcrIQQtps2vWmZbFkiywr5vOpNbRZ90QkQok5JI5gDNqEJqFBMszRqqqNWdHR/re+ov15BeTbHxrf8XLwouvv9Vpi/xHwMsi3cythZti70jSigJkFMPiAIjGOFLfODapYwDmn8ExHmvWyWa/Xq9Vqs9moskAV4/P5PM9zXXw0mk+XHXWZUul40zRN0xRF0XWdMaZr185lZZkPwVtj67oOkowxNndkTUzJ+5CWqZ5Mbt2qV8vLy8Vq8J3vwunJEQAbMC4zWZa1myallOVFAhFJasOKiMyQZXmWZcI4DCHEQcAOw8DMJFAVeZYVBo12Q9brtR8iIHR9f3Z2BgkJGARiijySq6watxgTp8H7QETz+YEhZywmzpj7EDiE6GwFMlycr6x1dT3rurau63/0j/7Z97///b5vNVP+0aPHfTfYX0bh+0vg+l6rGn6lUA1fzfv9airjT+Tz+Qnn934tXyklZx0A9n1/dnb27NmFxhnruO3u2fNrUcr/gvatP9/t8Jtwkfxmknsfs8ZeW76e61a3AuCEAMY641STRkRVblHSZFa5zHzrm//uf/vjf80cH9y9uzyPuXXf+PrXv/jmF4rMblZrREvWkLGEkEQSCBirTg4gqPAPdGZVH/N7aES2ZjDbf49ve87tAQKABUEQMoRIQ0ibdjN03eOH77fLJSFkhgyRpBhiigzsY4jp8Oi4nNSbD87+8T/5e//wH/+TP//zP/sP//5b//b//bd5Xv/hH/6D8+V6cbEUQT9EAJxND0QECJFAgFMCePlU5JUkjF0BREQMovZrwzCkGNHArizWqSQtZOu6Pjg4QCLmTV3XNsSm7XSSBAC8914YEYuiOJjNDuYzbcm3zVp5xc1ms16vCcW6XA0wtZ67Tu5diQK7qnXf1XkixpgUOaUggpmleV0XJZXTeUwoeH72bPHT9z+8uLjIMltVlfqF6ibUh3M+n2vJtYOCiKgDfrpET6fTnSV6COHx48fr9Xq9XquhnHbryrIsiuKNN95QqtMYs1wuLy4X6aMnWZ4LuX5Ip5SHkLqum1R1nk2cKzw5IgvohjgQihFKaAPQIMCcCKAuq+nxUZZl3vts068frTzj4OOm7y9Wq1XXxiRVVcQ0AWCABIhkmIGdzSRJ1wdTkCR+dvYUI7dv3J/XJQFKYmBBUVsTVFP7kdzT8WskAAMogAYhCgySkiW2ZFKMwXeXfVtWeVFkBCmmmIBFMIlRtbUaVCKa5xO/I/mG450zQqC9NvQo7twV2YJy49ixyjXxBeE0qB2ommHuWD7ZaxOBbFnBXcrclTaTWqGKQGIWlhDZUK5QX8DECADqHYKE6pGACvBUjHeFSroyVa6kt9myc5qZYUZsN9rbIBrE3ZhP0u+BOObBsyQEIExbi/VtdwleYKKUDCXcaV6N7Ho3OB6U8ZYXJCFCA4KiQSEhOJcDAMPOJCYKyBCFyUSklCQE5s53F8+IJcbYhWGTes8pAcduVU6rzGGVZ2Syoqyb5mnXDev1ummjy7CwyCKhH8Ta5JMrHFgrMYUgkRktsRgmbXxLAqbtru4CM19BjVz3e4c9J6etnSTuLBJexu9dmdi6gvSu8Hsj8Nu7okRgm6IBMUVHoKN3d+/e3f269/7y8lLbZLquxhjVR0qXjul0qlzfbDYry3K1WqkOYhiGxWKxWq2Wy6WGfO4EyavV6p133plMJsPQzWdlVU0Q4ezZUxGp67oLg4h4H7rVets14NVieXhwsF6umqaZ1OVXvvaVd9/9iXNmNpkdzA/yPJMEkVNRT33yIfiUkkBSVafKjGNi7wcAYHYiEGPKjCvLMstyjrxZt5t1GyO7wpZlCQbPny2qMi9cRkQcWJ8ayt96H/p+CB6yzJ6cHBdFYSi3lgTytpNh6BIzgAxDGHp2tanKOkXgBJtN+9Of/my97o+PhVlCgMePn3zKes5Pq9jdJVy9Jup7za1fHyz8VTryv+wO/ESyro/lBn+9SltVUnkftGZCNFuPuIKI1Arv14XJ/OXt56sVGtcFfp+/PovXxmvwe1cg3MvIvb3PAFEPAkJUmzp4Pm4roMP0GLy3BqdVJWkIXfvDd//jD3/wvfff+9HJrABJ7eXTtx7c/513/u7R4Tyl1HU+JI4yGMzIWEGTgBIgILEICo0jh4CjTZvWjwIsIqCOD2nrGbnvrqO0xc78QCRGR+BjuFgsLlfLpmmCD0OzdpZyawgkDL2XZPMyovF96Fqf0GVVPZ1NFqvmv/qv/5tvfeubhFCWB5Np9ZWvfHXz3R8gbgy5lMSQ8z7gduJnm8zM+0XtPszTrvA21tnuikJEZBAtW4ko7VEfaZuWpoAt8U54pmblbjYbOYFRHSesYtHL5SWKGGOstdbgfD5X+WiMsdmstrUu6ScbMs/lsjdxNbt+/nM8ragAERESR0mRyFVF/uD+BN0EKXt0drFcLM7OnhbV7PT0bllmImk3NqN7q9kMWrJPJhPtvllrEVGpPI2nf/z48c6nrq7rN954oyiKXSay0oBd111eXmqPfxgG5QxdnoeUuj6w42lVd21vwQzdsF6u18tZGGJdFMZWRV3H0Huf+qFf99j1yAn65J9ePmz+8kd9N3Rd92xxmWztGQMnImuyYp6XkWORuarICSVKYBEDTAQQA6ZIHMS3uZE7J7MqcxlyGlogwRDJUkoxQYKEjAmZGAVQIKGQJpIZITFgABOS70OHhJFQmxRoETgNXQ/CLGwQ0dgYo54QnfFO6lkC+xl8eqMoW6WSTtkVQWRxl8cBAIRmN4m3tRUhANCURZEXey1ImvCOgGpniFs2XuGlRTvSllqmC4M8n99LnIIPMUUQTWanyAgmCYNsEeTzeUFA4fEi996rx733fjqdalzH7nbbDWjs8N7oBolot/4qhEgkgELbQEDmqyT3jvZkfh5kqkdP77sXeS3YhcgD8fZbw+haM+bRo9qxpDExAgJTArtZt7qGp5S6vvfehyDtgAGNjGUMgw82BCOMwoLsrDHOCYKtjlMaDqaTk6ODPDPLpx89e3wOwIZ54jDPDEj0fojiyWU5wmFdZ3m+aYckQoJ2S38iUUoSUyyzTIkvvR93K9J+TXu9yLySFrtT3rJ5Aea9Dt67gh5fMFfb9uiZmYB2+QQa71BVFZKBFH3faEqeisB1BdaszqOjox161OtQ1xN1vNR18r333lMPzOPjY2tt13Ua0nD37l1dq+u61rHhd999tygK730IQZhX6+Uw+JgiERUik7LKitxaR8YalzXNZnGxCN6fn11Ya77y5a8eHx/97L33757ea7tmGPzZ2XmMIcVkM9v3rU8hJq9dCfVASykMQx9CSomNcZpnY22WmYwZNusm+tQ0LbNMp9PJbFqW+ZC8MYgiSZT+JOtyPT8sCEjWOWNwNp8dH550nUQOkpAIYuKQIjOH4BNzNZnkZdENQ0zx/Hzxz//5v7x396Qo8nfffXh0VN+9e9q2m09Zz/mp1L6vb3F+Bbm9zrzfjVjrV0OP7IO3jx3he/3v9eteB1vnjLHaLDfGqaR7l6q5Y/k+42zMr36E7zfnIvmNQ4bXwtZf1vdB1F7/SxQ4ACIQYvRdm5dFVdpnjz76V//yv29XC45dSl3XbL705be+8Xt/8ODBFz56fDYMoaoq5ljWdR8CAwXhxADOIlJIbNDssrvSrkjdM0IWtQbduoVuvc+3GFRw38+HQ8hz0/Sb99/98dPzM0RTlvl8Op1OJpJ4s16GTspy0vm46ZO1Lp/YZ4tlAnt6995HT8+/+93vfuMbX//Sl99arRbf/e5flsUEkRBN07Z5Vkwms8vLy7Is1eRNKYqYorPmihGFFt9Rma4AACAASURBVJ3qJKllStu2in5GcocQDY35DXtFaiKKMYpkGoLUD10IQUfvmNmHWE1qROy6boSFMSqqnE1vnZ6c6M9Xy8XFxYVSeUqIOecUc2o1BmTgJe0B3HvJrqewXRAYJHG0jqzJkkho+s1mI9ShLZtm1bVt13VAmSA8ffrk4GB269atuq410koJxtVqdXl56b1fr9eaTKhKKrUdL4qirmvv/WKx6LpOdz7G+PjxY9Vu5XmutKFKXt966y0ievfdd0MIfd9fXK663jdNa2x++/b95GP0ocryelLPZ/OhIzTu/GLz5HGz2WyWy+XFxeL8/GJb8+F8dlBVE+dclk0OjmdUTy83zXK5HLyX1PfBe9/XZTUpM+sOSIwljJAsweB7Snw4LRDTG3eP3rz3h+v1+u7d02Z9ySkYSsTgw4CIwtrEGI18OQkSMCZgQoIERMiee2sNMmrud1mWkyrv+z75kOU2zx0zsGcGRho9jViYJW6RiRbf+uAgTYTbvpiF9yS6O29tzaIY0dpWHEo7auvFASocmUlRBzXYSa9xNKscTV8UiuuJU15Fuxg7Fk5j5AxZGgPHUghp8FF5GxUea89DqV1mHjPNYpzNZqrmVSyhQ30vpEfKCAJxO/OVUmIQ54xIijzqqI1BItyFoNzYwd9nmEa/P9IUeuVmtw51W3WngpvEsH2/iMAwpKZtVRPY90PilJL4OESfQgpZ5rKscM5FMUPCmEDQWKLSWuIBOaB4SBGTISEg4OBJUm1KE5r1Ynn2eD0toKpcUUzR5C4rXF6TwMF8CoAXi+XhyTGS/ejps6eLVWMlt1iQWIgowBKYkx7e0V+KSMuk/SPwsk7xdcHn/hHD59GLcCOXcF0V/DKWb/8vajSlrR/13G+71iKoz9Pdu3cVE65WK5UP7DSZALDZbPq+19hS/V8dpdZ4zxjjrVu3dNhYp6CJaL1ea36Mbvry8lK7eHnuyirrfFvPyi9+4e2iKJbrjXEZM7dtv9407GO37hfPLofN+u79+4n54YePFheXVVU9fvRQRCaTyWxWqytVXuVZYZpBdzbGGAFhu3KboshFTLPp2radzQ6ctQbt8nLVNA2BsTabTKpyUiFB02w8e5dnmbVD13d9VxRFmWWwtatBMtWkyLLMWtd0zWQyG3o1tBqW60XfdwBw+84ta+nhw0eXy+bouPI+ZmL+0T/8z//sz/7swYMH5xdP3/ril77x+1//9n/4znO8d2Xc82Xtgevl7I5QvtEt8HqBcuVtvJfHoGEMY32PVxXJ1z/k5mbnSy7rGx+WvziH87IP0bbEtRiWj//1Gw/dJ418eJ13fqx76vU86BuJ0Bvftps82W6ObtwNnaalbTpNCGnb+UMAMMbsdEQ3rj5XNnqjjedrnPeXnsEXMJWAiJChl2Gw/Y+9Pn7zSfnY6598I5i8Ivf62PP18ovwqmxsN17/whHefn3c+6YvO3S70/GJ5mNv2Oi103rjt1BLw2tXtVxrcL5qu3BtFuJjd/j63bdLU32hItl9i+fZdLT9hOfOveNDUV4YNdkNjL3ww1GnNFI61rrL9coYMz+cf/TREwA4PD5pmx5SvH16clBPzh59+G/+6F8tnj6yyChcV+V/+vu/8/bbb5+cnD67WBZlCcidH3R8hYwTZQ4ssYAAWmtJEBIDyPOZPUBhENFABTTGIABD2s0CjbvKLCyZyRTVDMPg/ZBB/PD9Dy8WF5mlaV31vQ++Ty57/HABANO6Pjk5uVhcALmiqsqyXJxfPn5yRtaFJN63/8U/+y+dM2VZPnr0QZ5n3nvtdgPgMAyJN0opBB9jivqI0VxdrZN0VkT3UweNnhv6ESERMxtC1XPuCDf9kJ25y46FU7Sjq9kweAGw1um0iTpOee+tofl8fnBwIJx++MMfxhiPjo4mk8nOk2AymViDTdurrY5WSOBGEURENiN5qLZ4kcdjzIQoRGRAA51ZRCkBiAFRlquFMNosKwr35OxisWyjOEPwxS98IbDJiryd1Q8e3AOAYRjUo6VpGgBQUwQVds7n87Zt67o+PT3VIOCmaZ48edK27XK5FJGjoyPdZx32m81m9+/fJyL1W95sNt/5znd0zEZFtrPZ7ODAlkVVTw+Wm81ycTGb1EO7ubxc/vjH7xLErt188/+75Ch6zSDSfH5rdmBCCDEwGnu5GhB9SiswtpdnA0cdsJxMJndunRZFtlmtjw6PfD+kMLAxzhiWPs8ABDkNMXXWWACYz7K2OQcIAAkhhWEAwcQAz1Nytnk86l0IuIvtIREOSc3+nc1TkHY1AAqA8T3HwRMZIBRiHcvc2gzTdoXRU2f2NE34PLubk1IHOwQVQuAERMkYZ60FNU1JQcaUoBf4vT3Rr9nGBo5KS0V3isfapt9tdPeLZVldWd9SSoIg4xhwphdtUZR974lMShxCQAFAUB9XvWVSSlqdbwGb2d1Bu7aLtdbS+GYEUG2nwtHIgQwYa7dSQMULhlmDkVC9N2HvyOJuJk1iYvHB72mzjaDdPZsSJx98nhfagBh0VRoG72PXDGpFM4anG8xckU8qicIoXdd2Q2CAmIYohKZMEokywOT98nBSdJuuLO1q0/cRAGCSwcHMTCjUxty+ffR3v3T/wd07xuXT6bxph4ePz8gUz86eZhyMMTmGEvn8/MykSKnPiQ0PEtvc1CzRZjYGUmyz40jt9vjsP/t2cYL7P9RTsP883f3XTs+5m8F7wf/mE0rJdumIIYRR+otYluXh4aF12fmZWZyf6fX85MkTfb+qAAAghDCfz5WROzk5OT4+VpZMO27DMBRFsVqtRGS1WjVNs/+4b5rGGHNwcLBaraqqmk6nv/u7vwsAWZZlmXW5ZEUmIrqtbvB+CKvVisiitT/+6x8D0Ont2/e/+pXDgwMyRhMdjMGPHj2ez+uTk5MQAlrS9tZisdj0m5RClrmyLI0l7RsiUNM0i8Uqz/KjoyNEQ2iTT2M+DdqmaY6PD6t6slgtNpt1NavywvmuH0Lf+yBIIbH3XldLa4yPqRs2ztnJpF6snvohDsMQkzfWzA4nxpghtI8+Wr311v379+9+8MEHi8XFdDrZbNoQ0te+9s53v/vtJ0/O/tf/5U/u3r332bI93OajwPOG5bUJpRvVmPCSuabPX5+/Pn99/vobJH7hJu/EX0TjcPMosgAhHh8cikjoh6PDQxGJQ38wr02K0bff+/YPv/edf//so0eZgcy6SenuP7h79+5dEXl89pEztUbeaGieICDqsAqBjO5jJASiWaajo6Dgli5A2DMgxOuwHAEzZ601Kfp2GEBgNskf/eyDZrPmFECSAcwyjdwcyrJUW/9YTA4Pj7O8RLKLi+X3vvf9d9973yAC4fH8ZDKZMMddFUgGjVG8aVLUknIctDNGjfVSEhs47WCejknsq8uey5Ne1ob7OBZ9v7raGd+pUWEMXsf0J2V5eHh4cHCQ53kMg8Kk5XJ5eXlpCJCsOsfoDPNzR4oX2+cfLwNAFEJL1jkjgoYIks8ye3AwF5Mvm+7ZsrtYdkA49I33vbpkaV2lYzO3b98uy3I6nWpnXdHgX//1Xw/DoLunDN5kMlFz0a7r1ChPs/vef/99NV1QFkJjslR/hYYm1XTVtJt18/DD9zdN33ddjPH+nbvAwswaenN6+25ZzFxWkO6A96vl8mKxsOSOjo+q2XFm3RB8CMFaUJs71W6tLpfr5Wqz2Xzws/DlLz6oq0nXb9o2ZDkDBnWMdwaYPTPT2LlIBpklCYpSujLmnu9orithraOPqIBhFhQCZeMIAczIuyt7ppElIFdE2tszO55VZv19BUUCYAxpShyHkEJgIspcgZlBNEM/rNvNCJasVd9IRCSyRERod64/Om+ptqt6ipUaUgaP0DqX6UYVCez8Zne9vOcqX1YWztksc84ZY0LgbX5GcM5FHz5Ru3m/IT5iP3q+D4QgSICMYPb5pa3uGDSPHlGstXqUYvTMQqRWUGItFUVJZLzvhyEEFpC4Mw6JKYYYnz17FmMMg99mNoAIOFsVhc7LsR6o9bBU0tsaI5IspMw6gFSUkzyf+iCcUmwvLaVJBRhhPpUvv313PjvO8/xgWl48e1IW7o37909vHQLHvu8JbZYZ9pxJTLGR2NoMURKmgTgiRAORIBmJBIYkGUkowEBjYPKnVOv+amRBAhLCuA6QscvlUkd1tCPmnMvzPM/zg4OD09NTNX+6uLho23Y6nYYQuq5TlYHubQhB9eEqDt+BWL2o6rq+c+fOer3WySBduNbrdd+3IbV916vfcowxCSBQ27bGuDwvJnU9q+s33nhw6/hERJbL5WazQUPOmWEY1mtRrVkIoe2aYlLcunVLzqFp19ZaxaIsyQ96owUi0GVfBFPkkb5G1BR4lxmVgLrMkAHmqFOyeiPszHiUPNefNE3T9502GwGgLMuyzPU558MwnbqvfOWto6OjDz786eBD27ZHR0eHh4d/8Rd/wcyXl5eHh4df+9pv29e5M+HjrDJ/bvZpPwXuZazLq2PHYDtn/Arm+hekwn4RXdZnE3/+rYx8+Bzhf/76DIK9n1vP+epP2/2DZOvHGDlBEmZryJFhZi8ptauf/uRHH7z37oc/++ni6VmG8Whenxwf3r59enRymFWVgFAcR4XUilyT0BEIEHlrI0E6tifAggIkPA7oseY4j/abuwkQAEQDhkjtI4QIUEIYeo4REoPwcrG6XFz0Xdt2TUhBEIqqqut6ebkMMeZ5URZ1GML5YjU93vzl93/w/nvvPXv6lATLsjQEVVU5a2OMyEwgBgFRAJUPQSEVsqUYExoyZAB5ZGm2PJ5CkdEJ0JhdXfvCfMs1Ll1u0o9cl5nsSAwtnb33IpK5Eb/FFIH54cOHACAcJ5OJYqoQwmq5yHKz03OGEMRloz0MCgvfqK3ae5LuXzyiaMJaoz4jKCkOHWK+urw8e/LRysPR8f28KIocJ5Nys9moU8LOSlFJvPPzc4UKKslTH7ydHbxzrm1btVYfhsE5t1wuq6qq61rb6kVRVFXlnPPe6yY2m83gfV3POj9Agul0dnj/jiVrCAFgGLo8s973/dBerjYXiwGQQKSu63v375/evtf1PYgYa733INJ6v1gu80nWDe3l+XlKjACTsspyd/fWLUn+6dNnVZlVk6Ka1ihdCgNoxIIxxMKc0BgRJuAx+lz2Mnz33AtfItCgBGkbuA2IGNEQoUGyxghSYhRkNKAdEZVpEgEwsoBI2p4ypYv34wpEhPeoPxIG7wEkMkQiU05qYUicQkwiSSm4GNMw+BgSi9rJCit+3ooVjTGIhGSz3BljrHWZdbsqc9+paHenbOtUF2IEMJZsVs027WCM7fseAJVxzTML8Lp4b5fiMH79xPsSwbHwBQAS0XVIBeGIABhYgzJ2IbEYOQEyCAE5kTQEFkkxcoy+686GYWBJIMSchp1LpAjhmG1AwFVuaZRRRBaR1KYoLAmFiCA3ZFgsBoZokZAIDVUltQnW3doZZyETRGPlK2/e+8/+4O9kOFSZmR+cILoYQrtZzmhmLRyWnKWm61pkYTAJU+wa5D6zZWHRGEgck3gGjxgJmSAhJAtiQczWpxQFkD7lWf39MbxPHQGOMI/GM2ssusxVVaUTv1VVac/IOaeSzsvLy53QYLPZqMdVURQ66aOLyd27d/M87/ueiFar1Ww2077DYrHQpFAN4lPa9uTkRDto03p+fHRLL+ymUcVuN/S9SJdn7uRoTkDtZvNh26bIPgwpxbIsOdLdO6dImOV52zZgEI0RgKKonHPGWEMZogXgFGUYWu8jMxR5mecFkQkhtl2Tmcw6ijGRgVlVO2cAo3VSiCErIQ593+oMaopCCM5lRV51XR88pxRDDMZQUWTGojYgstw5ZxOztqVCiD/60Y+y3K1Wqzt3jvsmXF5ebjabi2fLe/fvNJt+NhVhtK8P9l6BoK6rsF5fRkhEW/36Cx++b54LN+k54aZ+53XU97FubL+slsY1teGnrsn8xfft1XrOz35J/bfgK3yKv/v5CN9n5Axeb+Tro/rn+NgdeLiysjHt4T0QBHSGRMQaF4Mf2s1kMjk9Of6jP/4X//ef/p/TsiCOzeLiq7/7zt/7/W9U07ooistm0wbv8iybFL4fP2VLYWhNqsN5CvZoO+pCIjx62SnUFGBMvDetASyEBhEMMAsDx5iCAeYUQgiQYkpps15nmePguu336oc2Jm9sBoZSlK5rUcxsPv/L737PJ9+37Tu//Q6ydM26b6Xrmhg8ChsCo7nUKMzJh85QMiYzlhApJWSRmJRlipETMO4Yp7Ist8q5tD9tonpO0ACJa/rpVy8+uyp5P9hKB9g0dyHP88xlhKCDK127UQJQVU9D3xprYU9U7L0PIYsxWgNm2xgdGbAXh2R0kEuN8IQQUYAhpRDTYJAsoDVwcngYKev9YjabySBlWfbBN5v1Rx95RXRKkWlrXI+SIreu6/QLDsOwWq0UKuvQo47KzOfzo6Ojqqo0+eri4mK5XO7U+Prh1tpbt27du3evLMsh+NVqtV4169VyuVgwCyEAYJa5GL1zZjafZZlDyBKDjpY9PX/aNM1isZjOJirdPDo6MpmZHkzqutTRRwBqN03TNMPGD8BVmT366DzE4fj48PTO6eG8sKaK4FmEmICArKYI0NZ7iAEJRYBIHS2FWcff4IY7nZMkvWFId390VSFBwG3spHAyvOsd6BuQeaQNAUUNKXUybT/yhMiCEJHbqRmVBGDhzbppmk0ISa+xlHh0txdVhhMAZ1mGJMbYIs/IAKFlTgJsyAFyihJj8EMMQ1TaQUeP9m0/Rp5ty5zElJgpojFZYa1FJBHwPmZZQRi994hGIL1mBbKzMto1XABAudZt54U1/lC/124hjTEyAyfQo6GKVuaAaJhj23ZN04YwpCTGYJ4Xxli9xRnAWGNsZoDV/sUAd+3GIgipbkGQwQB0wRsDDsES1IWdTWprsCzLMnO3T28dzedZltUHh9/60Y//3Te/n7reEAkzd/1hffiFu8cwLLrVpfNLH0kiLz764Pbp8eHBTJ0784wcmBBZe1RMRNaBtZRnIQSxFpzFLANIbC2TTWgTGkar15X25eA1Inlf80RccR/4ZVSbhKRnWFX01tiN933f62WgyaUK9h48eFCW5Ww2q+t6x3epMl9j94wxOjOnOQfz+VzTGuq61lWrruvpdBpjrOtaabo8z2OMIsiCbTNsmpX2nvq+n81mVVUVWeasiTECSPAd2dwZczg/MpmbTqebZoMkWZYJQt83B7OZy0zbtQ8fDj4FazIRCCHCmNdKiJQ5VxQTAFKZ8GazqcuSU/Q+5M4ak4fYAwtLRBJmH4IfYiCyZC0zRBGLFk0GFBiBEdCYYlLO5vVOCzAMoem9rg9ZbsmGZxervu8FhEwXe/7Bf/yr1bJ/553f2myag4OD9376+L33PrCvX3Zcx1qvaE5/rO0kPPckgOsIcDeWcuMW9+f3PnZvX7Ob/ks1V3yFfeJrGm/+UqvVX3ek9EtdrX7FaOE1z8WNl9PneO+zg9h/7mvyxhXpyqfx3oZxi/o4RBSIkOqqOpjUP/nJT/6fP/3Lb3/7z24fH/pu7X374N7p7/3OO9PZRITXzSamlBdVAtl03poMBQURRo7uipXodiNX0pbwhpawMOrPCFEEhWMKIYWeHCGnvl23m4YIDFHfDwBUTSZZyrqh33Qb731ZTYusBLFZXibPZ2dnl5eX86P5yYMH9+7cffTw4dD1KQxAmSXS2DykHbJiZkaI1jrN5hIlxTimFFIKDEJgtEbcRYHtwN4V57rnjNlLZtFvLJuu9xmVuPPeE4KO+VlrhZP2oVfLRdd1RVFo/FRVVaqa2/Etz4/2/m2+TZXev2gQn/9dtiOjKYoIoyAZjeDjPvjz8/NhGDhquFNUs8359mWM0eiq1WqlFudqjqflVJZlx8fHZVlqV957f3Z2ttlsjDFd13VdN4YNWnvnzh0FumNDOstCCGVZLhaLhw8fkjUhBBCqJhUKBe9TSgcH8+Pjo/V66UNvrb1YnJflLISwXq91ehARXSZ5bpxDIqqqjIgAHBno2s152/uuDyE5ozkZwRLdu/egbTdd3ywWl9Pq1JFByDULm4gMobqMKN5DFGFl+J7nj7/81CNQGo+0jFU4IavykyXh7soBgb2q+sX7aLx6Vbj1ghmBUIwxhOi9H4agMloA1hjJ7SWnYIyczXd6zp2jiSJE7yNzZAbmZAxlGRi1DbUZIpgt4tLzu3P+uGKvDwBEFhHDFmjBKK2KClO994QIr73g7U+J8/boMQjtLT7MEtU5KaWUErMAUIyRE4SQNCUlxsicWMIIhkcMabcRDrqWGueQARiJEJljCEPyA3CoywKEOXgEcRbKLM9yy9yfHB/VdT2pqnk9mRXF0eFhbo2IFJkjYWbIJm6SWWQhg87YyCFGwBQdcpKUYSoISZhy99YbD8hCDEMIwxB8P/jJ9HBIYCBGRLQZZRnmhVgngOAyyHPIAkBktAksEQk5RseE2wv1E5S4f+P8no5KKiLq+z4m7od+59yjRppmOyy3i1IY829S2k1cP3v2LITw8OFDIjo6OlLe7/T0dDabTSYTfbOy3Lre6oc8e/ZMr2rvfV7m6/V6sbhkZiQ5ODh48803Dw7mVVE+evTocnlxMD86Ojp6/OGjtm36vhWRi7J48uRxVuR57oBwvV6jNUoLVlUlqDEvemWCgBBRnpXGWAD0g8qm/ZaIBiIgAywxxiQoMXmWGFPwPmiLyRoXowCAtm+ITJZbERdCCMGvVit1Mc2yAsSmqHhYrLUgcnJ84kO/Xi9FTIq9UDQG2radzWZf//o3Hj9+/OEHj+wnqmlejfRe58q7EbztPBV2cxP7eQwv4/c+NlIPXmmm8iuAB59lBPK3wL7/8wSCz1+f2Svz5xZz3mhwdZO88+rvppQIMDOWQ/zxz372rW9+8zvf/fNqEkKS3OLX/+D3/pPf+3oKod2sGdCziHPOWBGI4s1oFPj8GQ0vgslxEwAMKEhbCMRXwd7zX8FR7pk4pRSDl5BC9F2z4eSFpWn61bLLsooyGqeJosQkRCQAKUYkjCk9evTkzr2TN9+8V1fTnefEMAx1mSMKCBMwCSAIGSACJUm2QVLR+wENbT1+k2aX7RwLlCPSrvM2ZExe7Dm+qj33+hmqY4I5oW7o/OLc930IYTabnZ6eKigahmEYBkJRvLcrqbUjbowh5OfA8ubFcESnsnuqGjCWjDGqq40+oBjmyBzraWWim87nE2GJkyyzutEnT550XbdarXQHNMzq4OBAk/R2mDbGeHFx8eTJE/Xn7Pu+LEutttWmRaWe2ttWg826rtXPpm3bvu9P79wCgCIrZ9NZ8HG1WnVdtzh/ulotLi8vh9BPp9PZvF6uzqvJ5PTOcVneryaVsovDMGTGDsOw3JyrzToHsUR5VhzdvlVPZmqYOZmUaNA4WixN91F7uVgV1p4czpxzhlxkj6wuSogIjKwMHwgiRIQxw0A7F7tUtytwj0UUV+BuJA22g5aYGK5rfEgNP4n2wgOAFXjDqMmMwgq3IMYYIw/D4IfRjQYRE3hVyRpjhDXdwTiX6VZ3+zkMXsfiYBvN51xeFLm1mTFojMsy55xVB64rrRyFcAq0tu6ymrFJMYiIT2k0tnXO7bIBOKVP9OzeLW5xa9+CY7S9iIhuO3DadiXUs5NSSgDEDDscKJLUEwoAM1eox+w42uR98EmHExNIkGCQCJiIXFHkrsIUnLHTo/pwVk+n01k9qUp353Ra15Ujwylx8E5k6BsU9aJB5gRAibhv2xTYGaMjdpVzw6YNg6cYcmsghnbVoTXFrBr8IJCspaqoiwmtOx8TJpIIiDYzWQmuYOeYkPOC8hKzBOyFnJBNYBPYhEaH9xDTp1te/rL5vd3za3QhNna3Pkyn07Isd6bEbdtqg0lV4mr7pGZXzrnZbIaIKhG/c+fOxcWF976qqpSSNrAUNKp/plra6Nqrw4FE5GMgsm6bDDGb1wez2XRSI2LiYAxmlgg4cy54T8awJIPQ9z1D6jpxeYYoXddsNquimsxms03b9kM7Rq7jaDGoA7HBj5kmRJTnNi8yn5iMyzKLKMwMJAIpRj/E6AMgPTc0Gh0/I+d5pu6yyuGHEFJEL8wpElrCXAQRMAYehhgCG8rns2OWGNpBDcwA8Ld+67fu3r3/9ttv/8//+o/sJzptr3n9aKt1WzDInpYJ90qCbaMLGZG2ME8tOm8wuH+1XQG80lD0dXDsL4kb+bWwy/+1dvPfWVrvfQVtFjy3VrvitAZgAHjvbS/5ZBnfgXs/gd9AgKmjKaIO+1cP0WdrF3c0B37WrmdVe9HHfg91doBrRf1+7AICMqAgowCjkDABW4d1WRzM5z/43vf/x//hv23Xmzfun667x1Vhfuedd77wxhtN1xlEMnmWZxlR0/uuG5CsMw6Ztp9OgLwH23bJ7bvbRwfhkEUESQMYRuWbpLGLKQBqfCABUoIYUFLXNZv1UiTNZrMYhncfvZskKwuwwbRDE0IAwjwvjo9Oicx7771/8fSynswOj47u3L9z9+7dEFLbDVVVhaG7WDwT1LiEmFIQESSDYNBYMtY4i0RROCXpQ8wpR4NWrCAjsyRwzoIGoHuvzIbdSij3W4HXXXZeNjhwY6m0X9GOhWlkfZAfHx0evfGG2g8sFothGHTin4iefPTU2CzLMh8Skc1doZWQM9ZAxETAAiAkSMAgQCBaBpL2TGXL7AkggkFisjk5FAKg5LkbokBeFZNpMfvw2frZs2ebrg3DJs+s1lWauKA+6SqIWq/X6hT67rvvKiZRZab6JRRFcXJyUtf1fD5XPlAd89brtXqEKGB48803NZfv4OBAK/vl+lJ1XMvLy6Efum4IIQCwCj4FOcuy+cHMOgsAbds+O3/mHz9S4rEoMjVyUFrs9PT27ZPbygQhmujD+flivV5v3lu5LFtvlgKcywQoiwAAIABJREFUFYUluLxczarK2ZzQAkRFQeNdKWP/AlBT3nbWvmOsyLaFv/8I0PA7IEICREAiQyP5OmZ8b+l6zSdBFOXREVHDDQyghOhTGKGLxtZpvafEMxnnnCuqcp4fbfPWJATvffBxJNliTN43W79ffbSxMQYMVUWhJbW1mXMOETmOcQsoiFs3pq2+cmx5JI7y3CdU9H4BQkETYgIwzGwAiSjPTD8MKcaqqvqUtgeTxuz43T9BkRwBCojasYw8pO5MSikGFo7jgUgpxBg4ieDuDSKCQupmoV0bR+jIymjwB1pJh6HxvYgIOVuUlbEuJokxCscqc4UzRWZLR4ezal6XR/ODIjd1XeUWERgADCY/rIbN0ItwiAQiNnMWDYAPQ0wCkFCIUlnYvMiss8SQmGNZ5JPpQVFOY+oIkGxhHGdlBYhAnJJELxAiENXTwyGJmCLjDi1EMFHAkQNBQ9aY3JgBSBgpIQFRIpAx1B54O8moS475dXAuQEBtGM3nc+uyoWuHrksMXTd03VNmzjLb975p1srhG2eH4DlJWdXWmMH7zDlASZx8PyTh9Wb9/vvv935AxG7ol8tllmXT6bR0ru9913Vd12uU39HRgXq9dF338OFjTqnvu6pCY8Lyct23HRH1fbdplnU9WazOLy6e5fnEZe7w6JCsLat807e979t2gxYnxaQfvI9yOqtnh7POd8NqEEk7VtxaR2RFJATPDERgjDPGZC6PNloAl2djGhCCiMQkQ4DgIXOaazL2NEOMzJznLgZOHGJM1uZlWRGZGDgOPoEY5ywSI/Rd48hsNpvMmMOTw4uz896HYcPzo/yNN958660v/fTdn926deuNN978GLy3TcHe5/cBgZB2wbKgoFZrLHXwBkHR4mBskG1TmAQVxSKMP9/Ov4s+W7f5MEKIiPbVasPXZxRvpJh/xVzc35RtzMd21152QD51ZLifzrk/IbBfU+3t0s0BDDuMpwzw9oe4FTnQXnn8/IG9LVJ5HJ/AtN+AQHkBIIwXq4wlN764K/RzxlHga4Zb3EhQX4k3gE8g+4QbRcTXfxRlTPKhbSKtVauAHQ7Rp4xcBSGvk6DwCzKxwteAOOxL72SncRvP+1aDtx2D0YkUc0V3dz3NfD/z4DWP8I2pFVdO1vbTCF7MLErP2+Hjdo0YEsMyXqlaL6JA5rIYAvtkyBjEgRmsEUBrASQg+9yJQfnw0c/+rz/9wfe//R2Q1Wxmmuajr73zpa997e9kLhuGIQk6kxG4kBASWKoMIMhI1gnKWJIhgfC4ikNkYbWaYEARk0RYCMkwmcQQWVRFRSLWEEkSiMYSc4whxL7p26ZrNjF0BOAQhpB+/MO/fv/994cg9fTw6OROlrl1202qg2o6Q8Qnj883mw2ROT49LcvqYvHs6eL88PgAxVq0TdO3bV8UuTESU+OH/vhwlrssDMLkxDrKyyiUwpiVXFSzlGL0kZkTk7A4MrvJuh3M895rQoPW05p6y8y0iw8UBEEig0jeB+eyvl9bY/dVoNs0CPDekzFknUjcTlVJiil3VoSretqsN5fn56enpwBwOD/QEieG0A9DFLLaHmaICRJDCDH5mAJbFBIxgiJQODBqfsDgwFCCmKLLdJCDhuh99MnHWTGxWIgQgen7YLnmoW967wd4/PBn590wvXW7KO3J0Z0Uw3q9ns/nGj+ogXt6I6uzQoxRWT41r1cJlnI7asupuint3GvScUqpqioFG33fa0zfBx98YIzRkGWV3nVdlxX5/PBApUq6ia7rNpvLi4tF3/eKQk9OTg5nJ1wznMBkMtEzqGldz86W509XMrI9QkRZ5siag1u3AMCWBaek02nE3cMnHzqbTWfT0+PbKaV105ZZbiwCAUsig0SAIoxjyjohSuIYmXRuiiyQLkDIgBmVuqggEgIRGkhqu2IIUR2CRFlxSCmycIopcYqJQ+IkKUUOIkxIBGTJGbK5q4ucAFFAYkosoBRbGzxJQgBiAjCauqfPB2uRCMmMJaMxBhGMITRkiBBIRJhD33lCIjCESGRARBJHwLQnZ9a2jmbvbQGgAIBxFFMavHeuNHlmDFZVtVo9RTCZtZiAA2eURZQkyRhCBGeLvtuURe1MttXHjo81BjDWhpAylzmbF848fPjw8eMn1pJ1BlASxxAjmByQiAyRIQTgCJIMkXDg6EXz0RGZk1LYLjN5ZvthyIvs8Pjk0UdPfWzRTgMiZBn6OCzP3nrrjT/4na/OC2NliGEoJxijT76HwMzBohhrnQAPEcfAPhlCj5Q3w1BVVQqRDPa9Z0AUwzFINqABV8l6vfF4K5hpK52FvBuSlLVnIW8ACsRcCeEk6BtgdK7IEie07PLS2CzPi9S0OWbGS23yKMGgYQIkTIRIgMqp5pk87zYAw3hYtdFDcrWKuPJ4qqpK0+2yLNPnl3O5Qmjl7a2117N/bnSluvERuZv5BACWMT+ZDMXE6smJZJq2B+MSYNv7Ki+mk9pac3xYDkNX1hNEjJI2XUuMTy8Wlmzv+7IoYoyAUpWlxHRxeTk/OqxiXLeNy9zp3dN6MkPEp2fPiqoGtEU5EZEP3n/4wx/+VV1XzEkEhr5/6623dXJ2Pp87Z1ji+flTFpwfHE1nxWRSCYAfuPc+GG42F09+/Ng4V87LAYbOd82yvXP3zhcPpz4MD5/8rOu7alrmWc4JQuAYojUVoW3apm+Gup5UVRVjyPO8H9puCHme94lTSiH4xDGmGBOTMfXURB9DCIg9kREIRenyvMizoml6ZsrcxBjje2Cv0XeZIYHoI7BgspTatjk9uM0pffToYZGXp6d3HsXHSaDphsvlRoDazs8PbtlX6zZvGJwDvPLjvX/IGK2Lss1VuFJK7wqyq3UbAOxq9euJC5+/fnOEpq8HU2VrGx2ZBUDw+bT8PqTZZ5X3/1tegXzwxb/v4z35jbkknq8A147GZ5J/hN28zf5Z+hvRbL98oy8saC/RzyACESSBEX4xgDWkTW9j0DpjkEQ4ppjnbnFxRhBv35r1zeWf/Js/Pvvo0fmTs9B3B9ODL33xC194+wu375/EmPp+EEHnHKKRkWNUJnQ0kmHctj22K7KgMuAou9zmMTB9XL0FRLYxYhbRGLLIwCLCwok5dOtlt1mlGAglN3RxcXH29Onl5WXb9p33SLacTNQOY1LVRLRardfrdT+MWjU0DokSs0EissBjkb3NBk6j5SayDh5aa1NIbdNmriiKisipRpSQnLEJBAWipN203i5var9MuZLHcGPG/ctXixf6pMxjLp8xBgSssbmzwzB477PMnZycaIZe3zZqVIAiSaQNKRdxzoGAscY6GzklQUA0zhpAtA5ZGKksspQSGstg86I2xkSJERIw2Lyy1YQE1st1lRWU1ZnNmKIpeGomF82TwSdyrjlfNE8el2XZNauuaY+Pj3VvZ7OZ8o3DMKgT+s7SsO971VMpa6dYDraBk+v1er1e7948nU6VmlN8eO/ePZUgLhaL1WqV5/lisVAFFzPPZjPN41Znc/18RDw4ONQYQGbpur5pGjXuq6pKE5CPj4/zvDg+Pu77XpMDu67jgYkoRLMdPCMik2X5tJp0m4v1chUC19XBtK4RTUoxiUhKSEiWEDglRkIDCCwogoRFniEYRARCBoqcAiccbdNzrW6H3gcfhDW8ZBQTppAiJyQC2vefjMaiMSYr8tJUMUbv+xgZmJFESFPZJcQo2+anCpWdc0QWxRjAbXyCFmXaddJOExARj11OYGYSEIHRfRRRgBOzEniGmcQgCYJKW0ctcIycmIEjMCAIIjiXowGB6AV9N3gfETEJCIsBYngurdgb+t3WeQgI9GJh+bz827ZTwFrDwsPQIwqQWEPWEjPH4GMMIGwNEQqJOIPOmtw554wzNs9pNi0z58o8m9QlEdXT+dnFIsXu7LJN7A1aQJCxTcwgkVMCDhA9e5tiZERL22xFiawwC0EhNSJGwATISGwMGiOW0Tgy44uJhFkAg0gUTGwILCAiGnV90lWXd6UvEAumxDFJYhYZaXtN70DZOzbaciBUUuRGI3ptxe7+DjeF0f8NPp5VG6+doMlkgmTW63VMAQGScK92uwbbthmGwWyWIYaszADl8OjIkCGyhc+qqhqGYRi6ejphZkBJKZJXCSW0fZNS6tphvV737RM/+AcPHjAzGZhMqsPDg77vz8/P3377i7dv386yLHPFcrkMIQBgjMn7wAK2k5Sij7HZdMtNUxQFACfmo4N5Na2attk0G2aY1BNmbrtNP3RIgITDMAx9SAkzlyESIhVFWbhsK4oWRBKmrvPD4AsfXO5CSt4PRFSVpc4WhsB57piT98E5DWC3/dAjEpE2VQWEcpcpVhKJMIraJKZwcnLoh3a12ojIP/j7f/9P/vf/Q0TyrHz86PHJPz159vSiKIr5/MC+mliAa/4BW9vh5zMDr48obnxw3hi38KnQAp+/Xgc7wS88zfgr0IJeiV7cG37Y7r+KmD73K/mFoctnUNx79eLEj+H8PxUXok8aEP/qQ3d9l24OvgdkffSPHPOYjzwGxxvUFGbmJByePnlcVcX9e/efPPrp//Qv/rsf/dUPTo+PZnUVLP72O1/9rS9/pZ7PVs0yRk0Dz621Mcj1r8UIso1S2HXmWPRPAbAyGheSAIgQIDGQxjLQ6DIPBAycJEbhyBybzWZ1eW4NZs5YhLOL84cPH67W6773QlhPZ0hO7RaUI2rbth1827ant++M4/VxtF7YRSMo9Nw1mXW3GRmQAZmUCEAaSVcNBNSVDf9/9t60WZIsuQ5z97vEkstb6tXS6/QQy2CwDGkwAvomyvRzxB+mDxKNEimQBsIkUiRIgCRgFBYSBmJmuruquqpf1dtyi+Xe6+764JFZr7ae7p4VsE5r63oZL19EZMSNe/24Hz8HHZKg4L6m+joz87a5sF1tVb2N5r7qcLIkt01TzAyqwdHB6OwQ+lsBMMbYNo0L4ThU6JyI1HU9DP0wjnVVicOCmhUU0SOg8wWgY+DERSl2I97svANFIaJqVofoCaiA3nvv21Dw+fnz1c3u/Pz597//6fWmO7+8cVV9fO/u/QfviPeLxUJKusark5MT86oyUbuDD1tVVfP53DlnFE1jexpwVVWTubOGGXPkM8A2m81OT09NxGW73d7c3JyfnxsUNAGGxWKRUjo+Pv7Wt7514Ih+9tlnViY1cqkZZ+Wc7UIZJcz8lNu2NZV27/1qtfrBD35gXV7mgWEWi3VdhxCOjo7srXOONI+7jQpdX63T+Mmv/NIv3717Z725QQSWglbBUzADPgRUAmF1divRTQ8LABF5QgACydZoJCIqgIBpLMzMiU1/wpMn7xi0jpX1YQIAc/Zh0grKecw5W0FlyMOQk0uu8sHFULfNYfBbp1wMgYiQ3Z5aYfn0yfzdOA45l8N2+wWh3w9FtAYIRQDaU0wNjtl8Y7nRPTvLiDPGLO2GQt4RBkTKRQCdj3Ws6pwZiYjpRYHwjbOf3ppRcSK1AsotNrRaVVQVRVm4pLHUPgGAE/GIMbqmCs65ZduEQLOmaepY13UVYozQ1p4UEJUcItBiXq1uOChDSeQieRJyghOPQhhEgIVZIZeSRSfuiiKBqKCK+ShahgsRySCpmo4PEAIhGKHV23NuIYhxYlmFUEiniZz3TDYTWFJAURAQLso8KRsfzGBUUYy4OhlOuNcWuDdE7Pia2sXbwviffT3ASnyFBRGHYRCdvHBKzoi4bFqiiThU1/H4zjE5auYzUV3Ml2lMzNp1W+/jdru+vrkUkWHshqFXFe990zRt2zDzKD0LL4/ms0aF5bd/+7fPz59eXT4fhm5MfdfvxtSXkj/++OMY4/HR6cXFBYDOFzNVbdu2ncVYOUQVgKZpikLOueu24zj6GK5WV9aiTDRut9txHIehq5rKZptbtG09ZLs84i09Ien7XhnQ4YHAbFdmPyFwCM50RAHEu+h9BABmCd7KsAAAgVwd6ylnAV7BA7IqD4MaHkbcffjhhzHGlLJk6Lqu67qrq6vFYnF5eTmO7L/4Tr/etk5EOHk+fh0f4S8eXm9MS/zt1ZD8WxTof3N5v3ndXpj/DoyHn/G3+DJo+XWBvlfRIwrAgVh5yHyLgoZAnghYWFiBZ407O3lveTR/9vlnv/97//zxp5986/33Lp4/TeT+p//xH/3aL/9KybnbrMlRjMF7j2i6lOJfnfLlgPpeL1vtcY97EamAiiraCjfVBQsIi7IKSx6Yc8ljv904kLPj05LHx48ff//7f5NStkYg7+J8vlRwx0enpqv29OlTVT2+c/bOO++wTBU2zfwWb3ExHRhVVmAAUWIgQdLgfR2jKJacAYBV3P7MwVLorwnQvbLi3OJnvgTzvtJAmuhMzsEefNoav0mjiMxms6Pl8vj4yOQ3OFsjYRqGIW234kJV1977PCvonK+iD4GcY8S+ZJKcNZKCI6yVgo/N8uj4/t3FYnF6dIQevfeZ0+X1xbPL692u360+2W66zx5/JkXzkLfbvpkvYzs7Pjv74KNvr1Jad4P3tF2nruvOz8/N/tgEzWez2UHwoGkayztcX1+fn5+bmkvOuaqqxWJhLFAzvDIYVkoZhuHi4mIcR0N3Jp9QSkFE29v9+/eNI9o0zcXFhXUJ9n1vgNPM/cyW8ODqrqp93x9Mt0opu91uGIZhGKz21bZtVVXmJ3HoIdxut2Znn1KqA9XOVfWibpYppWfPL1Pm+aJGBApBtSgB8D5tZCiIPIqqKguLyFi4qMDk1aG5jDlxKQVYnPPeB8N+RGRwNMbovR9LNksxC/KqKgx92vM01YQxiQgIrRISfQhVrKrKId32GSdVEDXGnQ1JBXtMZJ+s4H16CBQYEQUQ3QsOniCiEiIB8ER2J2ce94Vvtcnt/dAdekUoWoZxRPKs3Ke8G7kfE1JAItaMOJ25KiO4N3e5476tZ3rWFEBMQBcIFAVIgUBVAMURhhBnbZg5F4lMcmM5a+ezxjk3qyKhOkeBnHPonEMthDmPY8q5lARAWpKXgpKdChEKYbEEkBXWJv7/1FqpAujo0PMvU2WSbv9/D8CsQ3LargfyJE4WjGYUIayyL21OdASdbB0tcSYgRVTBWSboEFyrThqtb5Btf3uN5GU+zi+itfLB18YEpUzQNgS3WCw+ev/95XwuWj5/+qxu4oMH91JOfRqfX16cn5/nlAh9LmNTz66uL25urqw8HoKPsVHVUnLXM5IXKQBY13WcVwjQddvnF+fdduc8rFY3zByCjzGuVldE1LTVnbMT7/3p6el2e6TKhYddty4l9UOfxonUyswp6TAMDGzM9kP+McZ4cnKy2+1KAYdusg4RyTlPrpUhHCCM6YU6T03dOo8pjagaXfTkUey5hqaZV1WVMJGWKgSPxMweqA6RiMyaz3tfTbJMLAql2GoJzpFlTo+OFv/gH3zv/PyZKvjoFovF2Kf/9t/+2+/8w//h+9//vir5Nw6L11fB2xgM4c1dQT9ynH1Bfe+NYO9rmNd98/oaQeovfn3vNn38dlhmskCHLQj0zT398XMu03jQX7hzu7X0vSHT9EZKwo/Tbvr1RumPtKJ5WRHkdcgHqsC6p0+i1bi08g6ERXIIGKsKID3+5K//9z/69//1L/+ipN28DgTl17/zqx9+8MGH771XeECC2bzpsoiCAjILM/sY9TV9oj0S0peUiVRh8lgn1amJR0DFGmVhr3ShRUoqeZSccurz0Atn5txUsQj85Z/9l4tn513XsQKQK4VT0cW8Pr5zNxcJMV5cXPR9f+fOnRgjA67Xa1Ew/bS9qOakIwGCe+l5BMJ9lpwV2UzgPZJTVBFQcgiIMEW5IirMwsCCMglvvl5ote3TsQAISW/5Xr8FeX5homEfNE8WYaUER1VVNU0zpmSq4swMwiZVV4VQiXRj8jgZAOSc+yEBYs2RESgEUYTgWaFulmPO237YpvVqYAefX15eFMnjOF7eXG77johciH1XvAtlzPOmdS7kALPZArM+u1md//lfjIVj26pyHeLdu3etSc8qdURk9lamMWfbrfJ2dHRkRTbTa7EUsPeeiIw0xcxWiLPtx8fHdV0jYtu2u90upWRK6wYvnzx5YlYNBu0MOh4aKQ/nYFqgtlFVTW3PdmsIqq5ru2jMvFqt7LSbphmGwUqORhI+PTqGLAoaY9xut8+fP//8/PmvfueXmibWlTf4ReQcgACzqCNy3nEuwzAO/Wj9rKwvonlhNtdy9AAKIuJDQCSPDgmFpe97EVHCEIJJ8qiqCJt6jXPkvCO74ygDTwJCBKAKXd87QDBXOgRSKACgVEq3B08vnNmtzI5IJrWKCMK8p/c5AGBVYUFHiiCEopRLScwkTECIKIqiJAoiknIah5GFVbQf+q4bkoAoplyuVtu+cNPOm9k8FxnGVCPJ3nDiDRPaIX1inXsvFmnLrOzp4qiKhctIpG1T3zk5enDvbIEc1fwVACeZ0dFzAWXIKoCCykjkIASvaXSqIYQsgiCg4NCFENR5BsNjJGhkSSeAQB5VFT2SovNIhj4Z1AE5ABJUVGcozlMQKCK+SFHEUigzZBGzuif0ogxIhaWIZBEABmUEOtjXm16FAAiIAiVmYkipgOzb0CdUP/2ngocWgIP+67SovRIt3+4U0LeiwS+/Gv5krZ6sOZC8DyFUVYXkun4rXUIChbLZrHbbVUpjznm9yZtube4i2+2mqZu6rkIIzH6xWC6Pmg8/fFcVhqEfxyGXZJMVjJC5LGZLBDo/fzpr5gjYdbvr66vlfAHIRHB8fIJIi8VCBIhoHAeRfH29KmW8urrIJTmH5FRV+34UgeiDzSr2PB4fH1vearvdjjlPFHcwWdraoTPiBigcJIhGkbZtY4wpZ1FNKatKCAERCMtkR6jKRWIMTd027YyZifxs5kEhZxbRum4sGXTgi4CIqoiWnMeUB+YsUshh33dE7ld/9Vc//PBb//E//qkKzJeL733v7w/98PzZBbOcnNxRBf8FiWrY8/JfpUt9Obz39bLj8KYe058XzPi7Hd//DORJf7KvW3IvutfJONCMvxkMP6Eh8be5vvdzGdWv9Bt/JUrna7GRKrDJbso+Ha7AoMIimkflUs3qo0X9L//Fv/x//uD3F4vFu/dObq757unp7/7OP1wsZlWMqe8QoJR0s93Olmeo5LxHERZl0UNYcNtjT2/Z30ygEwgQVE1u8MDyEABEZURCFRFxyipZ85D6buh3aeil5HlbXz0//+zR4+ubK+O5NU3r62bbjRRkuTwJ9ezq6fmnl5+eLI/eeecdAOi6TpCqqrJwk5lV0awI9qmcKeQxv7CJ9YqTWh0gOOdKzrvtLsZ6uZg5F0spaSzWRyfC5tzskRhfctt75V680tf39aapUoqwIDnTNaEKEcAh7HmJPsZ4//59ZkYVMyjfrFbr7fbZ88v58ig2ddvMAMHFgOjABXQ+cdqtNyx5HPLQf4qAu/WmpByii863bRNCcB43vW4HdU6Ckri6iOtyYY8BEClc74Z6sTyatawiQKxyfv50c7O6e3a6Xq+tk2QcR6NimlO8kTkP+ivb7fbJkycAYLospv3QNM3Jycn9+/dNAXK32z179uzJkyd93zdNc3x8vNlsjAVqOfXT09PZbGYw+Pz83Cqc2+3WQKPV9CzFXlWVXTRzUjaNltVqVdf1s2fPTKLTUgYHB4u2bc/OzqqqMrsqsxO8uLjY7XbP2qUkRsRZ09R1fXx27/RoeXNzqTCPYTbpb3pyhJKFVRAxBs+Fh2HcbHfkfdO2ddMgouxNA8yt4OAlMI4ZETOgRbfRNWR2k3ubO0OzzPmWnQAgOkRC5MLZvmwIoW1npECAxq6eshF7pt8hBbHXQgdVAlArBQAIKgEgOQcIrKjmwYfgHIhAYelTKlmUSVnTmHe7bhi7oU+FU0p5vdrkMgoDS8mp9CPXdYhVk0ULOuebuoFQtTSM5LwCsmZUdfhaWWo/t8h+hhRQ048FQptpFBVIWDJ5nNfVYl4v5828ifW4CZpRkcqkg4ogwVkHh+57tkUUCytSiMGFWO2GoSgNmRNjFlJBJqeuAg+AXsEBOERU9KBALgiBIXRQBLt85IzMzRPJAciRghckFlTALEoChZUVFZwgApKiY8UCIApFBYQBlAVQSfVgXSMK5uygopZdMrVSP10IQTXFZcCJVqx0qO+95A76Au/dKqC9re7386uXqCoSmo0kMyO5cRgRQSR3XV4B3j07XSxO27bt+z42FSBk5t2wHcc+Y97teLvdXl5eOE9NU9/c3KSUACa9GQAlojvHp7/07V92zn3y8aN5Ow8+PH36dDabLZazv/7r/z6Ou+OTZU75yZMnMValpPX6ejablZJy8WMamMudO/cXi/kwDM8vL0ytyo5iiaSbmxvnXF1Xzrmcs/eubSsFaWdtDO3QDcMwpCR1VVt7wjiOm643MxtBJOe89+M42HRUVzUiDMPAUmKMi9liNp+XIpuxcy4sF8thGHPe2TR4S/8GVTmnhGS1cYzRqzpV03Clq8vrjz76e+v1pu+7GGNKablcfvTRtz9/ev7ppw+Pjo6Yi39jCeW2xs4rqoB4CAn2vJeXCMWvgbTbnVd+zyX6kcqQr9jXTtPELTdS+CqSkl8JK75e23wd8X6luuXPvTj2tuPa9/qCUsOX/Are+zdmuPe6iC8NgxdNxXiIrohefAy+nI6lvPLD7UTXl0k4vRSjvywpST8qc//K93pFihO+tAnk28bSj1T7fOMeXlfFfI0G8iPGwx5O7/eGBF9XoOUrNb+9Lub56lv9YpR1mEnc257lV5Q5vuCR//IXyj5/ACQvGSW//a/gLT0VUzeXpFhFAe26ARwtZovdZtc2VQhue3Nx93T54P69Tz/+wb/4vf/z3/7rf8VlePrkOsb493/zN379u98lwpwSFAaAIoyO5vO5AIrimIox0wD2ulgIexoYgaqo6ETDmtBgKRJj9D7YIj2VVkSecoNCAAAgAElEQVSBiyP0joR56LacBy2pH3bXl1eztgHRpmkePXr4+OGnzLzZbAHg+PjEVKqPjlr0ITOef34R6vrdd9/frm5SSs65pmm6cYoGJpFM1sOQRgOByIcXYqzbJpcxlbLedegb2LuBAcB6vXYuWhTlgyeHKcnB1XrvVq63VxbrRjsMj2mtuZVaBwA7dB2r3a4jopyzRLzt2newLIveOx9Y1H5bchnHsQr+7t27R0dHIlxyevLkSc65pHFyiArh9PT0ztk9dD42tSN//vg5M8fFIgv/f3/2F3Xl+92qlOJcuHf33aZqQqyVpa3rOsbNZj1yGXZ9l3oBUHRc5PTO3ZKlXR41saqqypNL47jebM4vH9+sV4pwfHLS9x2nrKqnp6d2o43JafzDYRg2m804jk3TlFKsI+7evXtN0zRNM5vNjFRp7SiPHj16/vy5FWYNth0fH8cYmfnk5OS9994zs6ztdptzfvbs2Wq1urq6Yub5fG5F3XEc3333XdNuAYCU0sOHD40UCgB2Jtvt1poD27adz+cm6emc67put9vZaRuV1LCoFRsXi8XZ2VldzfIo4zg2VTg6Ouq63ccPH4WAlzdXsyZ866N3F8uGuey6LQJXoW6bNjpP4L2vQ7XebDY3N+swjs45BQBCkKnWQvt2zaOjdrIvD+Z7QtaOeBhyxm7dh1tI5K0IXTJnLUiuqqJpI++2PSlYXZv2AxcAnAuy1x3eC82YXbuhqik0HIeBiHSy8gIiQnKci4CyQM755ubmerXbbVNKpev6UopaKZyL9x6R0NXoyYOGSts5l1IUwIcAQN77um5ps63rdhg6AFgu5/1uh4AE6EOw2myI0Tk3NQ3T3nQL4PYqp6hACohFpY2+73feKd05jY4qT45RRBDAIZG18QoDACgfnuFRHVEEgFyQpBSmxjcYRX0UJ+AbJc8Yi4wuRBb1IaIHzTmlTK4GIGHMrASACqkoo+KtVR4AUpe8D9c3WyMfFEbuRmEMMTofi4KaXDLher0hVi6FUEvJQKgFXxBSUEExc6JgekiDoBPazGYzYXUumpr/ocK/WCyu110IwarOiFiYbajBPkieJIRfDpMOy9wrwfZhu01WRiR+RR/hdsT7tkXtbculzXiHytAUvSiYXsvR0VGIFUvebEYAOD09fefs3nazMk5BjPHJkyeAkErZ7rYlcx6zHWhM/Z7pyrZeeG9MDSBCZv7kk0+6rtusO0I6OToxramchq7rfu3XfuXxZw+Pj07v3b8fw+QLuus2s/nRbNZeX19dXt4AwHa7G8cxldF7f3N9ZapUbdsuj49W21XO2W7HersppVRVQKKc8jhsxn4cx+R9bf3Mlqaslv7evXvHx8ePnz69uLiQzEdHS0T0RIjY9VtgiT5WvlLWPOTMWoUKAPpdr5OStnNEoKAszHK4g6bBKsL7CyKoeHV5+dFHf69pmsvLa2GIMd45vbtcHHOR+/fv58zGG/dfADy+Hs3vJ8u9fNHMe+uHn33R4Iut/755ffP65vXN68eZXqauABeHsSMXjo+XzLperZbzeSlJynBytKxi+K9/8Wf/7v/9N//pP/6Hxgup3Dk+evDggbVocy6gJEDGS0I1C7yvPWVZQpqnGAUVEIRzHYNKGbbrfthpKiIpDZ2q1DHEEB598vFut0PlXT8QUVXVoYrL5bJq5wI0MlgVxMdq1rap374Cxfe2ZfqSd4tOihQHmWexBPCub9r5B+9/e3XTP3z4n49O7sznc+99Gov3kyaKSW/fTjYJ/oxkdm+vU85R0zQOoe/7nDMimPc67O2AQwhEJABVFa9Xm4vrKxVw3v3Gb/wmgOacUbmu/WI2kSQVqq4brq6u0jhWITZVGIYhhBDr+u69d9tZDeSJ6OT03sXl1cXz5zfXq5wz59zWtYiQd8fHx+1ifv/+fclps765e/duCGG322232/Pz877vzaaCiBaLxenp6fHx8fX19enp6YMHDxDRPBsePny4Wq2Msmj0p9lslnOez+fvvffebDaz/DQzP3z48OOPPzYAZrbL1nR3dna2WCxMtxMATGPz8ePHxp4ydHSwBDw9PQWAcRyZua5r6+U7CLpYZdLO2Xr/SiknJyenp6fm+rDdbq+vrnMqIjCOLqUxpTSO/WLeOuebtq3rOvgKAGbzGZFylr7vu8Ilc/Bh6mfzLsYYYiTviEhZrWQXnI9V8N4fHEpVRHgixL6eY3LOHQqSznnn0ENApa7vV93GEYUQ6lg5y7ybFpFz0XtFdM7tuq4felQi74LzgJDypFcjIlyKSZ4CQE5p141jSiKw7fqrm5tu6MdxLEVSzikX7+eliGnJEhEAIQUxcuhE3AZQ8WY7sX9IrTabU2Lmum5LSXnIaG18b3wc9rlYmZQmLbPKL39m8j9EBAJ1eyMwnA5oFXqTkIDJw3DK2HqgStUkpJwoqIuCo2JQLIKO1TFMvNb9POMsF8aK+sIM2oEiKCgRCAEZ00EVVIVUUYVUcPpBUQBkLysvkwYpiZ2vqHdWySQBBKVJLMYuHzkfqlh5V9VZsAiOJSnYfROjC9sX/HJxKbwkh/NzZWAd5m1mlsm4UkopY54K186P5n8z9uMVXGkqfdeF4B4/flzXNYNUdaWICK6u4rydWwYNcDJdNGFZY5ibMpPZvWzTLvjq5ORk1swW8wURpZTGfrh3L52cnFh7m/nEbHfrvu+HoSfCp09L13VmH7parW5ubjKXtq2NnxmjXywWdV1//vxzRDSnk+VySURVFTKncRxtEIqAiIQ6lFzW67Uyf+vDD733Dx8+vNlsACDUsWmauq6Vueu64Ct0TESooCxgIrcItyw033JD0aRwbeQTACMisxL5GGvnQskiAjHUZ2dnlgiz7JK5ofqvmptX2D/zbwd4PynI94rr+s+lMP13Vcvk53hJv7iY87PpBvx69ahvXt+8fmR9/mvMfodwUIDrumKWbrsLoTo9Pt7tdsGhc1RF/yd//Ef/6vd/78mjR4t5nYb+7t2zBw8evP/+B/fu3uMiptwNh/qV6Qf+6I7WfYVcb7tZCKGiCoiC8EQzAg2Ohn7nAOoqRFf3unv+7Hoc+hAmHuBnTz9frVanxyeZsQ7h+GTZzGaL2UzA7cbEWgSIQvAh+liVsaO9ovzhSloV7vV+OToQUJVAicgrOqDY9bkfcl3Ph2EowkCInsxynZkVcOo9JJwU9t50v34ao+L2KsnM3nnvJjGG4+Pj+ay1BXjsu40FBM4B0dX1qp3P2rYVVgyuqusY43q92m1WYz8mYC5ZRNHVdazbtj1aLtu6MYwRY/RVzFyur282uz6ltOv+MsbKAJX3PpfUxAoRm6ay+iSnMedsdba+7wHAlFFOTk6s+cR65K6vrw+exZ988klKybrRDFzdu3fPPmZeecvl0mQ5nz17dlAdtPKpqbAY5/PDDz+0wsJqtbq4uDAI1HWdydkZxqvr+u7du3VdV1VlIPPm5ma9Xvd9X9e1VYYtslTV+Xz+4MGD+XxuuLGUEmPc7XaPHz82+BpjjLGJVUXkpvY27yrXnNw5zblPXJ5dXLWz6D3F6BBYCkthLeqI6rom8iKAbmjaeawrF7xzjifHBLGYj4sU8+w21giK/QsHQ83988hsgitI6BCcigowMwQXq1k9ibjuH0hVYAVhUWUgzP0goC5WJFhU+mFkFVGUXIqKiiiLiPzN939oPZZdN/TjyMyplGEYx5QPKLqKs1yETS9lzxTd+7biQeqIVO1E0SEhFlOh5FxSBpa6bpJCGvsXNSV9NauCiDKJ7IICeHUABEoATlABafotqNVAnHOenHNexSmI7L0MVNUhIKIjd9DABY0SKmAxOxsFMQo0uCCYQUmJFIgBCEiRrOuXGFWciE4+iwCoYomyooqkqIpolh4qCiha9j2OrECKJpEvSKJksq0CJAJQFEQEHbMqioqbZjA4kONekoaaGmVBuchebWfShrlFBlF4k1/aG3U4f0GAn4hO3io6WYOICE45juC9BF/N54vTk5PFYvHs2TNEdTGklJQwVFXfdcaxMMaHEXqtjKbaI1Zt256eni4Wi24Yh914dnZ2cnI6Dnnsx91uJyKXl5djGq6vr3PO6/V2GErOBtKgrmNdV/fu3bVEVUplvd44550PpbCRyS1paP6iVVUBuJyzgBLROPah8v3QB9+YD7kJulxeXOrIWDkiurm5ubq6KsyxagmdPXSqUHLxRJ6CqoKyihI4RXIAJqs2VYIBSem11doByMFYWARUQYQBqKlnMTSlsAjMF8t3333fnmgRMHMdRHy1vvdqtvX14TWZPuibYnT9GmPuy8vZvcJe+/H3/zUqez8O7/HHYb79tOPUn6FT2YH9+1JwvI/5vuoOX9rbl8/cv8SZ/MKGq59BdPjN62875PsyRrRfZkCCog9eHfQ8dLsN6Pzs5Gjo+t129b/9s3/yx3/4bzzp0aJWTr/5m7/+69/99dlsXlh224FZ6roBJVAEAkVSBUXSN4Reh8zdi+34GggiRAQGQIBMJEQiopxGLGPKw1gy58QlN4EkwW6zffr06ZDy9c2NAo0M8+Ozo+X85OTYkUspbbu+HzMDVnUMoSYfD/WE19nLh/QwEaGYKIMl0yeNUAVS8N63Vd3sdrnreL1Lv/8Hf/DZ+bPCXDeNAgnryNlTgL0pMzgHcvt26U9p6rMdWq/VvifCWeMZAIQQSs6PHz82j7umipaCVWZmzszj6BFTZoARc87WdhkoVLEKDlVyKVzQoWIpklPqVXM/5pybtq3aJnPJhU+WR82sJXLDMOSURSXnIY3j1fPnzuHJ8XFd15vNxuh2KSVrKjvAMwNs1llXVZVzzkCj0WUtPW+AyvpVdrvdrSBPrORlIpmWYz5IrVhzS8754cOH1txoXYJVVVlRzniABv+IyGzcjSBKe6lGaync7XZ2zqUUkzK/urqyz9vhdrtd0zQGXC3Yatu2aVvnCAClsOXRq+ibWayiixH30vASY6xmlfdeigBr27SlsAve7bpQVyEE8g6JHJmZHYsIa8lq+v0gB4kRK1HJC58PGyNc2NAeIolosdKcahZG5OAJI0QfDYwgOQUpLMOQWYtzLuWcxjHnPKYyjuPQj8MwpjGnlIZxGIdkYpvTaNynOYx6TFTVsUYiUJUkRBqdgrMzZUJv7fFEDkkRna2yAQUEkKI4T6lUnoKjKoZx1HEYpHAVm1LS65ONyR8pvKjQ74tyBOAUnYIAOkUC8qqIio5cHWIVopNKAAWLMhM5e5osIDMZKyFSICWPLiiIWFXQ/CuAECw6FhIxnAlIosSChQVZEjMWVVABIVW0UBqhgGm7IIJM0sSqopCSiIqCpiyIUkQVpwlWEdF5UcnMkjMUFtVcWEFAyVSFjYiHoEW1CA+pdMPoQhXq1uRkTIjATmhCfS8ifrztVv3KlPNi5tGfZ1R5mMmnjjBFa3gLPpDzRNQ0jQ9xGAZmrmuq6xbRCyMoVrEdxx7BjWNC71zwpUhdhaqqQvAAMI7DMPZt05Iz0cvknFeFlMpqtdmuNjnzxcX1ZrUL3oNSykPXDcvlsmnmZ2f3u64zGaq+77yn+aJFhPV67X14/vz5kyfnTdMcH52yMjkQlKurK2ZcrVbr7abrkgntmlJLCMG0vRCwqioC6rvR0CwRtcfz09PTi+cX2+32wTsPUtFcSrfbrVdlHBIhcM7tctlUVc4ljT2azRESkENAgQnLGdp8ecU2XR9SezwVQEXUGn81hKquZo5qR9X773/wwQcf9n0/SYWZj8sreO92u8sbRavf2EvzNqD44zSwvVFh73bf1OsM46+x/680gr8qZvu5WJ18pcLp6/f3p4pt3oj3XrvIX0FC6nW89yXP91X0/has+A3e++b1laaXL1YE/ZHqU6pKTsdulzOHWN+/d4bgNzerP/lPf/zHf/SHTx5+f9mGNOzu3bn393/rd8/u3omhGoesQFVs2dqIyCE5QUEgRQByIqivaBnd8lW/hff2wcTeBsKBWLSDkM1oTJU9ccrDbn3D40Ag3vucxkcPP/382cVqs33w3gfNbNmPSTEe371XhTAWGIfter2t6rqeLXJhoCAChBTrarfbvNKSbZO8UfsOdRuLevSFibMDcAChrucI/vnF9Xabdl356x/8UFSbZsaqIhxCiFSBEktBAETnVEsRZXllkfopPdG39YRFJI2jQ1gul3fv3m3bBkDNu8kUR7z3PkYgUoK2XdR1reivb64vLi+X80VV1wQw9rs0cuVddHG1vqlijSIxxqPFvDo9s0uXS3n67Hy93YzDkFPqum0aBkWdzRbz5ezszv379783DENwXkR++MMf5py9I6u5AYCJiZuMJBEdHx8bEjMlFWNIXl1ddV1n9T3DWk3TLJfLxWJh7SsW9FjbpzGvVHW325k5QVVVJycnZr5nQp0mjWBG6sZKNeKTIcnT01PvvapeX19vt1ur/tV1bXs+YEhjihqiOzk5qarKmgaHYbB6oMl+hhh8QO99VTWzZhZjhagl56oKy3njPbHkUjJRISqkBKolZc5MzuVhKMUifFQEnvh8oIBI3ls2nki5TOL8KgdFBIJX+9hjrMxjMGmJsYqxqokEdBjGIY05SU5DB2MRUWURSGXcbLabzXbIw83NTc4j896nga1aaExPV1V1iI0DGIYkwAhkjc1a2DlwzqOCKooIOfKEigMREJCKCooDBgeg4AnAoQMEAkKPUESAEAuiqquiq4OroufMVhmez+ddyogke8qA4kvFvalwOG1wgg5RAAkBgRyCI/KIgkjBhSrUVaxZFcgDFRQB8uS91YsMRqr5nSAooDeLMBVlszVgAvZQPBTAwgAMLiMooiiIaGHBIoWVitociQoEwqoAkAGQdG84vQeuqqmIgABKLupIC4v1V6qiIpDzolpKKblAyYQ+c1FBhMkvcSoFq4rRP4Gc91VVk/eOVZgAWA3vKew5fbcb1SeRgtsZsqnB+EfFcj8zvHdQ/VDLONLULs6FLeHlfBiGwb6jiHa7YRyG3a67c+dOjJWvfNPOlHRMiYsQooiOYxYpOWcu2nV90zRVrC1DxCw31+s05tPTu20zzznXlR4fHV9cXIxDuXPnbtvWwVcIrmma1WrV990wdKJltb4cx/Hm5maxWDTN7KOPvvWtb30kTJfXF2Pqhjxst9umqQzmOTepiDnnKmdyxHC9ukIkm8ZjjKXAdrs9PT01fmlVVyenJxSCL7rZbWOMs7pR1ZLHGKuT45Omqvq+782hQkQJUBGJEIgQyU2U71cuMOG0EYHIOdUy1Z8FcxJVquvZ3bMHH37wbe9D25Kx1s3t5iW890ok/QWroBnRvpIfNTngnyyT8wtw4M9s+P5dJXO+cvt+cSidP+NE1Devb14/kcj+x9nDIXslUixtXXJ2SOvV5p/+03/6r//gX/3Stz9czhfb62ff+63v/Mavf6ed1cK6HbeqWNXzqorIICKKTtFyhIikRn3cgzs5lO4ArA1gD7EUQMH8owhUEFAVAUEFVBCEEEhRVRS173YEMj9eAJeri8sf/OAHnz39fEgFEYP3QE6AfF3PF8c5pc1uzSkBuhCqqXGfyCL1UpzsXy9M1fd475b7sAKIWVu9vO659Wr3/Pnzp0/Pu904a5foIpNQ8FzMAJ6E2XmHvPeK16kb8ce/X181F+CcA1XT51ytVjc311yylfWk5NlsdnR0dLRYxLpenhx/9vn55c31OJRhGEvii2fP6roORFryrIouBuf8d7/zHSLabDb9dtfvttfd5cXz5y6GGGNsmpOTE+MDfueX/h5zUQLvo6KULD/4m/++2+1ijDHG66sL733wJCLHx8cWqVhlrOu69Xp9eXk5jmNVVQDQtu1f/dVfVVW1XC7fe++95XJpXudd111fXxtzyZCtadmZ7otBO0NuZkI1juPl5eWnn35qPnt2o80soa5rE1ZZLBZN06jqer02wHZ1dXV+fm5YsW3b9XptDhCz2czMIY6OjszVve/76+vrxWIRY3z06FFd1/P53ORGiQhJfHQhBO9CCLEKlXNORURKyn3uRyR1jpAwZwbObh+8muaKxXZEntBPzt0mna+TCR6COmeNZUD4Qixxb2jy+qRBIpJSyZkBwGRdc8kp5a7bXa/XKWdRzoVzSbuu74eBlZmzyaUYEs65OAUEsja87a5n3jHzfLZgAFIhRVXlUpQ1enRECOTQBx/a2gcicgwKOeUigirm/0DIgIAqOhm5axEmEgFh1qmkmQuw1CGKaBkzAgIofUHUMeHAfX1P8XbZCtEkTgnReee88+K9qjIrA5AZ3ymIWmPbC3Ep85RRFlQBNAWLglJImLQgsDmmCyiDUwS2ssjef8UQo5VZQEFRRBFVEV+uXqgKK4OIU6PAHu6p7jvo9gw6AWERJ2JUO0HFvQGh3Aa+sNeLKqXkokbGewv3Cl+ZA98cSv1cw9VDfD6Z0LAepH1vp/aM/KwChG6xWCzm89ls1ratSLm4vkJEBt52u6FPCGC8XUQ0bqeJW9lc0batiHRdJzfrxfwoxkjkc5JhGFPKl5eXD+7dX63Wfb8zznzKgwiH4JxHRI0x3LlzCoBt296/f2+73W7WfSojObWWYO+9nfliMU8pbTYpxuiC3263zDmzVBWllEDAOacK9lfM3Pf96dHRcrm8Wq263cCszGrzVRr7se8NGAfnMjlHBEBZwGabyWOGvHeeuf+CaHm/aFIpQuhLkXHM3oV79+4tl8ubm5umabquZ9ZSkiXy/BdArFtbdP9Y4i1+0Ku2mj8lpZZfBHjwdzVSvTWJ2FU14gHts//2WzxYkb721j7mXn5LL+tn0hvnKVRQNBkIQMLprZUfEFAFEEEtUyqoTkEBFZUUZc8LmXYyMfvf+PbWx26/vSUTbfybnzOqf3Hmh4fs8EXgDV/kRanmlY+9/PUBX7rU+vaLRqaRth8Xb/bM/QkPvK9ydfY8nteph1/iWHLrcF9waPox56v9rKXwZsNhSxfbUUj2x5v8p4RVFbUApeP5rGmam5vL3/vn/9d/+Hf/9zsPjq+uPl/Oqn/0P/+je2enQLpa7+7euTubBS7KCn3fp5zbZg4ABCI4eSl8kWuOEirrvqtEp4hHZT8oYHLfA2J1zhGoiK5W26qq46wueXx+cfHxD3749OmTqqqWJ8djKinnXd+LQFs3i9l8Va5LKYpUzypwtNvt6rrxngAo5zR0wioMarQ2MNExRHCkZA8oKJhyAQmgAOHUggcAkHP5mx9+fP7k6XbbzWcLEZnNIiI5MLcgh6pSSuUreaFbvg/qbpfz9YXQgQLsZW5e6+99mQQgU3kBUNEJsL6olyoCoxDumzBg0lJTkBjrqgqq6r1758F9K1WBsBXWHj95klLq0wDgXAx1qInAod5/54HpduR+hwioMuT0/Ic/JMSu64BlsVicnt2ZLxfOuWbWnt458yFudtvterXdbjeb9abbmnJjYa2qqu/7+Xzetu3du3cN5qXMu93u0aNHZp1nrX0Gz2KMx8fHZpL+ve99j4hKKSbtmHM2XpaIKEJwXhFE5Lvf/a7txEKfzWZjgpnGp6pCJOdKKXdOzuq2mbczQBzGgXNRhKdPnjx++JmieAqKklMGh7PZbD6f//Kv/op5+qmqjwEUhn6nqjmPOZNxO+fz+cnJSYyhrivvfd83IYTZbFbXdYgOwYlmcuIoiMg4jsLFkyulACiSBL/PdDM4cOR8CAEB8pi4iCNPPjhAF0wc8VBfAaIAIERICCYbiAoqLPswl8jpvuvGGvpSSopE3inQMIx93w85jUPebLY3N9fd0KeUhmEQUFU2j/QYY9XU3ntfha7r+n7EYTQsqoKcCwAQ+SYG5zwAFGWHhEAmdspZQLSOvgrRE4EIqTgsY+qiV+cCeawgEBEQmbMiKKiKMAuoKBRhBGCEUrSUwpzTOIho0zQplXEcTGdbANx+BpRpXiU84DyanBQAAMgezonuaemm6ZoiCTlAp8AKJCpcxL0wDxVEBNKDoKQCoLIIm42eMJg7p02CL1R2UdAqS4qoTtQVMKa4IoCbGELIah3LBkEP87myCiiysoCVeN8AzKx+COJEnYpjBZooFvoCthGmUsYx9ymJoot1zjkJMwtrychKKJMlBBAIvcTY1Ns/fO0IWd+ADeWwHV8sVZYTRFAGJTuo3rbAVTogXgUq9q9ALlpKIZYhl8LqfPCI7WxeVZWKbtbrYexRxRRsjUjLnD97/Hg2n1dtgwp1VanqrKmqtgnkinDK493Tuy46YbZltox5t+u4yGePHg19YuYqNm3TOMQ8phgjomtn7W67RaI7y1NVbZrKB1LVtq27rnv+/LLbDTc3q48//mQc8unZSTNv+3EY85BKldJws9q8+/69cRyGocQYLRUlIvfuHXsf+j6lIQEAcy6Z+74LIXjvBCXlARH6sSPyqe86R0fHC4Rqu16P41iR5yKI5F1QoFwUjJpp5W8i71x6hZmDtl6TyfAiICIDQE7FuSACacxAeHxyWjfx8/PHzIubmxsTzZrNZrPZ7AXeM2Uq3SsmOUcv1kEb89a4tzdgQAsH9iXv23JJ8JqhwsHT9m1x0iumf18QTn0xD+fHT9weDgSvCfe/bec/zkF/srTPL7G3A0sADum2WzOR3vrPDqq30L7YHXjZkOD1/ahN5fstAqCkgLecns0xRqfCwgTArC7tnGGNqUvUurhpT6M3Pj3iNKccCBcH49lph3jLh2ZPQ341+aUvCKD4piv8yt23y/uK+cSb0i1vv+4HzsNhqAPuT3j6ekR7EDf17IJ1lEytS/tnbppoDyLPAKDqaIIaCLe+7yt/pZYmnbyrdUK7SrctH/DF8/X6ePoydhTCLxktKMjLz7TeGgjwWjoA39ypiy/97a1b4w5Tzn6b3jq92ykq2we/DvMQSSd140Oyyb2tMH57imB48TMK45QiBgAGEdpPiwAoqqyoSAIO0Ju4ijCjcPDokKSUQA+AcDMAACAASURBVDqr/PPzR//mz/7LX/7lnz/9/ElbjyG6d9+9+8EHH50cn/qqFlGgXMRrRkRyRI4gBAeQUEnYZMtBVQUYsJoe4H3anRQn6pOSGV8JQkEVBGABUQIIRIFcGcehG4auU85j32/6Dqrq+ua621136/XN1UXudzGGnFMFs3Yxd76qqirnrHlwmtrKwfHReruJVaUA7WIuov2wI8W6qqDkrAJVtU1JIU3J1DS6knlnvmcBBFgVXL3Zlfl8XljUcdGEAYeUNut13bR37pxtt9uqav6Xf/yP/+0f/vu/+PP/GtA3s7YUzYB9t3XemcRllqwiU+1S9vOagIB6pG4cvY9NVSnCOIzMZTafdbuOHAmLCy66mCkPPAw5CyB6bzoPvigXAIRCWkiKk0IMzhrBGNAiJAKConm1HY+PTwT42cW5cQ6lsLWxVU1dNXXLs5xziDGGmHOODtLYjcMOALx1nQkz83J57Jy7c3bPkVOVvh+uVjcizOfiPv20bmqjIXnnj+6czY9PmAVA1+sNIh4dnRBR1w0ppWF8/uz5pZE57cnp+946++/evRtj7Pt+tVoBwPn5OQBYf11d18Mw7PpusVjMYhTVwhy8V4Tr6+uPH34aQ+h2u6ZuYowq6ojef/c9Z1bjzCmlnGW77oeO17BRAHIUvCPv3nvwvje/uMLbbntxcTk7PYpNXTdNcJRFUMERxqZq6up+PHPOO0dVVZt/wORg7sg5QoQTOiIy4J+GxIjkCZS16AgADhwBoZbgQFXUwndU553X6LBiZh6FEInqJGm1241pDDGEEACsj1IBozd3dEWRIlpSsvKTQyARryosmoT7bpdTKjmVlPquH4axH4dhSLmoIObMqbAoFhYE650LrvXeXOvUIInkYRxhhIEA0YdAQKSAgI7Ie4dADskhEiAQYKiylMKoSKaXoSAI7LT3zCTJcyYHziEraskWzJXCAoBAKrBXfEcFz4oICI5UwXlw3olK1YbVzRYLiAp4VQX00dRO2MgB4BAdgnNq87ItfUg0te+a2CYhOSRk8CF0fVcQk4NBODgyb0MiQiW1hlhlUEEUkKnyrwqsoRRGIHBxTMw9d8WPGtmJuoYNvVBGKMH5klWDHzPUs2WXhsmnEJ0oOgVVVJqIlRYPI5jDBWQtSDRyKsxRPAtbPECAiUtAVKSuG4CJJG62QlgpKkABYRXdS7aQ2bErUAgxc8njAI5iFTbSc0WX/bqq6xELeug2qyoESQOCgCNReT1haY7Y8LIpn0OalqpDYhexqCgheicZBRQcCUIRBtTMKYbgvRvGMbgI4ACspRFBEbhYvC8ipr6iqkWERUvJIpKFlTUji6roVDlVAERFoBCbnBMi7oa02fVl2CmPdXBtE52H2axt2yal4eLi+W//9j+4vr5eLJfjODpHfd9751POzvnNZtsPHbEb0+Cc3223gLiYz2OsWuffefcBKLRtg4RXl1c/+OH3f+s3fu3BgwePHn66nLfnLD742Xzug3fO9X2HSP3AuaDzVSm83m5Oz07bpl2eHq226/PrrppVXepEyuw4XF4/R8LlcRNj3O26nEuM1dhzcTL0QyllGDIRvvvBvZSySEKU2LjPPn/EouRc3298Tad3jojo+dVV284dhVzU+4rAKysSVX7i2DjyCgpFUhkChpfYKIiK6BEYkOxZAucIYt1cXlw3bTvkFOpqppBSv1i2zkHdhPm8vX/vwTAM//k//6l/G654ieY3pTenvOfhI1+co39dROgn2yrzs+Tk/N0tKircytS8kvt+7YfbuA7f8lt4+/ZXk+V4C2i+8a3hGIQX6oGHH/BlxHD4c3qNnoqv/f8Xi1v72rl9mbfwtf4KX6tw4cvn8FPi6O4TB69DPvw6w/UtCqtvnhAQfpSMzx6wTSWlH0Vlf9NGelHhsYLphD0ZwOmkw817sSxBVRAAOT4+fvTo0aKu6qZ9/uzzRdvMjut/9n/8r3/6p3+y3a0BBJ1++OF7v/wrv1LXdVW1CpSZEQidR3Kwz9moymRoBWiicjhlTN+QcJAXdqliSgKK4AiVxWxbjfl4dXlxdXX1/NmzYbcNIeR+uFqvfDv7+NMf9tt15SAGmlWxqeuZd2d37/m62fajpUksP3+bs6S37j++kACcUgtwi8rBIsZSK8zWLnVzsxrHJCKEEAMxMznHJccYidzv/u7vtG37J3/yp/cfvNO2c+dDGvPu+YUPVdM0hRMQsZSShq7fjsMwa2foyJPzzokljRjAQR0jAKrpLUqpvEflMg4uOEeOVJTz2O08QltXmnIqSUoG70zfQmHqV2GGvUQ6Atgv0Hs35rzZrHe7Xd/3d05Pz+7ceffdd1W133XGQrQ+t67r2rZFRGH+/9l702dLruNOLDPPUlV3fVt3oxskAIogKcojy9KMFJoRZwmH9cUf5AjPn+gIR9ifPKOgpJEdYc1iybKsGIqSQCwESKBBoPvt7y61nZOZ/pBV993eyCYBakQZFR0dr1/fpW7dqlOZ+duccwcHy8ViYWYqKaXVatV1Xc756upql55qfLCjoyNjRRoN0sLonHPXN9d1XccYp9MpAHRdF0KYTCYmt2vbtuu6yWRyfn5+fn5u+J69zuXlZUoJAO7fv390dGSif0Q8Pz+3IITNZrNer81jBhGXy+XR8VEsisVsTkSmKelzyjl7cucfXdjvTXwSY/n6L70hAn3fj3EO6L2vJuXw7efeRVdWFYRYVOV0Op1OBlFfdGRBi8ZENYDRUuxGwxiWLAaLmXJNBVVIQRIIgZgbkRmqKNgIDwGcAjOnnLsuiQdnVSsiZjGUskucGTD2OQQXy0nlQteyqpiSJbWp3tZshMuuX6+2Nzerrun7zKuuS33LzAhCKqCQchIkBEch+lh5X8ZAMXoTMWZmFHUAjkABHAIROvKOyCzugdRY1maz4pS8hfABeiQiEgR2DthAcsckigTAZppihv9K4JzrM6otJqODIgOIsHfBRe+ALOTd+diLAkDhPXofy7KYVHoFoQjeu46zZo4xbtpWVG9T3dgixXFHrEF9YTU4rAiE1iXIU9ZK45RtiIVFxcH4VPS2khkSChWcAgEMVbEOY9VxKAwj8VJBYaASyeDXYhjdmAyjAy6pKuOMXEVVlI2+O9LdFVUABGVosXTok60fJVEBRNbxOCCJagYRxAyISIK0q3Ds4w93I1AEGIIHdTfL/Rm3HeouKj6EoiiLcuI8qSp5RnKqiuSSnQZZRZRZlVVyJ8KG7fOYS9r2nXGbiQgcOROz2WkavF0+qpx7TlkBaTqbzedzEdlcAWmOMRo92866nJP3/r333gMAW4ssZ89cdquqWi6Xd+/eNdlwjNFcN6fTaYyRE+ScnXen52dVVb797vdSSg8/fsiaNs2m2BTFpArB7aQTy+WBWdduNtvl8iDGaG7JKadPP/1k3dSKGmNcr9cp9bN5VRSRmVUgpV4EHXlbQFJKJl4FAO+HeVNVlV3XXVyc101blgUCEOGkqoqiYM6qMp1Wk2kJgswMRIjgnfNA4xHTMV0DRWSfSGAzEyGlveRzA2CISEQSZyJywTHnr3/9ax9++OHDhx9961vfevjw4Z/8yZ986Utf8s8WTE+Bcs9WZT8xJPop08XPhYf5VD338v3eZ3nfZ0P/Pl/O6s+JP/2T+ot/sNvz2ozP+ZT4/8/2Ge1qnrBdhZdlnryku9JT3IHPZfTz1PLy3Nvqfi7cU299+3urQ0aP7wzma26NGQogiwJkADh//Oj4cJHbum3WX7p/d7tZ/7s//IM//dM/3WzWR0dHPlA1KX7nd36n67NzDsH32bhhaM5dT0Kgz12X6Pn8VRQYHOIHAicBct/FGGdVBaqPH3360cOPurbuUhvK4ujoSDPH+XRdNx5dcH5ShTK6SCSiKHBb3j1jo7Xv2TDspN3Mnrw17L7QneeN3ZhjjKg6lim5k9Q1LaAEwlAUAGAsxA9+8IPv/NVfnV2cO+di4VhbIhLNMcamqbftVnKPIATCqeOkHQsgOh+j90SkWbxzyTqH4AkBhBFc9C6W0TsPwm2z5dQDAoKgikomUML981yewn53q605iyyXS+NPqsh6vX733XeJyO0yxBBV9fXXX18ul1Z/WEaCOaDsgubtlctysOzfpcO3bZtS2mw2dV1bCWI+4wBQFIVlo/d9b/XWzc2NJR/Ym56ensYYLQ/dVHmTySSldHFxYTl7Nzc31mcCgGUQV1U1nc9MadnnrKpVVYUY2647PT0NIZjFS/ReVTEgEk5m0+l06sn8BggAsnBKqe1MNVegQ1ENIbhADicu+DKWrqy8jyFY9LCOKc4D/0KyCiuzKMluBqlq8BagAqcswA59jCH64N2Q0y0CO0lRzuaJwiw9c2ZOTjUT5o671DvnfPBZeL5crLabs/Pzx6dn09ns+OhoNl+enV81TS2cmHm7Wa9X1waHgiBnMcYuC3SoRSyLyhFITl3btEU1B0Ii37NmUc3iHELfW0+IBME5QvQIBEqoiOCRnEWsgxCiMzPRMabNjbA9opCKAsmzokF0SJ6icxQ1tX2Xu5aTGto9hCUMZ6Nz6INzDhwFIkCnLkRAdC7EomdmFVNjmg4TWAZYybmnFoGf8m77xLLGe/0ePmWItYOeEBVGZxx0zjx0XjDY26eJ2XJlcjs7imYiYhOCW7LHQIvR/crTWhQYnXhGqoxR4RiFUQVFrXcVRUEHMrwIqjOSiSgxqCCokip6HnJcxrhTcICE6G5H359VnfdUFGTOuWlajtERimDdWCJlZ9eF8ADoyRCmwCKSB9QOESFW5ZNkMdbUoZIiKhEiOgBWVGUUUkRbwey1bGFp23YymcCYxYKIXdfdu3fPkvpCCHfu3JnP57spmD3FglhsTHZ5eQkAqWMAnE6nl5fnpsR78ODBfD7/2tfe3Gw2zLxYLIoqirKotm2LiBYDo6q2WpotsHMOPXa5BQRLOnUOp9OpiKSUUm8rMHlnqeloLlA2jOt7Xq1WOefpdGouxERgebDWoBZFYVLGbMdBUFXJiFaOOOcdTVKBVW65loCC4Cy2Up9HlrQ9t6rAKO6L2ez999//wQ9+MJlM/uiP/uj97/8gxviNb3zjGXLa51EKP2UH8jmW1y9vy/nzw/q+2H4hGpUvmrpfhOnD5/Zdf14t38u8zH6PR3t8TlWU5/W3KgPcowoMqqpuGPIq940nuXt00LX1//Pn//EP/+D3y8obnOLL8s2vf72IFUtnTgY2w7O7o+xAWRxfHm8pF3vqC8VdFQOgJIA7Yq/BjAQgylx65wmberNdrT/5+OF2uwYUH11wHkghYCwL3ydbz0MIRRECYnDoYvDkhKXvOrOrfqLhHOxhjDlsX5YDwH1G7rNe0FZRWXB2ILLk6Jx64T76QA4O5rOr83Pv/TvvvLPZbFj023/4R1c3a2AgC1GKjpn7vm/bOnisplMXFk1dc5bMnPq+7bq+rdMgbSUffNsm79xkOgWRPmckTn0bIiIhKCpLET1LBsnCCZUJFQkEB6+9J4YRIysYhk+H1rNZOnBOqeu69XotImUs7t27Z06YANC2rcXWWfPGzPP53MwnrW0zU0ergaxnAwAzCje3Fe/9wcGBZdZZ7NJms9lFGmy3291ZVFVVURRWvy6Xy+PjY+dc13Wr1er6+npXyltZY+Nw59zR0dFsNgshoCPzmcibzWazadsWEC6vrrz3h4eHd+7dnc/nytK2rYgslktmXm3WDimE4H08e/xpKIpJWd1/9ZWiLKIP6HBSlTEGNI6fx6qo2o4RHAikPuXcD0Y+LAqCiB7JOXTOKcutFNngGuM6ovfOe/SAgIKibMpWg3fMRmW72SiIakYS58j76FC8A+ccZSqKoigrioGzxszbpv/kRz8CosVsVk5m6/V2s9lI6hW4a9umrkWACAL5oihDKH10Dh2o5pS6rgURIoixypkdOQFEIlVSQnCUuAMQ730g5x15AIc6yLdQ3cBcVxqsTmQstc1yiW3iICwKkBDZFSwqgkY/UERBzII9m8AMAQN5dBhIgUXIoRntgKMQvAFiBlmg95mcKKJ3zofUdZDV9IhWfNv8iVmKouxTsnPsZ+ZG7S8ChvIBgIzUHgFC4J3fJapNtUgGeM/4r6oIgi9a5FXVjGh0ECkBinVZg5AHLDJuHKWBVfYjL0JttxCUQByogFhe384IQIF3iVMKKIOq23DVYeVlJFbhQViMooLylKkPghIqOXCkbncEPmO/twuMafvuelUTtQSSObNmSwYZG2y3s3Wg4BDJI4ZbwYR4H0XyMIgSEWZPiJaHLiI2yUKalAUDbNbbq67bbreICKndmXU558w+6uDgwJRmx8fHV1dXNzc3BkVeXV2dnZ1577uuOzs7Oz4+ti7RnmggGxFWVTWZlCnNp9Ppq6++enR8YE5OzlFdb3LOXWq39eaTT3+Uc7537x4idl1DRJtNa+GcIhKjny+XU5m0qfOeUAFJixDbtnVIjJJFQNEFS/DU1PWcchGikuuYc8913QXnQwieHHoAUWGWJLZcW4y7IxqCPAbClZqbFThy5Ac3XVBRQcP3zR0TdfQ6VcTR88jEsaNNsaqEEERDzvnjjx9eX1/VdfPo0aN7r9x58803u67zL1U048uWcU/he08MbT5z8fezcTg/4/v+YvV4L4nv/UNtXF8ydfSLoIWfN773zBeBL4LLPvtZ/VRK5+cC7r0I33vq8U+TDnZPF1Qc7MKN32NhTqYIITMoUZ3MJl2zPljOPnj/nf/jj//w7XfeKkpfFMVkUs3n8zuv3Ltz597VzWo6mauqAJg4G0Zajj492tAR07vF1vCJpFQZH2asJQUVRUEAyXlaxM1m9ejRo8dn59vtdj6fD8ZxItuujTG6Ik6nM09ecuY+iSdxxACp5bquwQfOgjqor0fr8du/cdfy6Qum+k9qZXdMRWtdVFU4cx4+98HBQVfXr7/++vrm6vr6Gsmt1+su9SCY6rooSgAwK+oY6M7x8eHRIka/Wq1S31vx2Ke+advUpWQtoMBmvVImrQJnVlZO0LcNQOZYFrFwgaZVua23kpNyRhUCHSLNcPR9QXQD3DAcA/tPIsp9X2+25oMym04NT9tsNs22NiMTi5L78MMPVXUymcxms4ODA++9OU9uNpsxXJqI6PHjx6bQizFajW69sR2o7XZrc3oLX2rbNsZoTRoRLRaLxWJhkXQWoe6cW61W1mfux0iUZTmfz61vLMvy7OwspeScM7YVeWevjM5ZbAM5xyKz2WyxWFjIBCPb7tV1rcwhhFgVBwcHVTl94ytfdc6P1qzm5A7WOIhm6+v6lLqmQxylp4DOOwDA4LnvVcUR+CGZnEY+nk03BFUJyXkfokeFLvXbpm66rQITeSJy5BEdIk4mM5HMkhDFeSvIuCgCAfQ5ex9FYVu3fd+zQjWZCvib69X5+bWqVuW073sF9gjOYVVVAzuUhRnqulZBBk08MCgdUoy+qIKqmDOKKrlBFK3kHIGAaiDnCUih8ITqTGeLwqQAqF4JkEcHXavLVQBRQUBFRQWESGkw2AUURQJyqtqLas4eAIHKYjKpKgRv8d9AavMC55CCTzmLjpYkjhSJWYG5y7nPjIixKIqi8L4hIsOgOHOwAPQnF8mfDt3bPV7hluG2xw4fDK6GBQ5BQdH0x2AM6hGWs+p4h9HJ+MsRDJTx9QnHd4OBx0lPVJs6doY76sEO3wMrt0eJnyqjCCijqAoosZoAfz93Ro35r/rk6NBGhqTgEAkIlUz+uPMthdHp4LPf1u3jcNa67SRzzpm5D5FC8M67W4Ke7QsiBbKkipyzpC7nrCwigqiOBkm/I5z6Asc5lw9ljAU475xjUVBMiWNZOOcw+8Kpqs5mM1uXbGmyAdP777/fNI2tS0ZKN4spo3ceHBzUdW1+npbe2bYtJ4kxWljo48ePttutaAaADz/8MMawWMxzzl3q2r713pvhMCKaGtlO17IszV0zpYQOREQVvffOo3kL03hiGxpsuYKpl74B5zoiKks3mZTbbYuItg5b0KjFJNWb+gzOFotFURRlVZnjk7lPs6rIYIsNqCYuR1JSGm70SrdmCoQow41g5zVgyQ22/zFGIri8enRycvIXf/EXAPh7v/d7l5eXRLRarT5nPufPdcC/T+b+u6Hq/T1nb36xvTzO/MX2Dwzc+9wTNca1BV9+6qRqpcLAFBIAFQJEHsp/Eh2LFkBiQEAkIFCPSqQgLWr/x9/+3/7s//r3Xdd4xFAWr7z66quvvnp8fIyIXeqnk6WIJosyExFRF8iHwH0GpAHSGzz/0PQdimbxw6ZZIXOMG6Swutf4CaD52kkV3dmjT37wwx+uV2tBXC6X683WnEbRuWI69dXEsXQthxCLWBWxDD44ArQKU8EBBh9CiJDNxs0MXwdNo7nJKZACDcFZCAj0XHjW7qaW4bbZbKoYLTuoKApCabb1Zlt3d+8Y7/HevXsppQ8/evjf/ff/wzvv//D08Sm5TlV6TuDwlVfuzeflwWIWIjH3VeFm1Wx0dR+aegUQ5s225tQF5+7cvScs6/W6qIrCOfKU+tQ1G+xQi7LZrkIIIMkTWnxyVhBBdISoDpwjT0Iog2sgEgFAStl7Pz+eqep8PrcO0EbaJ0fHVVUBgPlhPnjwAABsbm0yudVqZVP5XX1jRpSGB+54nqvVakRjnBVP1gQuFgsbvgOAPebm5sb4mapq6hfzN7fawmwhzTvUAI0dSSnnbMnmQyu4XIjIdDp1IQwFANF0MRPVajrJKYcYJyEcHh6a7m5SVgYzMrMJqKyBBQDmDAoo2uVOVZHAkQPU3LdFEUFN/QSBnI1QvCf2TgWIACExy3CjNgo1DDJvTyScUkfeueDAld75iQAQOiIiS/dGiDGYl4mR7AZfOtLE0ueeARFdz8xALoRYTNEFoKBIomxYFtr8BtUFN1ppeYcUg0MkAHUOi+gJwRw7ETWW0XxoBZGBxAYjhF2SnJIiqafovHmSoQ6XE4GiEhKAmgOs7joHASBARQIidA6RXIxeWBgELYRTFDCW5XQ6KWN0pCCMAMDo0JjFqqBZuGdVTsZAF1VR4ZwZSYmc95yl6VoiUgQBsLmDpiwinpyJD2OMu/X5p+Vk7cuCFFhVWDMi4dCHIQDZZyGTW5uAj1AFFS2GGnfLiQIOMjsYXeBUAcjCEcW6MtRdvycy6KZkjxVhoX/ODVz9EdCyWZqMJuR7BequUDXHFwECVtlxvEmRVMXZcGLwJ0VVB2ompc8fyjugDPLZKyJbEEII3mGIUT0WoIAi2omhw2ObLZwtaT6jKgAhEFHwbhILIo0hEKhzaKR0R1gMHGOHNstAJ0CIdLPZptQShaqILsR23ZlqN+fcNE1Zlra8XFxcfOUrX9lut4eHh0dHR9PptOs6a+S895bCYp12Sunq6sqgyK7rynISc7q6urx//5VPHn3svVssl7PZ7JNPP2bloiqh68CBK3xZlQBgzwWApu8omJmtLA4PRKTtWgVJkokg59ynvL5ZA0lVVc4FIuIstnLlnMsq6MiFns/ny+Xy9PTaBNJGymjbNJtNjw5P2rZdX69jjA5JQdvUcUoi4p0LPpB3VVmKSk4550SOBn7mcCrqIGY1W0405fatP2vq2VgeRRmQ5OLy7MMffPDxw4dHB8f/7Fv/9Pvff6/r+t/6rd/abre3/d7gs4cy3oPHa4+MXjFsz716f4xp4X6R9GMQg/2T+5mQwRcCC8/aJz77FpaZ83zHv59UoT41qXrR05+SL/4XbBRt9vCswelekar7apmxn9dRCvy5ld36gn3bP0w7dsFzj/PLtOJPHfNnP/hz9+25xpsvCv946gPu4sJ+zJs+/333dpj2P8JLSyqfgtwRnw9z/QznoT33qc/13Cc+e6U/92DCE/kEuDP13QeZ4SUMb589/i+Cg578ImTviMmzF/UTNgBPo2Q4fq4ndHr2v88uTfYbu7PzaNUymc0vr66d90g+peS9n5TF+aNHs+n0cDrfbq6rqojB/9l//JPvvfXXH3z/7b6rldPdu3f/0a/9+vzgyPloKGAMJQsikneUhD0NMEjXdYECq4VjpYEl4sgsBXSoQlBBaTTFJR16nC41PlAIAR1mGwqy9ILr68vt6vrw8Gi2WKw2W+99KAoBfHx2Uc0XntU7v1welGVZrynnjBiLIvZtHUJUhVCU0OYYCyRxzl1eXvoyIpIAIKGIjhkoBEa3woF+ZYXF7isYRsXOmcoihGClyeXlZRFDTq1ZSy+Xy2IIH0vX19fT2eytt9662mzIAwuvbm7+m1/7taII06oIHsvCISqzSg47gRAigu7OBJ9zEu6bJIeHS0Q8Pj4iInyAANB1XdM0xg6dTKq+78uisLjwumlWN5uiKCh7dXR6errabGKMBOjIiR+ujslk0vbdzc2N4WyvvPJKDMHcUPq2u7i4GMbARAbZmaYFAJbL5e46atv25ubGGLNWDVgi3PHx8fHx8WuvvWbT94uLi7OzM0tKmE6nZ2dnAFAUxWQysVR0q5aaplmv19vttm3bi4uLEILlK5gS7+DgwAbq1pfaMbKUc3tH5xx5570PIbgQ7JEhhpNX7nrvybsiRCvONLPBjNasmuUDAFTVdHc/strDaoTMyUxTbJYdgiMVEVARwN7O7Xabcs4KQoAm69tFOO6MghCg69LBwYG1yk3TdCpFNd00nSPvvTftlvdeJCMqDoIjBBQFYslJVAmRqE+cmb2P08ks5bPl8uTRowsXiqIoCKTwNvXPoEw4cLlJSYdiSUEkinji4D06FeSc82AUSy5lUFFAB4TifAiBcyaisiw1ZxuUWHdBKoGcEqk6RRS6daf25hpKzjBD54IioKMscnp2AYSExJIE0RWFK0pwmMyrlsUDgQJm0THl0gTIOqh7UBGAwKFTi0b3zjw2mLlpm+HEcLlpGuaMPiKi4SGqyqndrbo4wFxqnpxPUSRG9Ex2CZwpJacsCOAMfQW55QAAIABJREFUIhtstFnEJiYKBDiYQRI6dAaDOEDIon1OSBRCYOvvkTi7oihCCDnnhIJAOTOzkA+q2qccgJwgSwZHfUowhr/ZYen7nHNvYd+EyfuQOXsfRQAQq6rqN70pb4mZAEQkeJKcARMqHy6XRqheHhytN5uDw4P33vt+KIvZcrGu2xBLpEoVvAshFN7HGMC7WG8vq1lIiWMs6q61axltmjMSrUH16vLKZG/1emP6sb2mc4/74ciGNQbOz6aLrutFIKWOcw+YHCI5qGJ0hOQolEX0IcZytPBVBHBIaDMEEVRBtH5ZRm6JicNldAYdnXJEs+S2baFt+3prSPJ8Pj85OTk6Oqqq6vHjx03TnJyciMhsNjNfKEsZNUnwycmJ/W/f94vFIoTw/vvvz2az+/fvl2W5WCy+9KUH7777bgh+s9m0Xd31jX3X19dXzjkBvVpf0oasjHGBLi8vc87379+3T9f3/Wa7KYqi7/nq4mJ5MFfVq6t1Ubg7x0chhL7PnTazajItq5Q6BxhidIhd1+W+bwGqovjK6/dF5ObqiojqTV9EeuXeA+8jigYKTdOk3B3fOQJQ9NjV3enFTfBeAaZlhd4RkmRJkhw4cBBDLGNJgYIPAoKiiCpDeojavAzReR+m06ldYh999OFb3/ubDz/4/pdfe/Vf/+v/8Q++/Ydv/fXb//xffevOnZOcs/+7l9x8sX2xfbF9sf0XxAZ/WnD42R9eOPtQVMKbq6vFfA7k2rY103fQ/Mq9O13XXlyeHsyqq8uzt/7mO9/9z3/5yccfNfXmS/fvLQ/mDx48ODo8YqS9QYyNe92APIxTFHnJwzMoW0ZATwVBi+C8d4RY15uUuqIoplUVFd/brKfTaRHi+fm5Annvi2riKNR9LotJm7I2ncvYtG1WESR0DoAUzOZusBwdR0pPhzs976jRU8dZ9zYZXQKsarSJaRHDZt0zs+TMzIwIAN65sixvVuub1VXbp0lReo/Oo3PoPeE+/wl1SNe7tRHinfjBeze+qYRQItBuT8wN0noSxEG+bz1MTto2LTMnzn3O0isBcEo2ZBwSulWzSDmp7t69O5lMiOj09JRzNlldEaIJ88yJrqqq9Xq92WwsF8GiGrquswn34eHh8fFxCMGoUCklyxG+vLx8++23jXUZY5zP54eHh977qqrM4sUaY8vB253DI7bGh4eHFxcXOeeDgwPT/gGAQYum2Vsul0VRGOK3WCwMaQRC605x9Akg50IMbeoNDxkKelU7gCpqwxHTDXofrcNs29rInz5Q17XeD/gkIoJK37c0MPFGwAWlKArnQZXdwLBi5mzFfYwxhKCCItI0cHl5/ujRI2au63oymX31a78sgip5mIEoWhLxLeUPZe/aYRvNiQgA4eBQrwZfmzaVkEc9EyGoc2TqXETnXCD0Dh0C+9wAJ+5q628DEXo/vJ+KgIpmZifGCGTJiomVgBRJJBtV0w1wFYgnJI/eEXm0Rtd7IKcImczs0YLuSFEGW5NbGEoAdslxOLK+SYboWwIQQRrDjuj2+lVlFmAb1th7+jIWdVdvNhsPWBRFWzfOOd0HBl6swfmJi7yCvnjJxd34evyZVLMKCljqA+3PUeV2xkgqqAJKppcb/FqeeGkgIJpOp4jIkvq+H4mcmhKr1iEEg3ttcRlmWUoKZpVKkpGtnSfvPSAyp9w3ddc03HftdtN3Der8v/2X//Kt9965Wt1UZZVFFTlz7nLSvvMqXZ+ycDGpDg4OFstlLIs29YYSbjebuq47U8YuFndO7tisZ8c4fdGxtXWg67q271S1iMkAgrIsYpwUhQseiQBF/YAwBY+E6MjmIAZdChOAGhIKAza9l/lLT8kKnHMx+KqqiHw1nRLRRnOz6W1nLi8vbVGyKeFbb7212WxMtGxL2Ww2m46bkcONYX5zc9M0jV1pp6enALDZbFar6zfeeCOE8ODBA1uFUkplWcQY0UFxEZu22W635s5ibAVb6wxvND5k3/dlWRoK6j0ws9FK+z43TacFOdd2XcPMkNUOe1EUxmM3Lr2pqUOA+XwevY9lmbvexIp90q5rvfMhBOtaRbhtm23bOIdEzm6JQugQM6cuowdSr84RusGfXpXV7rkW0Mlc1zWgxOin0+prb765WV28+eabb7/99sOHD0Hh7Ozs3XffPTw8ehaX2w9e+2L7Yvs5FvF/z4cLL7PDX8xHXhCN8LO75rykCPOz8Daf9xt80Z4MFhGqP77fG3L2CADAIRbBb+om953Jz7jvLy7Ogqc3v/r6zeX5//o//0/vvP23RXCpa4+OD7/y5ldPTk4WiwW6oMKOHCKKObEoMQ7CfUUGAAEly6C04OIx7naYx9/CG0/0WTjmzREi5z5n9ighBmButxsWuHvn5D9/929Wq83ByXHddLGoCL1z3ruI6IVZWJk5qwA6dJ6IAJF1JEkZsWnwSMAnMj6UTF8EVn2CmY/Lc0+hMZ+admC1QWTe+50vGYIzsX5d13Vbm2NbGVN0NJ2UBLhdr4LDIgQiJGOlEpoC0iK8TPCwE9eZf9quBYoxWiyH9Sf21la47NugiUjO2jap67o29dvttulaBBdDHDxOYNcxus1mc3N1XZbl8fHxqw8ezGczU7Wdn55Zd9c0TVEUP/zhD6uqso9pkQnz+dywRHvTy8tLK1aIqG3btm2n02lVVdbpWSXkx83qgO12a+QiZi7LEhEtnsH0gSJycXFhJ7nBgObyEkJYLpfOOWtH7Qf729h6igN3RsdQShHue/uyJTMP1NyRtAki9kdyzoiSMyJWRQhumlInwrnL88kUdqaAzDknSS2aDaWqirkdsaqiSgjkvOlYnHnfNU1zs75er9dXl4Oh6Hq9ubi4tMbyjTfe+Nov/3L0nlmRgBD1xdkAFqRB6ACIswGJhHuRrjQkx6pDQlQkcUA2NUBBAJWcWXNWIhWVTnNSZSTw3qNDVRGLEgdT7amInTMkoAwG/jnwHonMW8YDenLoiCkoOXKOyBk1lUcURRFkcAsSr6BAikNGEYAQmomnAIIOeBmIAqHsR5TuMpqGYYnxUYTJ0HgAoOEqKGLc6rau69KHqqoAwfq9p0jvPzO7fgypH4ZcNGS24+jCKmMrCipoTT4NXiyjy8sTX+nOIEPHsA1gZmIb+hhBc3BZMThaxdJbbBXScRVyIqlrEwAJkCCxGuZFdvwBEBhEIIuKiicA1JQSqMYQQDWEcHh4+Lu/+7urZnv+3cuqquo2M3mGxCqZWQkTZ3SunFTk3M1ms33/BxeXlwBAHm9ubnLOqe/7vn/99dfv3b3nvc8576BRczB64gY3XKTD2RtCqKrq3r27fWerK3mP3ltQoyBAoGArLahyVuRsvGFzpNkl2pKOK7kB2ju6zZ7S0K74rmtxWIyh7zqbZ4UQ5vO5LS993y+Xy8lkcnJyYmuyBcMMzs8AdV1b62VPvL6+3mw2ZVmKCDr69NMfqWpRlUcnRy7QYrkEgK5vu+tu29R97izXnQaCfdo5XXVdV9e1af8AoGmaerNVMUonlTGwJBvv9V02Do9kVpbBNUqhCHE2nR0eHBYhXtTn1ocrOYdoi3l0vs21faLMfZ96coguFEXhoxNh8oBNh2gBGKzCqJJFiRwrU4YQcozB7I6Hk3qvRRORvuuYOcZ4dHS0rdchhDt3jv/2b7/Xdm2YkOmKt9uNf1GZ9fMQyH0WMdVLWrd/sf097w0+X0PFn2vf8iLT/yeSBn4BT8LP3a7m2aP01BryDCXz2TTB5+/ki9aiz3jYn8vn/BnxPbIxuA3U0f5ZlaFvt8S58ug05bpH5G9+/bWzs8f/+7/7/b/88z979PFHr75yR4SPj9547fXXT07uuBD6PueuLSYlkkNEFByqNyU1eZ7F2Anu/Ln0NuMSn8d3BwElGHUmKKgCkgMoEvR9AuAqVrGI19c3l1eXJycnAljXTVFOM+t2W3OG6+tVWc5jqHzhUCSUVd1sAFEIGdXyvTJIBhEAHsrJ3Vgd1cKv9oG/8cdnpQH2pewIt6ZKt14l52x22CEEciHnvO77x48fr64vU0qHhwdHd++gc8v58tNHj85PGVFidFasqsMhXp6cigDiYJgDOuhMAMl5cr6qKnJeAcd2xbtA5IJXUOAQq8yJcxY2p1VConIaQlnMEcuy/NEnPyqL4sGDBwpgHgjWVWblxElZbD59fX19dXlpAVPRhzt37hiOZ12iDZjt45tLp5mvmBGigXgppcViYZab1rPZNHpn02KVnyF1FsZgZFErCvdhQ7OH+eY3v1kUhfEzbTOgzB6549waIXNQDXhnWXkyEnGtVRBmUDCRGZm0VERFgg/BB1RNKae2J4IswillzujQk0OCertWUQEmQEUgpBArU6SqSE6ZJangdtu0TVNvhz55vV5t640BF8yM4KxlTCl7F4qyYpG6ySyumszars85iQB5uu0BcMTOQAEUgZgF1DvnhTW1ich7CoS0YxUiKCgjaCBF1JyFOYPksT0iVQYlVFEAFiSKiJa8x03qAUmIgByGAM4DIShyEiCn6MEFX0ymkzIgAQoqOlRP5J1HwjzMgFQFWJVBRUFEzbwEaCDQZ82Wy6m3IcqCIKRJBZUVUFFH3doQy7IL7bxdT1SJVD06BBFHlkGu5gKaEhFVVaUpbzYb70PO2a6dl1miR6eeJ24iMMYACktGFs2iQ2jJoIwDHIR3MOQ0iCKLZGYRgCzMCkYBHpyUBJAQn5DYDVi+yl6+3+2pIKLr9YY5m0cIgHaps6gSAJhMJt67LqmgEyBWFCQFUnSJgYG8C96HnDKQlywMQNERUojqfRRmSunw5MF7H37c9iKuuNo0DMTQN13X5yzgQJhZwTlwYdt1P3z4UdelnHIsoip3XXd0dJRTury8RMQvf+lLs9nMPoVhj4Np1j64qoP4YhAfqsQYF4tFTklBVAWYlXu2vlmxl4SDDFtREUEUxjQUJAVA8iImAN0LBtilxe0GkaaxtWGoKbYRnXe22sxms5OTk50keJfjcn19bZrtnduT9XU55+PjY+NWIOLh4aGRJs4uzlT13r173rvHjx+fn5+JsHOOhdfrNXNGBEHouSvKgplZOeVEnpq26foOEHz0itq27eXltSfqOj48qsqyzLknF2OMbdvmJDGqWWTZKg04MPDN/mq1Wl1dXVVVZfT4lNSTK2Jp0allWd65cydcuaap19t1VZVFjE3bwJgaLaIsoib01AwKmpN9g0Rbe5fCBwL0LsZYgQTWJKLe+7v37t3cXF9cnL/xlS//v3/5f8fo/8N/+E+qcnx8JCJ96s7OT1c362f6vdsCS1++5XvJ8uslw7W+6Pf+YQNBL6Ol/HvFIXxWQva5m4X84vZ7z/1ad43cTqr5XP3ej5cuPu0a9Xnje/sCkmff4QWf65lXs35P97SCKJmTc25WeREhhcl8mnL9x3/0b//8z//s7PGn0yJOK6+afvVXfuXg4KCaLdrEIBnRkXdDopQOrJhhSqpOVQBpDBgD3TdPfkIEeuuwZU7Ou2aPRBA0Opf6VjgfTqqc09mjTx+fXXzvnXeP7tyPZRlDde/eycXVilk4q6gj9B6jZhJE7yirZGYGL0jovCJmFfMsYcP3RgKV7orMJ773238qwn7sHuzJvK1dGVCyHb4HTrhvurqrm4cPH15fXADA0cHil37plw4ODpQUCMuyPH2snHsA9d7B0HM4QVEQcN6hgAKLWoeniqKaRVardcp8b3mA5FiYRXGIFfSKJiAjF0gUMphuPpAjIEKkvK1tz/uuN5uBwZVkPG2yct3W9WZrjm2HBweHBwcDR1TURt2maqvr2poWs06xSfxyuTQh3+np6Wq1svThs7MBGLRYv8PDQyvyrIuz9zXLll2gQs7ZWKMGBlqEcVVVI+SGO+jSCmJLkdK9+GxjZtr0nVVsP3moSAgQWKQIEREdkY7FpbKoyHpzY2N1gysz9wMwWxYnJ8eTycR7P5lUzg9dZdM0m81qvWmYuW3bq8vLy4uLuq5T7rarNQJ4P3jSGOPXOXSuiJHMQZAZJpOjvk/MTkRVCpVCzdkSwaxnES3VT3fw2DgWIWWHiN6FJJy65NFHFwgJVMny2hEAxIGWRXCEXQd16oSZyJt1CoIjBCQHQAKlje2JCAMWMSgROg8+JNE6i4IKInlARPSJfKBYldO5cDbjpayShSH1FpEnCLrH6jZDBzIm6SCZxiRgWTCehiUOUZwFAVhK+dAU0LCmwKgMGuGacQkCVfWAlhXGCEkkMQto33XOuelkUtd1u63D1Ns3frtgPs9NAJ4UYOO4lBENXhQwhjEo3oYI7g1YUUciwOBHACCqYgHWLKNhCsneIqS36CzZfo3NJu5ZYA4URSJwg6lSUNWLiwvncblcFkUwQWyMcTKb6qpjIAYSJAIS9AIeyCOR94guOleq95lb06+mlNJ2m/p0eXXN8Z3/5d/+AfnQg6w2l5PZVAU2TQNIISRBEAEWJe9jjKEsZssDuwyrGBCxqqrTx49Xq9Vms/noo49+49d/o+978/+wK5fgeQUzwsiUBkT03oH2IgwsDMk0oWhUVxUQBdCA3jkvXgRlMLmxJIoh8WQ4njKmoTx7kzcrp9FeGBERONvYqOu6y8vLMW89q+pisbC+2sA9e5a1gjZcMKalnWNGaK/r+tNHn8zncwBIqV8ul48eZR+8rVSz2TQEr6o999ebm7Zr7U9KaTlZ2tJRluXp4/Pttj04nB6eLKdxcnFxbsz5q6sLBbZZUs4SY8g5d10yXxrRwTym7/vLy0tzwCrLcrvdtm0XApZluVgsz88vAMBkimETBErKbjqbTqfTUIemaYY0BQByZP4xQ8LFeC4zS2py17VcVg4weCEs3OAz7ABgPp9/9NGHpxePv/krXz89fdy37Sc/Ovvn/+K3Hz78+Ic/+JiIJpPqy19+zf/4yfoX2xfbzwPf+4Xe4S8ujZf8Wp+kDOhP+5o/V0rnTxUc/2N2Rm7NwwHFEDWwjDhgLkIoYuz7/m/++jvf/oN/c3N5cf+VezdX56+/+qV/9S/+RUophpKBICkAeRfAgUBGfU7OkvmHI6oJifYRxr0fnnuc5akX4j5pzhDD+uryve+99bffe2d2eOeDDz74x7/5m2UxfXx21meoygWIgqD3EclzFsyaINttCcmb86QYKGCBV2MXt7c/PJaMsn+sdslU8EyEPYwmkwYriQiOYjkLNzfVx3q9tiy4O8eHBwcHIXiFzCCoIpxFsigrCDqPu2Rmc5dDZx6JjryjoTztE59fXG6b2oUgAIoYi2hfgvkTmvVAFgbCUMTdnosoUoDR75FZnQsEbnCnGVyz1TmfJafQm/gEAT799FMzHFcWU6osFovZbGamo+bFYsaYJuf75JNPDJqzRzZNYxZ2KSVT05nFyw6Fs94s52xJCVVVLRaLk5MT0/7BbbkMbdtay8djAPlwtImMFGrtogUA7ry1VBUUbFfTKNVjYRap6xpVhTn1ydxZJHNKqW9bgzxN38Kcuq4RkaOjo6Ys683awh5S6oxhVdf1erP55NGF2ZAQkh/M6cPRyX3JaeeAJSrr9cpM3RElJ0b0zkcWh0gxTiYTjziJxTxnQQQfiIjM89Oykscr+Fa/Z6bnHn0W4azoaMfhBLNQVCEFclDYUQDk1KroYM0vqCqgIMoCHkNFPjoCQ1BjEROq8x584LbPmzqrEBF5BABWzKzMzAqZZSBp7uxklWFI3nNuNJcCJAF0gDKi/iNkRXvLqSAYzrHLENklgAGNn3wQCO0WFqWRQMmoImPisydiVU+u7Xszta9m0z5l5wvdH6v9xJV2XLH2V9e9BWGXOzNoEGFkmo7upAN0ZWROEZNA3r7I/tqn41Nw1DcCgQNnS9mwzo87a0DZSNvOxyd3vvGNbyyXy+9+968++eRHiOgKUCRFUiDLu7DVmZkl9/02910Ksew5Z5W63sZYGPzuyK3b/FffexeJUtepp6y+ZwjRUXLBR+9jVjHWMTqH3rngY1GoYkqd9zQpSmN0HxwcrNfri4tLY54zswO01WMkcO7PNAfVZYzRqZgr7zbXnhQRHaIwKIuqOnI+BBICIFQCdEPzh6LDUM8oJ9bpjSpQQcDbOcHt7UfEpjwojDLIiauqMiczI5Zbj3d9ff3lL3/5+vq6LMu+742x3zTNxcWFHTobV/V9P5lMmHmz2ex675M7d7z3XdfMD5bzg2VRVQDAklQUBHPOXdeAgg2bAKAsy5OTE+ecEShyzotl9eDBgxjj1emlUSFs/7uuA4CUxDmqqkoYU7IAhrI1Fd/4MW19RsS+750j+1DG0TA1ddM0m7ouytisV6oMAKysqCn308lkN+4UEe1ZVJzHIY5PVUSAhTkxQ98xZywiMKCwMsv19fVyuWz65q233iKn3Pf/5Dd/7ejo6IMPPji5s/zmN7/52muvTSaTvX5vp1QGBfiiov37ud1KrveKKhnnUjIun7uH0cj52v3vZyjrB1ugW2mu0SlQn//PJ6vM55TyvygI7YsonT/VQaMnVU2oP+/rTPaJFn/XRwlHKYTu0rN+qj3fjQdfdID0GbxIn7eUPbe4wCfbn7FZVYJnbHj3MUZCVcEnXlwR0MvOVwAFlBBENEcXQ3Dz+Tz37V/99Xe+/fv/RnM6WC5urq5/9Vf/62/99m+fnp6GUHR5bCGAyDlVEcUhi0fJEldVUYfEPLuYydJ7Zc/n1DLfEGXwbR0KIbEngwKZQ6dqn3M5nXnVDz/64d9+97tnZ2cKvun6oqwePTqNZRVCkVPn55R7UWbJPeRE4LxDBfTkgjM/Rs/AwqpIt+WU+XOA+abvqmcZFiN9YuVCfbLiG9sVGufA9hFUNeWu3dZI6txgYolID7784N6dO4jY9rnp++W8xNGeFlSBM6dcOq/KZN+kiIh4R4lZJZND75wKgybhbr26auoVQgLtHYWyCCyQU0qcdw7POScib8Ytgy0450guFD7GyJIsVt6HAI40Z/RuDDloYnBxOU8pdV1SgOVyee/evaqqoo+r1bpta+tyTZVnFUPbpaqqYlEZ8TXGOFsupuXUFzGE0HXd9fVlt1qxgPPu+mYdC1/G4uDg4P79+1YY+RhiKJ0fnGPavgMaymJCb96nOfP69HQ+n1shZWSw2Wy20ygavmfTdOsGBz/Y4FW1aZqUUmIGkS6lrutQVUT6tmuapu97TpmZTZ1YFEUZo0Wke6ourtP68qZpP73ZrI2Men193baNvZH3Ppbx4PCOKqqyDuxfQcSchLMMcBkigB4eHJl3S87ZoTNTmUgxlOXh4ZFz4dGjR1VVtV1PjkFJRZmF6AnegbF+EQSABNlmBAIgqh5RCZVub2sjB8r5UPgYGdH3E+ZeVRGdR3LOe++JvKLDMClCYankzNzmBAQUowsROx4wLCUip8AowMp53EwgOVwU3iOoSLa2y651AgQkQjLfEssCF3MxQYTB/V8VnCIABrViXRnH27Tgc+jgqHvFBoqKRY8og+IgHcQYi82mzjlbVOPp47OqmLhdVPrgy/g8lylyQE5YLOoOkWw9GLO8AQQVFAQEzR1+CNOzKAqD2FXNmJ4MBBnHEMNfw+Jz+8EGzoGgKIIQADlyhKIOnYDSOJNiUIu16VJvIHlRVXfv3f+V/+pXX3/99a5P5xeXOed+EFsCKCMighAookuiqW6b7Xq7aXyIWRi9W6/Xs9nMhh2LxUGoJj969Ok/+c3f/PTxadN1k1npnJtPJ8EFH6JzIQnnLJllsN4Xkw46kdx1qYqFifRms5n5Khk4xsxKbnC7RRoEd2NLhkOsPKYsuU/b9WZ1fbO+ufQOvPfBEYx6YwYkIiVEAQHNKfXYKwqQTbGcTeVYRQdLsMHmfb/Z27XOlhBTlqVHMD3e5eVl3TbmcWIeUUVRmA+niLz33nsnd+8AQFGEtm2rolSUoigUxEd375XjzHx8dLS62ay3q+hjLAtX+KIoZovpzZVcXl1u2/X5xWniPnW9gsaikMxN12aVvu+JIMZyOq3u3r3rvd9sNtfX1+TgjTfeuH//ftM0H7zzPjOvV5uijACQk5oOvKqq+XyeEhsVfzabiUrXtURk9mAppZx7Vccss+m0LCoRWq3W69V2Np8QUV3XXdMcHx00zcaMi2MMVVEy8/X1NSIGH4oQxAF510GSzMF5JSSFPidRBiDmlFPOGYUD+mDWYpvN5jf+8T9zDt95/+2q8Mz513/917/zne+sVqvf+q3f/trXvgZKT/A5x4sHAXVg245Mm6ccC3bex/vD8pc0gt+92m7RfEkj+Ge3IUDiJwEv+/mS+7/cWcA9MbN8Rjj0VOLfSyJUP0U/8JN5qvvlrzxnYP90v/fEg1UFR/r07h2cw2cQd3jC4H8Qoz+JIyAIDJYQZlhmPQuN3BCjhdg/n/paAZSeDEzd//hPnRLPPW2ezZl4lmP5oie+TGzDs+fhcx/27D6w6nPIanIbLzVEn5F7GpRBHDJ59k4552kf7thnuz3ZuOATjRTag/ciXWGw1H4W8GFOz7taYRSF3V6pzwtaePoo7b0d7ke5DHX8yHIc86jtMfQUeW93SqsqEj7V14nmp8O4nw4ZHyyfn/n+SXU0QlAldFavP5vkycy3Qb1wy0FFRLJQXxUQQSBScTja3AGWs9nlulbJ0+mU+y7329mk7NsGRO7evfP9d9/59re//Td//V3nAFSF9Y03vvLNb/6jdZM6xlBFQFQYMroZBBBVY2JTRYkiKGQRsxJUUUHzSidQAu+JEIEld6lr6/lkWobCOIE+kCCkpp1Mqq7vT09PLbC7bToE7btmfX31yccf9c2WiCiW2yZ9/bWvLhYHXU6gNKmq1fW1IoISSS4CiLKFP1QhclGUseIkohKKSgEcBe+j5jWxVpMSNIG0kAEEICfIxXiJyS4HC1CJPIFTHn5B5ByCD+SICDF417WN974KPrVN8NQ0Wwjh0aNH8/n8/muvLpYLQO9DiCUAQNMhXAq7AAAgAElEQVT2RRmiK6MLl48v/tP/+e+/9vWv/s5v/1Mrl1AVCHVSKglU/vbOFb1O3L2jaeXT6w8OYoSIrVOqN72Ap7FwUVFRZclWr2dhWx9i9AICDlx0GVgCbHOz7reIiJ4AFIQFlFAngVbr5uz0lNB/9atfC6Ew1uLjy/Obm1Xft3YtTCYTk89NpvPZwTER+RD7vm+6JKqbjpu+FtgWVQmiFCdH9+ZFiGUZplXlCILDGLwz73uELNSxkLHXgnMgSSGzqKp3yFkBKHg/nTkitHm29RXP3qOtATMw0Kb1luiAiNvttm4bh7Spt3VdL+cLC0s0fQ4iXl9fX15f3axXOWerwKazmbIk7qeTGSAU5QQALi4/Xm/qajpBH00ZmFjq1cp4pm64R7OqcsqxCLEqPRIReU9lURTGAauKxXxWFoVzrioKVkDnYii364vt9qYsYpLBZzWOVvsEFtAmCASEpI5BYxkQXNO2274LkzKLMGjqOx0jWKL3KaVOMIFXISrm08NSVJ4pSwSAWKGFDnZhLo6YGVJqmq6MUdumKIsQXJcGnWTwLpADzsHDnsnIeFMAGjG04W8FGcR4w0B2oEdyVudjnwSRoJhmTgxBKDrQwfJXBZQGN11bvQcKpOzfWxAgIfpQpL5H7wBxW9eAmLJMpvO2bZu296EvJ5OccxINIaTcAVAoqhCic0EA/j/23u3JrvO6E1trfZd9O5e+oAGQICVKojXyyE7FTlw1b0mlKql5SFX+wFTeUvGDJ/HM1DyMZ5x4MjNy4pRLY3ssybJEiRRAgAC6+/S57ct3WSsPa5/TB40GCZIWJdPsYrGAxuk+Z+/97W+vtX43BDSGVOGcRRBJkBj0wUMIJmcWImtdCjmHKN51QzQWnbW6kxsgFNGsNxob2xH+yxzJgDc25Kg5acPQG4M4iDGYUULoU+hKgwx5M3TsPKRcGhcGxtDrCCMjGAK0hi2FLOK8hpH0m6244snFYhvzf/rB33QZ15te2jwk0tgS5xwi5tpDDs/PL2PXpjgAQt1U7dVV6NpmMiFjALHxPkky3rzzztfOL56V3lVVMY6TQkTGrIaMiFYwZRjC4F1ZNqVFG2L0znljjTGys1+aTaaPHz/+/ve//9/9N/8tMz958qSua2PcENVLyWTeJcUTWiEk71wV+li6oilKaia7JHp9mSMDwhwyiuSxzTZEZGBPKxEgZBAwInsFOe8W5cvVCwkaxJQSeV82E2OM2WxdTmjMtu37R4/f+8lPh2FQ+sDTp0+sN9t+O5/PTUHH05k3/rS4U7rSWJMhEKQ+Dj/5+Q+HLt178+5m2WWR5WKx2a6azWS7XgLJ8Z35er2omuZkdrTZbH1ZTKq6C8Ozp5dhaKu6mE7m01kTY/7Zz95/9uyZSD4+PkbE999//8c//hn08LVvvAnA2+1WJFvjirI4PT2uqurJkyfMXJT25OROU0/6fgCQnOO2bRFhOm2c88wwDHA0L3Iy1lR9l7pt+vrbd1HQkjFIceibquSUC2enzRQA+j7cP3uAiASGM8eckkRDWSwgUGZGhKrxVenIJOtMDGxNzdkg2EePHq+Xq6apl4vVO994C1kunl3+j//TP/3rv/6r99577+jouCzLqpxcXlxV5fQmvifqpIayZ1TfqDu/HGS2G6Hth8f1iZ62v8JPfd3sXXOl+aDgvtH77WdaePCyz/JFr/jDvsN5+a/yoiPyP0CppebCKptNo6a/WBz4cDF8QeDeK5frpwKRb/kpuWn5eDv0Jy9dAd7n6SEo6Y72oLdOuPYswhvRlDoooZ2fAAIAqiWFGWEqZgA6vzgvmimR227XnqipqzB0dVUuL579L//zH/74b360Wl2RMBF++93fePvtt09PT8lQCLlupmTdrlzDsXKR62MU3OlQ8Bo+3yWEY5I8bDoEsIgFmcI4TpGT0Y9uyRhnS2M+eO+984vLy8tLMm52dDSEuF0tnz59+tGTDyHH0+M5oAwxf+tb7xZF1fc9AzmHnEfXkCH0XbfpupUha4xJibfrzXq5Kozz08qZIgcdNjIzO7IiEvpBCmtArCWOTAgGNSj5GsXT6f3ussr1f5hjzF3XWmuIyFpDCCAQQwohIJHzY3rB6Z0z5y0R8eihR957TnkYwunJ8e/87m95Y9+4dxc5ouRdNLoISBSW3dNttPgXEca7Z8f3751qsT4MMSavCWkjvzGLiLhMgpRzpiyJE2dkSlnEWtsN24cP3xdJ1pEvLGjkvQgLIgsZjCkOfcc5k7UX55cXl8sYoy+L2ezo+OQESBPohbOOISVmMSSGSDKA8c20KsqqKErVbhV1Y40lQwZRoVRLSCCk1gq6vBnUloZFSMYzbpCNMwYI0IIQgQEEkLQX6e3jjPPObAYAlO+kIkMdz6eUVHFnrQ0hpBDROfWsUwnidrtt21bN97quq+v65OREHWgAYDabIWLXdcp3KssypGh9kQUYKHFOITEzWTObHemG4KytqqoonLXWO28tee+8sd77qipq75lZODEzcUJghByGNqaUhYoidO16GMKBqBJ3sMTIOkYhQKGDp2oGUbVq0suIwIcpI4KClIEyWkQrSBmFJY9l8TULgHbQN97OdhFBYAti9gN3Fc8hg+xvk/Fpz0gAYOSF7fHaIePgyASAhDJkNczXDUTAJkQQmzEBKxAugHjrbkov0iEZbALMSAZIRJPtkVlijEVRaKIjGe0K8o3Pxod8iN08WQDHDPnrV5KM82Qd1aGWoiyIOHpi7eaLokY1ormMBICCaIwhiwDGIo13tv6MQTRkyDrLgtYa66goAKOxvqgtqqEQC0OOnBmwbwdOkiSZ7cDCm67/k//7e3/+l39V2OLxk8eT2aTf9mxM8pO27Y0xzqCI5BS9Iag8kC1rSwhVXffD4JybNI2xFkZp4C7rZZRmZc7KsDX7hUEADASQx/ZblMQhyIJ2HM3UdV0UBQI+fvL4yZMnP/jBD771rW9Np9O2bV1BzAxkRNS0B4AIGQV2h7qzzsJxD9agEdktVxBEuV6mgi/SylCuh7HjBENuLG79/0iFEBClGGw2GzI2phwT933vnLt3eufN+/eUHhlCKJsCEENO3dCeP/8opUBkrfHOldYSYIypTTm0286acgjd+eVlH4Z7b5y5wnpvU1UZK87ZZ8+31aTsY68+o88vz/s+xJjPzu5qSMNqufnFLx5q3uOdO3eOj48Xi0Xbtt5jWVWqHx6GzhgDICVQztB1QQTatq+q8vz5ublbxsg5ifO+qn1ZFkXpVsv1+fnaewQhXxSEpq6rN994gGjW6/VisZhMJmVRhHUfYwz9kIvknHfGcwYAzJIByBlfNKVKcY0xhFbl3DH1GqibkiBkEGOtUWOt5WLJzHfu3Hnna1//0d/84Pz8XK28EHG7GaNW6xrtq9qhWyGXffv3Jev3bnznV9vyvfSmX2Zu7a/HGb4VVv3Uv+1FMwp5/Z/9xASC276Pn+fwD+Gyw7TrQ64/vGS8+fGemR+vuHvN03vYXt36mT/Dldpx/OgGOH/DonOP8b544C9CrKP1BWnokgBYA3FolUTfpaGy07t3Tr//5//fP/9nf/D82RNLGEJ/5+Tkd/+r3z27d6bQYkhR34H3CpfrtTPq4cfvK2wru3ptZz2ghVJRVQZQOHFMkBgyDAJFUUybJuT49MlH5+fPnj1+LAJk3Pzk9OzsrOs6i6TB35Z8M5mWhTfGpJwfPXp0cXHBQFVVGeet8cYYX5YCEsIAMJRFzcx1VebUWGcQkSUhiFXzNhZjDSHGvqdZTQadoZR2s0I44ELv61IRwLznfKq1JyIWhbOOhHHbdpzYe18A1E1zfHwkwk8ePw4hkDHqRaNILxki4JRijHl+NPnt7/6mQarrMqeAKi0UAGQBYWYgvHatU+HZ6DAhMQb9Tl24kQXHkNlkYc3pUiNEZk7CyJIR2rb3zqy3m9XV5fH8aDapUuiIrLIzDZIQWOtiyEi2rCdVURdVU9R5fX6OHsh6XzVoUdGmFGPTNGVVe+/RWAC0vthxXI0AikgSiUDWqmE6iwjHkBkyMgkwgRlPOSAwymgazpBREMhYQxYx5oRiCDGFQMib9abrOq3JVHTXtq0KbCaTiUY7NE2jyslHjx6JyOnpqbaC6sKi5dowDHfv3tW8h5zzZDLx3m+3281m0/e95iKooIWZu65T2xh1tHO73PayLPUHXeHrcmqRnDOaM6GESiIqy6LwTpJaKXR91yKLZGZJkBMJAwoRseBIHdQ4R6RDaewOLnvlRDJxVmMJ6/yOErDfMejWTfiA8vBxo86Xd7M9E/nFDWrX713Pel5rA5QX+TrwAh4o+3HHpy2ZbnwnpdS27dHRkfoJPfnoo6aZv94+fyOhEwBol7WAApgF9QbUwSmQkRHhRMWh2Bret+eIyjFioiycY4rMuphjjEgEhJlZMqfMYch9P6CYHIYwBLUcijEMMaYUE2f1OyUwiaNkYGFAyZGvPnzibeGLgqzv45bQqt+ktdY7w8ze2dLZsvKYxZAgiIaXJESN4dvZYyZ9EDDIXkZ7LR3EA+7pLZdA0wJZmZdENJlOJpPpxfn5X/zFX5yenp6eni4WC+MKZtaTqSjojn0zvuOO0fNFVF8iQqgkfI3Z9GqzVNT1dDqt61oz65TRbQs7hIGcnc4nx8fHRGMWUc7Qtuu2W7EMgKxDHz2fGhWoirsYIyCmFJumqetmsVikmJtGLi8XIvjO17/1xhtvEtGjR7/44IMPvPfGjoLGxWKhGaQGUBNB92SHsiyrqnG2SCnV1QzBnZ2dXlwsp9OT9brbtkvv/GRaVVWROYZw1a75wdsnhpxzLsShroq7985i7DebzXK5fPc3vlkUtutb/bSr1aooSuc8kuE8uh8TjbNpEYgRVMLgnLGuSBmMoZxYZz56Sk9OTkT4vffeqxtPBNa4v/3bn6pGYLvdPnv+0de//vXjk/mzpxf29W/yPa/jS+xX8eU+uq++vmp9b33fl6Mmbtz48EnyxS/S5OnTKj/3oVlw4AHwsmXLvssam9udp+io+5dRArHzjBt/4dBvm6ZJzBy7t964v1hc/pt//b0//jd/NHQb4FyVzbe+8fWvvfX2nbt3Yozr7QYA6mpS1Br1MwCAoNk7kstO9aD6E9ScPZCx2RNGQBytO8E5gywxC4j4ws2aiTNWID8/P3/4+MOLi+ebzaYwtigqFlHv/rbrfVUqKXFSN03TOGuI6Nnzc181bzx4W+fN3RCG2DtwJtuuaz949IthGKaTmfel7DiH41jXGCJAkpwjABuDefQIvC5lRqOJF6s9QT1AQWAQ3EX3MSI5axAk5gScrTVN05RVVdf18enpdr3RH4gxWnLGjGp2EJYcafSXy86hISTDMSQExQBgDyrKoVuseksi5Jy0bxERZwvjBwELAIjG4M7NwlASYQQhIgYgwZytwbJwRJO3H7xZNxPrnUFQzG3/HplZkOpm6spJYQsh54vq2//oN413TdUUVUEWnbHGYuWLoijIeiJKKSdm3OGEMSVlEjJiAsqZVVOKiCS8Y0XjjlsvBoA0HhuyKNlbQFgg4xDDettygpx4u90ijZlOe3a90tvUP1Oj/1JKDx8+1EwIdSbQekUxQM3R0gArbQuXy+WTJ0+0q9lsNk3TKDCroX/q1qApxmOtxlnbWjURPTo6ms1mgkDglKkeU+r7PnNkZkumKoui8NpypDDEYXBEzljnTVnX3tJuTAOC5MvK2WKs7ccMsDHPbY9BoYx+Jqr2VCd6LSgPuP3KDiBE8zm3u0OZyQGF6roC+SUN1q93ud2N+foHcfhp9zyIqqq0WK+qSh1xP98gknZp6fvACbTaHo7KcAKElDnknDgn9WghQASL1ntP1hhrwBjXDUURqyRinSZjoBiElLP0fcgR+u2GUHISgZw4JRaWlJkZwRjniBhJlQPGmePj2ZCGyldoMHN2RTk5Ou4y2Bidc9ZSzpkQNMJEJF9n2gPoKkIinSvxbjPMwofsuczXzR7edsmyCAIYZnWKattegArnp5PZerm5Wm2ePr9omikAvRx186v9ypw1+qXrOgoaHBi6NoQQOMTSO50KEdHp6akvPBgq66JpypzC5eXV1WLVtkPO0RhDYJEEkYZhSGkQkclkUhVlUbgQe0tkAEJKs2ZS+WIphJyn9cTd80VRzOdzjulvf/rTJ0+elGU5bZq23ZCB5eWy77v5dKpDKMmxrsu6rvs+xBirqj45uWOtXa/XOQcRHHpZXK6OZpvNut+2A4JpGgIxfdeGgYsKjubHXRdUhm1NUKV0zlntmhDBu4KzxBjbth+GOJ1OnXOAZCySEIg6XvFuQIMiGZEAJGcGoZyVpTJu2ura9Z3f/I13v/XN937246urq8hDVRWz2SSErKbK0+n0P33/L+3HD59eRsC+TH3d4cZ6uM/+aq1EbsX3vqzhE7+SmI0vAN8TkE/3s4if7gPL38Hh38D3Drupl7WRL7/sl3J6x6EjfnyR9BkqrYMGT16eZN14soJmVR1sg2O/h5hYEu84oAizSU3A3pvj6Z2u3fyf//aP/v2/+5N2szo9nh8fz9+8f/+b3/zm6fFRFwcNOnPOWeMFDw7npbn8C+ADwz4+61r1CoyCsR9ySjmm0rlJVRMgM2/bzc9/9rOHjx4VpTuazQjQukKftQBQVZU1BMamLGQdIrZtG2JCNN75um5EJAuXaczLNsap60aMEVBSCmXlQawBAWDhjChEBllSjJJz6bwRRkTJHGNgBuQ8mneiGXG8cZgP14lnKCC8azmk71tAFsaqKqbT2Wx2ZK3XJyVzUm0YEhhjrCVEZMnMGSUSCVJOMQMyZByGLMDILAohaqePzAwvC3qVybnTdeccA0hENEzaKNEIraj6TQREcs4hJmfIG6qL5t1vvjPEEGO21soOv8ySIHMSCTH3fcgCiG42aeYn987OzgAgpZw4AbAGuRfex5RzaFnz1HaEGhbM4xUxxiihTgAyCers3OognLMw5ywGgIEJBCDtoWEETDGIcN/2q6uVIc+Zl6uFSJ5Op03TAICiIsMwaNiDNnsKgfZ9ryFXR0dHWkMwszrHqMWolnGbzUZxFY2M1/avqiqlnymnK6W03W41NlqZoq4YUwe15dbLPcSQctLrIZmtMdZZItKl3rbtGBFR+LosicgRGSRCZh4dXwTQGGfIkTVqn8N4DWztqu1btgvWqEvmxJlFEGm0Qdn3h2MYmbwOvveJJs+3Pgj+zvG9/dY3Mjk/faN44zvGGHXaWK1W0+m0aSY7U8PPOsjDcVKiEF/ea9IJhUHDPIksIqNBK14nc4iQ0wBCTKiqeGRWZ9rEAMYySBKmLBwiogmJUwzbrlePRAAgg2AJsXCIQEhgLDnjCIVYsnXW2MKAANmYEotYX87m87RuYceGCyEgiCO0mSRnxLwXv4zYMpGOURjHfQZ3iSYfD4OC5trtu75dvJ7GAFgy6rQ5DMOHH354cnTkvc85A7mDqIvrmv6GEv4Lm88qSFXXNRmrVENrUM05T4+PmqZR3xTvXdM0GSTG8OGj87bdbLdd1w4pCQCTyZNpAciFLywhM1lq3njjjaOTGRm4Wl4CsEhuu23TVIjovQ9D1D2ZyH7w/i9CCG3baiSpiGg2zTAM3vuzszPNt1BnqbqumUEff4vLJRGt1+u27U5PT4uibOp5SpwzhoFDkVOErour5SYnPj05KYqqbYOyYtWIOOUIwNPpFIT2llcppZRiSqkoit1jyO5nqUqydc6rJbXyLxDRe8lZDDHi9eLZtpurq6vFYhFCILRd11lLZVkeHTVFUQ/D8Pz5s/Pz5/ZVc/o9i+kwGWk/0/0y4Xj7eKKPqXe/+vrq6wvoP7+wVfeaOROfKo7ilwrxfeZH1H4TE1FTFtHZ/KGRz+GsfT8ZRcljQCyQVh2MAEBpTMUBIjRIFIeitMD83o9/8i/++R9+8P7Pp5NmUp3eu3v27re+eXp8ZK2JKQEQGUIgYQwScxZm9uVowaxNhJqxibodXeeoqw5W6T/q1cAohgjCEAig8M6h2a43m83qarG4vLxMOd6/f2aMAcCrqwWFFFKq0Oi7DF1XFMX9+/cLby4uF4QymUyLsk5ZhjCMVu6IxmLOWYibWd00Tdt2k8l0uVynFFMMhTXWESFoRlDOOeXIgHVZUO0NMOcUOxayWu6wWoAJoyj2pVJF7fF4ZynMAFkE+mFbVdXRyWwymXrv62oKQMYYQuj7LoVgUIU2xGqTD0yIiJkwSwYWsc4A89B33lhWs5bxmjKPIOkL111FayKj/2dOWVIAIIGkHlQswiCGLOcMqOHgyGQIwfqiazchDL4oouTSmZTiKAxjGQV5YlioqCfNZDqbzMt6SmTJOECwZCGTiHrzYNv142rFXVYVABFaICYQEEPGWFJv8XHGxAIJojCCADPo4kBCZGFBTbxHVLzaOsMiQ9eulwtvyzCkj548CbGfTKcaGTymwHuvBnSq0NOzpHDfbs6dy7IUEY1012JOEx003885V1WVHsMwDMvlcj6fA8B2u805n56eVlWlQJ8mPcScxoLYWpURaitI4JSzBJpNh6LAiEq3cMdo8taBCDCnnFEyASNCjDEzQGRB0vkFqh6UUPSiaj2zQ/lw1+mpuVRmYIaURQTQkDBrztu4dpH+Trb9l/icX+hgV26LfvnEqdmhzrltW++9TkxyzgCfojjE3ckWoJ2iD0WMCLGAADCLAGU0BtSrRT8uBeAu5ZhyzCmxIOQ4DDEkQoAMkjUO1XTDkDKTL5TgYJBSyASMRN5660tjiYhG0bQBGVnQhAwE5AtvyIQQACELxCQiyVhbFXVKmxAz7HJN9OGi+6FWyM5aRR812gR3Hof759hh9sPuu7I3wJMDS4a9ol3XRhJBFk2o894zSEgJCK21P//Zz05PT7/97W9vNltnaRfUISICenPt8vdG6PsLWWyIyJk1UX0ymQDScrkkImuMc67rugvOwzCs1+uLiwtaoHWOEXzphCOiTKfT05Mz58qcY0ztZruIKWXOIiaE0LZ5s9kwRF/Yq6urtt06Z2OMKTEAPXjzrfV6mxLnxJcXV13XNc1kNpsbQznnGMPV1dUw+O2mm80nwxCXy3WMuZrUKi3WxozQWuuYGdHkLG89+Hpd14Wf5mTaOm63WxCXEw5Dv1y21toHD77W9/12uz05riaTRgTbbk1kEPHs7CylBMgx8jAkEdRdNKXUthsistZ5XyitnchY6wAkpdj3Xc6pKAoiUxRlipkZYswhDEPoQhxEOIT+4aP3Hz78xWRWD7G7vFxcPF++++1vnJwct+32/fc/uP/Gvet+77qtfL1p/csD8hvffNViuhU6+MQffNk+8fOAOYeGnC93uTeO8fA3KNflE/0eX3NCdutx3Yrv7RLM9jvEjWzLz1soy6fZ8V/HT/V1zDNhp5zZn8CXq/CPOW+HIO3HXIhb19vLJ0fLmk8kDd6yDm/V76EmXR+4VL3GIjmQh8BeSPbqZY0vrhFgzi9N7/DlPISXHbRu3MIvjwBv3J775/2rDkpvk8PLqoZ7h++7P40vNIo4zp5fNst9eSUcGggz8z7VfbelXK8UnZbtDosOq/xXbiYCSJhyTinUzcRaGzmvN5uqaSBzSNEY1zTVzJh//3/98Z/+6Z8uV4vQD01VzGfN19/+2p07d6bTacx5iMmMuASqUx8ICBo0Zsx3kl2riSDMcB0wvLuzOAOicBbJKGS912JCOCMZA7hdrxYXF6HrY4xx6Big9C6EcHF51TQTFjKAznvn3BDTT3/2M+UdbTbrszsnlXchhCzsikJpeyHFFFNRVYX32+2267fWG1+6kPq6qbvtRiAZa6xFYiMZGLIxznoXQ+r7IMxgDeeE5Jhz0zRJQHLKKWpslzE2pRhiv1pdWUu2roYhxBjrk/ly24UQ3n33W0RU1UVZloQWDRnjSIBznE3r4/nkr//qB8Th937vvy49KuiEAN4BaASwCKdAApYEMMNY1jDsivUdq/MFCOZwrEnaF3AelZWCFpEBhJMhQAT1BRERIpPDYIAd4dBuhSVDEhHvvQAs1ksNVyinp/fefDCbHjnnQ8wxMoC0fa+LmCwiGUIkAGMwxahaNU1O995bRyQUYmJgjkPoBomtIdIZAZIUzouIM2NIvcHsvXGuBDIppRD6vu83m9Xz82fr1UYLoKIoOCOimUxqxGY6n+mbaqWisRBXV1fa7+Wcj4+Pu65zzk0mk9PTU61iy7I0xmhWnkYnqx2Lrtu2bTUpfjKZvPPOOwrudV338OHDi4sL772+19HRUdM01jsRKYpCFL/d4+q8M6wQQBHeWSVZawCBM6dhSDlKUSOKIbKISOqyhF3XeV8wSEwpMQsjA+TdXW+ICFBEhEarENntFQzgyELOIebM7LxPkWPM3ntAY60HIZ21A6KCA/s8+nHzOQD6bnmU7EZQxpgQwnQ6VfgUXbXfG0dX/Z3Wbt8evH7lc0Of/NKDRtSWTw/kesOX/Q5/84Gjr1SICQBCCKoy0uLYe6/eJDle82D1Z/fJaYll18ZLFkYkJCp8cXV1lVJGouVyWTjDgH3MRRbjqwx524VN7mKIKabMnHMemKNwP8QudMb5yaQ6Oz6eHrnV1XK1XiIYEXGuEEAAQqDCWSDMSUTIG1tWtSHIzGTIGKPJcoxjAwoABtBYyyw5R1HZJ4D3hc5EWFOwRwsvYuYMYIw5VCSmnCRnHUZE1oHUWOiyyD5c9IUwTBxNT7IwAmYZQ19YOCu1WFhECuM1PdK4IiQmYOu8IJV1k3P+0Y//9vjkztmdO20/6ENMRmIF6Haxf1OiVz6+90/J3XJR/bW8rHh/FY6yo66M/HA9z5vNZhgGQEopqqYghFA5v91uLy4ujo+Pz87OIofJdNrMppt2/eTxQ0QJIV2FVc5ABIARMALy0A+ciZmaphmGIeWurLymF/Rtd/Hs6u7p3Wk9nUxm6+X2/fc+yKGOzjUAACAASURBVJmttfP5fLve9MY0TeOcO392fnp6CsilLwDgyYcfDUM3aRoiOj4+LssS0YhIirnruslkUlV1VdU/+clPlWM5aU6vFksEk5OUZeP9fLFYPHjzQVVOOGNZ1CEEAFgsLvTMzGbjTG277XPmqqoBoOu6qiqKwl9eDgriOVcURaFiZmPs1dWVZm80TWOMDSFdLVYhhNlsPptN2rYddZGuarvVh48/ODu781/+zn/xl//5+yyxrppfvP/hd7/7W9/73vdizP/Df/9P7VfoyldfX339cuZafz9AxV/Jj3/ascjH4/MvRDW82KYiXrfur+mOM7IYnAUWIioLZ5BijH0Mpycnm+1WQJwhLTb/8F/87+/9+AcfPnqYc2ya5q233nrw4EHpi7IsgRAZ1X/81uGMjquFDx6iOsh5oUBkZc1ZRyHsEnGEAXE6m6chrC4XHz1+3G43BtBYLMuy69qHDx967yf1ZHp8bKy/Wi616vr5Bw+fP39eliWCeF9Ya5m5j8lZEyRYa42zhRnJQkjCkvQc7jt3IBW5JGZAAZYEImQYBUjhFwGjnepYPmYSnXfgvgoUzpL5eH6Ux9+P+ngTkfl8Vte1PuF2iSZIoqaV4q05Op6/cf/kzumxJ5CcMUcQIUJhBhCSLGrpgDx2ejI2d9fcuFcvp521D44+AQDCLMAABgFYK1QkQRbgnDmEkEVykl1igUPEtu+7rgsh5pyrqirLspjMvfdK+kpZjHFlUTKMee5KN9VCEGA0CEHEnKPkvOlbZ81+NMbMHIPF4AtvvEWhLCwcSl+SARIYhna13Q7DkFJabfr1drNeL2Mccs4phxgyopnPj4+Pj8ui6fuAxiwWi3Bxob2l+rVoeru1djabnZ6eIuLeafP8/PwXv/iFJh0fHR0h4sXFxTAMmhd/dHSkejxEXCwWasjZtu1qtRqGQdE/EZnP5+fn59oY37lzp2maLOy9H4YBSGOskoKNhObVO8BeW8t6coQTEzlCIlLnPSRCIFFMw9BrbsoIyCJ7eRXgTZs6Gd096VP7D/89Z0UdjjsVvNJ7Rwm6AjAMWyGs61odBVUQpxd9GAZlUtd1zSk654CMsgOIqCiKyWRWFkXpqKyrlOXi8qoftmOEq07F8tiPJQYwZK0tqbauOLtzdu/eaQ4xhBBDKm1JRDlLiHkIEYkEQRjU40J/w7Wp6ad80n2qXK5PcW6vU4AA9x9SmQ/4cQ/K/crUHabv+9VqeffsbM/jlFEZDjcmp18Yvqc3lN9ZKyOZ5fIqhOAsFUVx9+7d+XSCiH3fE1EXuq7vLi8v19vVerNxlsqyrqrKuRKAu37VD8N01iBQijCfn86nd51zf/uTH8Y0DMNABN77k5P5s2fPrq6uAKhth+l0pjHoTdO8/fbbs9mMiFarVc5Jp/xD6FSKHKPo/GW5XJ6fn9f1JIQgjDG2Oee2bb0vdQTGmY6OZsMwPH++ZaYQEjOXRW2tizGpdkMbWp2dqR+VBpwaY3I2hHb3eEVd/977lHKMaRcBz977qmyULrFfePpnRA3WkqJwy9WGOfV9ZM7zo2nT1Hfu3Dk+Obo4v8x582d/9mcPf/7Rb//Od0Lsv+r3vvr6Neo6Pr8C/tep3cMv+FN92tTHT5Ttfea3+1SX9QU9yWh7Ka95OHs0kogU3nz158EbR3qYMXNbwiElTojGeZfz6Cu4yqmoi367PTs7Oz4+/md/8Pvf+w//rtssc5JmUr1x/+5bb72lvoWIlDVogQyoCcGu3eCRsKMxDMprpN3BZCFNSt4ptcdOJUNG5IyIjtA7xzm1bbtaXF0+e3p5eYGZq9K3m2CtretKUQVrbd8Nk2m52Wy7bijr7fPnz4eYncvWEBlDRJK1qs45CxCW5IwxIYc0DCYji4xxzUYQDAntceCcM2pqMwswGeVJ7txQNK53H+w02sGPedCZAK21ReFCQGAsvC+KYj6dt5ttXdalL1JKBoxFZ40VEZAsnAW48HT/7KSg/MbZqTcSY5A0oKaLZgHksae7Pn+HybEfs4pA464PWj4BVLIqs+AuoIh21Cptz3KMMYsgmL3ITfvqlFLOXFRl0zRN05hyAiO+LQRoNIqTR4O+nONYykqmnHKKCkA51biAkLAxxqLR6iQ7qL1H5gzCKYUYus2mbTvmxEm6brvZbNq2HWLadpFBaMyGkKS8YmKV5w196rohC06njSCoS4pCdmVZtm27XC4BYLvdPn/+XDUkxhiV4TnntEZh5vl8bq09Pj4OIaiOaxiG1Wp1fn7eNM10OtVG13tf1/VkMum6Tl0WdJ7ddR0igi5B2RmuEhljGCRrpA3sAhRkhMx47OpBmZmKKxIKkaZsWiIyxhHZWzkjYzF9gMjsA8R2SwKVnqr7RgZRQ6EDVRzKl9s7+6UtVPgwMRW0nN13GkrubduA1jjntGnPMaaUlNyRc2YN8hZRXagg9/0ggH2MSbisKiy9RVZwOIShH7aIYowzqLGcFgCKokAWdBYNgSFrfOGLnGToI2dwrvS+AgBAthJjYkY12VJPZRZkRiYgjTJFDXDf3dc0+jfhrWygX3pHjZ/8T6PD1Z6Ps2tZXeGttW3bPnv+/J1vfGO0AJUX6hC82fJ9UXxOGWmu3ntAstYZY4ahDyHErp/UlYrZjDEZ0rZtI2fj6OzsbDZtjHGElsh13bbrV+r9u15tzs8XzCTZA0Doe+fIG2stsWROidBu+23XDfP50T/+R9+pqkaf4E3TGGOuri6fP32KAqurK/WIEmFJ2QB44/e53KqyK+qCUGntUhSlMjD7LiGxtQTAztthGNo21nXjfRlCypmbZtJ1Xc6ZDMQ0WEfGmGEYUspm96XBJXoVptO5iDBLjGkYhr7vw6Bi9dL7gsiklImEyHhvnDdEyJLIgC+IOfrCDkNnrJydHVeVf+PN+1VVPXjQ/uiHP3ry5CNbQl3XP/nJj+3f6w3oS/CBv6xGLJ/2tHwGU7IbaQG/VtdL6TefKWhBPudnvibmvDah+jP3ch9z5j/VZb1+ASrRCD6RMAwvWiu9/m7wmkpdzR8jIs4cYxQRX1hrTQrdd9795na7/eM/+ld/8m//aGg3VVkqDPL2177WNNNhGJxzDOqXbY0xY3m6z5+7tnS/luW94hSJCJCBnLO2HdZaZy0Rbdfdz3/63mq5NMJVURgkENXxs7fOzmZab3Xd0IX49OnTy6uVhl+fnp46bySkGNqUxZCx1mZh9frXjmUndBRjkfIe2ssApGJGQaEx4nksGgiEEAygIBskg6AVfAZS3ZzsKMqEYAgdUNu2ar5S1/V01sxms81mE8KgLKlr58YQEAWQhbMz7uRoOqlsUxaSk8TBSDZkjEIxAvLSYpMXzTleRdKGFyN5kEdHlsys6kEhJCBRvJUBVLTmrAFEMAAQYhj6QV0rjTF13VRNrUI4bZCREJGMo5ziJgTZmTCw8BjCgewkSZYh9ADg64oEK2eNQQCIYQipzzmnFBbPVsvVlVYw2jXFftA/K0tQc7fIeGed85YIRHKMkRlUWeddUVVNWUyS8Nm9Oyklna9vt9vtdqtHMQyD5jHohZtMJmVZzudzVW11XTcMQ9d1i8VCXVi0AVBp3/3798/OzoqiUB4XIi6XS21E96Ht2iT0fQ8AZV1pD3modCIaIz2uae4vEsv3Fy7kNCrAKKG12hmMnHfZ4SevDcmoAWLOOebMIHC9y5EI8j9gaf+N2CrdJL33uw0zGWNizro2ENVKyGpeHDMnlpzzer2OQ++cywL9EKx1SaTrutI5zrmPA3AiBEtUNVMkISJHxhpnNP/AFyklAQJDelEXi6vLy3MSyDlbcjtwWELKMWchQkOCCLSLwNnHySPDaAkjhLDz4WJUG1C8/hYBZhDapceg7BynPgdS+tKqu/4Dvrr3u3VAqajRdDpdLq6urq42m01dT/bvdCsX5gvr9/QZqm5MwzBklr7vDy0zlAysLq9gpCzLSeGPTubHR9OUwjDE7abr+03brjfbTd24EMIQBoWUOV0y86RpdliZxBCZuW7KlBKRnU3nVdWI4HbbbbdrzYa5uHjedd10Ol2tlzqMMIaYmQg1EfTs7IyIYsyLxcIYs91uiqJIOZiMXZ9S5GEIZVm33doXrmmaYejatn3rrQeG3DAMOUtZOu8zgGQeECWlqOUEkQLaRskg6q5prZlMJsyQc3bOV2WTJ3lHciHlXCDqAIuAAMASoQiLZBFOeTiqJ4i5LP3Z3TtlVSjF+t13323bjsi8+eZbH3zwwfPnz7/C9776+vvduv9SW77PCfD9agcTL2swPgbiO2zMPvEDvyab5TP0YMIanPUJjeKh08b1EPFFbe3ekExLDdi9WIRfp41PmclYBOz7HkmauigKB8BdF/6PP/jfvv/9P//w0SNDeP/unTfv3ju7f68oCk3Jsd6FmAXRWEdkASkLAzOh7AAilYUBjgYtuLfgAzzUgIyGEpYIAFxByptaXFyGMDx79nS1uIQsxnsEySkYwLooUwrnz58108YYIzmzwPvvvz8Mw9HR0WQySSwEYp3JMORk9udQwDjvEagbhpRSysE4Imsc2JwTo3AKeiYNIRXeWWsRNAyNd35xBKBiGH1qChmIOeekFg50CK2woCFr/WQyOTk5ds7VdWWMGfrAzNZ6AFFOIAEgZAIwBhDBQrIWa1emoefEJNk6MCQInHkXAowESDeg42u13ggg316AjTHIAAZAhEWQyAoCkNUGZKxZdQBsqDAuJemGXuk3SOSKYjKbW+e8L7WmSQxWAHKOQxT1jSfLQkQGCRGRjB1jHoFLI5J5sRi6tl106+XqKnQ9EbHw0LYxhRzzEEIC2VPpEDDlRNaxWDHGGCPWooARJqCU49B2iGCdKcsaBIuiIOu2fb/tUt+HruuenT9Tg4DZbKaDdufcfD7XBrIsS8UVV6tV3/cXFxdqfKdV2tHR0f379/U7y+Wy67p79+5pKbZYLJSkpHNupbaqgkXJn86NpfnFxcWhmFbXZM45pqipGBkFRxGfjMW3MCKYvRY3SQYhERQxAANwJLLWGoDM4sgwQ2ZgGXM/YHcr7mt2PCi4ESDlPISo1CwAzHn0edIVJv/AwL19m6FyNd0t1TJEpzbKx86Zp9OjLgzW2ul06r1frtZ1Xa/Xa/X45d1gi0BCCIlFBIqi1K276zoiJEQy1hoqC19PK0AxSAhAQjTyBZCMCTGJsI7SEqckUWMnyVqdOyWOmTmJWkURIwFnQWHUIHcAZBQiEUAREGC4pj2OLqFj5rgq+wgYgQmENN3hc1x/EbkRbvGqJ92hcQurz5Wg3vcMMn5kNEPMIDSbHs3mm6vF4vLyqigqdQJjICLSIRq8YEvxha4c9SAxxpBB55wIO0vW2vlsPmlqlSunlGKOgND3/dOn/UdPHhmDxrgYcgjZOXNyciIQNpuNiDx48IDIx4FijGTMermMMeYcAWQymbTbFpGc84D08OGHIcS+68vK6W4jgm+++RZz0ohRFs1csSLZWmu97/uQc9YxWUoDcyTyxkDOQ0xyfDQ/K4+rcrpcXpaVBchdtzWGqqoUERAC4WEIIlhVRcp9M6k26/ZquZhOZkQmhFQU3nsfI+gjImdeXm0QScPTGXWuKNYa1TRYVTegjg4VfiSBFGLb920zKVhCHzaGzA9+8JeLq6uuD0Tmhz/8ofJUl8vF48ePYuAvG7736wyXfYXvfTxG92kBtFvTwH998D38TPiefA587wZr6ROtdF6lZ/v4du7Gy249IbcGunx8s/diVtsNDd4r8b3DMaHyOXfeVrTr9GCvid8RtOjlY3k5sIgZnPUCnEKe1hUCL6+uhm79+7//v/70Jz8+Op7dO53VVfWPv/OdWTMp6iqltGnblJNzBRkiY8A4AciCIoQgKNchuvLCQBfloPhUmtNOgMaIwAzGmBjj6mqpNXdKMfTdfDY3gCkOfdejyKQqt5tV13Wzo9m0blbbzWJxddWFGHNd1yd37s7n86fPz1dXC+89cNon8AoAkdGzpC4R6qqgFjKMoIRDAAIUMuR96a1zCAgMKaYUDSKhZGBDgGgtKSBm9sdKhICkNb0BKatqMpnU01lZlsYQ0Zjitdlsm6YhtAJ5dJRAdMYQZEQ0ZAgYJRsARCFkQ2THsAoz4HgaD1dv2hFKBXfcWMi3LFfCm3chvohj8Kh4YdUlCsaccs45SWJUCwfrfdNMnHOaPMEiYCyO9nQ55UErTSLw1tW+MsbxaMUhMOp2kpOMxhhkzmFxcfnjv/nh0PfeO2OMJfDeEpjA0oE1trqeiRCgdcaQBhkDIQGSQFO42bSazhprLSIQ0WQyZeb1artcLouins9OmNlYHIbu4uJCc/OUb6kSPs1VV+Du6OhITd3UjVMFWsMwLBaL5XKppM2iKJbLpZb7Jycnx8fHdV13Xdc0zeXl5Wq16rpOPWyePHmiaVeqbJkdzdXqc4/sGWMcwhCvbxk5oFzu2w8iYlarTiBgxV9DSNqQWJsTAKBNKeWX5jyHfE550W2LJWvgoQABYJZsDpSESjIVlH9QLd+exql4nfd+Pp8fHR0BgIYfZGZjCu33ACDGyMzDMBhXaN1J1inijcLee0FKKfuiNMwi0gFYBGeNVZEsQMxZAAwBCRhBzVw3QIX3AJgSkzGI6NBGHnJMIsIxsQFAstYzIAmKsWBoZ8XDgiyjZIBVMY3Cu4RWXSKEKAZFk0+Vjk5IKGJQBNgiETDi55Vu3njw3bqWBF9C/14CuvfPMudcWZZkDKt4UiSzCBpjDCGpQviA3kKvaTT4Ob8UpxqfLMxIBhFCCJyjTn8U7qvr2hiTJFlnjXd96NarRVUVRVFxBma0lqyTbXslkK8WS8lb72W7TovFoq5oNptOp9Ou2z59+rTvh5OTOzHGppm+9eAtZsxJvPdk4OHDhzHmonBlWV5dXa7Xa++9saTTK+fcfH7cxx4AmqaZz6d936cUjKHpbOK8CaFfr9ebLbLwdDqvm+LZs+V6vZzNZnfP7u+zOol8CKHrtyJVURQCqWv71WrZd8NkMi+LigyqY01OXFZuNps/efzUOe99oWxkHYQJoyHjndO7KcaBzPi86Po+hC6lIJCdo+Xq8vh4/nu/93tNU2822w8fP3vvvZ8/ffq0KIq2bZ8+feoLB8Bf4Xu/9NUOQCA8biwIKKReYygkyAiCMo6alCqCgqJ/HV8GcjBoGo05Ba6/jzuM4KWX7YeQt7zsxb++EO+1K0L/YeJ7L5/DF/66021c/xU+4bz9XTeiPDo2v3DJPzW+93qfjV/VV+4KJHy1Y4HCM4ee0nLYa73iEahzR9pDYbdxZuhgSrpz8AMQoevwvB39njmNrwTOkrJc93u0n+cCvbR4MCcWJ5kzczIGu7Z9fv7kX/3LP1wtryZ1ObRd6fxv/dZvT+p6iKFdLp33k/lR14XltnVFYcRgzjxalZAaiuzuO7rhr3t4t8otPa2A5PVq9eGjD9u29cZWVTmfTdIwpJQBoCgLb+xqdWUA75yd1ZPmw8ePn1+c9yFRUb7xxoM+hmEYtl0rImQdAMQsMabM4Kx1rtB4NyLy1rK1zDF0PacMwsiiTTMCCrABsGScJQOoej3Oh4NxIXU73BGf1DIFkXhnjwmG6unk+PTUlwUYiiFYa8u6IALrSHLg1AtnIHKFc0RAgMIAQCggTCJEaJwFBkMowCSASGPTtAvC1oVtdtacCKQflm9b8PvwvQO79Ov88aRRzCJJmIgM2UyRIw9D7LsByBZF0TSN9Z7ICEIfBhEh46qmHg1LugHRucJ7VxBaMlZIMmRhzMLMaaT1cu5SqEobWRgpiWz7oa4rbywZlJyYIUsKmck7YU7MCEDGTJoGiZT+6grfTCaTyaQuymnpEHLOiTkTUVE6BCPWllXcbEzXdX33tG3bEPuy9OqeUte1/n8+nytb7+TkZL1eax/Y971S9YhIY/rUvVP1e5PJpGma09NTTeG7uLi4vLzUNk/ZxWrpGULQeAZmcK6YTqdK3r3Iy26I1soo/cqZOdNOWSe3hFDvfY9tpj1UbnJOCtXmzEzMAkFyEs4CIhpnrBdX7f8PV8RuzaIRBhFkBiQaxws3tzfWzV7w+la+fhyMNryvs5nvzGMRcGxFridB+90PBUVNRF8FLArdJJcgjJJGPVcaOyA0FiGYEcZ4FBl5EHgwc7xJW2URRKuuRVnz5MwY/dh1XdsNIeaUc+TNflWIyKZri7oioqqurHPWeiWwpTA454zz27YLISRh5uyc5RCGIWQy1lo0qCmOmJnIIGRAS4hDCNZZTYERyUSUOIQ8jLMhpCyCCDGHnEefJwQwIyn82hbl5Z7q4OEit484BVAUI2QUvk7YA2IQowpABgI+HAzfeIbpXCoDoGgwOo7TtP0n2D8ODnhCeLjwEEiIbzxrd/CdMcY5t7PiBNF/Yo3n3jd7Y0yL4I2FdgvACHuHm48vjV5Kkj1Y5RJCSCkNISBSSskQgZA+yyZ1rZ5kxuJydbXZtDo/ZZYQUteuhmHImY0BwcCcjEUkPD4+fuedd52tF4vF++/9dDqblGWJiN4vnHN1XW424zJdr7ar1YaItu1qs1lba1WovLNFHdFOIjAGrSXK9LWvvaU+VY8ePVqtrtq2LavCGNM00xBC13VdN6RMIaVu6GKX7t67Nz+eXV5eOmutGd16+75HlLPmqO/RObfd9tvNwlo3n89SiuMAWpJz9WRS+8KCQNu2KTERafhe4cqUmDnugtolxN4YRIQQ+q7bkkHnTFWXHz19Pp/D8fGpMSZn/Cf/5N0w5JOTk8vLyycfPSY0T58+vX//II/hVXP6wwn6rYSuzxmN8DmnI5/tLW51k//M3iH5gFSmtByAkWoCe37A2PYBgWi+FoGo7hZBWJgEGBhFB/o82kODEACL7lZqET9OpQCEBfRfx7r7+mWgL6ORAHDzZSpUJkRC1Jfll1AUwte6iK86S8x8I7fgNcMSbl1XN/z94cXkhk8kTtzEsojG4IGD991fL9rPkvV6IbxwSo3RFme8EIj5RRoh4TXDfkcd1BAtc9vKSTdyC0BuxPQo/15uUDzGcofMToatL9v/HvwY9uatZ0yvlwrArjkDJC8nlCDtqXnKeMPbgkwyjIqvEUDZWdvD4eUVOWy0FKQ1CMIZ+GAaf4P9gmAOaz4Qu7uCKCIcZYhpvOtwyCIs6XoTI2SOep33z34AyjnHPh4dHXk/MpQAuOtbAJ7O6s128f/+P//xP/zHP4lDF4bh7M69b379m/fvvWmNEXK2cBaAQdohszG+aXb5aeRg5ExmyQCZxt5j/CiSBRE19ml87CMAIUfImVFyWfiqKtv1ar1aP/zgFymEWdOASNduIJOzpo9tCOFoftIcTYac1ETxJz9576OPnk4mk2lljs7ubre9ACbhYYjGuG3b3793ltZrckVgQDB9EuQ0n81EpG9bBrFkpnXTb1sBLryHmFOMRGRsUXuPJDnEISXOkRBL7zRhiTk5Z4xxlkxKiVG8c0KcMvYplpPJo/ffr6rqu7/1m5Izelr1G1cWvrS+dH1qLxfPj2bVj37wn4nb3/7ud9+4dzL0LUovhs1OfMWMICCSkciQB2REC4giUFi95uZwam6QDumbIsRgBfLeKVTXbeaIiISkIekAgFmMMYYIAEKGlJiZY2ZjTT/EzWbT970ANf8/e+/WZNlxnYmttTJzX8+t7n0B0E1AAClxqJGooYaWJc0lFBOhcIRjHib84j/hCId/iB3+B46YB4ftefI4PNZIskYiweFFlECCBEAA3eiu7q7bqTqXfc3MtfyQe586VdVd6MaNpIxCR0Xj9Dn77J07d+b61vrW96XZZDIJLljLsmZwqEwUp8poD3haFs45JEriQaRTIkKlQKmO4osCSAGxYWdbZkgrSmKIaml9Otow2RCMOl0sjFF5llTW5nm+neVEOo5jFlFEURxrrdIsCc9vFJlOyxtFXOWd9d4zeET0lqIomS0XZ6eLsqxBlDFJZIx1TRzHt2/fDmy9uq6Pj4/v378flFSOjo6CIEco4xhjAhoMMnHBSCDP81V/zs9+9rMoioqiWKHlUHLf29sLHYDhxaax7AFQPTk82dzZBgdV7aM4U4qMiZVSCpGZCTosskpddhCdNAi0jkMNl9ZjY1JhifCI3osXJoGTs9nNmzcRkUApQgAmEQRHwsDiRbTRAuic8yBaJV7IWfAOlQIS0oCGjAaNAEhACsNWjQpJayBi8YSQRrFzrfNemLVWIepHIs9yGStit4ujAtIoCEqQCVHQgxCz9T5dE/EXYQaEYNUtfp0D2FenZK0OR4iITOwsOwYgYUQwsYmEqakdIZCgEyEEBwT+gkEOIAQ9lQs0DQ/WtuK8ILBA4GeG8loAqLW1zKyMptgIookNM29nqVJKEExkPLNrG6UUIKg4rp0Dy6iVApHWa4K6bQH6sAEZSEdIkSJrbZ5nbd2JXgiy5ZbBC/nWt+KEiCIyIh5YQHkAClw4ESYWAkEGEfAOxAMiog9kdBIkJhWaaAEAiUAISYBZxHf5Iu5yvISoAL14TWQUKHAkkEZpK+KYk3Tg6oKEE4PiRBkd/OKZlCeg2LBnTYqZEchbDwAkBEiC0BH+O5Z/J3YljKFx0ZAKX60AATHWhtmFqMQ5KyLeOyKqrZ0tl05Ex7FJYg8iyNJ5mjhxAkyKqFM8Eu+BBdnjBTzZc+I7DLyuDhpSsatYSK6GRhfUjCDIUjOCUspXlQBsbm3t3rwhAh99eM87pTExWtdVVc7nWZaIyNnizHkXJ7HzTdU2s+liPJoYo0aDQZYlZXWGpL23TdNUjhezs4f372XZCAS9mNF45/Doydtvvbt7awORZ8uZCHqRn7z99t27vwGkTBwrW33tt37r5s2bs/npwcFB4+xoY5xm8Wg0mk5PqrbcGG2YRPmyOT09OTubeu+DX+hkMqmrJqChyORpMpovF/OyyIeDweakKsvSVrNilo/zgVqRugAAIABJREFU2fTUuyLP8zSLyypaLBZls9zcnEw2N58cHjYVF/VCxzed8On8RCk13hjNZrNRMXrl7u2zs/n05Mw5F+s0z4ZZljV1W1eNiozWwMCCbIwaDAZPnjz27G/durUsFlrT6elpHMUbk51I5x98cG9nZ/fBR4/eeONrb775prVWkfZeNjY26vpLfc7PvbgXSCbh8UGCLnEW2neoe8KEnva/q4QbXcwd0sVaCV1MTF3/qRWeoYuv0z/oboTnhO60llHDXm/70hheGrTVi/gFDSCv/cYOPnwcBfQT5lmQ177iUqYSL9KgLg3A1aJcf5BQ9RG6ltyClz/LKMGWjoOrD2Mfmq+9Hzn0+Ah3hT4MaXEQplXyIOT0IRTSAuVWAEA0KZPps7NTo6M8H8znszRNkzgG4Ld/+rff+Zu/3H90v6yWWxuTmzf2bt18eWuyFUUxogqiJR1ERvDdNkmAQNIpgHeqjtRVAxDOkXwIlQiFAIWACEOOIYnTSOvlYvbBg4fz+SmwuLb1rW2pjiMzyBJ2jbXWGJOmWRRFs/m8bpvpg9Oqamaz+WS8MZlMrHdN3XgRpRSQUkp59t3pBdIaUI95aWW9SL2BAYiw96LYGI0amFkJeNsG6kuSJOxccFJCFMbOLcp7TzpWxmhllovFsm60STc2N7PR8Oj4MEni8Xjs2Zk4otgoo8V7a12k1TDLYGcbvvrGxiBPDLFt0FoiAPTB5kEEqHOdVH2KhHotV6AOvAEiBYeL3sSBuwRbMIJAD2s+k1eI0NiHzNi2rbWOmYGU8+ycq1vbtNZ5r8iMRxtREidRjALWWgaJogjJeALP4px1jEjaJMYYk0S5oqizvvJeKVRKc0jTnCvHIgAzUvgjiB7RI0VKmzTZGE9u3dolgCSOjTHoOPAtA4FZgLt5LCLiXd1aERGJle6wAngAYERmBs9xHBljIpNpnQCwXqiqKj788MOgvRHHMQDcuHEjy7JQvWmaJhwn4L2ACYOsSxAZL8uSmTc3N6uqstaORqPRaBRkGNu2XfUEBqOtzpM9HhhjhsMR6Wg4HhdV4wUZUQEKAkmnWEvYaWy8AA+hT3t1UESAofsTChsEoWoo/ewJ4rndWtoFyI6ZAVEhKhCite14rS7EsKqQQDc1n70R4LNfQQCWHjgJnsvx9+QFQgQCEljVO7nPUITYInxt0DFVK0NtAlLKBIK4F/ZemJlMrDUqAefAs0NSAuCZrXNPbSoLUJ/6CMIYQwhKGxZwwl3yjxAD4ZM6xlKQkQTuhujKfhDoSxfc2VG4q+Mid02/wYs9qKec7yNhUFZ3VQJ6O8e7wD5kFnuSAfar3vrzBr0StAQ1lo7zAXBOs2AQ1THSZfWUhvvD67IvAqo3i+dgmSKeWRQoFhGWbogICRGBESLtvbfgmRkkeMMKAKH4VSji+5sqcj5RAQDEB/XgS2nQj4lt+pMHlP5xkZU1xfUFutUWy2vm7+vEHl7jHV24ywgQ7AQRrbVnizkZLQJVXdmmdk2TxPGN3Z0ky5IkstZujMZxlqBSUWI8yDBbgKi2LcuysK5sbUHEWuuqKpu2dk6WywJBEcWA+dtvv3s6Pbz72p3BMDk4eLy1tb27u3d4eCxC8/lya2uraWpAHyf66PjJ/v5+USy8d0qj1poIECHP8ySJmcU5XxRdV2oUxUqZmzdvHh8fB1sF5/x8PiuKymJRtnUSxxtb4zhKGbxnH6WJOI/Ent1gkA8GKRms69Ja+/rrr1dVNZvN3nnn51tbm4PBII7j5XJZVdViMattzeyHo4G04Kxv6jqoe/eyVa711sTKN64si8FggOTn83nT1lFkANBZXyxL7/GVV+7WlV0u6rPZo6Ojk1df/cpoNKyqipn39x98ifd+XcHJr7g86Qt1cL3o0Z6/W++pzWnrDunwqb10ntpJeKml8Jr+vSujdPFonfKyfMop8Ty9eZebIderjGuX88lu68X344Uk4EUFxafWaAGFmVdAUYQRqd/qelc6wHUFF0HGLlhUIfko3ZHkIqYNWx+zhPZobppiOMhGefp3f/e3f/uj7//i/XdOpo/zPLm9d/PO3Zcn463JZFND5D07d4EUdC4yiggSZNYkBCIM5EWFzbNHnP1Vowh1hC2tCFEse1vXVds+2n/w6MF+lichxSuI7DwYbZRhEpEQ8+mqqubz+dHRSZIkg8FIKR1HSRRF6Klqbei2QqWVUtK6Z92dUEIPzEbnWulGFZhZa6OUds4hYF03xnBoN2dStm09MOK5wzIRedSoFPV7S5JEu7s7Jo60VoiiNYmVpiqjKCFgdl5AkCGNknhze3s0IpEkjr0DZmBmE+HKPY/6n0vV++7OIoZYX5hFgOWcedHr/KsQKoUawqqgsZrbK7GQIKbDLN5zUzdFVTdNA6SUNoPBIImzKIpQEXhh7xFRATJi07ateARlgQV1nOVxHJNWBKZjcqx/xWqAAK9/VAMNcmNjQxOFkqOv2679w3sRcd6GIQnMYaVoxRroOmdUz2/Wkdatl3I+X8xnZZIM4thMJpNbt25sbm4Gvc2yLPf39xeLRajgBXgW2q6C8goAWGuDd1bwV2jbdrFYlGX55MmT8L8BHMZxHMdxkiThd2jYC/XzYlkF98JlWZHWreNw5M/1p8Mhst7C26G8MINCfyYLBE5pGNJnbjdCayszysVAmc9t+p6FAXHtDDozRoRAu0Gg0K3WCx11YqMIiBIYPoghIUkUljQMvcrMfm11E6MNagMAhgURtEb2vihqZy2xI01enFxMeVxVvcJz5h8Er3DH/oJRwWqroAvqI59SBHLFzVlXlbyao8FQ+FzfOuFTCl0//4S6gKlCR4F4L4hyzvDqjNMdiPceGLXWzL6T/0UkpQFBxF+bBr2wP/4a6T4ws9IqiiJUgTOhkiQxClWWjcfjl2/dBnYquIC2WJTVbLZABULoWjcaDqxrrK0Atfe2rIokSaxrNjZGeTYpiqquG0XaOSnLZZbnr7/++tnsRASsdUSUpQNnUcQXRTGbn8Wp8tw8fvL4ZHoURZGJVPAxHw4Hofd4OBzWdasosS04Z5NEiYjn8t69+7PZLCigisjt27e++ptffXxytP9437YNgjD7tinTJI+jJEh9Wm9jE5s4WSxnZVkCQFhF4ziez+ePHz9GxECAN8bMZovUuyRJhoMBWGhqx068d8PBGBXpOPLeLqvCMRB752wU62pZtm2ttW6atq4bZk6S7OHDh/v7+4cHx48O9l977bVXXnmlaRqi8a1bt5IkWSxmX+K9L39++dj1RY/2ot16T0V963vJZ3h660d+zq+4RlXlM+lLfE6H8f4Nl+Wer57J52q2fuV6uZMVCZym829fJTe7F4PK1jlRl4LsWh9UdSFACJcuF3VJoYgPGXVNOk+j7//nv/nu3/yn+/c/zPOEbTvINv/xN74ex6k2hj1YZBH0whpU6M69WHTv9rlOyE9I1CpBDL2iO/cNEYHjySiAng0gOzc7m54cHc9Oz5JIp1Esnr14ozQRoRAzWOuds2mamsicnEzv3ftoe3t3OBxOJpPlsvCOQ5CqtQYBCgnMa6OEMIznUIpXzVEIgEGAAT0HGf22TZQy3tq2bREkoMT1qW6tBdJRFOVKD4fDPM8YANmzFXFeASqliMEEQpswsqCIYojTlFiQIBDY2HsjZq17i4Im/opi1NVJBUItAbqOR/B+ZSgclErW40V1hQouwrKqTwYQxQzWurZt67p2nglVnKZpmqVpBoQizE4ABElIxHmp2sYLicIoMogCyiRJopRhEevsqupCqAKIIoKLxIurUey56n2Qu9BEnY+Z90FQJ4D5hGLEp7QLaeq0i6SnLpRlaUy8sbGR54PFvCKKokgro09PT/f394OLepDXDzbBWuvt7e3Nzc1Q2WuaJnj3Bd8FEXn8+HHTNGmaBjt1Y0wIYhAxTdOADYJr32w2WywWRVE0TQMA3iERCWLd2uF4HDrBfolblTCG2lRYIWzrvAsvUU9uw8t/8DJWZwxlJFqjYLwA7pBVV+LKLFuEARAVAgZ+3gplBGQKHYe5E69iZu/6JTRoaQKFVgXnQ6ciSgc0GBA0kffnhofUm2HARWPxgPdW29lVdasvIHd8rfbYLy33zReSsefbPREpWWMMERKgQhW8PbXSAKAkVMxEwD91ljwV4F3C0r/6wC8I3vQrc5eobdu2LsrpdHpyeBRrMxh27uQq0sPhOMliUFSX5Xic1XVZVpAkBjAqShyNRojY1Jb9om2dUirP0gcPp1mW7exuLJfLo6Oj0GJ3cnKyvXUjTfNBvrG//zjLkvEkYnbOtVmWBNnYOE5EfFFUJyencRx7L7b1znkABaAAkJmb2mplhLtiNBGEbro40sK+LAtnTUiVWmsno418Monj2DZNWdRtWc/n87ptiWi2KIJcs4nTuq7LqrJeBJX1UrXLOIudc03TGAimC+K9my/O5ouFB2Hmqq1RCTibJDEpKMtid3dLKfXkyVlZNnk+LIriu9/97sHB0Y29G9/+9rfTNF0ul2+//dP5fLa1tbWxsTGdTr/Ee78eGOmpLZTP87Zf+lV8VvW99b98GrCH59oSnw1quca1/Pnw1aV3Xjxah74+A3R90aXguret6nvPui74RHqqz6rvBWj0bHs06eLxi1tbZ1m2LlR2XpwJRZ6g4EGdU3ZPUVzjEIWCIQMAs3fOKoU7uztJEv+/f/kX//v/+m+zNEmMKov5v/jn/+z27ZsMQqS9E+caIiaMkBT0FKx1eYYOG8vK+ls4OKkDAApJ366PAhgql31m1wk4qYtiPj07PZkC++3NTWstew/cWRSEQoC1VoRns1lRFFXV7O3t3bhxi5mttWVZRiZWSrEXrZWzPjTuh0rFM+6OMHOoC4WTZ2ZCjSp0BAMRKaXFu4CIAkmPnfWeO5PrNc80IPKOyYtWEWjJsiyOosa1ABC22zjSozz3rccgti7I7MRZ7z1GCVKo5fogKtB1fsIKy/FTFz0GARFy7EN1z4MPvF5AQAmUx2DuuDJMX2esrZBekB8MVkhBf1JE8sEwSZIkz4iUCASspcgohSDonPNsCcEkkTKx0hEDCmkiIwDsvXNCGMZQXVsep8vMxP5pDVetlMJOkJOCYsoqBA8yOX2+pvu4Qgo26x58d0+Vadu2bsvlsjidLphJa1JGi/g0TfM8z7IsdIESUdu24YYuFouTkxPnXMggBAgXjhx+gqffZDIZjUaLxUIpdXx8XBSFtTbY64X24KAoEyK28WiLiLzIbLEcDodVY7+AzavPVzGvsfdDexeCcDeYyodB8371ODxLyRD73mqUtdUMoQOPAC9i20DdSa1Eg9f6sIN3NrMwO+zZqd3KBueMZWZm36+iIt57x4COPQSGqk8Sk0RRHMeUJAheQAwaeUYydF0AWZPuiJ39MhKgy6VU3dVc4WdL8Hk6O6aj518Qp/7i8ExXze1uGgGCUpoQQAUKAQUqAZEh0/doa0RkQAbwzCHXFGw2nycH+nmokX+uoWDYmNhBXdcAWJal6vNBWZplUTyZTNIsrts2SdM4S0jruq5P4MAYVVauKJbWURwHW/NlIAKwuJBTbZrKGH3nzsu7e9vHx4eEanNzk5kXi2JrM5iR+vn8jAiKsrKutbbJssQYFXJb3vumKebz5WDAm5ubw2GWxMMkyYggTVPn26aph8PB4eFB01ZxHAPw8fHx/Qf3KteUZSnAq/Wwaeqz2bRuSgRFqwv3Pjiyhl0m2AyORqM8z89fEbdclsY05aLSohXpkNWNotgYg8JKqZ2bu0kaRYTD4aCslvP5/M6dlwOrYmsrXi6Xs9msrtuvfvX1r9x97dbLN996660nT54Ez5v79+8fHx/Hcfwl3vvy59esuPdZobJLKOjT0D+u7kbPb2d3zTb2BY/eM87k872tVwP3K2Ff175zaddbY8etMvSrOJ4RMQRLQogYuvB7GTQJLbUAvf4tALDnyCgiXMym7793+Jd//h+8a4pFbRT+xmtfuXPn5TzPrbVFVRNpQCOgGISQ+IIq96qdhvg8G9/1afX0HmbsaKkrRieLC/EdOHZlUyzmTVWgeKO1UaouC3Y+OK2vwi/rfFmVVVVVVZVnw9svvWKt9czOuaZtSJGXjrrpO5U6vF59O9jN9YCEmH3YEUMEiUYpBaKEUHn2HT+p64jqygKgTF8oMMw2JFZ68yUihyhgna3KUkmiR4Rgkb1SpDR5Ly70lrkGFThrBTgymiQAuW4i+v4OX009hHjXefbsORjCU9fhKSBORICEGXpZO77ys7J98z6onHjvPSJlWTocjo0xWunWWutdMESiEGl7p5TO40ibFI1hoLJqBECYnXOCIIyKCEEjoDACCZFCpHNS4XmeQK6iwRVEJCQiktAh2Ye2zOycY+uDZSURKUXBkWR1md573ysnEVFZ1vNF0TTtYDDIspFSaL0bj4e7u7uheMvMoRAXvNFDVBQCmiRJBoNBmqbBjyEQPqfTqbV2sVjUdf3gwYPlcpllmbW21zcfp2m6WCy2trY6yXXnvPePHx1prQWxrusky8KLX1Bwvl6c6Z7A0MbU9b8Ji/XOCytSQBgi9KeX93qc1tu6U39MWnVWMwI/jdIZDsBAQd2xW/ouuxPh+XFYWs8invqExTqwOV8HCRSFU0IRof5wiIiKUBEQKYWKCAQEhEjLxYzb1S4+ESHo/FRWOpAXAAn3pPq1pNLqaz+T4t76tnhlt4VLwtiXsOjnFuLAWn97n3lRoJG0MeAp9FyuRHecWGYGBiIXiqxd5618zJ54FfX9GvE5sb/CkO4JToAmUmmcDNJsNBwapUejkbXWMTjH7bxghLIsT2dnQvGyKhblIhEtlBR1Fdw+kjRXymDb1lVbLs4Gw92dnR2lKIgMK52cnJwQtfv7+8bEZbG/WCySVDe2YPFISmkqymXTVEpthSmdJDGCItRpmuVZkiSZiDfGtK1a7ThBclPEL5fzw+OpEGSDSKlopZDEntu2LopF27osywaDQZ8q7bJjq4AwSIlaa0UkjmOkqG1bAN066yqnlYmjSJG5e/fO3Vdf9SIAMJiMASFWEMfRw4cP0/R4PN6o63Y0mgwGo5OTU0RM4uzG3i1mfuutt3784x8j4s2bN6LIFEVRFMXGxvhj9DmfVS+Wp+V1LmX9P/Fz/pxHe0522bOOds0Br6/DfGwv1tq3rC8MH3/wzwntXG/C9qLHv77S+KKHfSoiusaR7xOIwV49Pe5pgXiFcvCcl/+sS75EunhOf5sX4nOulenoWd/+7H0RP7b6dz2f8yq15qqk6qXTuPTiaqhXdaT1LPLTIF/XWbOSZunfw+ciLGv+RauRWbXEeCdaI5Jm74AFmE1stFZluXS2VRq0xvEor+rluz//6Zvfe/O9d9+JY7OzvbExGuzs7W5tbzvnT0/PWCCKEtQxovYemTH07AWvXgbxINDJnTD2smXYdw2FkECERTwGIxYEEiHipmmsrTWpXCeOfblYNmWZJwkCVmXJzhOR0Tr0FCGiZ3M6PWuty7JsY7KtlDo6OtZahSg8hFzOOSGsa9u5TQRhj9Z1hEBm7A3xEFERhbsQjt+n9kFrbW0NQMHuFpG7f2UJoE86wwkdiIdh8oTtjYis8068eNZECJwm0enjw/vv/+L1N15jVwOXIkFBTmv0pFmTBwjqhq2IsNKA6INGYzfQ5/9BR4cNUi7BsL6jtAWGb0evla6sK11YGkQHkNl7H77LAyARMntn2bpWGJRW2kRpFkeRTpJUd22NLpBEvXXsvdEminScDdIkS/IcSJ/Ol4tlWSwLMhHpWASJFJIKWLmb4wJBIp27c14PTGVV677UQ8XMpKhpGkL0vvOCC/ETEa1pMABih/EAAEkFffawEBERko7jeCCY52B0CqC9t8uyePhw9ujRo3D3jTFa68FgsLOzE0hKwQoZALTWZVmenZ2F7sGqqjo7NUSlVBzHwWovlAfDTFssFlVVEdFyuTw9PUXEtm2NMTs7e0qp1rlgEKK1DrP3wvqMz7szXRO9XJD2DQ8ed822BCqoDSsFLGCZnYck1k1RA5LSxntfN20koAWMMc6zdb5uWgi6ryIY2HiehVk6xqMK3nE+yEshkqAAhhJ4uOe9szwAABJpo0mRR/JMChVlA0IRVI11yH5lDu8ZPIuAqI6jrOHcOvIpJTUBpUKsTVoDKCOAEBkiQCfetQ7BE6HvHWsur9J97+gKna5Xm/ty8edi4NbdLxHvQ3tsl4dahd0htbE6W8LAue25MEETsqf3w1p/74XZhOu73nrIcTHaPN/FxDkX6Ihaa++t586mPQjbsndRGuVZpsELAyEIKREflhr2HlAxcxLFo9G4LEtXlN45ACSliFSXpuzVyFdQ/VKb8SreXt0F6D+yasNe5XqCkE43miLM8rTQ/Ty3i4DPEwY/M2h5WkYDEAhJKaWjKEkSIlUmSV0X5bKY4jQx0SDNJpOJc7aqqjhL8tGIiHSk0yxqbUUKJpvDNE2iyCBh0Psty1prZubWtq3lyDbHJ4dlubS2ZfHloghiUdPpNIqipnE7OzvaYNNKmO3MHJwPTk6mN2/etNYLg1Lq7OxsuawUpVobpci51rmWFOZ50jRNU1vnWxEvIoNhgkolaURK1VWbJMlgkE+npxRRPsi1NkZHTdu2bWutT9KM2Y/GY63NdHqSJOn2znZZVr9x+9bDhw+RVNNUWaacszdu7I3SwXJZtnWDqB4+/GiyOYmStCyrew8fLIulBrdcLhaLpQjHybuRiaIosq2Lo4SFq7KezWZVVX5w/wOFJh+mR4dHw9EgVPkeP36sP3HC4GoU/pnXc64HEldD0k98tOcJx6+JoS9vz7B6JmHN+/qZDMxLEfMXUNt5HgT4Qjvr1UG+/n5df/lP0/eXa9J+T52H15Aqn5kCuJwKludBktfg/wtGCy84mM/43lUISIj01BF+qqrKpTb3a28EXhzi6zwzVgHBauN56heJwAXNN1lBwW7TWv/UFdC4MmH/mHFbu2TqImkApU3Qh1CELJ49x0bVVSHg0ySZjMdRpLWhH//wB3/xF//3L37xnnNuMhltbkxeeenGxmQ0GI5DHtZoElIgFK6SQQXHksCkCnbcjMAgCMgshKikj5Y42IE5ZCEChUqF1kLvrGtRrEImwkiTQanaxrYVeytEAa+maWqtrepaK+W8Xy4Wy6KIknhv74bWumkaa51SOklipVTbtmvDiKTImMR77wW01iL1OqJwznnVR3XiV/diLZ5A74FIt22rFK2l0PvSGUvPj8W+OAHee0FQWilBsa5pmsViQQrfeP213d3NSKvNjXFdLFLDwajK2Vqkc0InAuvalSiI0YljDxBk8xl7z8luRqAEOX3m8xkiAqEZDyCoA3Z2yitwu/LnUEqRUtpE1tqmbYMGvTZxFEVxlIbOtwCohNl7G85KmIkoS7PJZLK7sxXHkfN8enr6/gcfvvuLD6J08Btf/Rqg9kJOkCEwTTtDgfA4SSgo4dWC0wWWaYjzVvdCKdXWdZokAKAEea2XldQ6OISVvE1fXFWhCs3MWmFQ16yq2uhmZ+fmeDzc2tl2rg0RUlmWTdN47+fz+dHRUdCADX4Mzrk0TZMkCUAutPYppZqmCYIEoSJaFMVyuSyKYjgcvvrqq9vb26EeSESz2SyY74nIdDoFgPlyiUqneU46cs6pYLzWY05h4/mTe5qvr/OdH6NSWilgL+DBexQW4bpugmynZWGQgYrY19pESKqqKgGI4gQRnWelVJykcZLmg2Hbtq2t8ziNolhrQ+ydiHOsDCEZL4rFrbxqlO9A+KqSfLnmiAioCJUHIKNJICTBVOCdSL/U9uaWCs8Lv9DpV8E6A1NEOsvAUBgX9iyAwsG0EBGJQsvuU+OoZ2XDn1lnQ4Ar0mWfPlDpUCX19ZM1Lvf69kqoOj1OROcddO3B0nE4nibDuyKfr/bTCzhltRuupUHDyWiNAGCMsd5zyCShJlJBKUcblWepBmmqkgUZCD0rpFdfvfvySy8b1Mvlkp3X2pycnOw/elROq9b6OE2MMdbyxUWgW5kvKVQ9dQdcYWBe8wYLq2QHEeFSJgWv3nrstaM/bnu9tt75NLwX6DmB+00kHLzpBLa2tu6+/EqWpsDeObco5srodJAsi2K5XDB48Y7BaqNZuKprFhCgxbJEpJOTkywbbG5t2ZZH+WZdlwCwsbExGg1PpsfL5TJ0I5+dzdI0RWLvxTlfVpVSKtTzjdHMkueD6ckZIt69e1cE2tYhmLpu8zwRMcxx3RSnp6dVVQJylmXMrq7LQTogQ4xc1/VivvTOjUcjY0ww27XWn50dI6Ix8e9+8/dGo9HGxsbNmzen0+kPfvCDu3fvxnH8/vvvJ2lmotjzvChrhbCYLg3pJ+V+0zSDbFjXdZYN3n3359PZ/PGDRyZNv/r139zZ2/rGb399e2s3TVMAqKq6bdu/+qu/ItJ3Xn7pt3/7tweDwX/88//n1q1bL7/8MjP/7Gdvh10skEi/5HO+GNh7ASLclazbl4P5GZYZP839+tVhqz4NFX+q67r6tqutd897I542q6+v9l9Tib2QaefV+dClLfyFoO/lXebSuaEAQF2XUaSN0YDIjFoReJtncWvrqpiPBltNVew/PPizP/u/3n/3HRY3mYy2N0e7u9ubW9tRbFjAOs9IxBSsB4MK+8pBXvrccScnrqivPl4wIwJmBIeIBtFoBYzOe2Tr6hLZjodDrWNxfjGbPXr8sK5rbaht67BSRyrWaOq2mU5PvXCkzcbWVt00DAikdBQDiGdvWVSkdQyolRO2bDVFcRwLqtDodUk9KBi5hxjUea8Qg0VkD/eCtAAFb2EQ6nlrFP6JiKDzqCNC3c8x7KocCLDKxCuIjE7TNM+SzY0JocSRaqS11irwWmulFJIEBfa+XTBAMrDWCupg9MjMvaM6r3QVIchpCHjhteQCSCfWCn01r8uF9+rfnjLsAAAgAElEQVQuKBJYcSAsbeOaxiJikqZpmsZxLBi0LkCQiJRjtl7YsdFqYzwZjUbD4TBJoyiKjo6enJyefXT/wcMnhw/2H7/+ta9nWWad2NoKUOjhARFAtaL89YEQrtOAe1rhJ1k6QmC3ajPDNf3hS0tByI6Px+PxeAKirbUnJ0XrLKIQUdBiCVW7oNqSJMnOzs7m5ubqsKenp4eHh4vFIvxraMIhoizLwrDkeZ7n+enpaVVVSZKcnJw8evTIWpskSVVVy+UyzOo8G9d1fTyd5sPRaDKJ0yzP8+npkfe4gkbee0D6NKvrejYWAOqmcc4pFEVhNjMAZPkQEVnQMlvntI5CLTdQTIMW0cqtMXQkBo+Kpq0ipQIkDl5qgEEoyHthz+wREIPHiWpba61dGcleWjNFxKN4AMuM4hQgEmitwsn0t5kEVb+wMWAvyR96+YJCPgbNGBb4hxZwXCeU+rlt7hezqOfe5P3tuyD1HBw+qCcVIDABAcjxyeHx8ZEixa09OztjJ8HFJHCeAVtm17YeUV3PsPv1atu7cO+QtNYqMnEca23iJKYiQhZE5b0/O5uW5bJpmropldbpIGudrZvSSwPQhGVNrRgWjE1tt7a2T44XWUYbG1vFslwuFyLgvXfOAkDbuGJZLRdlLzpNzJ6IEBWCTpM8tHtEUVxVdV213vuNjc2bN2+JSF23Rscffnj/9PSEiIIyynw+s7aNYh3HsfcOUcVxPBgP6rre3dq99U9fbtv23r17s5Pi1is3g95mnGavvvrqzs7O7vaes55QHR4cvffee/c+vJ+lufe+rpq//7u3Tk5OmroWlCQyycicnJwkWu3d2N3buRHH8Td/91s7uzfuPXj4g+//6N7DB4vF4ocP7x0ePUFQr7762u3bt3/+83cPDg5ms7Nbt2791m99/etf//pPf/rTDz744J/9i3/+xhtvzGazw8OD09NpXdfe+yyb/P8U732yx+ZZMfdlnptcJcLBFyMP/KuMc64pK8HHCbE8J/n2s0WPn8be4Pn1dZ7/8lfGDM9jNA8f1+N+zZlcrNFdh/SeSgS6SomRFaGkk1S5VLt7jtG+rMP2FLyHl15BAIA4joIQfGNbbWg0GPmmnp1Ny3K5u7PdNOX3f/C9733vu4/2H5hI7ezsbm1tZHm6tb2p48gJttZ5BqWIAVkAmdZacaQDFwgg0OtB9nUVQAHwIJ0up3iNohQQITjrbYvsCNmAEKJB8G2zOJvdv//Rw4ePx+PxxsaGd00Yk6qqgqCZF9ZaD8ej4XB476OHzrHWnQwGehtC5Eu3yXsPFztqViltDqy2oPGAHetvVaS9StNdd01cz5Bf1VJSSnlha633bEgFUX6BEACz966uagwcSiIhEkF2gQ7nmb1SWisFCqy13okgA9AafdevJlifd+9IUB1hj88nG3fETj4PyliCXmcoZ4WYPhC0ghu41uftTOE9KECkowh0kgzy7MbeXmjMWCxn9+598M47P6/r9nR2xqiJaDwasXXWsXMelTZKCZEIyee5Gq/1rF6A9Oc6tn17WJzEy2U5ny+bplUUB/+9k9NpFOnRaBQkW4wxQUugKIrQIHr//v26roPqABGlaRoYm8F7PVTkguNCMOUry/Lo6Gg6nYZqoVKqLMsO2COOx+M4jm/svVSWpYnjzhnS+6ZpgirTOsf7OZfw6ynxq/KIUopUcB9HBaAJAjFVKUVaGxEWdMKtdz3nGYOrBDNrrYOWT2C3ElEcpYqU9941LQOyeETw3rOIE9d65zphFdKgfXD0C+ew9qBdgKbQkT7DXy/2T4dGsJUYyZoVxEXrtB6ZBL9rEOnUpC4s2vgUv7Vf2TjtM1fSfpFkwblp0/lduozEmDvz5L7LQGRVwReR7e1tETk6OvJNW5alUdHJScASOuhgMQgRXSN6+muhw3nNSAqI954ttG3rnA9rAhEsi+IXH/wCvAXsNLNMaiBiRAHF3LpAngwCxSAkgsyeSAPQZDIeDAZN3c7n83LZDgejkK4qikJrHcgaURSNx+MoisJBqqq1rehRopQibCOTNrWr67ppmrOz2dtvvx2yOVGUHBwcJEmSpvFgMMjzjAicc863VVWFvj7vpSwqEZ6dzSebZdAc3r25nefDkAzKh4PhYEyo/+avvxNOiYiOj4/nJ6fvKLVYLHZ2dk5PT5fT2cbO1s6NndnpNEk3Hj3Yf+2rb9y+fXs0GN6585Wz09njtw4Oj0/ixPzRH/5xNkjf+9lbVV0cHh4URfnOO+88eXJY1/Wf/umf3rlzpyyX3/nOd773ve8RUbhqRGyapiiK0WgUXFK/rO+9GMx7zl67K3Ig8Gv7tP7qwu9fVonvs5UehU/ELn7+y39+5Rh4bj+GZxX31lhk11NYEZ7BKvmUacT17+m6oURm8ymA6MgI48HhmRYZ5ene7q2fvf32v/s//rfjk8M4jsbDbDIa3H7p1mQyQYQ4TSjJGsfeORUFsSwRBht0HdZEFFEBC4T2HUEIJs2dk68ICPmuKCaKvBZi27Z1xdYSCilKENjx9NHj09PTw8ePP9x/6AXyPCWCODEs0lp7djZv25ZIb2/tJGnqrD05Pe0ZRJ0su7MeUJxz1jbee2NMiHGLojBxJiKA9KznImRAgzle2BcBEEFB53awArXrN7Gr44mI9wzgAIKjhAeApnUi0hkmixRFcXh4oI3SRFpDpJUmRUgqigEgjB2DBwEWTyKu7YzSkRJFaD0z8tWIB3tX5K7z0Mtqfl3Ee0JEIJ05hxf2zofqTQ8AdJ5laZoG1qL13HUkIgKz976xNkuSLBtsTkaEWBTFydHBdDo9Ojo6PHrStFWcZEqps9N5mqRBlJIFjTakDZLygtyFjXTRcu3qpP0ki0ZvScK9kuQ5R2DVWbBSFbLLZds6IorjOPiti/hN3ARgY0wQJAhSbx3d1/s0TUPVLqi5xHEcvNSXy+V8Pi/LMkCgIN1ZFAURDYfDra2tUBVcLBZ5ngcdhaZpdN+G+sEHHyil6rqOkrSua9JsrQ3+EQERKaW4J+V98kDzXLO3m+eeWVg6R4Ie72mtjTJEGsA7K+xRmYjBeuuqpoXFMii1KqXq1sZpNtnc0lqjcKyVIXLO+752x+AFQYBBoSbd5b086DhaJ5dq1Ktz6zifoEC0AiBRJILghcV1Fp8EwJ33OAAyBnmefiFdQfqLWbaLv9f/4Brqg1/tyGSd3vwF+0BcSZGuAGc3ZAzCazbj/RbZQT4MSlMC1tnFYm6MidAQkfd2a2vLOVe3TVkUTWvjNNFat1fMUS85LvyaQr5+m/CIEPicznnnPHhPRJPtjZt720lirG2UQQ+utrVzbVFXi0XFrEXQOWetC5LRRCobZGfzYm/vZpIkJyfTZVm9evfVoiisawBMFEXB2SUsaMPRwNq2KBZxlLqWiGJjUkIEUdayc7xYFCGPM51OJ5PJ7u7ucJTf/crtLMvms/lyuWyaRmnUJqoqX1VVOOzp6elwOGThNMvSKG0rW5bN6XS2WNZJmirUp9P593/0I+fcMMvrumbmDuUmZr5cVMuimYy//Qf/ReBT/P7vf+u7f/3Xjx7tv/LKy+//4qODg8M/+Pa3m6Z69Hj/6PjUMYzHG5PJxPr2G9/4hoBL4vynP3370aMnr//GV5n5hz/40f7+fp6n9+59OJ2e/OEf/UGe50+ePHn//ff3Hz6ZbAz++I//+Ozs7Hvf++6X9b3PAPLhpZJLn4hbq418QZDvhURovuCv+Fib7+cv3D0nEvuU5nVfQH3vKZcP11Pn8Xnqe5e6Vq42MFz/qWv81j+2EXG9cWi9uLfaLIloDXuo9f69Z/FVnlrfW+u46P/CqzinE44E4DjSg0HC4gRAKeVimuTJ9PDgL//yP/z7f/9/ZlkyGQ2KYvHS3de++sbrg0FeluViMVNW6VRZEUYFoL1jZtGopIc+5/ZYRNI/2Swo2NFK5aI3FyFIW5VtC8yR0bEi9tYWtWvrg0ePjg8O6roqy5IAXnr1znA4rG1NpJu2beq2dTZKYhB6fPAEFI0Hw+FwOF9UnqG1nsUFYKIUBVcgqsiL86IBxJhoJdx/VW6n48kIR5E2av1tRLjeMUK9SSCtSm292ZcXZGZCRGABQM/iXcPMaHQUxyKyWCxms7O2reuyrOtlmkS7O1uRiUjHhDqO4jzNkzRKTKoNGaNc0wa7WXHCJKCC0/S50eLapApgT5iFOzIkrSE9YGZhceL7Exb2Npx5cNpNkiTEB6E/bRVZ+sDlFAjtVEGBpizLYrn86P69J48eLpdLpVSep5Exx8fHOopv7O38m//mvy0a+9GDfSJFqL0Ie89AoXTz7MiaPs3qtOoV78VO5LwvK7BSRYI+JyImaV7X7XK5XCyWIHoy2U7TeLFYeG/H43Ge5wH0hsEJ6eHZbHZ4eFjXdUiTh+pWFEXD4XBzc3NjYyMEQIi48ltHxIODg6Zp8jxfiXwCgNb6xo0bYYRv3XwFEefLZd1a6731EqAXE/m1HyT9adbq0DUUBoGIlFYKSIHB0NbJHUvTe79cFouiXCwKIP3w0UHroW3b+XweMvcB7wVz+SRJOvtB7yxirBURKcRQwPTihBARWQMQMgIJgKeVEkbfk6ZYWIRXso5ApEAJM7MAC6GsF8+79Sas/8FOExEpHNBLsIELjVLAgAiCF6w98NxEEPDXL04Lt+8aR5nPA+J1+06/JvTrp1ydY2H5g+C2GjpOBUCEkEEkPCBVVbVcWWsjHc9mpwAgSMYYAQzppwvc3X9A9T0AUMFjPYknk4kxUeA2W+cBwMTGeXs6W8znZ1keW26qtlAKLfuyXio0UZTEcayUcZaJjFIqTdMsHTkrbHA0nHgnzrVnZ2dVVWkVtW0bsk6dyWS308F4PN7deUUEhsNh27bOAYDY1td1RQSj0YiIjNGkpKqWVVV472ezmbU2irqOZSIaDLJg1ZPnQ2PikMl6//0PH+0/AUVf/0ff+OY3f2/3xl5Zlt958z+/9957WnWCz2GLCf3P1tp//Hu/OxqNRqPRyy+//Oabb9Z1vbGxef/+vaIorCvbFh4/fnR0dFiW9St3Xt3c3tM6qlt2zj15+BDQaZXs7e1961v/NEsHTWN/+tOf/OCH32N2VVUlaTwYDOI4Lori8ePHSLC1tTUajQ4PDyeTXyqfE3umQd+EH5Y+QOl/r/5XLqxRnzQpxV1PCcjK+gqFBBmFpBNnp2DGg4Dd68iBhA8k2HEgrnwKsHfcCRz6EPp8Wd/7oup7Kz0E6WSygzoidg3b/ev9BKNLdMAXtEl68dPm649+UQ2s29PhGTLNLwp9n31KVwZxfboCP2d972nB66q9ah2eBZaj6i3xzj2FVzbZz0D71CMNvni2vPZ1BAD+XB89vMgA4G1zNj1677139x8+fOWVl37/W7/3dz98629/+P133nlnPMyIcHNz8k/+yTc3Nyd1VYWyRpYNpENvDCxIgiha61ibum5grcVSEBA5qLEwiKyahTq4JyQ+wD4NvnVNXVZENEhTjWxr27q6WswOHz84PDgM+oSbo/Ert24x8+npmZDYprXWK6VASCmdDnLvfVFXy7K2TWOMCdIjK/02pZQxiTFF42zEAEriLBVGx0GarbspGByc0SN1Xf6KTB/b2E5oikR6L2FZtcbRWlKGpTOOQuxqaP2PUdo55+uGlNLGKFSsldYKmJ1rBaiq7fHJbL6oEEhrkyVZkkZZlGlDG+ONQTaIYxPpFIC9OEAv4EEEkAD7vqS11DdDUOILsXUQX+zOWjhYlsHKWA/Ya6PSJMvyLE0TrQwSOOu9d0hodIQEtnV12zIzgUSR1iZDFO/tycm8rqrj4+OD4yPfyubmEJDn88Vi1vzm11/6r/7rf/3f/Q///Y9//Pf/4//0P4MGQXJMjKhVhETCDEEFAjrPxvMywZp513OrDwMAIAVMGqwHu5xM6BwNQ+MJmcGz9HIasFyWIjIajUajcRSlo+FGHMdfie4eHh4GJ3TnXNu2wV8x4BxEHI1G4/HYWjuZTPI8n06nTdMEJufJyUkgQQVMNZ/Pw4xq2zaO49u3bwdotLe3Z62dzWZxHB8cHNR1PTsrAKCoqjjNBqMR6UhrrZVGrZRSZDQqpbR2lxcq6lbyy9IQ+NRF0At7AS8gSEAKQAl7hyLWlcVisZi71s7n88a2s/lysSjny9IYc3RyZpI0yBSJSJbnURLryGR9oTK0QQIbZKeMNkoRIQECsiEDAB6Ew8PJLCIRReJ9YHczdoKrq5/uzkGwQXG+tQSsFWKkKDTsrSzWw6N2fsUo4lePZJ+boy6/HKxBBQADqmQIBn8Y1uduq/wl7fncT3+8uNT7sNB0N5Ckb5bjztgCBCEEZhfR7PrOgP22fvHoch4shDcgXL7+3rt1Beow9AxTqJ+vpb0CydxfKNQTCYJgWIQw2K4KwHJRjje2RsMUnC/LElhGo3HTNGVVNU3LgjqKtNbOuS74DQBTANf+qODP/uwtOFDGSdaaGc4TYADI2GuQ9xeHxIF6IsG2KNh/rGujMV4TMDxtVRIEZBDqf3ez1nlXlqXUVZifZ7MZEenYsGsfP3n06JGtm9IYHAxzhtazSweZ1jpL8jwfpVHqQeplM3dLa9m3XhjvvPLKB++/X9f15mRim2o+lyRJgtdLaxsRHuYbYQvb2JgsFgtrG2MMongvRbGoqmqxmDFzVRdFWeZZsrO3EwrIi2J5dnZc1/VgMGAQZbRjOxgMFosFIuZ5ulgsRHhzcytN07BsRkmaZvHO3t6Nvd0PPnz/nXd/Phlv3Hn59uz05MMPP2TnReTW3Vt5Ogi5tt3d3X/1J3/67rvv/vhHb/3Jn/zLr73xNa3UN7/5O8M8/vP/+Gd/8q/+BFl+9KMflWX1h//lHyVJAgB1XQuonc2t7cng6Pjg/V98WJbV0dGJd3Lnzp3BIP/a17720Uf3nLNN07z55ne3d/eY+f3339daD4fDprGz2Uzr6IXx3tUk8VPdSK/qPSCAeF7/LAF4EYWEAIxd/lMQiCBkxQJHIViQrse+3EXwa+p/K3G2i3x9EK/Pz02g89EBFA+CwR1FUKhv8icQ7lNgDKIQGEMELixMAiwcAMPqUyysSEPvq9ytqmsNPuebOfPVoXvOXqzPMYP1WVTVnudoz/Ol64WpC9QUurCoAQAFNal+58PA72IGQEIkBO7cliEI4/te3hjWZ2ZI3a3IYfjx3N2rsAQvpeeD8y5KL8UHfdDsn3b3oReyX42A9OcYQttL0pTUdwUAPKMSeOErenU7QgTkDhWQWlfvWKscrr5LVlQ5kAslRwRh786/C4h5xZ3jvhYEpBSfU5pXbmEdMPfe97YEeAVqd6oh5wZ6IshKJJjUeVLQ77v9jRAS8R6xEc6Ho6au2NlRnrVNNT06vn1rrzw7+09/9meHTx79UKl/92//l9EgLatl1dRZlt28eXOQp21TtXWeD0ahEynQ/GpnIxMxg3dsQZitdS0ptJ79mmigQR3HcVU1yhjb2jiOrWvFs1YowgKiFKGIbZbVfL4x2SZSrbUnJ8f1cna4f79eznxd+rbZ3R7H+dB7bxeznZ29x/cf7N24qSmybokgxkRKGfI+1nE4w0Yp9tZJV4zyzE64bBoR8d6ZOCrrlusWpDImERFjYu9YPGRJjoyxiRpvFYC1bRLHiMroKI4oipK2beu6DL5uzrmiKOI4DuLvoQKGAgpJIwGSKK21ZmDvPWmlIgMsKJBkKZFCrcIkQRBhbp0wmCjJREycmb3B1nK5bFsb54M4jcralssZmNgiVdNiuSyjyGyMx2W1TNMkixMnLOKzLMuyrG4rZbBTvffouHOqUEgs4F3g60GaphqwKuuyrK21sYmG47FSaExsIsMCrfMiPhgnePatbUS8MUmapMYYAde2JYNVUeKcU8ZoJzdvv1S31dnpsU7g9PTkd3/nG3/4h3/8rd///X/0O78HWk6OnmhDHkQgqNUHEhoDAZISOvdY61VkV3NJCPjqM72yOIdwr71HRPZOMBA3ac3nOjy1KwF98CKAivS5DgQyx3HEXhDx8ePHi7Oz2rYCFKp5K3QXIE1VVZPJZDgcLpfLzc3No6OjxWJxdHS0XC7btiWiUBo9PT0djUbb29vGmJ2dnZApn81m+/v7R0dHWZZVVfWTn/wkOAsHJJnn+Wg4PJvNglF7mqazRdE669iLEzQ5Rppi07qmruvO4JGIFIFgD2w7zcbwO45S51zXkMk21PSapimKZahamyixXv7+J2/XZXU2m7Z10zRlWRXOtXVdhwmQJgNtYhbc3NzMBnnTOuecjkxRlTdu32APcRxHUXR8eKJ1hAKNrbRCHRlFCoWZHYGw94Kd76dCpVADQtB6ojVfpoD6aMUOQABh9K34VqForY1WiOiE13e98FF/0a5mLaOGzGHJRgDgkGbGPtuIjAAiHoSEgzvo+Rb1vLS8i6Z8n8Ikis+lI0VAiFAD2PNEnhBg4CF7QtQGxXPT1CKi+xDxPPvf5bBo5dygiALpFfr+1XC1HEztGQRAWMT36aMg8NTRnlkYEIWoV+ESZu6kp3pfexAEjYbE+26rQkBqvV+WtQYPIi0LGjJpbhxXpXNthZ4BiJ0/PpoDgABplbGwd+KdD9t+1O9B3genD1DeE3vFrJmByDUtauWcc41TSimlbNOmUaxJgWeFREKGVO/vGUBy2ODFO+fahq0DDyQEgOQVUScFzBh0koKANgih6lOJWhv//7H3nk+SHde94DknzbVV1X4cMARmQDh6kZR7j/sUodjVPruhT/oT9WFjY6UNxeppJa0UcqGlAQmJBAmQ4AyAQXtX7rrMPGc/5K3q6u4BMDAE+ELomAB6eqqrrsmbmef8HDvnnHehtz+l6N2Fy8EQAmN/3QgR/QJa18YgKkbgXhMrRGKtIdLGFINByqGr63nT1oiiMDPRFC2QVqaetZVvBAFYSSAFMChLF/z+u3vDciDIbV3d2N7Z3d0FgLW1tbIsZ7P5eHzufLu5uW5t+s47b0VJ+f7BbvCQ5yWzPzs7G4/HxaD03oliMuDFH+zticja2tozz33x8PBwMBh45+bzKSJ0wZnU+q45PNlXigDx7Xd/ORqti0BeZkSayM6n4x/+4HvzunHOZVlRFMXx8XE1na6trf3RH/3R22+/+xd//jcAePvWU9/6+m+H1qR6eH4y+9EPfvI7v/ut2eQ0MTidnBGp559/vq7rv/uHf9Rab9+4yUx5nhljz88n08m51vTsM88984X7R0dHx8fHWuuT04PT09PZbDqZjJu2MsYcHh49fGv39u1beVYaY9544xfj8zmSVFXz2eB7F7v2xdpHi2YMymP+utKTAMH+X+VD95OAQBa1A2JsdyDHttyCKhd1t4uXXfsrytXfotX4Zvgcxft0B9I1XGkpkVlGsD32r59uI/OicfihsOhPajhdK1x55b94rcn6we+2UvTKdY5lTERAvFqCLmMVcJWcGdFVofdiloL074YSfTEFcJU7eiGISvPi8PSkzLLBcHB8fATebW1vsOt8Uw/zbPTss0Wavvbav7oWFECRZYm1RwcHe3t7ccOR5lmSJHGmXltbu3XrBihQyhApg+Qju4eUEAQIsY9DpM/OzvI8F8EisQqJnWfvFYLRBlnYu9B5dh26jlhc17Wdq+v6eG+vGh9Pjg+r8zNStD5Kbt2+0QXY3z9YHw5c3YbONXUdRCEigUJUIIvm98U+L6LYPcdIQe/7F5hEIsLASNpFtZoT78J8XrMPwMH5znuvlYoX0PuA4oiQxcuCgKQUW2tDCNZa7znum3tEgmNh0Y+EiAXxUkeEGA9mQSnu+Q69z6doQQPMAgSoWFwQFiBtTQqFYx7PZ1rrjZ1tZj46O99YG7ZNN5+dZ3lqrDk8Op3N3xqMhoCCKKgoxtAhGU0KESWEwJ4DiYjrgus613WKTFrmZZGbRC2KBJI+DjEq9Xo2MZGJXD9h7Nv8GPcoRCRRojabzVwQrek//af/+b/9l//69a99Y317q2kZ2kYpjBuCqIFEIAElEASFkRfZFZe5Kj14wyDwPh4aK22XOO55YUUjF3S9K5NcbDaumggCzWfVeDyOdixZliql5lWzvr6+sbERayTnXEz1iN/M5/Pj4+OI6cUaL3I4I30xSZKtra3hcFiW5WQyaZpmb28v4oTR4qWqqhgrHE3JY7pDkiTBQWCez6umacjaaJkjCJ1zVVPP5nOTaCEcjdYXUwEIYAAREWOs96HtnPcu1nhdd7SkgIr0sQdFUQhSmichhKZpHu3uHh4cdk0rwkpHsiQrbW/c3AAAYxJrckT0PngOeVFY77z3gKpqG+e990y6D5aMdAVmFqUjHIQrDbjIzEABigUGck9ZWja+35vyRCCCskxhwBWYhQSeaJtxpQrD5ZzPq1upSHCKlYB82ouiLA5JXaOx4CUrmv6wEVEIIWaWisT2/+qqJlf8SFGulMMLRKEntdJljg8vSlBg5CvVdXQ9XTAL6DJBlmP7hhbQmTAy9CTdSDcQjBWmQtGL53FB90KgaKXal/wsIDFwUESCFw4BmIEZWCJWyMslb9U960Jf8F7bZo4wB+JK70AIo1cw92Dnhe6CyAuzX/IhpXO11tpam2UZsyx6K7xIfDFa6zRNrNILgoAHRTGIpe06Bsnz3Bizs7NjjHl39+3pdALASiOQI4LGdUGEOVpYJ0QKgUiQAydJUhSD8Xh6djp+9tl76+vrXddV1bxpK++9C8zMeZ6//fauUmpnZyeE8MZPz/LBtK7nxpgQwvr6uta6bZ1WqBSkaWatWVsb6UShUtPpNLBru9p5TwoE+ejk+OTszHMgQEEYjoa//MWbAlwU+c6tnUSbo6Mj7+Hs7MSYJEkSRaF39kL64v17VdXs7+/v7z5q2+6Zu09/5zvfsUq//eDhrZ2bzzxzb2f79qhc62q3Ply/c/POg1+8ee+ZO888+9Qvfv6T3d3dmze3/8Wn0LgAACAASURBVPiP//jO7adeeumlyWT26r/8642dW++++65SanNzi5mJ9CuvvDKbzba2tu7cuX12djYen+/uPkqz5MWXnr99+7a19sGDN3/xywcgcPPmzel0Oj4a//z8F3mRfdp5DE8YBPfh3/Z/jDLrSU7/Y0rOPueFfgofsSozex8t3LVQhI8+SK4HBn7I6IKrv7KaZ/ChLtoVZzkRji7SC6fGhfejILx36GV8kxhce0WYt1TlLa8Y9lRQwIURhSx8RCK1RgRBkBHaeZUnCQd3cjxXgEmaBO8SY5SGwG737UejQZFlyWBYdl20ZSeb51obrbXSFqg3gj87Ozs+Pv75Gz9j5hCYAZQxxhjUipRRxiRplqa5zZI0zcosI8TOOeSgQBQSae1d55qWXcPeKQIUJvbAbnx6vHtwOJtX+++85aqJlrA1KJ995lZelDu37rz+5i+D5z/4gz/4p3/8bvTXAlZSNVc67I+Jk4roB/b4j1t4ToYQ0sz0zVcJipUIxz8AsXsNPri2FY26DXXXtT64KAVMkoSIjEmMMVqryBoVjm4EF0agkbMQy8LadTHGzerkknun9LdwNUl89aQibBjN/ePwiBnfRVFsb28H18Y69vj4BBCMMWmSjcdTZdTCa1RCYNe2SmtFxCEQUpZmaZaOxxMUSKzNyiRNU2MML9Kll8nysAgqiEia1hoAfYjMDoTeTNwSCrsuz22sk61W83n1X//b//Z73/mfOu/HZ2eth3S4bm0a894ZQJA58sdQPnKf6WI5kBUZTySeIID0PJj3eIiv9phIkQJMizLLsk2AtbW12WyWpE3TNLu7uxfUG6J4uQAgSZLYO59MJlHwGb3mmDkGDIzH49lsFithpVSUx+R5vrGxEXGAmLkXM45jGemcK/MRi6RZSsYmec5cxVLKWhPHnvcegh/X5zFOw/ngXD+wu4XQlOVSDjUsJKkREXW+bZomBN/nmlg7KoeJMcZom2jmABCitQMRWZuC6K7rmqZt2jZNUxW0916AlFJxZuhT7GOwtfDnK/WnvLhH3lYI/Fkdg6ysQFemZVgQb5Alln3oBVGQGYNA1FjGfJpo5oUQ+l/sBUv9gJK+HmQAFgggBOgFQNgJAIMSBaIAgIEQSEXrrIX7jiAsf7Ba+8tKR+gKu0dEPIcVA9J4nSNxoB/wRdZbXHZNLSJEWhOZRBEqIhVZDKFzc67jr6epDSDOtW1bK6Pbpuqaynl1corMPJ1OY1xhYG4bZSxFmrRzyMzGGKWU94HZK42A7Hxrrbp1+0ZR5G3bMnPTtPN5JcAgyNKEEO7dewYRHz3aRcSv/caX4gRV1zUAjEbr3vum6ULgKO2LC0fTNDrRscXJEvIijbLkedWkaQIATVvFlWhra7tpGmOMVgkzhICIGqATYSKyidFax2V4b+/dyWS2ubk5HJaTyeQrX/nyndtPvfrqvxweHH7tq99+8cWXE1tMJpODw3fzPP2Nb37tX/+VO1cdHO7+4AevjMfjnZ2dvd0DwoNnnnnm5s2bu7v7P/7Jv6RpGkL4/g++V+Rlnuenp6dJkv7ohz985t4Xgg9b25u/9dvfrqpqe3trOBx677/xjW8MRqN/+Id/nM0nWZa99PIL8/m867qvf/3r+tN/aHGFiffkNEK89t0FKW/1+1/vKfixhMZfad76E7qJwMcQhj3hu33aSuuPfabvc/qXwmfhMf1UkUtl1YfKmXgs6ReeLEf+eitk5ZVXsh8eU5c+SW/lyrVd5q3HFbn/V74aN7+8YitFC17Ue0KrzcplBm4vtg2RskvReP+yY2RM0yYCSK12oYMAqdaKoEhsniUP33zj//unvz87OwboWMzGxtraxlrMPoqMtaqqRGQ6q+JCQtqkaVoUBYHkaTZYHxSDgWdumqbpuqIYdN5Vk8nJwWHV1PP5XAKnab62tvbVr351a+uGgHgvnes670iC1coQus7Pzs8nZ8enk9n+wQkq3bVVkWcv3r97Y32QJ+bsfKwJurrZWl//vd/7vX959bWu66htyRYhBKU0EV3a7q+McyJCQhagFVXkamy6UhoAjLJJkgCKaztjFThmVEQYvPPeISH7ENiLiFJxz21ivQbAznfOeWO0NUZrDSykYOmgfaHuEx+TNpbpG7D0VJFLh7T6EC3tE+NOva7ruDuPi9ze3l40zTfGbG5tEdGsruZ1ndhcGR11UM65unVG5SFI07Tz+cwaDWRMClvbO0lirTFLzIcXBMg49HoTCIyCbgTSQBoASTQQihAjICqlFCGKRQlCqDc2Ntq2Oj05Bu+7plLKGKVb5ySEeKkJNKIWVAwkoIJ4Af44u8zVS4gXj8y1CMqLKD9aQhZX3ipesWiqGRUvzFyW5draGhHN5/Ozs7PpdLpkS8Zs9PF4HEIoiiJJkmhSZ601xpRlGUE/WIRYnJ6exkgGpdT6+joinpycrK2tRe2f1rqu6+l06joBgCByfn4+XHyWQtJK+c6dnpycnnBXVwQRj9U9hQwVAGRJwtBrmfqqTy4SJoV953pKp9Y6MTYeWGqT9fU1hSTC2hCADqHrvTGVEhHXdXFmiLVcFHwKUOSDKWWste28WnH7VJ+XYb/q+kp6+ztchrB9JvXepbV1MdRCD+X1OkBkIQFkAWZmwQCohALHfwIW6INZkIiCMMRyiiXKGpaWTj3/AISRHCBqi9owkpOAohBJQdQSqcg9WPyRlT+gliwYvACKEZERAlzOYsWriEkIgRQgITOGENqua4G1piRJyrJApD4bE0gEOETSh/feC7P3vu26SBBQ1iiluq4DxK2trbIs8zzvgldETTUXCYCcaEMoEXHVREBkSBMSEjGEENr5tG0bp8gSmXcf7a2vb2RZhkjD4dpgUGptnOsmk0m0hqqrNubBdm3Xdd18XnnvOUD0y9ne3tZaz2azuplrrbMi70KX57nW1LRt3dSR4CAS0tSmaaIVioh3fHR0UpYlkT45GYsPruOqarRB59qqkq5r4sgUwfPzyTe+/vUXX3zxL//yL5977t4LLzz/xhs/Pzs7v3fv/s2bN6tqfnJyLCJpqp2vv3DnzvrG77z201d/9Op329bfvv30w4cPNza2nXNvv/3opZde+uY3v3njxnafxhSC9/z66693rgGAwaj4znf+/WQyca51rnv33UfONV23FXMXDg4OyzI/OzsTscz+hRe+uLu7+xd/8RefDb63XO/fJzbnyeu9S//8a1zvvX8K9idS5n3k0uux+/6PU8h9JvXeYwfYk0fhfeRb+biRerUqkw9vvvI+g+SJ7xde9yx97Ec/8fC7FNOH0FsXLjbQS1jvUr23tMm6Ursu0gsuLpfI6qlFrpsg9XIOEIyqzKUpRWR7Rs1KO5/lZR7AaaRykLPrDvff/X//6v/5+es/keBHowGAzKvZ1s4WAMTdKjN7EUTMsiLuEVvnm6aZz+bI4fz8/OHDh+10Rnk+Go2yIt99Z7cYDkbra9naaBTKajAwpOuqCm1TTWd1mhFpAHZ1lRhttVIobdOMT0+Odt+anp9M503T+OHGurV6Z2vj2bt3DTH49sUXnn/py189ODo7ODyOWNPh4WExHA439LKhcMWb+9JNF4jyiSX6unrlaWHiF4Lruta7Tinx3iEEIqtUBCAZMdrNhK5zXdc41xGRUmY+nyMqDrDc0F+pKmM4UhR+IC0c8IVFfIT2CPWVmn8xeC4wmciHieKuLMvquj46OrLWrm9unB0dxpsVI9o4gNEJi7imE45glMqzoSYNIMFmWZpnaTIcDstBXmY5s3dd6xyH4CLyc8FKXTGwXe7d+xNURKSFQwyXjwPaWlvP62iRb4zJM2sTowiC74hMWRRoTISAoC+2SBA/ZvbqKr538Yx8jEnSWjscDiMcV5ZlCCEvoKqqhw8fOucAIN6Cruv29/fbtr1z586tW7fW1tastWVZxp/HOx6B2fPz81gcVlUVFX0REiSira2tLMvKsoxvGEPYo/yva9laC0St82sbGxBHLAIzBy8OINGqLMtY70UAQaIiVqSqqljvLQYbgPQ55pFlGhHIeCtjqkRELLMsc223tBm60rFa0EFFK621diE2/vtGQXzPzwk4n2Gj/LpPxK9LUSoCK0o2YIHAwn0FCBIERJhJeqEDIlJUogbuHZZWo4mkR/96QwGKBN+eDGr6bs6FyvGjNI/6dq8SVIvKMP6YYmtMabWEyrVWiL0n83g8DqHn9lubNk3b1G0UFSulJE6qRNGIMskzrfVwOJTFo900zayOBG/s9VWL6bdpGqUpSgmigS0p7VyVpnZ9fb1ruZo39597dlCO8ryoqmY+n4pAbB6Nx+PJZBKniK7r3nzzzdu3by89XWNSaJqmo9FIa922bVULM4fg47hyzk2n0zh9AUCSpt772WwWvDfGeM+3bt0qy5IDHB8fu84ntkDENFPxLohg9O8VoTt3bn31q1+NXIaXXnopy7KjoyOtrE6s0gggSpHWerRWtG19dLw/mZ4+ePDm2dlZ14TgRRi/cPfZ9Y1RVVVvv/3266+//uKLz7/44oubm5s/+clPfvSjH1mb3r9//+WXXx6Px8aY+Xx6dnZ2dnY6mYyravbOO+/M5/PZfApIzNC27vbt4fr6elmWiPibv/mtzwbf+zc+bX2CcNPnX5/+AFvNNf6wyOrHOYWPk/u3zGqHx+dDfjh26CLpi0B6BGA1Rb0HGhZ407LGu9bfwccFLaxe5MU3IIDRHq0PAxDpncVj2LkIgohrWj0qMEDX1nNxj95+8OoPX3nw8M0sS4aDDQghhI6QfvTDH0YeWpIkaZZZm+jEGp2keZZlWZ5mWZJmSdpV8+3NzfzFF42249lsPB7P6+rmje3T87PXf/LIe49KFUWpgJxzZVmWaZKn9t1398/Hp6NyYDFpO9fO57Pp+Pz0ZHy0V00nAVSR54Mim5wFazUgt3VVpOYb3/jGb/7Wb//wlVcfPTqo6zqSOa21kacZo8XlGgJ8sX4zsLDnsPQrX734AIw9LhpCcMw+MAZ2sVGsQCkkCExaa5M557oOvHdNW2mtjUgIznvHLD50IXgfulXZTCwCO9eEEKKyOdbhMTcbhFXMmCeEx/GIFgikAoC2bbuuy7IshJCm6e3bt+u6fvjw4a3trSRJlFLT2bztXJYVg8FgMp1xCEH6mo3Q+MDGmDIfFEVW5JlNtDHKd65zznvHIKi0Z79MNV6Nnl9avUeep9aGFEHU+PQ6bxUZxMYYa0wzZxY/KEswBthPJnNSphhugrIKNQdYdNmjTV+kI3/sDeXqT2DprdjrXy8pi5ZasWt8zriH9EFYwvl42rQucixj0HwsadI0jZYtSZJ477e3t8fjcVVVBwcHw+EQACIkvtyezudzY0z0Fo9xCzHFYXd39+HDh7EOXKUDDIfDnZ0dRUmSJEHkfDLd3NycVU1UlFltjCVDymqVZ0nXup6PzOx8D9K2nY+bUdRaKWUo0o9Rax2FhbFyq+uIyneRLUaorUlSmwAIkrRtw4wR4VRKIapFZ0SWYyMiH7zALyL5c/Fz+bzw+7ezdbyy4i/jYC4Rc6LKj6Un+8pKbgwsGpT9m3D07wTgBfKvFCCzBGAJHOu9IOJ9AFLMjFoBIQGBEAmRXHu0ezInxz8Miq/9Ky4MlhkXolAiwKVxThDPzMDMbesRkRbt3barI3AU+RfWpFrr0+MTpXSW5YNylOf5YDAYDIqo8cuyLMnSvpEXQpQBn5ydjsdnh/v7dd0kSdqv4kRpakWMcy5N0mXYiTHaWqtUrsgA4GxaTSbjJMmnk/lgMKzrtmmaOB1FpuXOzk7XddPpNElgZ+dGZJUbU7Vta20S54d5NRPh6WzcdV2aptPpBBRJdLHpWmuNUuS9Gx+NvfdJkiQmSdPUKz45PpuMZyFIXdeJNutrxcgOSIW2nXddx8zW6uidUxTZ3v7uwcHB+sba2trau+++O59Xd24/zQx95Uwmy9K2rWfzyc9e/8nx8b7ztQ9uUK57H4Lj7e2dO3duO+e0sufj01deeeXRo0dpavf398uy/M//+T8yQ9u2JyfHr7324+Pj4/F4PBoN0jSdziax6C2KQmkjIs8++/Tv/u5vr6+vv/POO8w+Ta3+VTyW79PQlGvGgtfzoC8bQlwCOpbsuct50BdveH1SWLzyo4Bpn+yEfuV04LK16UdL1fxoKE380Pe4UB98Ftc/9Mkn4tVPuVJ1fExM77o06L3wsdjah2uhf6v9/qvhzh8RDbuEaL0XIvderM7V/z72fK/87vXb+lgF3ZXU2g8s+VYfRlyN0QOIhLhFanDPVFl+8OpBXsdalyl/7x3jfokKu5LUhyAYAaUkSbTWk8l0tFamSRmaOUrYfevBj370vV+++WZTzYbD/OaNnYODfd81iTVE9MILXzQmiawV55wPrJSq6raazWfTWVyVvQ+JUtPxtHOOQzDWWmuLNPVtuzEa3dzeIcIgEpx3zrVtgwJNNdt/tznaO+i6tkxs14Sz44P5eHx2cjSZjI1v1spkffvmzq07u8cnEjofOuca9u352TSzelgUhCDMMa56Y2OjGA49aK118HHEqiUGtcQuegRPUfxmwSq5QC0AyRjNzAoJCZAYMDaffZosxHKdGw3KQVGkqY1On11PyEEAGAxLYayqpuuatqm0NgTgvRNh9kGEnW+BEUDIaMTYrYaFzxuJSABBwmUkd/wmOh/GU4jxU3GTHRON2rZtmkZrfePGDUDpnAPnAUlr03WudeeKtE0yAem5XaTWRhvG6izNsjzRBCGEpulA2AcQQVIKEdlxWHhEK0VL+rEsmcZxpPV7NSZSRMQMSikR7FyXp7k11nWOJWQpYdeqxKwPCmXzlgE6l9iEog8NKkYiRSwYOFzP7XrsJIPyePmutTb0Gpu+/FMKQ+DFs7nka9Hlh4iXnMylfjICWWVZ3r17dzQa1XV9fHxclmXEV2MPPkbSVVWltT4/P4/kzMiojA37qBSNr1dKxe/Pzs4ODw/jIWVZVhRFLKQHg8Hp6enW1lbEnyOhtOq68Xg8r+uq7RhA27SPczSsQQXnq6Zuq7mIKKWNNVmaDoxFUoiotUEiRIoCUSQyJvI0MZ5jXTdd2zZ1Hfmczvvgw8H+vnfd9tZmlqWA8TQ5XhzvfZKYBUsNpPcQlgttLGIEn0MIPS/Ae1ghqH+EtXtxRwBwUdITXq3wL7EIP0qbQODCURPhE7FLuPQl18Rsq2e32hBckpJ7uZqICFN04ln5uqLNWZ7C8lIzs1J9SR/bNszMAQQlDsvlNLh4OUcb0kufcwnpuvAAi+sWqWvr5orH9MXKyxG3E5CAihCRFAVhXBiCxrku0s6B1MJPq58hO++89wGjmSsKQwjMCIq0IPheIwHMrm0bi4kxGoVI2FrlXYscyJAC1Ep57yTEiymrAntY2Pv0bVGkznWkSBsTQpjV1Ww+jy1D7x2HQH1YSKeIAJgASFFiTVmWSiljTFHkWZYbbYnI2kRrY60l6qn1wizC0c0lcEAiEambRptYziVFnm9tbp2cnDCD90FpJCBhZAatVGItB26bDhE5tFVVbWzmAHh+NvHBbW5uJEmSZ+VgMAQYG6OtNXGZyLJ0ufx1XTscDvb395TSbdsyB2N009TOOVIgwm3bWGuyLKma4Nh3XSfCWZbFpx4A1tfX+oWpC3Vdta2z1nSdE8Gnn356kJcPHz5UGrSRppm1bciybDDIk0QZY8/Ozk+Of9C07dra2ve+973Dw2NFaQi8trY+GJR1XU+nk9ns/I2f/7SqZ0dH+9PZ/KmntvMcjg9OdnZuvfjy3eeff+Hk5Liqqvv377N8YTAofvjDH86m1Ze+/MLt27f//M//wrswnU1i1EueJzdu3JjPZ207v3P7zre/9e3hcOiD/+nPXo9q6r/927+NXNY0TU9PT/UnXuwh4gfOfO/leLGqXLpeDFxRSz1Wv0fX9+XyGGzk1wdS+8hHct3D48m1fx+Zk/lYeOHxaRzvW5i9z7tdT3dYhX/w8up35WXvcySrL1sKMK68kq7m2370zuLjSmJ67E7ufaR6H/jpV85uubJe/ORxD8ziBZfqw/eCna8kp18WBAICrvJDLlg33DfFlz9fpXS+7wblMTuWxTIW+u2CELOkadq01cnpYZIkWZadnx3c3F6rZvO/+eu/eeWH37fW5qkGr37vP3zHGD2ZnmFq09TWdf3OO++I4Gw2Q8SyLJu2CyEMh2vaWmttkmTWWmOtb1qjtTEGEebz2byuIlBwejweTybOORZPqIblIJ7a3qO3gahtXZYl68MyNWp2CiG0k/FpXVXP3X/6/lM389HW+s0bB8dHWgH7ThFkRdrOnDVaQnBtSwjGmNls1jQNGdMGAowWBUERReAiXuHV6o6IoJcYqSu7T0RomtoHZ5ROU5tlpkVvrYoug13XlWVplN7a2iyyFEmc65hJKczzlJlDkDzPvOM0zZxrZ9Oz7Zs3rTbsHBERIIv33ne+dc613vk2hBA0dRAAkXRiRQSEWbiq6zjYq6qKezU3m6Zpmud5XGVj3nfTNBFviQ9jXdcIHKPLsixXhqaT+Ww2y4pCa2d0YrO0LMv19c1IWUFEkeB9x8KBGSQAQgCEEHWGaJPkelcRkQLzopuBEnOsGUgjKM0QtDXAyA4IKTgPgorIuwDBIfummhuW2mvU87Z2HBgQWHqxTr+TJ1z0ShDwMQsfLB5VvPYFAEmScGCtaEUB2/u1EtEiPguWEYvxbY3Ry9DhqLKLa/9sNpvP59PpdDAYxDLPOWetzfPcWhtT8kQkxq9HmV+0N4h9+ujOkud5RALv3bsX6Vuz2ezBgwdxfMb442W1mef5ZDKJrjzRjmVnZ1MZDaSQVNO2nWcAkBBym+5srCulCKXIUx8CEaGi3pxeqN8cw0WdABy8c0tXFa2tJgUsCtFqHb3+Ou66tn30zjvTyXhra3NtfZhlWdPMJ5PJYDCIhM9FIa1klUOIPasthP5uaq2Xhe6lm/jh5fc9xIF0vR5b9tc+wUbz5TXlo4tfrgzOx/ZwV4pNeEy9B4vOI2EMNJLHzf7X16NYhxOR+N5JWBntHQcQRReNsOVSHlshV/mWcKmUjosLBy+9qSag0oFC/yZLfcKicrtYYaMXEwcGBkXx6fUhInPiGKqm8URA2DmHAApJAQKAQuqjVxRprZTWkVWIhKFvyLB3zgug0Zo0BCcenfe+CyikmLumBmAKCIhWIbAH9mqROXx573Txfd3UJ6enbdcprZq2PTw8zGxCpLS2eV6kibGJ0Zo2RqM8s0ojASJCkiTLTlRY6KBFJBL1vXeR7dlH9ShltEHA6JzMIEmSTKbTyWSS57nr3PnZ2fnZeDhcm05miBK8G8EAScpimCQmhFBs7xRF4T2fj/edq+fzuut8WQ44UF3PJ5PJbDY7OTnVWltrQmBj9LyaTSezjc21JLHMHknu379fDnLXhdPTk3k1m066wK7tPFEUuoNzToSjd1TsGkUBv7VWhIlUCMF7x8zWJgopy9MsLe7evYsiDx78khmc81qbr3zla3t7e8fHx7/1W79zcHBwsH9UluUXn/virVu3kiQjspPzOklSrfXPfvbTt99+uLe317lmPp6PtsrBoDg9njHLjZ1bp4dvPnr49re//a2f/vRndV1vbKyFwK+//vpPf/badDp94YUXXnrp5TwvEjuIiXxZnlprnHNa0/n5+d/93d9NJlPmd5nfYeaTs9Pt7e2dnZ3d3d3d3V2lVE+2/0zKmw+cE6/PI48DWOTDfKh82N/6/OvTL3ffq9yST/Su/fpQaq+f/pOYf75PKfuEIPblJ+KDoeDlb7GEy5hbWDCbFl4JvcwGl6vCyq76yrFF2QNf3hbAquawN4G8aNX2e4gksWfnJwCyvb3hnGva6fbO2t7bv/zed//xlVd+6FwXnHnm2btf/s7vbm5uAECepHVdK2U2N8utjRuDvAghzOuq7bqudUqps/GkqqrZZNK6vq+faBOVSEWRJ2nPUQnBra0Nn37qNjN777rO7e/uBe+DcNNUZDSzINksSxKjBoPB+dmRD64o8q9+6eXtQT7rGEPQBAohpjErraxWGgmAgT0s9se9/j1QIMWMDEK43C3B+3QlrsyZ8bKFEBQSACiNRKA1AZjgnPeuLMvUJmVZWq2cb6EPfFOAQkJEEJvRKWBcLJIkGQ0GEJiIKGYfsHfBM3PHnfM+ePFdQEZmcRxCCBw4MIcQBFU8pNgALgblfD6vqurevXtPPfWU9/7g4EApZa1dtVs0ygYKnqXpOiJKM5vmm03TKavzIl9bWxuNRmU5jBZziBiCMLAXDsLsHYCgIgQQIWaOtVyPtmHvGMSAsmzH9FEKwCIxWpJQEekYZw+9YpAQMHRuOp6003FV19T683lw3tbzuQggECL15rEfb+66aPdc5tFyT5qNfnyLpIceHuwfJAV6obURRPFB0jRN0nwIpLUmZdbX10VkbTRwzsXEhYjvTafT+XwOALGpHzsLaZpaazc3N9u2raqKmaPf+ng8fuutt5qmiW0I732e5xHfM8YYY4goWjXEB+rk5OSdd97pnIQQ6rYLLDZJ8nKIiNaY0Wi0sbEhzOxdklhp255UGQKAkCJEcGHZPFo2nqJfKWPk0gIjsFaKfUCFCikxVpOazqZHR0dNUzu/fefO7VjWXo4PjbMcwzWbnM8X689mfZTL7mgrPlWybHIxIkKs95Yeqkvt1nsubRclax95C4ss3ysIPMvKc3UNzl0+oYwQmH0IAsEH9owdBxZhZGEGzxpJkyKiGK4oLByCcw7cYnnlBasFGJAhCAZQijSiRcKY0hg610wgBEXUNZ0IKmMIMLYGCYBit0ld4grEBybLso2tzfXNjfXRmrWWiLIkVwqNMVqhVqgIicAoSq0mjNLV4FyrtIKYNhEl3BADkjwiISqQQIgi6EJLyhIpQPbOAZi+NUmQJYbF180ckNMksUqvD0dpZkdrZVnm45ewNQAAIABJREFUImEwKKLsLQTxre+6rqnr1k+8Z0VGRObzShizrNCGon+msSrBxCa6ritjldZRyR+ca/f23x3MCwAaj8/Pz8+YoSzztq2Z0VpLBN53ABDNyYhIKSSKlb9n7kW/IEKERMghKKWUltOz45PDo8CtsbYcDInw/v0vrq1tvPrqqxzkxs7N/b0j77mu25OTM63nbz18Z2vzhtb64GDvtddea9s2y7Kbt7bv3r1blNnu7qP19fU7d259//uvWGvv3n0GEdu2fvrpO+Px+K/+6q+m08nh3slwI79377nhcM3aJLFFmmYhBObQdV3wUXWP9+49d/v2TWPM0dHR/v7+1tZOXTdvvPGLk5MTrbXW1rkwnc71p7STfVz02fugFle2NZEuf9ldUB6L/1x9q5XmxgdGaX/6DE/4tTEU/XSSDD4QpfxAXuUnC0Rfbyt8lLOQT/L0HwtEf1DlBu9DQ30MIA74JIj3dd//WM+tRu5yECJcrfcWZuV9tsGVrdJlamtk2jAACC8LSLkw+VxKyBfN4GW9VzeVMTpJTOca5m5jc/DGz3781//3n7bVtGtmW5ubz33xi/eefXY4Gs3n87qZ7+/vn56eGm3zvDBIGxsbWuvOOUHQyuR5nmR5Dzr1bmMMgSOasbe3F9gv0LOQZVmeZ7HR27bt2vqo67qmbbXWQYTFh+C9dwpDkpgssUQwLPMbO9vGt7NmBsEjCBEoBIWCGMOkAgRGAa1UpNIBgLWWQDdBGucYhJFXVXCXb/RqA/rKbYUsyzunJHjn266rOXhAm2VZxRW3nOf5sCw0gTbEQkohC+CSZE4Yyc8UDxLEGJ2mqfgAACBBhLW2mcmNMaChc847dq1HxrbtZnXVNE3bOBYmImXs0vUxhDCdTpMkSZLk9PQ0SZJIk3POXVEhxtAhTVJVFREVZVmWZdu2xXA0GAzKsjTGCATnmiV6H9gBMFH0bRURjk/BlebFY/uJS02piHAAAUDqTYmUEgkBhTQpltB13Xw6nU2m1axBHeoGkrbtWs8BSCHqVZnBJzFfwQWD7oKptgDSqQ+lvcRQaJom1s/xxZF1GVm1aZpOJpOzs7Oqqk5PDADM5/PoTNt13cbGxtbWVl3XbdvmeT4ajeJdi+DebDabTqexAozN5mj0Egu8jY0Na21E2+LtcM7NZrOjo6Mo5Iu+uPOqExEGzIsi3vqmaYQlBoC4tnPOoYTWdbjwT6fFRp+dW9yyVe4DX79o3gdmUcoYY0aj0WhttLe/O5vNwq4zRt+5c3MwGJyfny+PM4RApJZOQvBr7/j9b+draaO/fMz7JQbBB46i2UgUj+2Ji9dfuGQ/Zsbsi0NUSiEgCqECVAIxjCQ2p0BEI11QcKMrCccG5KWD9MIOmIUDcCAVNDIRhihgRkZgEJG+GxWEHQcXvO/tTzQuDpuENBmxMZLPu2YG3iGi4oDArqsDM2rdtA0AFXqgEBRGMWBvaPbYKYeZ19fXi6LY2tiMT1yW5IhIBME751rHAhgsIXIS0WsRQREfpdrhEhPKe7/aNcYFm3QZsROX1Hf3dk0Mqsuz0WjEzL4TEdHapmlqjY2vH4/H0de3bV2EcANzCAJC1iZZWtSVB6I4yaxvEAAQ9cMAgJPEWKu9Z+faycSfnp6XZa61FWHnWmvTsixjNqBSijm0bQuEaZEtu9Kr9Kj4tgqjXCUAoHNdXeNkMj49PsnzTBs1nU61Nm89fPvll1+u5vX3v//K/fv367ouy2Gel9HkjJnfeOMNZlhfH7344ovGGEAeDof37j374MEDRPWlL33l/PzseH/87/797/7hH/7hj3/8kzt3bimlfvzjH7/5xi/vPvsUANzYuVUWQ2uyw4PDshwAoPfMHIgwSdKiyEHwX45/PJlMELHrmjwvOt9NJpPxeOycu3v37nA4bJrm8PDwM8hb73HwDx8gBsu+7K9lPfP51ydbCv6qS7732vn9Opz+R+blrvZKnhBF/2hNisV2U1bgt4uNrQCt1nvXIyWwR1BEIMTG4eKdL4rGlaoGL8A9iOsmioTArBQiwVtv/+JP/vR/P997O1Fw59bNb/7Gt27duUMAk8n5cDicTadFVq49uxH3spPTs/F4fHZ25r0visIFRsQkyWyaWGuNTrTWyhgwoBOblcXG9iZzT4oL7KrZ7PDwsOs6HzoA2Nzc7HwXvUxAkVK9w5hznTb99yKBvfNNLRwUxe6tLO3FxXNUoSlAg7RwJ6M8z0Wl0LR11a2KcB53H0EEHstG7sPxuKvbtnMBICTWpmkyGAxBuGu6aH3puwZMLGkVioTg+3ciJNZxM8yhT3fQWksUu7FCBCIUZGbPvtdYRp5bkiSgyBiTWD+vKkC0aW6MibRYpVTruizLejVXVcXvte6lIFGHQ0RdVOAhjoZrSWoDc13XO7duDAZDazUQeG699wLgpQ9JQ5Topai0CSF4L8AkvYT7ki3n6ob+QkoNMdcuxgz2RvAiwkrinhIRMYjvXNs2TVPVdZ1kyqpca9sXqHDJ5PwTYeWt9G2if6gmAsQ+7xiWBTpe6BJDcBfDTHp1U0xiiA3saKd5cnLy1FNP3bhxY8nnXF9fB4Czs7PY1Dg9PQ0hzOfzqJYpimJzczM6u1hrmXkwGGitB4NBHKJ1XZ+cnHRd1+fgORfZofGoyrLc2dkZDDeqqprM5sbaohxoZYs0Ozs6WDKWNZFW2kBQSpFWIuBd7wgaYVkBQoyVvADwIqc7tpA4FpZESpGKqCORLspiXs28d1VV7e3tpanZ2tqKaR+RUBdCMOZCUBclVJ/je5/h1/LSr9Z7vLAFZhH05D0HLzE4PBpxRaPFD1zCFgAuA4pEs2gkFiHBK0IGWLi5xnqPiIQZFr3I+FgGEAcShFlYEAIha0JSYBQRaSQUEBEfArjOCzOC0lolVhBEgqYFKSaCgohGKWHsui4Ejy4gYnTdYHbOdUEsdw2RJil09LEVRgECQr7YKPd5DIuLGBXvQbjrWuecc9NIjxZ2hKxJkRKdRPcm0hQli4xGLVyLgnDk9Sx9i6XXqqDkSRr7lYYUGQ3R+nI8mc3n6xvrX/jCF/IkPWq7+WyW2GwymYwnWJZZmtkQXNNUi04fZVk2HK5l5frB0Tvj8YRIb25uEuqDg+Pj40OA6H2itSYRaZpGKQJAliDCxuo0Tb64ed9Y7V3w3tVNDYJKRXMB9r6LnS+d6HiXWXzXdUgUi/w4zJRSCilymggJUQC9TWhzc2itbVs3m86NsZPJLEmyp5/+wi9/+fbBwVGWFV/58tdefvllAKjrZjRaOz0539ra2tzc3Nhci5OMUup73/v+ycnJU0/dUWQO9o+/9htfu3fvHhFub2+Ox+N//ud/3t3d+9ZvfTPP85OT0y984RlE0toUxZBZvOe2cVU9d65j5ixLxuOxUnpjfRMA9g923/zFg3kzL4pic3O7ruujo5OTk7Oqqkaj0a+q3kO4EphwCd97krjqD2SvPT6P4T3xvQs+56+VR+gTpgV8JlXHJ7vIvf+9fk8mZz/t/kqO5P1jG574Kv0KT/9JKrf3DVpY+V28ktYl7/8Rj+9w44KxueiKRd+CeB1W4tdo+TJY0e9dRnGjdVNEimhZ2q0cMy3snXCZ97DwxuPBMA+h3d175/U3Xnv11R8cvvvwCzubt7c3vvTlr6ytb/iuQqTRIGcO0d1xMplOp3OrNRFtbmzeunkzkgw7H7TWXedd8NGjIqY9eOYFPZURgQiQUCtl02Qn22EOPnjfdXVde+8ZBDWQIg6MJDbRCshJJyTe+1k9a5t6gJxqnSQGJQRmJFAKAYIAW2OyJNFa+YXH/WJHwgt97MVTIJdMB1bu4MV9vJR2WFVV3VQcQlEka+vD0WBojCnLge/85HwSd+QLHVGUAvYelvGHShOimc3m8/k82pwoRYHjchjLcvbsopzJJgmCautOvDCLzdIsy6p503YdCxdFkWVZNEdtmia6U8QqK96jWD8sh6JSCoCMNmmapWmCCNqoYlAURS6EwqFpWwEAFKU0GdICREAURTuMgIQ96YuFFwPzStbU4x4BAUEIDBivvyLSGkGCY4iuDIKe2XtBEYVCCEYrQqv6ZCpRMYcChUUYLwRLH5mJcGVKjJI2AiUcL2Dv3SIiHHz/aIIgQNvN+iEaormEKKWUViZJ0iwfDAdZlqWJybJsPu9v8fn5+fn5eXxgFzTmEHOQo1/Lqvtr27aTyaSu66j0a9s23sGyLGMnPhbzk8lkNBrFPXrTNOfn585D27bzujE2EcA0yaMBJvvgnOPOhRACQnCONWuQOBv0YWFIsnDZgQvC/+qfWBSIUipLs6bp4oeylLHKzYsUEd98880HDx7cuHGjpwR775xLknQVqYhWi1c8rj7/+tT2JLJYL5aa3rgALNy2AhByAABC4CUZPkQieQjMjCshfhfYIELw3gOEICKBhRncUr+XkAaR2HuKmPKlLmf08qFIbrygDAiC59ByQPGeOWBoPANyAF5xlAZAcOJ7aFAjKgIREXTcAYswI0I0krXGkJBWylqb2UyYfXB5YQKE4+PT8XTeiGub1iaJRoyoNLIQ4DLH/Wo2MGIIIcL+RFSURdf62DBEIaMhMVYbLNOEUBAFITYrve/a+OwREi6crpjjNEeLEN1FqErvgRUxRnnuufsnpycPHjw4PT05OjqKBk4gKk3Tssy3ttdEwmw+LYpCazUej8/PxzFrjs49KDYmcV04P590nbfWFkXhnEvTZDI5rxunlHK+NTYPIXRd670HYKWoqmfGm7ZtQwha66atDw4ro22a9s4u1lpl1ayqjDE+uLZr8zzXRgfPbdvGahJBmEPXeVJKQMbjU0AYFsVsPgFBY0ySZHeffnY2rQnNH/wv/+uf/Mn/dffus8Ph6PDwOPjQdR0CbWxs5Hk+n8/bro4Tpveeg/zu7/y7tbWN7373u0bnw+Hg+9//3t/8zV/ff+7+Ww/fHo1Gv//7v3/z5s0/+T//9NbNp57/4ktKqemkVmTbtlWERKrIB967pmlE0JhkMBiur2/Gwbq5sfPgrQfeu7puAHBzc0uRmphZXc/1Z/IYcxw6AtwbePePWRwjCjGA4OKvJP2EjoSAyHiVQ4cQU5lhoXeOGyMCYJAn2lh//vVrhe/hihcWATJE44PVogNEPhZL6grz7Vqx92HKy9g6i0Id/ARO/0MN1/ficy7pfPH6XU9e/sCey4pITxYMEVZK9Q1DiSg9RcPDC45ZDGqDZdo2wcUjCQs1zNJD8qJaXtrRySLVXYRFgCBm7S3NYIQQ09Tu7T/653/625+9/pP5fOpD882vf/k73/6WeJelhQt+Np0i6dFI2yRHRJskm2lmjCXC0+OT8/H56enZvKryokBEbU3wkuWZtTZN04iHmDQRjDt+DuxDCCJcz+bOua5rY95O1zVJkjCzkEIipShKvhrXFaklpQk1GW2TLM0SG6QKri+1GRC0oAIEpU1eFFmRaaPbrgshRJrKbDbruOoESSsUid47PYrR67YWKyqhAFCM8Q1+cRUDACvSwbdG6XI42NraKAd5tOiI1i8iYowiHaX1wMIgDpg1Ivc+H6wVBQy+qebjM4WRHVNF/p5ROmKAxqiI5rWuc53jIM4HEciTnJTqXGBhL0xE2hogjFkNSZLMqjkpVRaF1to5F/VjWlsAMtYYY0QwsTkiGpvs3NgajYbed03TtKHxvtVaZ2kSs5u8c0SktFLaBuaYr+46pxEMKdbogjjnFBKQyMXDoha1MQHS0qWTERiZRUAEURmlWAIpEIWowGNU9CChTZIsdWisdZ1vfdV2tUgIEAWT4aLVuWLGgX39Fw1MF/DfImFyidT1T1+U5BAKEquYxKUCgw/sW+d9z54KXoQ5RhR2XRc8s4RoJhlradJaRBw7RSSAVd1Mp9OY9HHjxq00tSGELMustaenp4gYY9Oj0P/8/BwRDw4ONjY20jSNRV1U6G1ubm5vb8eEq7ZtHz16FKeUpmlms1kE2aLBeozZWF9f39raappmbX0TteEg87qezeaAjCRKqyDBew/IRKC1dqB7pRN7lh7kiSHXDNhPDr0rBy6nY0EQJGWoc50iRQTW2iQxaZoqRQBQFMVwODg6OpxMJj/96etPPfXUM8+kIYSIky9rjEgEFsYFeHhdDPY/Cu5Hj2s6RDOTj7Jo9b4gfRbI6kXgxV/V449BCFBIAgOQMAkhMkeqI3CfNBK3cb35EIkIgSIkjRSQNJJC0kiOCImAEAS1NkZrrbVzHbOEIBwCBADh2CWIWwiKul1hFggcKPTdNAAh1KSW1moKtUGtAUB8AAiMvWg2AMNi7hXh+P+FOUxg8E5Igu9c1wm0HQuh1eQDk0Q1sjZaA4DSqLXWNkmzjJQSCG01F2YOoJTK0nRYDIs858DsYkiCdF2HAbzz1lqjNAEarTrnOThCoZ7QGRCViACS9AF3y4kIYr8mRq20bTsZT4wx0bpZKVSKkFiBJgSRQACEAEjKKEum97LqlRoizEYZAEDso8YF2HtvrVbKOAedd1pra7Q26tlnn7EmYZAsy7uum82apu7Ozk4nk0mWW2PIe396epplSV3XWuv19XUiOhsfKxtiVVmW5dZmfnx81rZtURS3bt18+FZ3enocuGu7umnrssyVKgFUVYXZbK61zrKcSDFzdCGu67ptuizLYsUV56jUWpMaCDoEpxWgBNe1Td0WRWlTAxK64ECCAGxubEIYRTHza6+9aTRubd0uizURWFtbJ1J///d/X+SDr331GyL41ltvxaxCpVQ0Ejs/Px+NRqO1wWQ829vb+853vvPo0d5//+9/mWXFL3/xi42tjfv3nv7Gb3zt9ddff+mll55//nkRef31n83m0//yH/+DBEZSVtm2bfMkg+iRQ5LlSWKUsibPszRNNzc367pu22441Fs727F/GvMJJ5NxXTddpz/hem+V+fAYARKtRC3H3vVizgFC7rsREkAYJG5ukFAEhBAAw6XpdcGi7iVKQjGhcgW2uRDhAlyZqd/LjvKxZokfCMetukq+z+9+YO922Xy6/m7vtdG/QjVZmlNd+ckT3rgPNN58wlMAABFeJZiJCBE+rvLHWB6QLJhpgRfy6Qve/RXbVcJL8u3rV+kDMDHBFXwLoedoycr6feWiXSxpkWt33bJygZ5dSgYhorjsRS77Yw94FQSDhccmXPanXSU3Pgkid/EaQiQRvvCbvhQB0hdh8Q7AMk044j0rwCAhAQoBQOd8nN8jCiIgNlHe++C9CCASaRIRA8QBYmt8ldi2/K0+VQUYUMuKG4Uxpm5q13VpmiIRCmV54rtuNpmURdq2VWL0+sborYe/+NP/449//vrPrKHtnc1n7z73pZdfQDaKbNOyCJbFhtKaUHUuaK3jKmKzdDAcFsOBiNx+BtquaZsukriaqmqaZj6f+87Fy+hca6yOBpILdhDnWUKUee+bpmnb1rlcEJRSdeuEsXNhNpsro/NiYJRCQTKJ8yJouuBTCHEzRGS0SRETH3SaZk75n/78l2fz+tH+nrb8Z3/2Z3t7e2lmT05Pn773/OHJWQgBiOD/Z+/N3iQ7rjuxs0TEXXKtrbuqFxAkAXATKXGkockZy6P5ZI0lf2Ppxf+mHz1axg+SKWtESiQHpASIxA50N7r2XO8WEef4IW5mVVd3AyBFQJRG+dBff1WZWfdm3nsizvltKj4IEAIZMEy5tVmuqtGLjxrFq2pOYCwhxqaeh0CIiBFF5Ktf/WpRDGKMZTau1v7gYN8596g4vlxe/ugnP/iNb3ytsBilYwJbMCqTgsRIRG3bNs26yEvw60fvvWmtw/iCswRCiEjmKkum8R343hxPUV1uq7q9XM6JKB8UwlpmRTHIkQEVJArnxmuY7k3Z0OJyNhwOx8PJdDw5PTsHFTJmvW7QxDt370+G02E5KorCh+bk7BJAjGWDhg20bT2vK2s5dxkjF8Wg9TqruqDEiGVRelmzeJBIQIlUFaU1yFsjB5GNJ3ByWIENnMwQOzVMEFA6cTZrY20LU7Urzx4MdnWKx3XR2yidj9FDsFY4R48exGuIxIaZFCVB4JyWo37XRAxXOsmrwpSM7TYM0uSNKYSU2VXwRV70VuYtxBg1xBBCIpj5tmNAAjTMhpnZIanJbBrkJ1Jl27YAkGbkeZ7v7+/v7+8Ph2W7rpbL+XK5TCTnRPhsmibGOJ/PR6NRonfevn078T+TRV4Kv0pGLynO+OLi4uLiwnu/s7OTcrSyLDs6OkquMKnQpdiGxWJxenYRQefzZV6UB4e3iQkYoooSErOiglIk7fOmAcgQppQMDZsKnUZOfSETRBENUYEgqETQLgZjrPT+rgAgMXofWh9akQGzGQ7HxjjfxWrdvf3Wu0VR7uzsGWPWVQWYhEN5FzyRlYjBB4mNROi6RkSYMQS/LYa9ihIh1Xm4ShbdmkPKExb5G3A7SuwlskSbKc6WDoXPH2re4Lz0RPerpWqLO/WUw9QU49VGqM9/Q8BPsMoroiAoEBIjR4z9PDYGpdRrC1w1lGqM6Vqfu3y5XGXOGWKNmiRmGhVAhSOihuBNxl3XFkWxbNa+bQwzW5vMrAnYsBWlKF3hynq5QlFpulg3g3xg2bTqkYxxtuuk62LXhJT5iUg1JFNZylyhbEXBRyGRwloV6JoaEfMiy7OMkWL0bdtECSCUXuVFHfTRiz4E1eiM7To/nUz8amWMWSxmg8GAWHPCjEjEx9iA1BF0saoJgA0XmStLYwitAcum3ERcIiT/J7DWGmOrugbk4XB4+vj48eOT0WgyKIZE5GwRAiAyWiaNCpLlNhMNTcxcMSxhtqgNZ4jd6dnxvRc/D4Y8+GJcnJ5dmMzUdWvzDAB8F6wznKLwvE91T2Mo8yxY1BhBWlDIXDYeZJYNAoAES4iInLZGihFjau0xOer2lR8lpt1U0tca5zLVGEFNllvUum3qqkLEum5uH905PTk/fnx+cn5xeHi4d2vPFe7RowdBBUQ/PD4uy3Kys+eK9Xq9Pr04v3fv3hcOPvfg4btd10TxDx8+bOrgbBFCGA6Hx8fHRDQYFlW1ApDRaFgU+Wx+gcD7ewchaIwxeJxO9/I8G42Gdb3+2c/eLIqB9/7Bg0eqeu/enZ3JdL1eiu+c5f3dSVVV1XrlveyOd4fDEYDOZsu9/Z3lciEipFAUAxG4OJt/5ZUvP3p4PDtfvnj/pYcfPHzpCy+Vw+HjR8f37r4QvTDbL7/ylSwr6qppu6Yosqapvvj5lxDxcnZeZGWZD/70j//s7TfeuHV0lFn3R3/0h6r62us/ruv633zzt957/x2Xma5u/v4nrxaZGw1La3m1XGVZWeT5fH5ZFFlZ2CieGZCMj23o6ouLU+/bw8PDo6OjPC8QqGma7//NX9d1/Y1vfGN2cdlUDQF+pvjejTwx3SQt9/Eg/c8wISWyCWl5pqvmdXf9TWVVunonhB47/NfHP8sHXVvoCD7jL1I2Kyj9/K/6leAGX4s4F9CrZu/5nTBvR4A331P6GUxSyKjSlm+5oW30rmDJ777/mymd+jlDZcRrh/qk62Db+swVo+HEi2/qhknbtiWA0WjADNPJrmN++62f/tc//b8fffCuRd3bmdy/devoYH+YDUA4QYaiknY2gpRl2XyxnM1m66Zu3nxDRCbTvS06kcZ1RJTt7Nx2LoFcIYS2bUBC1zVVVS3nsyQ5Swr1JHhLn6RlbnynquJDjNFYS0RErAoJ6AMgUIJk8qW6cYUkAFI0AgzkFM1sMUdrLubzuolt23bBb8DSKH3eFNssSzylIDG2oWqakJRyisZYVIqhE5EYgqpkuS2K3Blqq67rvDUmsy6gaIB23S7tkoiq1dI3zXx+8eGHH3zxhTsEEQFYEVVJwTEjARAJAWM8Otxn+ooxbn9vF1GJldmQ4UQbVELuwVsEVSIga5woiahqF7r5YlEUxWDYZkxKKAIIGEU674PEFC6fuEaDwbALka3dn0yL0Xg0mgzyEQhWdU2kZTmM0cfovfcAHYIWmUtG4rPzGeYls0USEBLQlGx1fQqjAAgsmHaoCIoCyRGvl73BNqQLVFFATS8KUFAUAYgYhWQDriICKxpQRkRAQYrAUVA20Cs9PWrc1DQBYHqKpdD3nrANt+Q8zxer+enZxdliPpyO27bO87JatqRMqETGEhrrymxAIARMCExIwIjadM16EzienDaTz0oKJV8sFmdnZxq87xoiSt45CeLe2dlJK3V6VUKzsyzz3i+Xy9VqlQicyf3l5OSEmSeTyXQ6vX//fgIQqqo6OTnx3qfmcLlczmaz9PzBYFAMSgnB5tloPB6ORsPhUEDZmvRRCcpG3SvPzYxLSGdvqpgW/x7NUEQF2jI7e0JQmlfBlQ9QSnYhNMZQjNH7IFI7Vw0Gg03/lr74LUhCvzIFf0uaeP4xJFrHE+De9Q5QtlDoz7PM0Y2NWD84fYI8ssH3bjotEFzf810hhIqqqZMnEEJOtv6J1xijSlAAYraZtawszmsUjWE5m18sl2DYZUUXlYTYICMlbCr9yRglKqISIBGgRB9FnHNsraoG7xdt7YxN5EeDxMSElG7BuvWqDUQAUmtM67vOd3XTrKuKmZvWk2kQBTSQoGW2eeay0hhOk+oE3xERIyRxHbPZhqYwG1U1bAyzJQYAA4hKBGzIEPXqY9g28T2tVRMSp+oEiNiSFbZWmjqKQO/De31J3QgBrpMLEAH69EgVQfVIapitQSbAXt6spFcFERRIQbDfXQMm3hylmJy0m+izK0MEkKD9NdD6zvtub29vuVpdXp6H2O3s7FRtN5/P1utlcsiMISb4Ls9zQKnrSjWKhMePH7lZtA6m00lRlBINaA0Ad27dsY7rerlczjtfAWhRuixzRVEY40Apz0tr8/Ozy+ViLRGmO5OHDx8ByHg8Pju7QNTBYJBltizL5Wq+Xq9dZlSYCAk1zzJDIiF2TQsYVQRECUFEQxcu1jNQAqD5rDp+zq9MAAAgAElEQVQ9vZQOqqq6uLh4+PBD1Ue+i1/84hen090QQteF2ey4yMvxeByjL4qiqqpXX301pQ0dHx/nef6f/uAPvvnNb7711lunp6d/8Rd/Md0Z/+ZvfrOu6yIfDIfDD87O27be29knwhBC17Yg5Fw2GgwVYts0AnHoCjYMxD50o9FoNBoWRUHUvvnGm6+99lMi2tvb+c1/82vf/5u/fvOnbxTD/KWXvmg+mz3o9U7vOuvsus4Erjn8wNOhLoifMY/iV0dH93Opy37hZPBf5dP/l8dZhSfTF54XE//MfIWnv+WntXbbOFzQJwwqno/Z4vXshC3lUhOtrc9LCEk2fx1ClCcdO9MmbbOF6B0y+jUek2VGjyQLaLzaasgWuWXSrq1W66WzrizKGEPuOHohgIuz0//2V9/927/563q1mE4md7/0pcOjW3vT6XBQdCFk1oISpX4zmWiLVHVtjDk4OLhb5MkRfrFchxC993VVr+MKN+tVgko2TioEEpjROXfr1q0+EWnjCJfyyhIwyNakLguisGNDTIAaRQGToB8RU8oY9f6CkCzGUaMlMgS5s7PZLIo0TSOqVd00bQdkUsxX13UiSUvRbXUszEiAEMEYw44Ns0QJCiEEjbEoiunOaDwYZpk7PT49P7+MUQDAMFtDw8JZBAD/+fv39qYlgO7vTkg7VkEAVCTVxJ4FUecMm9KLTHcnuwc7vvHWZt5763LDVlRCiMRG0oROVETTxcGWVNkoqeq6qru2LosMCZAUJCKmXRiE2AGIAiyXy/Pz87Zp79773O3DQ5tlWVGMplNm2zUdW0aEtmnadcWoxGANFvmQKIlfZDm7fOetd+6/qMV4D0GRABWvDDeu30H9V8CQXD9uJrZ+RFHt3QmS1nQj7LnuEH8jlCzFBTzbdOp6rvT1R9ywDojIUH85FVk2HI3YMZHxQbTphs5pYsAoEiqpdF1NKsmQlBBQCVCsczvjUVEUSWspItnnXtha1W8FUavlPDV726oSQliv13Vdd11HRCmIL/E8y7KcTqdt2+Z5XlXVYDDIsizl161WqwRIAkDymE3XcF3XzHx4eJj+SkrlahuPhperqqoqRbSZizFunWa2eOAveZInkuxJt8b91tos4xhjXdeLxSIlRqTRQxRN0Oi/WrUoqiBo2t2jbun8sIl8vK6bAdW+/b5qCvEpNihvaD2kPY8HldJdG+Mmnq+qPIqke1wJopcgcV1XOSE7MxwOTJ4bm7VBRFDEaxQAtUREaAz7ALHrog+pADtGQ8iohAoIBIBMGv32moshRkiaWyJjEs4gQX3wxAyi6/W663xZut3d/fGkzC0QKxExMTERknU2WVhdJUEoMlFPe+0va0A0IpHJsmHnUEWZHSQ+unHWOkQCMrpJD0QkUASMisDOCEEAtc6B4S60uKKu84LRmAwUGFkEmFlVGPpykOZbhMhMIrFrmmjIGYMImTVlnmdZxkwEyESJUZdUsf0KfrXl2CSIKmSZTbJhJgAkSQNhFQJUid53ZEJh4MPH76zW9XK1zrPBYMiTaf74w5P5vE3lx4dOAfMis9YYw2WZHR7ed5nrfPv48fuDoRuNpkyu60RV66pdri6N4c5XIbbGUp4752xdd6enZ4NyNBpN6ro+Pj5r6s5ae3x8vFov9/f3Li7OHj9+vLu7n2X2hRdemExGMcZ33m2IMC8cgK5WSySw1iHEtvGqACi9ybBi23YA6+Vyvbd7MBlPHj48ZuLpwfjRo0chBNWIiINhvlheet8WZZnnRYi8WJ4v1xcSZT6fv/7663t7eymV9Dvf+c7du3fPz8//7E/+5Pjk5PTs7Itf/OJXvvblz3/+xdOzkzv37j0+PvnRj3/sRYvByLpMRLO8EMGo2rUdEYhg633TNkggIFE1xPDBwwd/8d3vzi/ne/u3kmFM29Y//OEPv/zlL//e7/1eXa9/8IO//ezwvT64Y5vI/Gw4Qq/H4H7GfcsnZ1F+LMnzH98b/ALs0Gce5Cc/tk9y+p9Za/QLEGs/m4b/E/rr/FyE4WdGL9xgb8KzwipuEHq3g5Kn3mRDj0V89uYF5ZrNJl5pVwASX/8am5RvsJdl89hyU0XkWqD0NuiPoEfspXd57vu8K20hgahK3awZcJA7RK3Xc5UwLXZsnv35n//5//Nnf/L4w0fM/I1f++pXv/al/Z0dhSghClDXds5Syg0goNhLUzQvivl8fnx8XHdtIu7v7O1Za3OXDQYDa8sUFUtEmXVpe5d2qAQaQte2bbK7SOfb2wMiJsFS2ukiopBw4mOJQhROUUgKpGi2FDtgZjGEBIAaQKMjlOAJtFotrbXWGoX1fL5YV1VKx05/ThVEREMASSlAnBJ1cpeVRQlAvut812lUtjQYlNOd0XCUZdYZY1aXq8xUjq0h0igkocwsoUTvx7kZZ3t1szbBMwuJbOQyAAAaY6+4Myb40PnaQhZix4ZdZlQAQACVDabOTUEF0+hXEUGj922d5FZlkd25c2s0Hg+GA1XVLgBqBDGGY4xZ5nLrEDFZdt+9e3+ys9f6rm59F5pQrxwyoAFAjQ2hL/KsHOTDcoAalsv5+enFxcXZo0ePLs4X4+lOOd5FAEMMIIi6oStv+P1KzDZZdD45SttwCHTDPSbY2s/1tBMkwrRL3G5sObVOqXEi0K2F4AY+0u1Nf+PWfm49xyvIBhEZ0BB1UX3VrOcNWuN9a4eoGgmYCJgtITDTYDI2BIZdUeR5kRnuExE2I4O+z0kGmwCQskZSenjKUVyv18lKZ9vU3b59O/n9pM6trmsRuby8PD8/DyHs7+8ni5flcpmy2pMz5/7+frqPtmatRFRVVVLxpbup9R0Cj6aTLMtGeW6sld5H7VOf7m3d5LefibUugX513W6Lm8R4lef+r+acAIAqqAgohKogQNInwl3T2CAQRAVVJEVKHqqKqLghqW5RJmVAVBQF1lQpe5FqwpEAUBLxmxQIKfniAqEgtMFz8KJRUJPzU+UDsAWNpOoMGkuGmTQiRzESQkQyZNggiqiGtm26VLedNYmrb5gyZxPuzcwStSjKPM9N5oxJ0jVeN/XZ6cWcFy7LD27dGo3ctESmfugZQvA+bvNmrlZnSISJrSGZIhEiqwQBSj2XqhqTIbASIVsgq70uTq+KFWkviDFGQZWVMuvUmK5gm4lo41trOiZnyDIgpF6F0KR0ChDA1P4BRokSE93bMiW7JmsMqHJfupCJAIRgUx7Ta6/LWxBQ1VCfXxdjXCxX5/PjtkshPNX5+dlitSSCtvWTyRSQfaeLxaLpPNtyQKWqhtiNx6PBoKjqFWKc7gyROh+rUNfGmOl0Yh1631Vdm6bKUfx6vnTOWYvDYZniZEVEogJgWQ7G48lqWRHVe3t7eZ7HGNnQxcV5XbdHR3e7rklz29VqNZvN1ut1SnhPM9wsc4atYRdCRYSqlFTN3gfvo2rrbHb37r2kATm6czt49b47ODh4++23Xn755d/7vd+dzWbL5bzzddcVJ6ePX3/99dWysjafz5b/9t/+229961uvv/5627b37t377ne/e35+/uiDDwDgG9/85re+9a3d/b033n4DCUbTyd///esnp2dZXqLh2XLV1J1vfNcF5qtBVZ5bcux962P43ve+d3JyMhiPdnf3vvO//Puvf+0bb7z+1ve///3hsPzd3/3dvHDL5fL4+Pjg4OCz6PeeBh+elpw93fI9HRx8c+T0qeFU2+P5hC3fp+djeSOA++d9k5+r2fvH/9FP7/T/SQ7ml9vvffQn/ElQzRvPfxonv/Hvxo32icbyuXrLlFsmotccI1Ktfzpk9kZ04fWG8NrxaN/j9aLBq6yFBG4IomjvtHB1XgQu7aEJRPxgVI4Gxftvv/HO22/92Z/+6enp6Xg4ODw8vHP3MMmg2yYE74siz/MyaE/tlmv878RDm06nU6Ykxquapq7r5XxxcnICALl1KTUhd1nyqk6xBKNBKRKSC1zaMaftbLI5gY0mE1SJiDFFzEYJERUYiYEEkDfADxHhVZucaGeApBKjiiwWC0VqmrZp/Xy52OywnfYelcDGuDzXGNPGIsYYOi/GqmqMoW07UMjz3GVmPBxNp2NjkOnK0c4QZ9ZF7ELX2hT85xsBIFIIXkgdmm2nl7ZbTCxBegc8JuMsIYxGo9T0ht6hjhBQNKiqCkaJ6cMR7fNqVVG8lMVgb28ny0tm8iGkK0FCRENt7CRIZrIsy3Z29nZ2doajyapadzEQW0ISaYpRXq+rulkXWXa0v2+tQYUYuouz47Pjx2dnZ4vF4uL8PEQloiLL69h1igAoEq8APk1BxAiUBANPIOHPKpP9BhQipExhAQDkm+Mbwmc+nljd4BnGS6rP8HYSfLKzEAGR2HlWKF02yLOiLCLEyWSSW8doEJXZIoNhg8SqMUb1vlutFimXryxLlatSk6QvyYR2sVhUVTWdTsuyPNhPHKQutWQJQ+66rtk8Ei63Xq+Z2RizFXtnWTYcDsfj8Wg0cs598MEHjx8/jjFmWZZaviRYyvOciMbjcWJtIWIX/IePjvNB6YMkWVFUSbzTm3Mu/VQ2JNupzdbvNJ3aNoPrCs64ZhH5P/Kjx/ARGOA6aVCvy/8Ur/m1fMzqusEArySFfcNP6fNXRElECyIgImACZTamLEsFaNvWR0EiIE52D8YYAgD1dbPWGA1R79GKjBQtEyOSNdZaYyZEZBgNm6IoCCRNNCyTMS7V8xijIhljjHVojIh0HSdRa4KFk6NY17aSAEoyeZYjEBBS6mwRIYIiCVDYhscmpC/xWCV1fykVgGVDjEyTiG0hQlQABoz9mpsIp6SCAkhpJAdAwYv3Aa0hIEJUxBhCP3DSqCpMieWsgIqMheMis5kjY5j7FJdkTY3ptkCkDW4rvczq5m0kaTBS193l5eXb777z3gdvdaFVgjzPicDavkQcHd3pfLy4mNU1o2Friq6VruvEh65riGW9Xhala9u6800UDLFLbplN01brRkSJTAwQg+zt7hvLIbZNsxYfEo/HuWw0mmZZtlqt5vM1Ip6fn9+9ezfLsuPjY5fZ/f19ABgOh2my0zRNXddZljlnNo26EdEQYprkMtkUnOB9z2lisnleGmNOF2cx+rTyTqfTe/fu/fSnPx0Oh9Pp9Oz8ZL1eJvrPycnjruumO5P1Kjjnvv3tb//sZz9bLBYvv/zy9773vZ+8+moxGAwnk7t37+7u7gaJH54cn51d3L59UFVV07RlWa5WqyzP66qt69pxPhoVZTkgNEmGXY7zi4vTt95+98HD99fr1a/9+jeOjo7u3Lm7t7f393/32o9/9HeHh4ff+tZvxRjfeOONo6OjV1555Xvf++vPjs95A7J45jNvdCk3msDPBlb6FeH+ffY8zH8Zp/8rTun8CCvO613cDafNG/jeJ7nXnnaFudrJPovSqZAcGXsrd0z2tv0wD6HX48HWdWA7lLmeUnpleA0RERU3T0ugz0a2p1sMBXqjni0fiAHYYPRt9LEsMgnNo4cn/+2v/r///sMfnJ2dvfDCC7cP9m7fvj2djCGK9yFGASQkw8aEEHr7vusni5hSpJWwKIrRaJRl+d7OLt9/QUXaOtmueN92aQ2QTRzCP1ye9ymxWZa6rNTDpMU+edMraNc1aUKsqtF7jZEALDNtWAwEmIw6rszEAUgVQQh6qdt8PotInfeIKAIqyJaVcft9bUm0ANJ/mKIgKiG2TeebNs+y6XjsnBkPR0WWR+kYIDMWFS/OTi8P9vPMFs6SQY2dYYMEBsQZdkVuLXdNtRE6beLMVJhRiQSULSGThMiM4gPEkBZ7jTHNrQVURGMIMcaoKKDeeyYrEpv12lrrnFWNIUSJEUkZMUQBEJDosmw8nhpj2FlFXtdtVVVomJhV1FkOsYnSGNIit8ZgU6+b9er05Pj40aPFfJa+FN+2bRDVaAwREQoSICjGmzPCpKPsJUJpqHHtgkxc2w3/uNen0nXATZEioAAJkCB8ZLN3RSb9eeNetji5iHRNW+Tu6Pbhzs7EOVfVqzzPk3WtalRFRQGVtm4BBYGZgDObxD/zy0WacVwB19XKWjscFIMyT8ML3zUPHjzw3vfWL6opc09EiqIYDocpVa9t2xdffDFNQ1ar1eXl5RYSTDTIPM9V9eDgoG3bdHckqd6W8Pn48eOTk5O2bYnIZq6pO17Yqm7JmOnOTl4WWZbd8Hv7pa8C1zkR22Kb0PvrhG3tfbO2aMa/PqC3YES4unUQAK/xNnvVKSW79GTjcXORuYoCeo4bTaIR9tkwKVOOVCWE0DS1dH5ZLZquRmMUIKHKZKx2IZIhFYRIkQgNWrKEhtluYkWNMczO2SzP8zTXs4bSbA8kbhQL/dLh2KTWTmLwqtpRBEiWs0hsjMmyAiH4GEBAEBkQkJENIwsCJhMbJLY9tskhgoqoJGI4EYukq5EQdUuQ2SRJxLSqIgABQr/7TRJhABIgSt43qlEB+jlFiOIDsBikZNETQFHREIgoCGAyu9bIqL2dTJZuWyEA1Egp5kQjIxFgb8OdfBPxSR1tGlkixRh9iCF6BTEGnHM+dr5P+OzqtmHmO3fudF334eOTxWLluxgUukZDQFW11rZdE2IDIM6Zpq2876Y7u94bY0xT+4vzpffe2dxaaptOBOq6LbEE4Lb1AJJlLnNOFWKMi8WibX1d+RigKMp3331vOp3u7e09evRoNB7cv39/vV5uCNuaZRlxnma4bdtaxzHGGL1zLpEjmqaRCF0bmG3mIMuKLMuqdb1er8uyrKoqz8q9vb27d+8en3wYYrdaLy4vzy8vz9fVKpXQLLN57kCtNdk777zzwx/+MO1AHj9+PByPq6q6e/fub//2b19cXLz//vs7+3ujyXgwGgHEpmnQmNt37pRlydY4zSajncxlzhVN01kEVb28mL3x1psPHz5cLBa/8Zvf/Na3vpVl2cXl7Pt/8zc/++kb/9NvfefFFz63szN57bXXjo6OnHOvv/56lmXmM68ZT+QvP4/f8jQA+BmjOv/kGdz/mCP5yKSBf/mn/6vf9T3zvH4pF/lT3d0TZtkf8UnqFTFTbriT4rUJ7vXR43W9HzxhmIopLvZ5yPmTGH2/wSYQVI3qUUViIII8M6/+95/81Xe/++CD9yT4z92/e/vW/iuvvDKdjmezWdpQbq1TRJ6wOb3+6Lru/Pz8Yj6rVisgGg5HyYViUJRFnidpU1mWk8kEETXGlBi2s7+bwL22bRPtLRHhtgatItL5zntvkkFLMtrbWO0l7g1deduQYhpF0xbZQURnjCEbRLsuIJu8YOOcyRwbS6KNB1UAorThBgnplK21jWm3vos++KJww+HQMmW5QwLwAa21xoDKyfHx7ng0LPLy1sGwyGeXKzCA6kPnMaKqWnRbFuHWZr3tuizPS+M8iDL5GNq2jV40RGNMMrX3PoqENJCPm6xzVY0CIQRXOgjUNI1ra0SK0ScusTEGuNfLEMH+/v79e58TAd9FZNN5X46Gzrm26xaLReZoPl9njsbjYVG4+exidn6xXMzef+/di9MzEB0Oh7kzS8WmCqHzIqIxALpksx63SPXGkVcQqJ9f6MfdpARA12opPes5eC3/8JeQ96N4FSKkqhqFEJk5M9YQRe+7dQ2xZ1/DpkdPmSIbKB4UQCQAwP7+fgLuNvEnlExWlstl4jan/m25XCaR3ng8TnkkRLRYLJKRZnphonqmuPa6rpummUwmCforyzIFJ8YYy7JMJOTFYpEMPzfpl/37JIckQJxMJjbPitKzMcVgAPQMUs+n1O+ltjaFLwOA9x4Rt6ERIQRKwPinRuH55wju6ZOd71NoD35Mb9xnjeiTz0+/SeYxAtuoHwRGJQKDEEKMIdZttVguurqaz+dtXWflIIIwJSNl7zsfTIQQQOKwcPu7u6WzhtFak7s0fEtAWG6MvZqnaBDR6DtiNMYQoCqJCEjo2sCEeVYY6wQ5RPFBYoy5M2zzPM+dsSF6JDJumAIwRaQLagypaBqPJj8lhJ4bvJ20IhIRiwRVJOptVpLHjGqM4kUCAKnGq+UDBEBYAQkiJDliVIgigCBMfVaPiKSKsL11sK95koogkapGArWEuTWZNbmzIXTRB1UEC6QqomgAYTvVFbxhunal1pQQOmYej4e7u9O7d29/rfra5Xy2WK1U9eLy9Pj0RER2dvbKctS1j50tbx3sdEEePjyez2dFUezu7hCrMTjdmQyH5WJ5sa60LMvVKiyX89lls1p0RCZ3GWEWQwCAd995sL+/P54MYkAiztxwNB5cXl7OLmeqWOTlcDhcLqr1en3//v2vfOUrH374KM/zg/3bzrmTk3VRFETUc2SiVFV1eTnruri7OwJUBGay6WsKm0eW5USmKAoms16vRWQ6nT569AgRR6PRaDzY2dmxlu/cOfS+vpydxejzPDcWz88vLi7mk9EtBPsnf/Inu7u7zPyDH/zg/Ozs6M6d3//933/llVfm87m1NnkdDwYDYwwTV1VFRC+//PLicmYtAzjnTNO2s9myaToAqarqpz977fj00b17d/7Nb/7GF774hfV6fXl5+e577//4xz/+zrf/3UsvvfTWG2/+wz+sDw8PU8Xe2dl57bW/Nz8vWPRMfdeNCIGnIYX088RNgqdSBJ7X2j2xs9zoAdLPmZLOHyBZg28cO59elbdc6usUuBsapBtpBM97GmwkUjdUWNvz+ui16sbbfuyS9gl2JM+pztdk7jdEXx/RP38E2e8XwK9ufBHPS61IG0fYcMmu7zh/KY3Q03I4RKQneVmb+iU3lqJnXhI3vuutDuTpT/hjIxM2Htx6w9PoGRf/c5IYtjjADXjw2pvQ9XC8bS73U/dg4makRsVsP6orFG7zzBvK222QOlwLlgAAJQwqEK8kuyHIzZMCZaa281nmGKFr2+BbZzEvcwJ7fnr8f/3X//LDH/ztcjGfjse7Owdf+MIXjo7uGEPzVQVkgwAQIhlVDQLOcFYa6dMktn4YvSvGcDjc29sbDAbpIFMdT5hG8J2ILGNEufpACKkNYdvDbMvIcDhMS4WIKEQkdjar6jrPy9V6fXh01HXdYDAgouGgbOtVFAGAqqqCajmeXNaXdes7H0SUmeu6zsbDuqnL0cRluc0HXb1EMi7LL2YzAdrdP2xDrFs/HA67pioGo8ViQQi+awnFEIwGxZdfefnvfvx3g6IYFgWhZoZQYp45ZlqvFvfv3vmD3/tfRUNmMYYqkilzBu0MKzEnE4CEb1ynYQBAAls67yOqRBAE51wMAUl9aKUFEQkqIhqiRImqisCKoArBR0Js60ZAx5MhigoEIiKgtuvqukKkoixHkzEbm2fDum0BWCERkKhu/HJVheCNIeecY2GM1XpxcVY9/ODBhw8f+rZ1TBrAGXN5cnp0ePu3//2/+/3//J8fHJ88OLmIQoDBR0UVIgIh1dgPuBG7LiBKCmDYyvv67YxK0qyKahcbRASm0CqRZZvFegWAxjkFaH2IAsTWuaxnglkLEp1zqpplmSIliwMRQbxR5/vdp8Rn1ivaeiAZNunC0xDLoog+hBCGRbmNAhNV3oYt+vD0Lrxtm+sCwi0JeTQavfjii4mrOZlMLi4uHj9+nIL11ut1avmMMbdu3UqczOFwmOxYlsslIh4eHiZAbDgcpv5tvV6vVitr7cnJibV2OBwWRZGCTJLCajQaTSYTIkr6PU3gSF03rY8iQJSXxbYvfbqe/GM66G1Adrrl05Encex2VSrLsnfBtdZam+TOwfu6rkWRNxvEssxD06b9Yte2KTPjydXz5xjMbbBExeQKo6rQK4RTdWZm1Wsjwk1NZua+BGm8zkrdlqmu60IIxhX9AtG7kjL1hueAiMykIlHixlroCR7WVbZ4qpYq63o1moxRoWna/f0DZ7lat87m1th0MAkRZea6bqIPg0FZVZUzbAjFt8aYGL0PAQAMW2OsAliG0DYSw2oxQ425Y4heJaYU72ToycxM+NZbb1mmzPJ4OoLJ0GS5MVleliEEUTwajH7wk78blcXOdLo7Hh7tT9S3o+EgtI3EPoGAkrnTdX+lLUjZBzz33igAaIEV0IdAhD74pvV5UeaSi0RLUuQWUUajkTFRQZJeAQkMYwpaSJJPUYiCiJLS+0z6+PvtRcgzG0PsuirPcsZ4eXk6n5++/95bX3r5S3t3D0Ep+MZmOSbsUSOgEAIKCAbLVkMzzF0Ispz52Pl85Hank3ffe388rPdv3aqWi9HeTlDauMpiijkjRISQZ248GjDqqMi87xjVGAYAkBStACoBer19T2dGvtozqCTapyqAZYOkXdO0ICLAVIyHZjQ5MEwIpm7UWjsoRrPLSoTv3X2hbbp333tXBQ4ODpqmiRKMNXmRJ5vf07PHo9Hg4cOHIfgQQlPHncndEKVtouFsOhnEGMev7O3sTNu2VkEArdZxuThDDmVZxqje+6YJxpjbtw/zPH/ttddOTk4ODw+Z+fJy5r2P0Z+fnyZm+8nJRdNWTRO/+tWXZ7MZIljruq41BnZ2p6vVyrm8LIfL5UpFq/VlVdXJ8u3y8nI0Gs3ni4eP3r//wtHR0e1XX/3vs/nF48ePssw555q28j6MRsPPv/jS5z/3lUE5ef311x89eqSqRZ7/H3/4h3t7e8ktmYjyPG+7rsyLwWhgDL/33tsvfeELX/7Sl376D/9g2ZZFXsVafAhtF30LEnzXgXRf/7Wv/vbOt/PCEePs8vLBo4cPHj4cDUf/23/6T6Ph5MEHD6bT6Wg0AIAY43Q6ffvts8Fg8EvD9z6WbPaxL//o115/wmbq8MSvnvcO1w/sWQKnX9op/PPCl/5FntfH2l1+xlf1J3//j262k/XCdt7x9MJ8fWxx/Zi37dnTbeST/8dk47VpBvsApB5DiJImsM8UHT37uwBOy4JuuD/X8MbtIxIAU0TpBIUw5I6L3D18+OBnP3397bff/Onrr5Vl/pWvfS2lPO9Nd21WiIYYQGUJdDoAACAASURBVDUGUVSgXuFDqqCY7N02mCb2DWqKEUuARgghJQwRUZ7lZVEYY4yh3JrMuSROq+t6sVh2UdleyaOTT721dotiEVFRFo6GXVtbkylCVddt1xWDwen5+enJSe7IZS4rcpM5drnJy90DJ5wZ54ApCpTDkXWu7bxAaCPVXroQu87HqGwsAYkKMxvyBEJEy8W8bRpHJCh37xwOBoOiGOxMx+Nh2XXNsHSIaU4szhqRgCiOzRc/fw9Ro4Tga++rzCIAgcbEzFVRAIhpH5mEJ3pFuRJQFQgaIygqUIQUNbEZfUoXvKgyW2MMEocQokRD7L1vgrc2Y2ZRDT54H3yU5Ps/mU7KwcBmLgYVEQQDbELQLsSmqfM8N9YZY5iAAREJAQyZMi8Ll2kIq/kCok5K9/LnX/j1X//1//g7/+Hw8GjZhVXTvv/haQzRFXlUkOA3hpwMioqEZBB7Z/7NHbFJFtEtYzmZdva+ndrnSyESAqVMdt5qu/Q5fM6tTPOKy3zNg/oj6smN0M8n0BUERUgBz3GDVW4T2vHG5P1Z8D4ABO8zZ2Lo3n/vnUQbu7w4U6D9/f2iKKy1idU8HA6Hw2ECuquqWq1WIYSkzSuKIsW4I2KK9C3Lcnd3N7Ga5/N50zSJ81lVVQovEZEEyCfxnjEmSNzd3UXD1uXG2vlyaTO3v79/cXb2GdCLnjlLvaEiuTKbAdK2u1FdP70lrP9gt44ycG3fcqWX9tePJxUoRCDuud+pCQ+yWQj0il4sol4EQgwKCDGV5xBjahGv7GquzRCTeinPc0Opz4xtUyEwiISuYU1uGSlSUCEASiA0KJFBAIhVNfgoEQBYUwPZxQ4FAUWJ0DpjLLMxzCVKBEy+R2CIiaxhlxcpr0UldmkAkeeFsblzWdu2vovR2LIo8jzLMptZNoTCbK1BMcrJqTLZvRjpJdWbT1U3MD1t7lhEVGY0IgIqZE3GbPN8OBwuP3go2mk0q9U8z7Oi2JV+QdwmdyJgGkOmuqrIACLEISXT4GawBKrWZbklF1nF+1gxds7Ew9vT2wfTQUFd6yGEFNFO0COfqqIaRAJEf3tv9JO//+n5+RzBDMthmTmLdjwYivr1at75RkVABECZDCErKiqA+NyaYe4GjlWj7R3GrqIi+yrS6ydxA8zqNp042a1tp8CICCqQgt0VQ9CdnVvz5fL111+z1nzn2/9zytscDvdffunrVdX86Ec/ms9WLmNjMcR2vfZEw7LcKcuyaard3T1mevToYVVVo9FwUO5LNLlz0+m0KIp333tntVocHBwsF6vzi9OyzEWkqX1RZkVZVFUVQkCke/fu371zP0Y9Ozubz5cHB7e+/vWvN03zwQfvpzpclmWM8eLioqrWxpjR0DqbUUo9JdM0i/F4uF6v9/b2mqZbr3re5mKxeumlndls1jTVxcXZ7dv3d3YmTbN+//13z87Ozs/P5gtON2/TNMvlamdn8qUvffkLn3+5yKdvvvFuCOHb3/629/6VV165vLxMGr/EKRCR4WBAqNE3qGZcDgCFCSxhkTuIMak/itzmmQGAqloh5tOdSdWsF7MLkXB6fqZBf+Pr37hzeMfY7OTkzBrDzDH6ruus49lsdnJyQvRx+XufsLo9U3r3C7DqP3Zr/rTz5PXn9nLYj6SQfcQBf4Tk6Z97I3QDpPonsbv87M/reSjrLzCD+PQuiY8Ae5/2cL8RfrB9zvW+7mm08Ibbyg1a6bO4pimm/eYN8kwT+Wd/Jlf9J6hKT2jcBPRt/5RKkNAGoRCCRj8cDpum+su//H//7ievxhiLweDo8PDu514kYmOMsvGqqpTYeUSGyCD2KZ16ZX/2JO9IdTAY3L59O8EUWZadX5ymSX9TN3VVzedz733hsiLPk+4IAIqy1KbzMYQQyrJMOu8YY9u2qVJDn4vA6VQEtOm66rxdLJdN156en6HKrb1p9MFa67Ls/PIyNCs0jh24rBiOJjbPCA2xKcpBp+wVo1BMqW3WlDQSxRBiiixr2zYEX9d1ltmyzAFlMh7u7u2pqgZvLSFaIsjzzIe2qRvvo2q0jBBD6FTUh9jF6AlVJGW79UY6gH07kZwE6BouH0GTh0+UmLpDTtnVMYZe7ASbaLInwXIEZnZEABjSqDaIMcblRUp4S7DPYrHIs9IVZd35EDtAw2zzbOCcJQIE0YRgAIECIjtLljh2sa31lS/e/z//6H//8pde2d/fv7W/++Zbb3MxrlZL3zZsSmaOIfb3FNFm35u2MIjP4p6I6nWSJyL32WtXBDbeTESuVZ7rwxq42e+lhrq3U3+G39JTxDYETVFb11hzumn5Evsw9ilyKICqUZGSvgb639Omx6PnVZs8z0MIVVWlIPWqqohtlmUnJydJzZIeKT0vye2KokDEu3fvGmNSNkNqMxL7MRGeEdF7n1C+xPBMThLOOSKaTCapJ2zbtqqq5XrlvY++W66qum19CKPJeL1efzYLx7XKic9jG6WzY2ZAfrKK6qc6BOxF0Rv2B1+jyZBud0pXc7oNCpqOULZjQVX1IXWJtE1UT9Y46mOUDkKU2CkookWihFFvMb2tbdXW80moIOa2bbl34qHcmRiUCU1iFBvTe/erZeCMWa1BQSYxQCE0SGRTnicxMacTdJkps9wYYmZrGCChZJT+MpLbHLmo9mphEMXei2XLGVGQAGpSnIAxRhEsMRijgsy98RgwKzBf42rhNqMl2d2mu1ApBdMwIBmWEJnQS1SIZZl3XcdYMAOSxNAZQkVkIkUkEkza9ZQfiYCiiEIaNjwCxf6wVXwMIp1vETHLrHGFdbd3p6ODvUmeofgYwGuIKWKFGfskDIyCXkJXZIPY1dXishxMHRNoTPLEtm2J0BkGEGOoj0aRwKiWybApHBeZyzMXuoZAkpExbepUX2x6AHS7UiM8mab2xMWvnK5ZVRWB2Ww2Wyystbdv3yqKIoSwt7dnTDabLR89euR9vHfvnmgn2nrPiOicLcuyLEuRvYuLs/l8bowbDo1zWe7ypoLVagUA62rVts3BwV6eOx/aGH2eT7quA1AiCiE+fnxCyHfu3Ds6OhqPxz/72ZtVH/Vev/nmm977+XzWdtXe3m7bthtZRDYclnfu3Llz504qPnmeL5Zza22IPgbIs0JiMxqNv/nN30yU9VdfffWHP/zbo6Oj3/qt33rw4MHJycn7779/fHw8GAzSIGy5XKtiWQ4OD+++8MKLu7v7b735/ttvv33v3r2dnZ2u65xz8/mcmVNh7G9jUmYEEZBY5o4ZIQYisIZAhRhAIwErqGi3Mx0AQNOsc2eZisVyOR4MdnYPsqJoq/Z0fa4pm0S165qu6wrI5vP5YrE4ONg3n149/QW2vL8ADnOtS/z4g7kpH3qq63uaVvcvDNb7H0EOd6OT+YRmJ5/kGvtU75SnRa3Xgxa2C/mNdMqPm5LgZm+vz/nVVYnf7nQ328crVf7Pa1qgCpIEGZoiyzD9RwUVBAAJCTSGrraWm2a9u7u7v7f38OHDP/7j//L666/PFnNm/vrLX//85z4XVY3LEdkrJQo3ApFlNpaQkUAkYnp/AIEkLr8SHHjvNcRU+kMIztoiy8WK5lrmRVMUXd0k+826qlIadZZlg3JIhpkYEV1eknExxqgSBKJi6sokqg9dByISCmOttUqUxZCVBQD41h+fnvi2W1brpqm+/7c/8KsZZ6XJyw9PL2PwbeePz87Hw9wYA8g2y8a7u3YwGA6HpxeXGoL3QZGyLGuapm1bUImdH+/u7O3uKkpZZJbR+yDRq4Tjxw92JoOjo9vWGiYF8SqBnRMfmrpOeRvMypwi76D/GJGSYU7og+AxRSfiJnRcBEQhRg0iIBqjJFZhv/azsYZBMaamXiEhE1EAkTHGuu0S0SvPisFwkGclM/dtJCgCq6L30QdQRGMN20wVgBJ5yKcGBoEQEUGZkNkCQIzw0hc+9zu/8zvOmuMPH65m54TEjL0Wn2wIIUYhRCUkSa4IpMiATBhTQGOS2WyIrKQgCtrvjBEAt9cUgSL2sAAgUp/e9VR3d+P/RBiCikpyiEnM7V+sBCXzi2vyJoiAmib2mrYMmCIvUQn7ZxGACD6DKZC8N1erVTLknM/nnY/D4XA2m6WkvqIoksNKnueTyaQsy6IoVDUp9BaLxYcffth13ZZ3kPZJg8FgNBqNRiNmHo1GWZYlrC+de57ndV2fn5+nBCofQ5EPXJGLYt00eVmKyPn5+We8dui1xxMrhWpyr3HOIZknnqefLlOmt/9V7bMBnuz3Ns/pDUW3IIyqxBhFQ5JrpjcJkqA5i0w36CTMzMRMFglFCDbmUumFfau5yWxMzAghSQSHnfHEGJO8/gfD3BqWEEUkzTeYOXeG0WSZYc4I2DiWoKGuiYwzlq0p8tw6k1Rz1lrLveImc05VewYjqIaIRrRfeRURjbHI4NtOQUMIREZViMEyMxIjGQJDyMwKyswiLIicjhZIiDerW492b3VAQKS0MVBJHSUQEiNxEI8I1WLWNJVhvFwt7t27c3R7bzId1csZaFqVo6iqaKLIAyhj8n5RAGXsbcl6nV6ywdROJYJ4QDCkuTHWlYPSZZZVA0HMjBIqiBhmRmWMABoxOBIfgyXdHY981RblNMsHbKwAucxE8aPRIMsdATpjGTF0jcRgnMlym3PuMGbO5s40ATUGJqZ+xUxoXgrRk43bGgJI7GMhkrtVL7hRVexRvpS4qKgwHpfvffD+qq7SSvT48aNE7b64XDx4+MHFxZlqHAxGUbjtAoDEKOv1+uT4NMuyrutm8/l6vd7Z2UmLNSIVZZ4XdjAorWWincOjg9VqpVU3GOZ5YQBD5plZezK2cUR0dnb28MGH5+eXafDEzE3TWcu3bt0aTz73+PGHiUe9Xq/v3j3KsuI//If/+O677xKZwWDwwQcfMJsURj+bzQ72b63X67runM0Pb9+5uDxLZj/j8fj8/Pzx8Yej0aiq1woy3ZmISNO0ddVYa3d39r7y5a8eHd5ZLuuqaqbT6UsvvXR2dsbMSdKciueWhMUGEUVChxqdZWYMvmUCQ6gSDBFKFIkhdKLeUETEpprH4BDRME7GI1RZzue+iVGlaUOIkiDxVH6Tsnp/f/+Xhu/9Y1q+G3nrH7HnfiJzbIPvPbkd10+C0jyz+blxDP+EmQSfEnvznzbe4DM4r49YiX+RbdYTju3Pxff+sQ4N13YbGxWE3kDz0g+vq1mu6+iuXB+fsspMUvLn8TmvPWgLlYv0dlybu+xKkIkpeOnj7nSB5MWJoOk9CSndtqQgoLzZD6thwwbyyfDs9PFffvfPf/LjHz94+KAsy69+9Wt3ju6Mp5Msy/JiUDVegUTVixIBMwFqUCVQkmsY77O6UmNM2/mUttS1bVPXVbXakrWYOU3NVSQZDKpIjLJYLCjPi6JIOp/FYpEUTalS9zPTPr8iioQQoyI444w1bMzdu3d907T18uLsLC+KssyUeN3JwXTkyrJY+8VivlhWP/jRjwZlrlHqqNlwenq5IKK8KB99eFwUBSAHwBS5o/r/s/emT5Jd133gOecub8vMylob3Y1GgyDAHaTJkWiZkrxIHkXMjMMzEw7bYf9n+ub5NDNhK2x55LAWS6ONpCSCokGQICmSQAO91l6V63vv3nvOfDgvX2VVdTdBEZQpx1QgENVZVZn5Xr537znnt8loOFrOpoPBYDweGYOMqa7nMUZXVcNhcXZ2/OjR/fF4YG1pLRqiZR2JHBlGg9QN1CVyG2IERAQjKAmQEBkxITAwsiADCiMr54hZgDnFpAKoBCEJMwGJOqSTISSFcHt6JALpP1Nig5TnWV6WRVmSMSDEzJETEVmyG6PRsmkWy8bnQ18MgDIRDCFwSgHZKn+NY5ZnhExCBsEYV2TlqJpvjccphjrUWt5xEm8JUFJoAyBbNNYVma+XcwRGXs/B0zm5iHQ0TlgBc8xdWbmevMfdyEIvWeXZEaJmQ1/gdNf5nIAowizqoEDXJ1Br+cWXQPH1Nu+ixwNQJBYRGCEBMQmyuvcRdfRbupjjCAASCcvle4I5NculpLQxHOpYPcuyugmj0ejll19WQE9BbMX6lN6sYs6macqyrKrq9u3bylzS9i/GqJ2A/n5d1wcHB3Vdq6G5wrkisr29rckoOzs7Ps9Cm8DQbL5kkaqqiqocDAb1YvE32+Ph+jJ7saCJxBgTi7WWjLtCnv/p0WF6LqWWpACQ5OJdkfR8zg5+ZI79mzeGADtkT3vF0MR1TEYJiuqbuaoAVuUgszbw6uijhvVaQysB23vfVV4hxpQ4tNbaKs8QwFsCEkQyxiKiIZskt2R85gGRAMnR7HzWNljkfjSoXO4H1cAYQeVqd/QMQAEjCRGNs6jJfoiMFsgYS4jIEkJqmDkvC0ISNpnPU0ogwGi9Ja/55WQsUUpKwrZEgmRR/Y3QINIq9gGskAh3NG7qvHlBJAHyyg0CUaJwbn2ql6dnp5o3aR2k1C4np9LMCcSQkKCQIAGKMAgKszArmgcI0PmfEAgToEaDIpBFyT2nxGkZkrTMxrjYzFISS1BU3qJFYRBGFpEEzIgJIJEFCM1rd2/f2N6r2ySS1UHawMDRGNrd3SZCgcQJBdkQ5c4PymI4KD1yM5+iJGcoWeIYrKE+UUNWGzYDqF2RMlxXo18Q6OcLgEiiPmurT1A4nZ6d7O5ubuNm3SwR2Tmzv//4fHJ+dHRydHQ6HG44T+eTE8Ao0sYUR8NhXhQhBBFZLusir4p8MBgMJ5PJbDqrSj8eD5mxDbMklGT5/oMfCKf5Yppl2cHhA42ECamOIX7+85/fGI0RTV3HPIuvvvoxQpMXeVHkIYQ89xsbowcP3/3KV77snBuPx7du3fr5n/8is2xsbHznO99RUC7Pi49//NXvfu/b480N53JCGgwG08nyT//0y7/0S7+YZZlzTgXP3/ur7+W5+8IX/o61Ro3THj9+4p33PhORug6z2fLkePr97/9AhG7dukVEunien5/rLabkiE6mywISOQYgFEnAVLchs4ZAYrN0LgshQZK2bcrKzqcnRDQo8+l0GkIwLiPrkUQiW2MG+bAquhGh9zaEwBI1FnVvb8/+LNTuH6Sz0oVpzTelq0M134ihi202ahuMQkKMjKImtmKEGAUFQYBREHr3rZXv/H8X3d1zdpGntrgq/+gr5XWD5J8iCCigMiFZm1lekME+jOOCayHma8njK7SqS4CVn4Xr/6kMzPUQ8/4e6W39141Y1tV665ZCK2bmpRl2b1K3VrjoBte/OjOvK+5wRTzAmLqIJW3dVpnpV2hkwpD0TWEXS630toiAIiDIZNCQQIyZtV/5s6/8+Ve++vhgf1QNXrx96yMfeWV7ezuE4Lx3zp0cn2TlkBFQuAvCIUoptiECiCODIA7RGDXCFi12ccV5kphiCMLssyzLshjjjRs3lFSmpvOGjDFmMBjMplN9xHk3KismU4d2MZtZb6tBgYxRIokqM5JBNN7k4IigbhYAsHJzZ05JqX6DwWB/f386n5WDYmNrp62XW7u7DIh0SkRk8JVXPjYsy5jS8WRKNmc0ddOenZ09enjfWI9k87La3dszaMpBfuPG3v6jh4AMhMZRbJvRaDybzUIIL710a1T9QwB46cWbTb04P59Zb4iTBWAU4RjalFIQSEiQZxkjiKAwgUBnE2FIBWwiLEmAu+JSKTqYAJMAgCRx1jnnGIGZY+KUOtsRNAbBSHehAqIZjcqqqtBYZm5CaBY1M6A1atgYk5ydned5sTneadnWLQNGHXkaBCIDwm3L3Dbbg8piCgIg7K0rqzy2g+Pj85SStyCQOPJ4a4vz0vnMOJ9R1oJJMTUQEIyAIAmDIIpBQVADvfUmCy/fiIxgCEynYhWSbmcxiGiArCCBOpeTAAIZJgQ0gihoEEw3eQGj2VBP3d0Q+3VHVvj5yogPebUlrTdw+g2rcwICG1GonBAZOhSdBUnn7YC0QrtBEEg6sZ8zpgkNJPa5Z+HJ+SQKn55N3nvvvaqqlsulc25zc9N7r6JZda5fLpfz+VwxHy0y1Ks2xnh8fNy2rer9EDHP8xdeeGE+n6eUtra2FCds2/bhw4eLxaKu67OzszzPN7e3zk4nbYosWJRlXdcu84PB4Ojg8NKmDBdZoKuCkwASCF3s88g9eVWeGiyKHdWA+5xFfTahq/bCAigALEDArCWHddbC6vG+R+rNvVQjjIKaEt79RndJqfkFiFC3yyj0cxFepz6xBEDaZRqyxuoKbwC4bUIKSSCBkEBChnUvMQAgAu+9MaYfzyUOKTGhtcZ5T2jIGAuIKYFIFGYDgiRqeEddoY/OuTzPCEkTR5ljkXtmBknCrJH0lmDV+zkRNkjOuSx33rqUkgirTM5ax8wGjKBoXigSNIuFt2ZQFMPBwHubeRcx9KfdeW+ttUQp9rJrYN2CEAU6gSIQWOPBADOTcXo1ppQ4cZuWoV4mAgklCRq0YKRvS3S1E+nSaGlNrY5gpFM/Xqx4AECE+qKMZE0aFDZz5TtpOR76F29+/NMf+wgwxHbpPGAnUxeBJCzq+6JkAYG0Yp3ofapKZEZEYynGyJwIkJATAgJkiJmzbWoR2BjjCBAiiPqRCUoiCw5NqJusyGezeTXYAYnL+WmUNgVu6rCcz8DQaDhAicSxrpcosr05Gg6qjaoq8yzUs2VsUgCUZAmZmVD62Jp+lNtnxa4Dy4xEIkmXktV8SUSj+QiEAWU4LI9OjtDirVsvnJwefeUP/3h/f39nZ++Tn3r90aP95XI5Ho/J0dn54WxxXrfNXrU3rDaWi4bIbm+PAHgymSESglWnHudoMp0cHR0Nh9V4PDw4PK2qggxs74wPHu9Xw/Lui3eni7kl/8mPf2q4sUlCbZvIeosUkjhjIofjkyNHpqqqP/vy13KXT+aTj330Y//sX/zz9997z5L59V//9ZPDo9t37jx+/ORf/8t/lZXZwZPHg2qQ7RTfevOtjc3tre3sBz/8XlH6l1566c03v6H58sbQ9s5mXmT7+0+Ojo6aJiDix1772Hg8ZoZ333336298/e/+/BeHVVUW1Wc+85l79+4NyrypZxwbJl7UtdLdrTGhbWbLRZVZgQSGOAUwpm2azFkLnNraI0jbIlqLjByL3IcQ2uVia2tzsVgcHZ2I0Gy2zLJqvLFJBBCjCAVO1toY09nZ2cnJye3bt5fL2v7kUN6HTal/uomFIYI1mEJ9kNboY8JKjgZt8YSBVgBD909AufAbWtl5rm2mKjlltapYd/u8zu+/8sgVg8QfCfs8ZRh8SSL11287ezv4i0dWUU2r41IQR672eyCr6vxpVMPnvqPLeW6yEv9cZaF0LCgAtaki/dgSr3dl9FwE+ApydV17xkn64TwIAApz6vj5tJoPSLpEaBS+NlAwcBER3vVdz2fDXn9QHcx7Vozytvt0crjsz7kyW5PnNLH6VCtD54uRbU+/WfehvSQxwiuNfH+ZSR8dDgACEeHiGXRk1X+iq3giFCSWDjWQbhaI6qXeC6MExBhIkoSVvCmZzw4PD6tBYb1NKVhvyEpTz2/sDH7zN/7t1//yGynGjWG5uTF6+e5LG4NKYsqsIzASeFgMAZGFFcqHlCKzIQSixCzCDiEakCjIPrAYkMJ7S6DmmiRMwqOqvHfv/awsFotFVRX9x2qtFe8duelirmTOoiiKsnSZOzk9FwBL1ncqPbFdo5w4BBQEhsQCkIwxnNLe7m7TtOwjh2iRmsRJGAA2tjaXbYPGhJgGg7JpQmZhDtGZfDafI2Ibws7WpnH+yaMHYVm/9LFXHeGTw6Mir3yWj8qCjBtsDERSwlAO88FGOZmcO+NiaPLMMXNq6vFGBYlPDp+ggBPhuvVg6+ncdPFyYtAKoAiEhleKDFjVr9C2gdBo9SksHCMgMnOKQS8DZ60BG0FtJEQ5mSIIhHmekXEhhMl8lhiswa2NsT5vHWqugZnJmqzMnMua0E4mU+8zAGyadnvrhfNl8IMRYhLBNgaPIsKL+SIvK7S+9M5bqLwLFhDxO5OTEGMUNjmBhWVoq2E5n05PJ2fc2lkdNIEY2gRIRVEtl3Of521YNotFjKEaVMPhhloO9gYVFwuXiLCwpBhSCCnLssiQAMh5RCqKimMoyFPDlSvIFkeLIyF7MJkOBtWkaazPy3KE6OpZk5WV8UhovLNAECMr5KIukSkla23ipMw6bceEQSQZB9aStZaNZTLaWGofgiAkbBgAwOoDSt5EXDUSOiLq787eL6kf6FFiadU9dVEfHR4NB6O8LEIIagW+tbWlvppVVTHzbDY7Pj5WyxblPOtAXWmcKoh99dVXq6rK8zyEcHR0tFgsnjx5omvpo0eP+pVtsVicn5+rFHA4HDrn7ty5A8YWZXV2PmGBZV2fn01ZKYkxYoopJWtMikLUL0dahxp1UmQUAmIEEWJkg8QAjGQ6KJRXykZkjAIi2ApkzmYpTQw5AMycb5qmKsrQtCgQmiUNqzL3bQJmqMoBCU3PprEJbkSDjfFiMeOQCFC3LWYmtKAOnmQSpMTJZz7JipaYkvaiSWLnG0RqBGQiC0uMCdoQhcSRAWNCE1iSCAszdbFnhIgGLQAja4fGMUYyF3ywVWicZsCpjI707gQAJDBG2c6kgljgi/KFiJaLxWg0WCzmmfUhNprJ0batJVzF0BtDaL3Vy1U5mLrlqP8/WguMEQRESMhYa8m1oU3A1mfWEhobYsrzfD6fW7uR5+Uitgk12JuYKACyIBi+mPmSUTNLHfCJSEzBoIoJJfcFsDR1y8xllkNTF8bMT88dwK3d3cVisTGoutRSToRkRASZEFkYRYiIROsQZrUDjUyICqIm4BQXTlnkETxCO1ki4i987hN6zlN9nkISjlGS4oW6+2oqg2oi1GtHBwsOtYG/GBHEJlgiJEdErM4qzGwEE+TWgQVmFk7dFoysmGASEWbCrG2QsGiaRGRHo9HZdLGxMQxpkmWOnBfh0ITMJ3p2FgAAIABJREFU4tCjt3azclujIs8scMvSWohVPvCOgAHRpNj2NYMh1HEVoDotrwyBmL0vYtO0dQME3jsQSSm1Ka6cSHXIZWMA483rn/7k97//3Te/8ZeDPLv92c+X1ahwg6rYcM43TTg5OTEFbo62ttjN6+b05EnuCuecd/l777938+aN+XIx3tosB4PhcGgMHR0d/fIv/QPnzfv37p0enn3645/5wQ//qnDD/+nXvlgOSo78f/7f/9ev/KNfvf3CS0cnp85Y7/x8vkxk6rapirKNzY3dnRTar375Tx4+uL85Hv/jf/SPX33ltXs/vDeoqnvv3rv/7v7dl16o8nK8uemtOzk8MeiqfPjNb74Vmvbmjd3ZbPZE2v3H7z98dO/Ro/1//a/+ZVYU//H/+U2fZd9++62Hjx4YQ3fuvOjITM5Of+lLf282m29uDL/6lTf+5I//8Nd+7deGVfn+D7/X1nU9PdWqLMTaAEiSGICJnHPFKJfQEAoiozHMTOr9G0JuLcU2I67rWRva09N55NS27dn5ZDKZhhCS4Gw2m0yaT33646+88hIzCHMQapYhz8uU5PT0/LVXP7m3tzefz38m8L2fBPe7mJN1o7XeOQ26sEoABBIEXP2zI1OvNA8AhMAC8BOiex8EonzWgz9taPGpz69noT8X672vrI1YP9wvutRhry2BP/H5/yDt8NrBwTNUbU9nGv+4n9EFXVCDU5/GCL0uHXkWPgnXPI2u84t6LuhTLYieeh2u/T6DqD5bVmPvBHBV2spqY6i21cAgJMg6zJbOB0PtUhiJAJkMWjIAGEP7ykfuPnr0cD47H29tCIembrfGg9/6rf/47W+/FdrlcDgaDEZbmzsbw2HmPaFFVLgJQeMuoKPdrCHBCt9zP4xg5txl3hmIbdM0mBIAF2XJKW2Ox/PdZVGWs8WcuYtlV0JF77fpi5yIjLUJRELok/36NlaYkaibfqASAVW5IMwizJIYO3uEzu9t7cqTVZZuAE4EogRRQNRYCGOMJcm8dd4SEXICZtGsP2BvbJY7Zp5Op+pg2S7mLUREJNC0XBKJ1HEXGRGQL6LtO8IzKDSkWg3sx2es3iiSVm1wlJQEsefukgBKN0oJITKCtdZ5j2giSAgh1m2bIhlTDSrvrc8yDrFpGiR0ziojMcaoxCHvPRkzXywwEQAImsgSuSvrEQJyBGAUBjRARAgWOKH0HpSCnJiLqmqWHJo6Ce9sbrduIyuqGFlSOxhuLptwfn7uvH/0ZP/hw/dn0/OUWufccGNMaFSlptYjfRyzuvUQkTFWLTNiG0Jbp8QCZK19/8FDJym2YT6ZA0uMcbAxvvXibbJ2Op8u2vb8/Pzg4ADRiECMKbEIJ0Fh6TKU9YPQLEcdI2iwhxLaEAX1bMNF4UuCJOrVIatwa0Yx0gX1sTJW9KMW7HzSlVXdkzn7e4SMqapqONxwzo3HW/o2iqKo63o+n2uwnoYrNE2jVkaaZaKkPmttWZYhhLOzs/Pz8+l0qlOS3tHROaeY3mKxCCF474fDocY5jEYjTTF+/PjxvXv3vCsDJ+t83bQ7u3tFNdjY2Dw9PqZOKmlWN/vKUv7SviGa/M0K1iEwED5dZXyBxXU2p0/bbVSg2U3TBCSxiAhrUh+qeRCw9OZQiNiBviIpJURBgpQigLQxdkUFGmOtKj9T4MgSY0gMKaXITMbqBW2tI1rliguSTmWNIWDqKHOsfQMipJCYo97NylF/ylaF/bQakCBxFE4rPicYInfhwkKIYAjy3Me2znLnhQZlkWWZNWCJiNAYaw2hAV2sCJGMQbMaFhnqUB7q1hMWNGgSoKABI0iWjAM0aBwDAhlBYgZBC4QKvwsCgknCiAZBAFnhTRSjImP9ZA1T9wXIMYmIJRQkAY5NXc9ms9nMO2sJC591URmsYrkEkgiAuimz3lBkAIAlSUIQAiBBkYRCCAEg0MVArJMiEJFmIhhmRCZkLSR7v6d1wVE/BBcRA3ilmKK+EFrRdAkAuSNOps60iaHDCXtDKdB3ASzGWGtsEPDOWEOLxYxjW+SZdd4aGm2OFpOzsvLjYVV6ixwhCgALJ+GYUkix5RgNoe7jrG+eVzA1i845O8YQgAFvcltkJVkA5BBCm1oLRgRXbH+dIkOWua985U+ns7Pzs+PFtF4s6tu3HEB2dHS0u7e3d+smOTiePonCJJzlpScPQbY2N2/e3BVIL798Jy/LEFITOLTtwf6j119//fNf+Nx3v/NXP3znna2tnfF469Of+pw1OBxuAMB//ebXX7x1Z2d7dzZbhKYFB00TLFkA2BiOlvV8UJVbW1tf/eqX/+SP/3Bvd/dXfuVXdnZ2dMFn5sPDw7IwKaUiL4bVAAAM0t2XPjqdTgxRjPzowcPBqMpzH0LTplhVXkCOj4+dc0dHR/v7aTCoXnjhhbIsTw9PNXc0tiFz7guf//S3vvXtr/35n33+c5/z1nrvAYxa1okIEXqfW2sAsGnq5XxZZI45aUZObIPOIpvFMoTQ1k1d19PptG5DVCBVpA2hDYkZRMBYagPEGKMAkqCh1CTvPSK2bRgMRnle1nULQPZnv9n7W6Gje6rb4fPxvZ8GWPqsYL0f3bHg0/7qZ8zZ5UceyDO6JrnWwv3ov32qy8uPJX1cp1yuw2VPFYuuXxJPTfO7LvaDy6kMsMoRflZY35U7qyd/9lKWlclbTy41V4zsVv3D8/tkVnlbF9+AKCKxDUf7B8OqKjLX1Mvx9sZ795/8v7//O9/59n+dTc52d3dfuHFrOBxW1dB53zngo3pFqyX5RbHPqw6sI86smdGvmITYhibG4Amdt8Zg0yybZhlj2wYTQhgOKw1SjzF673t3CuWbqTmBBotdEU9e13P2fSZzB9I+B7rnta8eRO19DvWFrCOyFgwlkMjsVq+uc/7lbL7/6PF4NLxxY5etAAcBEBRGkNh59Rs1yEZW05O44pZdsdyWSzomZIHEwqmTA+HK6BgFVGqSOpAXhcAQWWuMMyAYNMkwRiAcVKPBYGCMQZZAgIadtYgUOYWYmiZQBGMMkIkpnZ6elr5iZkTSM6BgAqRweXlEJAMGMKX1i7koCj1hZTkQ4Nl8vkSrbbOgKYoiJGmms/2Dg8ePHz1+8iCGBiAR0b337xN2UkxNIFB/kT57zTnnnB8MNpxzztiqqsbj8Wg0Iokvv/zy5PhIKY5t3YjI0f7+gwdjsnZRL7b29nZeeOGVV17Z2fkO2iqKqyMzpJBCG1IP0ev7DyEURaFnO60OrU8A/6nuqk3TpHQWYzw4ONDOc39/fzwea1NnrdWiOsaoAcFlWap9grV2Mpm89957i8Wib+20Y+yMN5xTK84sy7SWmkwm6vZpjHn06FEIQW1g9vb2rMnbFMnY6WyubIjlctmT1f9aszxcUVjNtdJaK2kSJIbuP9RWGkkN9MEQoUUwLBg4qW4zqjMtqrJVgFAIhVecTBZB9TjRviKq/lNZ0CkKc88rTxds+S78Q8BYtU3pJNbMhJBEUooxBZAkDAQkkEjIOWOdZwbm5I3rYt9ALrNduu+JCBC9MYw9fQZJCJGsdd46/dRQEIRD4YzF+QKzMjMGB8PKOWcbzZwHg9ZY9X0xgkS6JGiLg2DICICINksAQMLEqi0ng2DQObCE5Ml6RksGAU0EMmQIV/ZCIqqF1VZGCd0rW0hGEEJUFydEIAKnGTkipCwFTim0koKkBrjNvckzi5AAGCGu5lysgB4A65JGYBAERHFU7khOXfS7XN/fLtg0Fw4vdIX3dCWltt8siC9NZq9v6FesgNYXZx0wrP0yGDIxBuOMMdiGaK3Ncv/u/R/uPzmq2zje2l4u59vbY0Aus3xjY8Mag9BNJXRV77chQwaAQHqBfTdR5ZTgYtOTmJg5dPdmkigxcedmxMICKhxFDSlKMf75G39RlC7FRuchiACQQqjLKrt1a8+6tH/+UILBxJvjka+qyfH53t4LL92++cLedjksFnUdI9/du/nk8UOQ9rOf+8xiMXv//r3NzY1BWZ2cHN24cWNrc3Nzc/Ptt99+7733vvSlL403NqfTufc+z4umaQfVxtnZmTEmxhhjev/997/97W+fn9W/9j/+3KuvvlrX9f7+vm5Vjx49unHjxtnZmY7hlIiu1dpHP/rR4+Pjo6ODrMjUaJSZNzY2hOXo6GRQDc8nJ/PZ4vXPvP6JT3zi5OTkyYODs7PpgwcPX37pbkqpqoZnZ9PD/YPJ+awaFC7LhaENgROwpBhDDBxTG9rUhialOJ/P1Ta5rusUuo14erZUaSsRWAtkSciABgJR5nKjMz9jTJ1m6EugLKYQEofEWZaLSNu2GxsbeZ4vFgvnnP1QOooPt2+5UtH+JPlpf8N9yPO7kSteKdeBow/lGNcLze7sXdezXW/xpNe2dT2SrL8f/G92Mq93Xx9c1NeDGz8yjgKe4eJz3QPmMnn1eW+jj/dVovYqJekpAQ+XPNwvqe+enih4/Q+v937PuWWutJTM3Dd0KyOkSxkPfaXS2cV3v9E/sq70k1U5G531yBJisGSyzAonwjSq8kWT/uD3fvuNr/9FGxpj4fadO3fvvrK1uWl9BglUEmaZBcWsspJ0RN9RRldANAMCSBIkACU2OU9tWC7nbe6pKjNnCBEePXr4+MmT/cP9yXQyQACU2Wx2Jadel3Jl2WkDYIyJkfsu+sr+vd7M9y2fQoXXTVZXN1B3GagLgoqa2rbV11K7CxEJIQZOLCyESATUmTdwSgazna1tY8xyNuetcZnbpl4KMAGKxBSis8pI0qJUUR0jTLDeEwNwYr01LrpPQdCmKybhJACEAB20qMJ90UR1EXKZJ6IQ02JeiwCRyfNs5IfOOWM9AEjiGEUQvc9jSqFtQwiBpW1bwJRSWiyXs9n80cNHezu7L965S34QRVnnLP11i/q+UClkZMBYB4hiCMAI0GRWM0ATOEBkRmNtWQzUgOTw+PwH975+ej5tYzqfTLx3t27dKovMOULE0/OJMPS8Sv3cHzx4AJesNY1zORFZMpyaG1vj44PHKLHwGYQ2pBhCaEMYDoeD0fDO7RdNni3rhcnzxWRycnKyWMzASALPZMkREYpwiuKs8c5aa0OIdV2HjiYsRkVeIqgB6j99LbfGJOzs7FRV5Zy7efOmsgDT6kttWhaLheY36I/qukbEzc3Nu3fvKiFWrUHatl0ul/pXi8Xi8PBQ3VzU0lN76bACzPWKQ0Ntw33ta61FY1bwDfXZFj/GcYms/ddhpSgGhZBt5xTMFniNHtvp9ZBRmYUA1gISC8SkPDoIMYYYiUxMySgBkQxLF/AhmEQwRsaO+R9XqgGV/2kP00W2KG7ZQYhKgAcETKC0PRYABoMGhBCcNZ30mlWUSWotSYJWqKxyjUFDNERgjFtx+QlRjLFEBpGd73SFhkwXcADUCckEAIxa8AaIIYTE7JzJ8zwvC0Q0pg+EACRCIjSWgRRw1ubIABhj+9tWBIAxkmXNFVE00FowJiAFxmUTB8MhuIwBnfIbdcaYFNAW00loFOLUEyWCkaTjqhIgQCQga1H4Qs4wKO3HX7sjImVVjoZZios2hqLMSCIAE0dkBmASQunWNxJCQMbUteIdV0NRcrmigFhv+RCQesnMtZ23H+hcmvoJ96GOT53S6uO9Zp7XEu+1p+9fXZ9aJCGYxG1sG7R+Y1R5R5m3uzd2X7h5q8xcqOc3dnYGg8JZDb4AEmSOmXMaiWmMiYbIOteFT1wS3xBZ3XBV3mStTQkZgJnny/l8MYkxJEnWuKhBF4KRJbTh3Yfv3n/4sF6etzEzmIblqKzKG7e2XTb8uS9+/uadW1ll5vfPmqZlzCHxC7vVuNqaHJ0PyqqqqizZRTPTefHBwf53v/v2Fz7/mSf797/61a8aMv/8X/yzL//xl//iL/785Y+8/E//yT998nj/7be/86lPfvrlu6/0bkMxRmGcTqdZltV1O97YOj45eOONN27fvv2rv/qrOzu7T57sj0ajwWCIiKenZynx669/9lvf+tbm5tbe3g1jbFVl43GT53mWOWN++PDhfbXrtNYSupTkm9986737D4wha2lQjUbDMYJp6sAszroH9x9W+XAynYCANdnejRd+cO99a9AaG0NqQp0CN20bU0DBJBEYQwrMkjrfML3nhMACSTEec2IBRtb1gFKSKMwRAAQJNZ2kqAohYSqDuCQUgbwXZdE753SwqJei/VAq8g+937vu2Pm3ot97fufWH8i6B+P12v0nOZnPQXUu/fTpTdzVOGB8Nvr3N9zv/bj43uVDFIAr9QP+SOh1vY9ab9Q/eL+niIHOy9WBSj/6dendFUfN/heuXAzrf3udwPPU0MvnXwmwZgnTPQlLb13ztCzNNbSzwwG5h43WzvVqwIkmcz5xBJIy944oxYY5fvftt/7gD3//nXt/tb27U2TuhRdvjzc3RxsjshmQAQBCMmSAkUG6zbFr7XSA34lMWadeQtRp5AkQrDXCwWRUZj6m9ujofDI5e3D/fkxiramGA5e5lNgZq2eyZ3KGEObzueIVClmkLl+u974zz3bepyvWwdpCMDOtmREhYR9ppR9cD+sp0KSaqDq2LCuDVNNBc9pw7m7v/P1f/mUAbtsms7ZezhRVAECDYL2iBkzYVVvqD6nl2SoHTrOV4xosuer3Ov86UHVR5yzQ+0xykk76Iyk0KcYYWbVYo9FGnuXal8bIwEJkwTtIslguF4tFSimBurq3IfJsNjs8PJzPF+fn00FZpRSsUdoYIULiiMJkOx9wAIOG0BrjkAEZAcmIIUZTDQdoXNNG72g03hoOR/eeTN55552vfe1r57PldBEYqBqOXnrppbIsjIUU2xib1a1Expgsy/obSo18FH1KKTFL23ZkuRDCu++9d/D4wXIxlRAltuPhcJBX2uf8+//wm9966883t8eDjeFHXn119/YrakeB1kVxUeFJi3ZQceKUUr1crgK1MYa2Ty0T0bTB9KzcvA/rS5FtfZXpdKqQmmLdqtBTh8bRaLSxsbG7u6umtWdnZ4vFQqNBjo+PDw4OtIBQeJyZ27Yty3I4HKaUtre3y7Lsb6L5fD6ZTDR+XYMr8zzPipzQNzE4n3Vpb65LZu9uuh8z2Rw7yK0D3nShQEEUwg7JQRQHaABXP1w1fizAIhZJBFj/CMBYa6yNTZM4IVHiFBMSEZIuPoCISVsctNAZ1l8stsYQABpy+mAS7ehAhAVYIlPvyCXJkjHGoCHRNU/z5FA6HMo5Y1xKoU0hKzK/UVR5QYB0+Wtdek1ESEImiSRW012dnQmCaHqzhsYRGuJ2GZBFkMga4wSIWZxx67GSAMRgGMkAAuom2NHsAcB0glERUkNRAuLuTYAkThzjfDElA+PxRpEXRGBIqLOuFcAurQAlKaFgdSyCplELKAJcyahFoljvyWDgwMKElA/s659+raqqtm0J02Q+gcS2QIEAwgaIgQHASERmQEFGg0aZ+Ki86J70g3oP2meWJbI2rr3MiFnfyte/p8t+bOt1xfoWrAMuZUV22UuK710eELMkJGZJkgQhIQfvitc++pHbN28a68m6PLcv3rxRFrmkGNoGnCmsAxFOQkg9Dq9k0p7Fo5NcWWWph5B0DKpNXxKjb3UynewfPj4/P58tZ03TxJgSowiEEGaz5XBzeHp6+g/+/pcA09Hho1DHze2t0XhTyH76c59xHr/19jffff8dY3y7EGQStkU23BxtcZK6bs/Oj/ZubB2fnr711lsnx5PJ7DjEs6oYfOF/+OydO3eODg58Zje3xsbQ48ePv/XW2y/dufvpT78+ny8RwTkXQqyXYTzebNugUZ9ZlhHaL3zhCy+//LJIOjk5M8aGEEUgpfTgwcO2DU3T5nlxcnK6XNZN0yyXS2Zh5sGgODk5UapqSmItbW5uTafTw8ND3a81J/ONN77x5pvfUhg0z8tHj/afPDqYzRYhJOeM6hd0c+mjLLshptoyERA4QUG0QgYQk0hKSUHV2CyNtUTkyCi4DcYpxdw6Z6xJSUJKgJ4sg8kYXRRgBG84hjbGqErspmmqqoox/ozyOf92kTl/XCHfB1GLfeiv/iMZpz/LOQ3X2ZXPOcwPkrr+AXHa63zO6/3es2SZeZ6Px2N1Mtjf3+935Z6h1w9dntWyXunurvd7V0ie1wWBz+JzrjM5Nd2IhdfB3Ous19668/Lx9m483MXe6aSWKMWYUsi8d840y8XxwZM33vja299+M6R2d2d7OKw2d3c2d3eKwTByatqAzI4MoBUgBOQuaQzWMsSIdegL2LlJXj40TsE5i4Dn5+cnp0dnx0fz2VQ57fpRNk3DiG0TexzDOZfnufdutLGplf58UVtrNS36Cur7nOuNSNY7+dXI9ioFtFcMaqHfOVWu4uyIyDq3zudUWQURSeJ6scisyzJ3nmJsE0dx1iIJisp9HDMDsrAIsAryBNVfB/r6WUSdJi4gCJauNEFCwlXceu/4Kp0dYd/HJ2HrXVFmKujKfIaAMURmRiBLJgIAUEyRGbKsSCktl8356eT07Ez76ul06pyrikwTbGUdL71yv6vrE6GQAdLS0Kjo+vRscno2AWP39m4U3n/v+9/7jd/6g29//5379x+Vw/He3s2sqMrBEImQIIS6aZq2Xerui0DrUxX9XHrJjVZCgzIzxhRZLhAktpU3y8V0MZsdPLyfZdlgOGybZjKffeMv//LNbyyaUDeRq1G5tXtnMm+nC8nKzXK4lVeDYlAVVW4MxZiYWZtMVVYo3nVpDojEP+WFtD9wIqqqSnnL2qctFovpdDqbzRTZ02SFtm0RUYmvTdMAgEKCvXeL1hOLxUKxa/V3McYok7Oqqqqq9GBv3LihUX6I2IS2XsbAyfmsaYO1tmnb6XTaL0p/nX2o8+G83gmq7FFTMfCiKeyDDZlFJKz0qx3RxRowpJYvQhCFidkZI4TK/1M1oJprEhm5vE/p0KcNsV8klOpJiABsAEAYgQ2BIfKGVuimjVrIqxATUACLIjPW1zUv29q5cmNj6I29sh0oVXh9oIzUgVQrnS4KC3VB7oYsqm2yACA6Q2CttyYn9AiGOVmf6+2o8QWCkIxF/ZcIgJDethrxKKzeawhIEBnZdJMiViUk87JZTB1GghcyJ8BMakij56P7NLjfz6g3fqYgEKSLV7a6bBFiCkGQCNXVJXJC54yzXC+XMUaDbL1BSAgJIKFYJXYSEEnnhIvqZdsB66hWnhrL/tSr72IXuEAzgYWfWgasazdExF7KXLlg8VzZu6///6lyfeaoVFxAyTIPRJxab7E2UjczE9321uZwUEjSaB0gAei2nsDSJXnElJq25QTdTQGdh6lg51ubAEUgpc6XhWwGhNbZO3dfeu1Tr+kV/t5777Whs2xpQjqfzKx35bCsCosQCeDx44M7d152Lpstmig8my0fPXq8WNTD4Xg+jZassMnz8saNG0pBzn3GzG+//faTJ09A7HBQWms+9alPlGV5enq6v/+4KApr7Xg8fvJkv6qGd+7c1d7MOac2s5xAbYRiZO/9dDqNMY42RicnJ0ovF5Hj4+O6rr33k8mEme/fvx9jfPLkiXMuxjidTtVjtixfGo/HxmKIrTGmrptNY6qq4gSj8ZYOyOaz2fHxmfcuyzKLhJi2t3frxRLAzOfzjgUqQsZ6Mn2spfceANq2bUPojB58RkAJELnTMIBBIdnZ2ia5cnWREDqyznsWWS4baeqqKCSKt06VxhxTpNQr0tepTBb+/6//Fs3es1q7D7fl+2s82xoyJv8dfBaXmZk/Ojb9qZTOv8bQQUSyLNNR93w+f/LkSd/s9ZjeekexjuM9Lz/jaQaw68yQK4zQ50PNa5q0p3SJ6+fpuj/tpW/wKaF8TdtIDJm3SLKcT3/3d3+nqRcA3LT13gu3X/vYqybLa2YBDG2MkXMy4CyzpBX+0JenK4opIosQPutdxRiLwnPkg8Mn+48ezqYTRRvaEIUQCF2elWU1PZ1qo7V+sNPpVA3lFeRRpmXfkz8LWO5/0g8C+pEtM+ustv8r5Xzq8yu3U7FEVQzqwM97b727yMsCQCIroBuStWZjY7iYz4mgzHPvrfInhQMCIUQBFgLkxCJdZrrptY29hlDbt4uzCgAMbKBXl8mq32NIK4xVNS6I1pjhcLgxHOvuGFpV8EUiW3ifUkptjIRtG4wxOnFfLOqT4+MnT56EEGJMzDAoy6ooNN6wxSsqWUGk/oLsMUYgRAEhBCAWrEYbdz/yymI2XSyXb7755r/5N//HD97fT8aXZTkej6uqsj4HgNlsZgyREWutMQUAALWasdd/TCpy6C82YwyRyVxW1/XZ8qwNi/GgvPPRlzNvvvH1r9+8fbvMstlkfn5yaoz5hS/93Vdf2p0tZ9N6fnJ+Pq/BF83jt9+tA5xOFosmCAk5zLJsUI2Gw+He3p6axGgLtLLwSWuJfz91/Z5zTt9DCEHTFJbLZU9esNYWRaHtn3NuMBjkeT4cDr332trVdX1ycnJ+fq4qPu+9egkURbG7u6tOnhsbG5ubm+PxWM1aOlfDlPT/x8fHB0eH3pWLpkYyMfHNW7ezoizL8vjoAt/7sQ5rFcaka5Fc43FQn3jx1HOyvnICABLoAEeHDoggkkSMcj8FVAoFohK2Ti93SZJNRNZ07poXRD7ovDFR2Oh8BdAassYYJE0mAFInDmuMMc62KeZ5jkSnp6eT+Uwk9fOCNTb+UwhQSVBQAAwaQCIAMELMCj1aIgKgTnJMzhhxNrcmI7KIDpGsyS6aOkRBJrKMDEDISS1BSbqYTpCkzlrAYAgMIyIaJBBJkjgmSk1qZ8kkKyEjZkiU1JNpRWLDjuiIckEzAU4oLBJQBPUUs7AwIqU2gjHeOiBMIYYUgam1uJidA4B3Li8scEKIokkGqyECCokkJIVxUd0zsM8QB3kW/efK6V19oM/Mnb5E3UR6fv1wlacDl0zX4NpLO+dYuTDeglATIqGUmR8MBlsDAZI3AAAgAElEQVSb23s3bsSwhASaVUuo04eYUoox6XIdQmjblklV+iCwCm1a7bxZWak/EyJGZkYzX9bz+fTgcO4n3lgUkY+88kpKjEgMJsY4mc5jgo9+7NU/+sPfsQbaluezelCNvStirM9n08VyenY6YQbvcpE5oUWhzGfV9m5MS2PRWnt4eHhydHT75q3pdL6oz19//fVf/MUv/bt/9xvf//4Pv/hzX2yWYX9//8XbL82m849+9LUsyxaLRVmWKcWmaZVz8eDBo6Oj45RSURRHRwfT2VlK8fT0REXFbduen58r1bwsy62trdlsNh6Pl8vl7u7ucDis62Zne+/+g/dv3NgF4JPTo3vvv+u9Pz09resagc7PJ0lwPp/neX5+PkkJdIyV2pRS8t6fHJ2EEPI8t8YfH5373CiBtm1b3frn83kfkqn9WKgbIKsXojHGe+etJaIYgwASkXNWibjWeiKyxnvvF4sFx9jW3CzmoW0ktMCRgJ3Btm6LjeH6HFPJRD8ij+G6v/+zpobPepIrHvHPutafWqavF8G9v9mVNfpKWXxF/vTUN78W4ten6DBezOHW7fuf/s6vyPDW+ZnXC/d11cT6k2h1df2cPPVs98eyooqRbtj6fae+NeYKZHRhLvgToKzYs7uuUc8/ELVy7el+eg32SpdIlz4g7GxIVtUzw+XQ+Su6rCv02nWe3gfpnMNqWqO3cZZlGmCVUhoOh2dnZ1pNrnePSvB7ljAPrpm19J5sV2Tf+k3/0yuKvnWEsB8D9xcMAIgkC6ZzaGSEyx4t61e76weN0DsBdErPGEOK0RjjnUscWWS8u7mczb72tW985U/+6Pz0JMv9eHvzla1XtnY2kWzTRpeXnDDPKsgIQFIEVQusWC6wak50sJpiCohojPWZB04IYq01IClFZ4gQHz969Oj990JTG2M2NjaUnRdSWtZNXdfk/OMnB2VeOucEYLFcVlVlnUspGe+bGI0xCcDnuXMuLJdKaNHGRj+7XqS3tjxKCMH7fDKZ5FmhGA4zF0Uxm50NBoPDo30ADm3Q5V7XgbZtiUgfqetaUwGNMe1isb219e4P37VWk1JZLb+Wy2XmiDk9fHgfEQhpa7wlLCycZ1mKwRjMck+k0BURAXWkNU2vEiKjP1P+Goh6oaOK2fRYUoorRwm0iCKUREIMqQ3OOeddWQ18liHifL4QAeecdz60bIwvi2o+my/ni2IwyGwmbM7PT7//3e8dHh42TYOIW6PBcrls23Z7e3trayvEVGRehFOKxmUhppQCc0wpMgMiOmdVspNXA04NAyThshq1KbVJmsC/+/t/9Hu/858PHz86PT5E8P/z//JPzubL2WzZRghi1EJH18mYmhCC+rUgonJ1+7uvV92sW90qllUUBVKy1hprJ9NJUZYn84klXCwX5XBw8GR/Z2f3s5/97LJdZkW2aBubbfz27/3R/sH5YGO3TbZlrkPTpprItM3yO/ff4/Txuy+92DbL8Xg8mUxUcUWWVlodQXp6AtBPNvjDK/2PIml6rXrvtSVT5E33F60tDg4OELFpmul0qmepruuyLDWvcnt7W6FpEdnb29Pe7+WXX9Y/qetaUb7z83MlkWpsgyLqL774YuYrm/npbL5Y1nr5hRCEV+kygCKGiIy5EE739hVExJdPEQFKSsJCgN652KbYBmBGAmcpxdC2Te597obHJwe5t7Gti+GwWc5Rac/ChASQQliGdplCbZyLzYJjQ8K5N8wCKdSLOqXWEyYBAyhkCaBJTZmVbZt0f18slz2THxHUEQeSOOeMIdLxhSRnDKAQojPGavOHBgDTyhUXidBg4au6rglRezz9pBjBe6ednvNZV8ms7cS6YiY2oqsBIAAkIUE2xgiYJiYAdj4zIjbx2XwR6zifzG/dvJm7rJEGGa11IbSS2HkHiIkb441RE0dCS6hrTL1YEIq1BslwSik1qvX1zhmiltuQ2ltb5e2/94XMu8xbqU+BuUkNIhoCgwSIAiwCxhCIXCQhowADKfrHHJvYpRgSGUIC5tQq199ZBODlYlrkTu2iQ1srTocA3DPYE4gQiEkgAViAGZUzyZqmuTI3YCTTh7UQIiHFHrKTtS6PnmKg/ZzB8fo+3ucwXYTrSlfIpVW/p3rCuMJnupEx6OpEQBZCQDRItsizQWnJOYtwfnKsSgDCC6dofXXvTJ5tKAJWVQNEIjCIhGQ6k1hEBIoxMpIOwkSEAYSsMVRVVUxtHerFtG7bdjafN03rnAc0MfFgMGYx//7f/oednc1XXr7729/5q9c/9XdQ7OMHR9XG+OHk8J177xPm2+OyqWMKjIa8dTG0eeG2tracg7rh++/fc87GNhDRoBqIyH/6T//58eMnd+++3Lbh61//+osv3jk9Pa2KwX/5L7//2muvqcEJc9K6qV62RLaqBufn5+PxeLlcVFVuy2JnZ4c5VdVAN1OV0ANAWZZlWT148GBvb+/09Ozs7JyIDvaPmraZzSbO2ZSCs65u6lu3brdN2N7evnv3bt2GGzduMHOKCUQMuaPDk2bZ3nnx1unJGQhZ49u2berZ1tZYBz+IWJaDi3g5cwH3EZEhNISEQES93gQRLZIGyq2WbyIyIUZjIIZFZjjMJw7Yo1nGmrjNIAkHTAm9q+u6v+qKotAr6mcU37vuVHEdr3gqEvJUmc0HYP9jR/pHuPxaV3ffK0RTffyKFcfF5vTh8SS1/utN5F988cXRaDSbzTRwWQvTGGNvKtjXo/IT+HPic6dc8jfo3nn9I/jgmNvaOvtMJuTzj/H5R/3UBV1EptPpu+++qxpineisjxiuenJd6+2vG7Rcnyk8631eH7JcEZj1p7Fv/9TUvQvm687wepnYkz37V1eLcIkxOm90867KvGma2fR8Y2NYjso//uM/+PpffO3k+BAlffKTn8iyrKiqajhwPm9DwBhBrIrzV205rISClxHmlBQYRUvMLBzbJkGKKbbJms1RZQ2dHB2/884PObYcQ+4tYdf2CGCWF6PRhveFy0skt5jNV0FSnamgzt76ecqFMv4DA/jXFyURXonBWNsw55z3vo8JVr8WnaH2fi0pMIcYmzbUjYgxiJn3w9GQmZFkWA4QJYQ2NmEyC956QRSBxbIBYOcCAANyjBFAx4eU5dZ7JyIxNtrhV1XVjf2ELFoWZubhcKB0UBJijm3btE0dY4ptQITBaLxCaUyIyowyItgsQjTsXIaGkgAaB8bOF83R0ePJbPr40aOT46OUJMvceGPDe1vPI3IsDA28W6gZHsqV82ZWuyMZJEBBOJ9MCmeKomQBMXa4sbmxuf3mW9/6yp/+aVXkX/qFL55sbjdN/b/+b//7V7/2xje+8U3mhGQTszHgnDPWsFwYY165a57qniWraf+l5REhMZMxPsvQmiQcgQGgbWLdtGRNiqkcuq3t8aCsBmUZKYsiIYWWa2NcaLlpGiVGhhC0B766bf2NrKXW2ixzqqyr61pz9lTBqFo+nUqoz4p2d+rvcnh4qOhf0zRN07Rt2zTNekKpPqeG+N2+fVsVI/1v6lGrhC9yOguzcjiIiY0xWZ67LFd+r3ZKENPzt5hLNykBiBjUEF5BTs5A7q2kkGLbLFOKkYBRIqfaGkwGOYXY1ARsjRVEIYoxeoMk3NaLZb1gQgJqQhvqyAKAkvuMMcXQIiYyYJ0h0mxOKoqibb0wLJd1ipJn2cbGcDConNPSTUjI9CAPckrJrgXd6gXHCMZYNQwFBdcQNSpEv1GSuffeWt/ZmaC6wvTxuusnSH1PQMTIKmwYySASMwuwMQYJOKbYLAxIvZg9mk8GZTYavjgcbNbLuTdowIJNmkNrCAwyooARY0ji/0fdmy5LkiXnYe5+llhyuWutPd0z09gHkgEQAfKPZHoCGaTn4cNIph94ABj1RyIgmhECCSNAAhiAnBnM1lNd610zMzKWs7jrh0fGzbtUdU/PNAiWlZXdtTIylnPc/dtyiL01ZjmvCEQhI0lBUmc1RGLoBZEkFwSzRZFjAAmUs0J/QklF45kVMgVEzGpTpe4iiosKmb1djHa0b03OxZ0sWVCQNN1gnyxzV3Ogpqw5cZaknvhgULPcBQHHBBpkFDRpH13YH6Pj/kYPdwOT7wzrx2+lvN/gpTGx467b9iQE0ODW0TWbbrqCXb+3m96iBUNEFskQWUOOrCGyGlmo21nhvI4h9LWU4HfrgMGAxgVlYc6ZWeTGV3xqOxVaAIC6rObzKoTQx74sy6bZ1rPl+fnFvC5Lb3/8k5ff+uSTs7M3EtOn3/z2sydPMVNdzPpmKG319PTpdVMMQ7dl9o4RsWubs3dvLjGXFfX9ddtttt0aALbbdWbHEP7dn/8lCgzD8O7t1Wa1KVwZ43o2W6QgIYQf/ehHmvVydHQ0qxfe+74PKUlZVE+fPD84XKzX6xC61fpyDJi5HgtmjUQuiiInefHiRVEU1vijwxMiWiwW1vqcIyD3fbdeXzMwGarruu1DjHmz2YaYCa11IznTWDQWi8ICQoiDsTSbza3xuuEai1O9sS/quQVKAdCYFwp7qn8YS7LM04wArScR5IScSMRAQmADxkgykPRfAeYxfOTe4v9fpXz/cP10H0t5UNS0nz195xf35cs/V7+nlL/7v/sgrnXfJ+POwdyF2n6Bri/GqBZn+uQ/efLkk08+efv27atXr66vr/f5SPeBnYdwsHst3kP+nHtAGX74P3yIYfPVW7svo9/7ee6u+yO3hz0t71hi3i8HP5CgeGfh1gVlqofuUCgfjOPbr0H3l4M7Wrs7re9+D/ngE7Fv9TkVZ/snZAxmmAA9vG/oc1NM7OQgciOa41gaj4htuyUq67p2zpSV+7N/+//+xZ//f2/fvE4p/Hff+a2TxyfWWl9UxjtB4oSAZkfOvKEQ39EqjHYooG53YkC9DJEQjDMMBkFSGLZ9+7Of/KRrtmSgcM5aRwQEiCRAtO36lDiLyknAWK9Dd+XU6QOl7dZ0onLO8iUg5f1n+s4DfvdyIdwXWKqDiyInY6HAclNS8DjY0y40xOiTs94454icgfrq4koIT44Oynre9l3XB+Nd6QvnPDMLChBtt0PfRX1HOlbsuzRZyamLbMohxgzAzrnCOiSIkXNCQ66a1957XzhVuHAWEkPG6i8yp5wzSwQAxBRTOr+4urpaffbZZymlHGPpi7IsF7PZYj4TyX3TQAqFwdJSjLLLSh0ZXDtgh6qqyhyHYUhoZvOqquvDRY1A//DjH798+XK9beq6XiwP/uCf/bNvf/OT/+F3f+ff//mf/ae/+isAUAWa9TUR5RgZolOfstvWX/cJyfdXNtWP3nowEQBgSLEd+q7r9NrNl4u6qlIOdVlplUZEwzD4EDJhJsgcmdnQA5vdfSge8Wtn0e9mECoeiVVVlWX5/PlzFeMpjVNNC7SC1xVMC5eu67RbG4ZBscG6rhUh1FmGIoe6dg3DsF6vJ23qMAwTuUiZiicnJ/ODZWaJKYeYNI8hptEyh77ECbllfitjZaw6pWEY+r6NMRjy3hvnKOcMmGPqDWbJcbu5SkPrXeGckSRkYBhCTiFEkU0aUs+GLFoBsQRkDFlbOs8oVHlrgDx5Y9EaRALBsqxDSDmxyLWOVKqqUpqntaSNiyWLYxtjpyBrAAJhnCSLdoSnNBMYkQA1KEyfDpOzGOOstertMXa6sp9MyNN4jgREQcOdrQiOHwshE6IhRoghdYSpsBzCANxzaqN0OYaM3qqolMYx3276zZLSdr2+uroS4YODQ231iajwpnQWUZT3G8chGhgoRBIiCotkEhJvbQaBzIy8o73uXDGRp+VyF+lqAAWRCI1Gxe7WUhLIIMQouPPLEZVGIovo2aC9fk9EeCyrEYUmp81ptokAaG6InYCIms1xI3xFBWMRERPHm9SC3WOyT+kfhRt8KzBpn4azZ92BnEcynd3tttrvyeTBoxaL4y5PIy/XWEJrnHO2cM4Z45x31owcGa0bp4pCiSr7O5RBqxrpUYYJAiDMIDDelQqqG03DEIlx4BCZGSHHfjCGCm+/8fx5Fnn18vXBon7y5PSHP/hus3m8nNcGIcehbRohd7Cck+GUh75dxyEK5GHoLi7P1tcXcdiSSc5mMoJGcoaYBERMYQkt5yxMIPj0yUePTh+9ePHi4ODoyaPHjx8/Wa/XZVmqIKJpGgBYr9um2Rqy6lCy3lzXdVkUzhcWEZfLZV3XOjTJOdd17b1vmub09HSxWOjMy3vPDCHEIbR9363X66vrK0AehuH88to5J4ICFEKo6iKE4UZ7X9iyLFNKBjXjdLnLNJ4GhigqgSUERMmchTnllLNwdsQkPDbywvosiwABAbKGkiASg7AkACe7In0XK3qzSX1gC/mni+/B7QCDO6DHQwN1uVeK4fu6LLkPbmns5+3XuVPAPXgkDzYh93PVvo5T9OX7yZ8rNe59+r37qrZ/zFviTon2857VfUHag5XWh2fJH/iB+/3e9JOTA+Q+YezD3eMdHvWd/ufBlu9+aPudoeM+23l/v5ksRh48l/fP8+07bKQdaX5dSkGE1fbQOfNv/s3//Rf/7t9eXV8+eXqyXM4fP3tEFpkwcIYAkWNmFsYS0IBqz6eIB6Vu8jS4BgTSTTyzMWgIEckQOMIoOfTtZr0NXReGofDeGCydc/YGzEmcN5tt1w4MxjgkskSZBVMW5hyTErpECZbGmMxAhox10xT2Aw/dzzXKUbGWQvGTfk8r1BvCNqIl44x11up8TpFARHTescgQAggLU12gurJkETRkncsoxlk0BkljjQWJIKU+xKnOzgJhCPpaMbNqOXLOKZ73Q2utnc1mdV06MlVRldVoHBqHIaUIQI7UaQKYM7BY6/o+qKvK1erqxeefX11e9n0fu8FaWsyqxWI+m82qovTeDl1rQYwIoVgaraRvbjONFRfgnPq+jzE6WwJZEZnP51nyixef/eVf/uXnL18Pw7DebH/t009//w/+BaEAEDN0QxyGqE1F5ZwYiyFpfZMzhDgIp4kZeJ8p8HOxTgRAELOI4NjdDcNwaA7LskQRyJxzzByZDRhiScxJxJAgiehfA2Amod4NcQv4619FtSIZhqi3d1mW8/l8Pp9rmxdCUM6I3pPDMCiypzfM0dFRCEEhcWvtwcHBFF6i/3nXdcy8Wq3G+pV5grWXy+Xh4aj5bJqmG3r1T9q23XrTZBZXlMqh/fJ0jzssD0JDFnYC6ax/ATMZ1cGCMZnTgMDOkEDmFNthYE7O+LougXNVeOsMClSFB2sM2jHvwFrnnSUDJNaQtYAWCBAIMxAzlmVlbA4hCgIQGmed98YSWUQzOsZMbYxM1iCaKa/3PQAAiaFpCieSBTAJoHUYGYAgQ+iCCBrjUo4ChGhGzjuQjIY0u3mRAIkgg1E/f5VYc1baWIZMEp0kphwxWM8nJxVRfXxcOhdzDNYAQr5xFBQQEKOqV+FhGC4v3qrRxZPHz/Q2KIoiV8VAbAwSkQDZXZxl4b2aVyFrtQoTK57IGUOWzG4lZISJq4us3Y4gMIzGnUSsbxUxA+obFwENmlZCrHryJIE7aIkIIwqSMVOI+zjuZADcOU6DoPpEwYS5CfOEqmW5gfgUJ5xavjv93rQ1E8s+v2Na8+/8rgoZEJFxtzWD4pi39hdHDgEAyRjFiwyQsdYZY0AkDiGGaIisI91xlBusLWJKfEfNNNKHd7aRNxUFKrakVxwMGTJEAl0IKUdryXt/dXW9ODhYX10fHBy8ffPuxz/8h9/53d8ljG/fvnj3djGbVX238q4GiYQGASXnGPq2ababPgRy6FIK9WxeFXNDeXHgt9vVxdX54cHjjx89FbbXzbrtGxRzeHjqnJMs223HDOvVJoWkmToA0Pf9arUSRs2NqKr68OBI53FkYLGYHR4uy8qHEApfKcSqCTE6n2qaxjmntPOu6+bzeYx5s1lbh947kRxjPDo6YmZjNt77xeIgxNz1W0QxBsUSERABCVRVkXPkJETonFGFPIEyxjUCafS7I2PGYFBD1hChZ04gOSdOmVF0WJAJDY1Gw0BAqFY0gAZAg0QSIAsyUkZioKwf7ExW/9vA9973rfsh1A+SNt8XefxhfG+HcT3QJO73kw/GYd8vr993SF8Szrr/R83cJou/t2/fqqyiaZpJiKX76wNGI/dofh/IY7glynqo/b7fUbznDMsv2Nd9HbODByv1+zq3+z3Pg5kHd9Tbd2C0O5nmH9C4vu/tP0j+fJCA+uGovTvskVvslB35cC/jFXb2odPAgiarG7x31xRFsV6v+75Vc5rvf//7f/93f/Pnf/anzmNVu5OTo1/5lU9Z46IIBDkxBAZBQ8YgmPcQd/c6WPVJ4KSbs4bnAkvKHIeu2zZ56ITTwcGibfvdHNRo3gEzb/u+70MGMGQJbeFd6AcNj8a9uan2wCqF1Rf9ML1u74mWB6/F3YnTjV3KiAJNtdS+Olcz34wxlkymcctNKRVlqaFbfd+GOKQonF09n4nkxDn0g3FUVGXi2IchSzLeeLCAaJ3njADsXEEEzJJTIEIiG2NIMQMYZw2z9F1AjIWvrPXzenawWFpLui+mxIjWG+uMDSHGEMfQPsCc4ez8bLVurjfrpmm22y503XJWVoWry6oqynlZ1nUNkvsUOcWcAFIkyQ4houyfvzH5DkzXb0VkPp8NjKvV6j/8x1fN9eUPf/ijt+8ulssD9YG0zruifP35C29sYiCyys7V7zLknLOyxUS4H7aEUhR2orvvY/jvo0OPXcQ+u8aQIVOWpRqvKU/7zZs3Tbs5PDks6jIJqROAc47BZWTLRiQbYyDDvnX+e/amr30LnuL1Qght22qtoz3Y5MuivMHZbEZE8/lcoSp9/Pt+7NNUnqcPjtJP9L/t+17RreVyqYY0kzeVSlW32+3V1VXbd+02zA+WmgFSlJWmkmw3uwZSPsTnHFfXiaAurBXrPq1OCVSI3HYbHbJYa7V2LlzhfWGta9bNpuuowMLP66ositIYlCRUmIwgIsY4FVZp0wvIRAiYRPL4uiNzOyovehiGtm3VRbCsnLUIKDkmSwZEzY1JARQiy6NHKO3LzgV3Gy8bYWbORVFICoo5xJg4JqqtSNS3rCgWIu1BfFNth8SMKESAwgIZgB0aJESJKNmIdUagBgB6/uywruuDg4UxFHpEROForRARp4wABGTEiAiBRMipb1dXlylh6YuiKgtfIWKIQ0i9MeSMRUTrqMjsMjOSNWjJiAEEawhKtLv1MGvuQM6gYOnOXAd2bpm7B1GAhXEMgAUZla67Wb0Gf9/wKGDnSnVTxWjUDZEQEhJLZhJQBEZNdPQRYZEsCMzjbs4ydoranmWWyUXW3KV7TKYSSt4bX3gH3O3Tf2Av4XaXiDDSc5TKO5oAAeTbT4EzFgDkZjkh2MM89NDQWo3M0ZEiM+dR71PcrQc09I/03WWW6ZkaVR7q6jWEbjzaHBHFWHLWLuazOAx/8zffrarq1as3ROZwOevCtvQSU1vXM5JcVYagTmw2bZdjZw3Maj9kIe8s2qK0de3rwiKlEDdF6ZaLOSKmGHPmbdNeXF0tZnPv5OL8rNu2z54+3TYtAOSUyrI8PT0ty7LrOu99Vc4WiwMiyywgWJZlzrkfWhFumqbZctd1YUg6xlIBRQhB51mqhCIiJSwUBTFn52k2mxkDIYUYgxpWFUWxWCy6PoTYK0VCJcfGGBLSfaFtOl1gY0ycUun9/RE/72buerto2iHrNUUBcFbGCpB2dQgDsIAAJRABzEICY3fHaBgto81oM+aM6b8lfA9vFEQ82SpOd6lWn3sY1I5yCCigRcho5waj0nH6zi4jemfjMf0nqA/WTWcE97WCH0Dt7rM99w5VMQoczZzwzrGPweZ7n95G13ZfTzHp86b5mednZ5v1JqYozEjEzIRI1uaURj6eACAQktx5R4DvKyo+hF3sHeNNWaJoDOGD7wvll1/J3HFSeX+TiR94yYnPecev5X5Ddf9V3sfn3CfI6ccqhplqek1febC4/LBA5cFIvfeNPO44c95XFe6ZuU3zTtx9yuNmsSN75jz9bwZx95NkhPONRT9ys2mLwi8Wp2dn7/6vf/Xvv/f9752/e32wLA+X1a/86qd1XcccjbFkDBkLxlowkCQDWTCYkYR00gLCInnnzIfacuqdxJxBmBBJssQcc0oxxKHPaeCcQtf226bwzrlCayBmDjGpknu9aVxRzWdVZpUaFlVVAqo9A0y+HeOJwvHfUfoySjR2S8g0GNKIOw0IIJoSLHbtn4gwEhhjNFwOd8m12mSqoEKniarlI0Sj4ea6ZOScYuSktiVO5759CKhMJWMtiSuM2qEbRxxS30cBP6RBUraFK5wXgJhT7rN3BRIwQ0yJswBZsEYEu5BSlvmsXs5ncWgX8/np6cnp6aO6LvuuNWRyTiGklBIZQ0iAlCJzxqKogGjbbi/OL16+efv6zZv1tjHOVlUNZMDQwWKxmFWzqkYEa3SBEGetNUQAmTkpiQVI07ZkN7AHRCIzXx422+bi8vJHn31+eXEettfOyGw2/+f//F+cXV6cn1/WRUHGMrPz/vDoeDabpyyCaJ0nawXROpfydrNdE1GMoR9aZ0mkmgoseE9q5c14aCdW3V9aVOepOXWICESCdLVeX15dfPytTxbHhzzIDhZGNVpIKceUEGNOoxWK1nnWmRjHnUgtDvUem4RB+94bN5/t3Iu+8hKqh6dZedqXIqK6dOaclYuoTb4WrH3fN00zicfUMkRxAw1a6Ptem5wQwmKxeP78uZ6f8/PzKXRU55WK+83n88ePH5MhRDdbLkJIq82m63oQySnFMMQUc0w4SngJbrCWW2ujhjaCSGbmzDGGnDHG2PedgIQQmmbjnTs6OprNawUwrLXGOmctotGC9p15F2M/n1dPnjzyrvDe55z6rvdl0aeQM1tjEZEZnDOIavGRBYQQyZAggilCzMZY5cMhorXq1IIxRn2sRSCnNJpPJvsAACAASURBVG68yIgExqA1BAgyWhvvSgddenCXQAghxLKoACklbps2xxQ/GswhAGdE0GQ5ZWmK8LRKIQCJWMlGkyhYEBReCIV11prEMYbekvGFmy3dEAcoXVGgcCNAVWliDDEOQA4AEdiQlYSYTBZ21i/ns+V8Pq/rLLJptqvVer5YWmudLwRdEsiJEYEyd0NCBLpe02h3Cs7Yqqq8cZo+psueYts7O1CaIvjGTm7X2CnJGmVif+KuGhRh4smBYT8mVqbBDQqBYI554Dh6wI4powC4CzvXji0yaFYEkTFEhohH7glZO2YCAYqMR6E0PUFAZkEQJaiOajsB42AsUWHs+vUz5YWOcwAQDUJgEX2bzIJEsguAUFoLoQE06muqLGbW1B0wBi0gACUAdNaqhSYLcxp3dEMkkgHMPnuNIeKuBJ5CKSZkb1JCeuNSzJmTsWgNha7dbK6vrq9evXoTYnLOOk+E9NmLHw5xW8/t6zefDcNqu26NKdarIWXTtC1Z4ysXc0oxCtOQY9+1sWvr0goEyYMrsKpnfR9/+tlPRdzy8OjZ029I5ovz6/V6/e1vfRMRnz37KOdsCFar1cHBgZLMwxA263a77Yhs27abTTP0YblcbNumritj0DmTUl4ul6oo9t6fnp6qL/FHH310fn6utpnWWgDsul6Bk65rcw4xh5Ti8uBAgK9XV+22O3n86OnTJ03TcOYUk7WOyHDMRFgUbug7MmItpTS64oHwbjORvUpszyEMEI1TRg/dlGQAKGl0UBt9gjJSFBExCYEBElpGJqSEmBAzYkZkIBq18Xc7CvsBo4j3VdVfBoHZp2LCQ3aCD/oaqRXQbUX9eMMxCJFF3P07uk6pgxGDCAkxMgmpeBdZY1yIkLJkEsqg+TAkJIRmt3kqTVYM6SHhbZeLu3zR+3pcIop5TEk1e10HjcAhk4qKEUgyj8MrFMCRXY4jY51GzgIYot2P7Y5v+pTZIpIxCMAxIIBBZBEVdDOAMUYm+j8AAeTbXQHtX1bcv14373bXFord0ygLII0FOKCB/SMcc50R9l/a3BZ6EQLtUR3uNDD72NfDtxyP4/UdDgC7wnr0o1F3qTuo256+Gnd9C052plo0TJ/eP6oHb/hbb0qnazu3pcmJW9l6+zdJURTTt24UYu+3nLmDET2Y0gMPheztg0j71FD9b5QYoNva+N1xsshamKAIgsqDQZjLsrTWhpiJUERySkMIsR8ePz5FksVitt02x0dP3759/Z//7i//9E/+9ZvXL2ez2SfPj06PT549e2aMyTEXriKizEhACEaQjHCIkVOypgYkNtD2oVxUKScGIWuJSFU4BOgRyThM7I3dblZt2zw6Of3sx/9QV+Xl5WUxK15//vJ6s/6f/8f/6ejg+N27dyxydXWdc95sNilnXxTlvOr7YYhDURQxbkIciKgsyxACkSmqkpljTqWrh5Q4ZXQ+DymFlHJCRnT61BshBIHE0MdIQmDAABkgJEtoNAmXgC2Bs9K2DXBIoZU8OOucobqel2XdNI3WLjEEzmkxn+UQH5+cPHtyuqjrq/W2mlcZpB36xWwJhOqFqLPzbbPJkhTIyikQWULpu8Y7++Tp4/X1qq7r0hdkTQghpcSSQx6u2u528gdSMNaYspqp7XvI+Vvf+LgqXVE4ERjaLSEY5JgGBNg267L0UVKXsZqfXHer7XVzdXX1+vXLy8tLgcwiy6NZBrEOuR+sR+Pck2cfpRDHOqOcxRjNzFDVmNxUJ9/A+VFK67I+4VxYMH0/LBdL4wpAvr68/Kv/8Fcx9K9fvz4+Pnr54sUf/M5//xu//qsiEnPebLaFNZvrq3R6UtY1WfPu4qJP0VZ1Ar9q87qNi6NZ4lAd1I8+enx5eXn27t3BwWLbNC9fvq6rsp4vlFilQxlFgVT/fBuxB2stm4yWvHcoMK/qNzGVvsyRhyGWZUlkm5QXJ0cl4uGTp8OQ62p5cHBkfZEA0LocAMlXhQcA67HwVjiVhRuGdhha1oHDGKksAAxIPkFhEGJMQy/IxtmEiuCAETSCTkiU8faVmj51hUUUY8zV1VXXdVVVrVarZ8+eqT9nSumzzz779NNPnXMfffTR8fHx9fX1+fm5hhd3XbdardSo8927d4qTa00zn89DCGdnZymlw8PDR48eaZYDAIQQ3rx5o5kNR0dH2+12u92GEKx3fRf6vn/06FHKTYlpWVXeYAqhKIqiqESk8l57upTUu3XMz2iaZt1sgMUVfjabeWfquprV1XIxPzk5XizmwzC8+NnPEOU73/nO2dnZ8fFhs15jYZthywxlMYuR8zlC4bKlaMgXLhEYX3iPkrA0C91BpvzPnLMQGOuQ/DSbF/TLumzb1jiTct/3LSJ6b/tue3JynFKMfXTOGV+KZN5zgxtNI3UdVr6WoKGCE4smYwojACGb2CMkk9qS0vJkYfI2bl7VWtmwARIkUhyGwChjUhgA2TqLLMIZNBdewBqQFGNiQvSGgTn1IaMhFABMeUDEuNtZLBmJwgiIxCze2rbpyrrKAvNqLlRGtmU1IzLr9frV68vzi+a3v/NbAjZmdfU03hNIjjHGIRAZS47QJsRh23Ieduo1sk6nYlD5AgmsNRMQTnKzKU8poKp/UtkjgEZfFEQwovlJE+HyuPHRjpaZBZkRWUTyRJyhycVdeXWkyfSOCIQARw8dYwjBCGRgBSEA0QBJHiMExYBBEgKaxFeo6adCAOPI4v6ergOgnPNUimXWWTShITQ2AzvvUbDtO+MsWNtu2+NlDTt8cex0ESNn4WyMcWWh7swZSMP60AgRWRx14N12O5stgCWG5L3tQ4fEKvNkkcygSHgYhqlyYM5xAGd83zXvrs7ImzZ2l9dXKeeL6+vl8fHPfvK9dbP56PnH/+pP/p9Xr1affvvxer22Ly6Rsd2GqpyjLbddVy+WXihGh+iRM3B2lnzlXGEEJGdxpatmi5DWUaKzWNVl16Wzs/PVamUsnp2dpRjX6+vT01MEqOv6r//6r3POwzB865u/cnCwsNbqUOn58yd1PT8+PnTONU1zfX3dNI33VUrp8vK663pE07a98s/Pz8+fPn2q//b9+ujoKOdcFDZzOH10mHO4Wp8VxUwk+iKHOBydHs4XpvC1sFldpm7bcJQh2OOD4/WqRUoHB3NrbcrJWmfIx5ynkk2fzB22s0OeUNvssWTlB8RmIyoFAACBkEXYOrvetK4shmEQBGf1HhWHSJADJ2OQyO5edCQt/1PO3+Mbk5pxsq4nazpl+gM8ypORSedn+hvIGg6qHdf4L8j49RutBE+Mx/uuhjqS2n9Ev7AZ3vfWoVGStH9I4zxINUs0NobKDr9pJW9o+O//dPpg/1O592OT++FXnglPjeL9l8bdlXjwCBVIeh+c9UuRNU6ZXbu7gnbIKkyoy5227U5ft4/N7lOt4P1OjF/GnueLSIBwQx38INZ6wwl5yDLnwZN5P/VhL9kMd0UG7tIpxus57vkyDlJZTc85dV0MMRRlqW3GfFm/fPF5P7R//92/ffnq86dPH337m9/44Q//4W/+9j+9ffWzx49PHj9+PJ/Pv/XJt+azZdd1267X0BthyZAzjK4hM++o8NsmZWGxmIVTSkNMTAI5IRrmJCzeWCHZblanB/Ou2aQwbK4uu80KJW3W19dXF/E8XV9fk3V9SD978WKzXiPi2dmZc846d3J4uGo2e8jIfZ3UXudM5L1n62ezOYIMrUlhGDnSLFEyCRGpMYTV+armIjPfxvaRRTIiqL2ysm10X1crXY2WMcaUzlukPsahb0M/pDjEFLMkssZaA4ghDJp/7ZwrCl9Vs5QCS8opWRJrqW1bjcO+urgkohRyE1r1UvPee++rqtq2vUI6CtcIEDNHkaIsDw8PXVk55IODA29R/fpCyjHECBxzRIGm3VxeD+22SUK2uHj5+m3TbGIMcehYkvdOgMvKj8MVFEEe1f9AuvYxWLIm9um6aVerzUk3zJYyZHRsOENRl06IM59fvL1erz5/9Wp1dbVcLpbLw9OTk2G7AQbJwMCwYx+pjeSbt6/aoX/+9NnJ6eO+b9dtl0TQOwEIKeac+2AE+dGjk6oo+67bbrecs7HuxgD9A/NKQtaRIWStHdVMEG896RhYtjGmlBKDReKc1TwAUkJiYQQkEERgegDY5/FuGQEaRgEjRAJmj8OzU+ETgIyML/mFFkzvvXNFURSKv6mXpmaNKFfz2bNnGsYwDINzTu8xa+3FxQUAKM9TT6AmCioSaK1t21aXNU1i+Pzzz3W11Bdqmqbve6V0OueIoCjco9PjxWJhrX358uXq+nJ1vX786ETPcN/3F+eXMfVTjs506qqqOjw8/OY3v6l57nVdGUuzWe2cyzkXhZvVdc75+bMn7968hcyWIA4DsIgwWkOMYEgSgjGCxrgKTcFkGFkQEiAhiSapjwvEGLa2w3RoYrhk4TZ2fejn9Ww+qw8PFn3fh2FblUc5BGsxIVprBRDBAGQzLr5CwIxCY763lihkIQsCQxYQREYAITAQDcLhsvrVTz9eLBaHy1nfrXazWb4tM8kAIChgQETUGFSZsQCAyIQ7Z0sc38POjY0m7s808FWY6YbvIRBjNMFnkC7EIaYQky2QgMiWZSEA8Orlm9Nnp9Z4NBxiH2Nfeuu9N0gghGJISAQ4CSAxZ+2iYxoVxSFEIrSWjHEqAqxLr9ysPYYniLCxFnYRmiJiEcyNRj0BgEzvmm52fyuAgoRExo40DQQwpOfA7NThY3jg3ma6U6gaob1Ee8SEN9k8OPG3kLRiVVxy1AkBsIhBzCKaNJKYNdVxUg4oCchYCwCJc4x9kpwEBUFErPOFL0GIgYwRQ2TNqAY0xjJLCKkb+lGwZ9yOosIimTmpz+Oinp9dnA9DrOu5tyVZKooKjSBSYk59CDmnlIZmq9k5IYRh6PqmgyicpGk3XeoPHh1RYaLw2dVFF2JaX19tViKybpt2GIQgAQkYFmetI2c3XahnhStm9exgvjxkluvLqzhsENE5M5/XZWUF0jB0KaWzy0uNTJjNFqv11cV5023bqqpOTo/qqtpumtmsWiwWy8Xi8ePH5+fnmmbEmdUq0zm33W67ruu6zzQaVNE89SZVGoJ+rExXJXD+9m//NjMfHBxcXV0VRdF1W4HcdquqKrbtGhFW6yvvrbFS1W69vnp79ta7uaSq77iuDupqLpvrlCQlqWq7Q6YFxpEEAbLs7oQ7TngPK6veJ45C9TXItzugvXGeMAkzMinmglNZMpKTv65+7+eq79/jxom3zgngV/A+eZC0c4eTeR8k2fvKw8X3HYBl+jrtXR28mQzeUCr3LvPdTKSvyY77S16I97mkfnkN5PtUc1/4xV/627wvj7mTi3jH/fJOQt37sNwHdXEP/vuBrmz/XvqwcvUOxf8+OfP+jf0gCXkPEtzRPkcaJ94GfnHH4EBAxh2AIJyMcYYcoUGENy9fHh4sCOSH3//B3//nvxNJCDnEYRg6Q7LdNOeA201zfXl9eHBcFEVR1cvlcrlcOl+mlLoQlP213W6F+/niOEbJyGDIEOQUrLdZWFIGyY4sCUNM1qAx8PbtK4PSdW0YuhT6N2/eWGu7IbLwoqxzSAjQNI2IlGW5XC4z/3z+F7gTx4aeWCD0fY5B5VhTVI62f5MPKu/9uX8F9xV6mUH9UWKMmcfvorWMGGPshziElFJiuYG79WCmOyqlZAw55wBHS8/NZvPo0SPnnBrlT2Y8Gv4xuQRpqvtEJ/bOiJCx/uTkRIt1kFzNSsgxcxYUIIw55RTBgLcOjQ1xGxOjodVq9eb1681qZZ1xhnxhvbXW2cPlAYN0fX8DS4AR4j1qtZqEExCmyDFkzShzzgHi9dX11Wb97t359Xq12W6rwh0eHlZleXCwvKxGhT0Dj/HQO6GjQnNqlwIA1trFYrFcLru+v1qvYoxNuy3LMvbDYjZ/8uSJ9z6nFFPSAm5qWj78AE7Xd0djvvUMphiHtuOhB2brrCq4cs7EjCqkwYdX9onfpbNGGS2DxwJUYYevY51Ugz61T1SPImvt27dv1R4TEZumIaLLy8v1em2MURme1kYnJycqd9Ff1PJ0nDmH0Lbt9fU1EV1cXHjv9aRpsLsCqr/xG79R13XO+cc//nFK6ZNPvhFCaJr2zZs3KSVFGi8vLy8vL/UXjTHO28Xy2FoqimK5XB4cHBRFoVjidFTaMIjwbFYr8BjjeEs8evSo3W7bZluW5RikCeipQGMMuQzJgjfgSlsXprJoco4gRGwE7ajNGgutsU2bBs97UY0hRUZkaxARSHi7XnXb1dHygHOsqxkPEYFv1CgiZlJvjGI9taRCALQoLFqrAQgTqtckA8B87o+Wj4uiMAZTtPtqhX2t+K0qBW/dRWOnB6BUdhSDOBLnYceCHD1C4K5HmA4lxpzuDOjCyCBgFsnee2/sMAxn5+/8zFd1XZUeEft+QMkjUCc3NDYNFwQcM74hqwUSpp02jDAhjWOd+1tnzqLSYh2i5ZwNANF+GvN0QgQy4JTugIaQyIxQ3rg/ThDfjqSj2UJ3lvH93Xb8XRqdMW5U76M5x27D3esF9YM0Vd+MLKLWV4IjcqNKS2dUN0EGKQoaVBarYIwMiDmlnNN4QuJ4sGQAcMyGZTTGGMlCinwaY6zAaAmbBV++PnvFZ2VZF65OOUbpFXaIMW3atmv7GOO62YxGvimHOPRtRwlRgCzWB/PoG7TIBocExpV9YEF7fHJMZA3g4cJVvkhuACZLpvCYQtYbLYQQ0xCGtG2bzIE5ZS5iCtINKcemWetuNZ8vi6LyrpjNZl2bDMHp6enTp09zisB5CsLVPTGlKAKvXr2+urrWBm/KN9I94vj4+Pj4mCc1pog6cyJi13WqSU4prVarq6ur1WpVluV2uyEjIfTO4xDabdeE2OZcgCHvy74LOvaqy+OLd23fjTEzpau8886BPrAq+/yv5YTyPmcT+7W+/JfJqn5/wXq33/sKtNL9cOr3QTTwnnC/OxXz1CTccXWbhOP3+r1bWv9b70D2+z2698Evs7t7MDT8q/3YV0Pk7qdl3P/Kl7isH26Nbgnz7rzuvlPWnSu+//Ub9fOeROSXbjDzhTn194kf73ug7sfx3ekk92/+W68rhPf+CCAyMghmFiQAEWYiqnzhnOMsIYQcw8HBbFnXzhvnCTF7b64urzhFY/Dk6KielZBTu22aZnv27mIYBiAz5qcLWmtdWaqBOxEJY1WvchZbFPViFgOFtlnOHgkQY0KwBNB3237Yctz+6O3P2u0GcxYOfbu5vLgc+o6qmoAX88PFcvn2zRtE6Pv+9PRUw6O1st/he3fupXvTDZBdMTQ6P5BqR3ZFEoiAoP6Yof38JRbhW8pMMErT1iYR0UyuA2SsdY6MyRliyv0QEDExG2ud99b6ovBq9qCoSFXNVGoVQmjbLXP23jrvjTHCIxFRpVZt2yp3TqthvRlijMMwBmTrsHY2mx0fHxdFMZ8v5ouFqgdzkiGEoe9TDgYJCI0vGNA48kVBrshAtqjKqh7SlgBL5xbL2awqvPPe27IsHj16HHI6O79ABmZBVCjUjIRhxBhjBqgXiwxQ1jUaU8/mIrJarc6vrn/24mUbA6GpZvXzbzwngJOT48uLMyXlHs8XGi8x6d9UYHZ5eZlzfpvl8vJyGIa/+Iu/ePX2bdd1681mu92mlPowbDYbFKiKMsVIRNV8sVqvbunmd4K6920czJwz55xBRrO7W5ptzqFv89BxjrbyLKr5GWHdnQ8EyC0h4Dj3G222FRjYyUYnPEFUULs70Nu68K8uh1Yj8lH0EoKI7FQroMHrSrlMKWlUYF3XOiPX/lBBfl1/tNnbbrcKaapJY13XWmltNhttIKee8OXLl1qgX15e1nX9ve9931qrHoOz2ezp06fz+Xw2mwGg9nI6Z6kqf3+N1QXtJlAYhZm7roMxKCxxzszcto01logWy8X19bV1VhjIeQKbWSxaRyUnIiZCa8QyCyAaoWwojwKF6ZSPcg/a0QTGjG6EsrSIaCSsr1d9uwndOoTgMXuyi8qH7RpT74py1GjtIFvRy64avlEDlgmSMbt8AWAQ4RwJFJMilmG9us6ZrXWqDoP9eKrdMB93fozThjcmMYzN3C7ce2fdjrt25HZo3Z53FgsA5MSZIQsMMdEwcB7NbHSjtM4RUUrh888/r+r68GBxcLCsqlns+4v2snAlAhpyBgySQp1TRMQodNuZo7DkLJIAsvCYEqTxBxbREAECMztdXcbpGDqLziDt/UEEqy7NKJpdZwxZspassYasMUp3FNY2T1MWhNDsDCBG5HMn6sZdFpqw7I5TSIXcep8Iym49GS/1znKaCASERQhBFeoIoPYyGSfWCXhvOKeuH9QWDWlMSDSIiBCabcAtkmHrAHDf+SlnJjLeFa52xlgFf4yxukIxMIjbaQLh3dnlixevNZe87ftiVgIK0hgzAbs7AQWBVJ1Tu7rGlJwz8+WinJfn1+d9HKwzh0fH3TCsLq9RzKI+urq8lJjmZRk2jcmcU0Y2BdHs+HBIkhmQswW0ZbGizBStEefBOgTgnFPO2XtfFGVOLALWOiIKse+6drvdXFzYZrPqu/7g4EBAXr96pWEM8/lcBH7v934PkXTcozfvMAy6CinhUyXEul12Xac2hxqro4th27bq2TabzULoWRJzjAmKwj9//hGRNM1mtd2ozLMsy+PjI5TS2i6loLkXiLX33loRTsyZhfHnEsR9qTJSvrDVuhkn3rMq/Hr7vfs8t/fZXbwnV+ABfO9BiOMDPc8HXvFODNp7IJpb5+vG1+G29iztKLe/lH7vS/YPH8ip+8IL8SV/7MGe7Zfbjn7Z9wX4hfOMOwDsnSSD/euuhLp9Gd5UlExZ5O872v2Utjtt5H4b9gGzGbgXIvK+J2LqOe/cpR8+t3cCxyZnGtzNU3cyyP0O37DsnM+IhFl32cycOQ0hqv1MYc2ycmFo15t2vbpomxUi/9av/2rTrEMYAPLZm9fb7TZncb5iIGOM9YU6jszmSxHpuq5tW32UiOjqhz9MOVtn5wfLGOOmaX7/93//8PAQchaAEOJ2tR66Juftxfmbuir/y9/9nUUovM+J/7c//EME04fhH37wk8vra5zP1Z5aa9AQAotoC/Thfm9kO+uInVAYDaGwWALt9+jGAUAABEGEdwkKarOBD4yHFOkatTOg42PjvPdKKRSIMQ1DcM5b52eLRT2f+6Ik3Ojd6JwjHI0TtZiez+dEGOOg+5Oz1Xw+v76+zjkfHx9P2KMiXVO6q55z5b/NZrP5fL5YLPSK9H2/Wa8JjLEYwGTmnEFUZGl9YT0AZzEpjT52As47jywcE7J4axZVWVelda70BQxgwRAQgwUkJINmDHMSRPJuaLbnF5dDDIzIiOum2b47/+zFz5ouPH787Mnh0hrnyyJybjcbnZiiNzdP1g5qm+jKCmOuL650LvvHf/zH1XxezerZbDZbLoZh2HZt3/fzelbX9Wa9jjGKysCYFe2ZPPTe41O112HhzT0zsciIqHDOGsk5D0MXnHHF3FpjjCFj1OIchERYgOHW4jBl7GIerRJ2dl6Tsx+qVZDs9xw8lelfdRnWpa8sy7qu5/N5znm9Xl9dXfV937atMWYYhjdv3szn877vFe4TEWttzll/a7lcVlUFAErOVLi+bVtNr1KbFoX1NN5K5Xbr9XqxWJyenp6cnGw2G12Xrq6uzs7Oqqr6zd/8zY8++qiu66urq6mKZU4hjKjjmNo3JZXtGRdr4J5AHobx9vDe7lY/1qZRoQ9nLCERemBMKVg0Fij2XdtsYzeUC+OQAFAgifps3FQAYFSBD6OxEIJyMYEMkwHmnEOoHH7n178tv/Jx27aPDucs2UKsPFqLBkfAF2jHJUa+JU8XEskEeZryiWQBybk3GkAPHONAlI0xnHV9pvubtWhByjydJVa6uS74Y1I578eG7iWD3OVA3ew7AAEkJbZJQkimyIJgvLPW5iwppZRZRMqqjBK3TdNsVl13cnJyLELClKIgQgZ1lEAEIwQZBBkTRwEgAR5JrQCElkhICAw5L2O+GMfMIAmFjTFM2WSwxjhniqIoC3JmHHTqbaLLICIiye7OAaIxO5R2lDviXf61wB01xz4BR4F6lVsx3GTrIWgy4N75z3zzeKJKM4FxjBViFh0jiAjQaOQnzJxZRPocvXV1XZNxuzk15DyGmgQbwzAY630907Vl5xqgfrajDUHOWfcaTpmZYwpJsx8IAQnJZbHbPq/XXVUvBnbHy0dJkpr2IqD2xsoWCTHuMjORnLRhWL1t89sMFg4Pl8cnRxeXV4bsvKgMWg7h2fHpt56clt5fX16fnp6WZe1dPZ8vzs4vf/iTz7okKWeOwfrSWjDGOGfK0hPJMAxqgFlVFZFtunXfB2tD18chtM6ZsiyMQWNMXVfPnz87OTkB5qZpnLPMvN22m3VLZHTuqaQYHW5OgVhqVar1gJpO6dKkGoeyLLVX1E0hxmGzWQ+h2243IpQTdLHvuiEnqarSWX92cfHq1UtrZm3H1lpr/ZhTKgCgWQk3prtftsr9cv3e+wrA28bgMPl9TzXkaBv7j9PpfRlzl92+Kx/A975kw3Cnr32f4f79r99rbHBSdu3z/fbpf0Q07Q37/d5NhufPyef8OgIJvlQoxRf92C/e7N2nd37lNztZ4d8PS7zT491p9lRhsg/iTWXEjqAisGd3+YHbbN925X679eGD3yeOfuG1eB97837I3n1XT32DOge9nQzB+4oIAcOiQUbMuxtY6TpqPT+rqrouL8/f/Pmf/dn3f/C97373uwfzmbH08sXPqro8OTmZVeVlVTKzL8uyWobEMcaQstbuV1dXImNc0bRXPXr8SFPpLULTbvtmgylCDDyE0S9+vRlCa0yMqXv7+rxvurI0IPy//i9/+C//5b/8P/73//O/fP97b968qWazT7/1rfV2Zem1iwAAIABJREFUoyhWVVVVVTXbrfaW95bM3d+bp1UnoSmnFEMYDOacYz/ozqH7nx7zyC3c+aBOHjz744Np9dYfFkYQAiAGyoKJIQsAIRpL1pE1RpyxHokyiBZP6m5vnJ8i0RXxS2lUAOprrVar2WwmIuv1+vDwcLPZKHEuhKAW1brDqTn+4eFhXdfOEiKA5BRzTgGBDZJygdA6r0HtkrPo/a8xXras5zlnQ7YoKu99b4A4Q8wSI3gLSKkb4tCnlNWQEJEEUYjUepKBAME478sqIyWGddM2TbPebK33i/nB06dPqXBDH5QPqSQu731Z3GRm7At49FromPbs1Zu2bdV4pq7r+WIhAOQsAHRDX5alztk1SFArLN7x3/Zaiw9Tf5GIJlR8/6kvnCu9DJyHrt+CVGCYU+SIOWtlP+7id4gSCu6hSoJuMtl21oNjKf918DnVOGq77TabzdnZmfZ7dV1XVaUkSR0QPHv2bFqmVE4zTWo0hF0Nx5XYqaF86tfSdd3jx48PDg7UZEjbQoVbN5vNer3+6U9/OgzDwcGB5iPHGMuyRMRh6FTAMz1fxmLhyxu/DU5xGO7QMXYPMOuRT3Q5XfSGoVPf0RhjURSGTBbFh4RTtMYh5Bi6bXM1DCeLuTekkL4AJKZRJ6nifyO6ofPo6TFaqTIQg4BBMBZLX1RlaQzmnNMQEAkllhaJBDATCTMLZEC4R75g7SNELWBG8VgGEaOKYeUGMxa2MOR6SIh7jMTd1jYt/g9OJA0gC+/qK9kvt/i2udr0Wzd5rSyeTBwCGTcMgylGMieLACGhYWDOzDEtFgu9W1arjYjMyso6mzLfEpBLAmMZBBhZWHZqAkMjPC5jpLlBU4DR6HkkEUImEIPkCLwjZ61z1nvvLBgz2ZLtGuGx/Rv3GiDZOT3sHDLVXXwSO+wnIcmNXd+OAjB6hxIRAKlFjuSMu2BydRrMPJ5PnNBXvBGOG0L1iR+RTQFBEM4CmYUTS06SMI/+MjmnmDfrjVKpDxaHIiYJAxkNAxlikDF8wZpdwLoSTCxlSXGEdKwjIjAEaIYIaAsxFl1hilrSthti5igpxzCI8BR/oSg9AKIhZ613yA4YoapLV3lEzDEsy+rjb3xjUc+vLq7Pzs5+7dd+4+RoITn9GH767W9+cz5bitjDo+OcRPgnJBKG4fr60voypaGeGeessdB126ZphmGYzRYiaMhU1cyYQkGznCOgDKEzFkPsh64fhi6loIwVNRZOKSNYvTTDMOhS1nXd6empZsPoCHh/XFiWpfdel4VhGHRs2jSNelZ13XYIfVG4rutCxM12ndIgkBlBBIqirOvaWTefLWLfbIcgMuY5IRBnmdr9ryl5+8Mcun3XyX9UPucdctovvnv9XKfvi/1U3p+UvVe732Ri3kFv9iOzgDP8k//zJS/E+37sH+3e/QWlifcDyvcv9wSXTTjeHWBwapYmvdOH+739tL0Pt+t3erAvjFzfheDxg/6cd5IY7rzx/YZ2j4p8B4bam/qPXl+TF7MAAOcMwNZaJCBg50xZ+P/4g+/9yZ/+a2vpk4+eHx0fXF5eVKW/urp69epza8gQFoWrZgvne7JeeZvaeMzmSyKCXWaXtjQXF+cxhtB3VTm7vDoPmzaHwaGEnIZ+26xWm00TY9cN15mHdrP5+OOnRVG8fvlKRD7/7Kd/9Ed/FGMsq8VHzz968eJFH0LXd4eHhyoZms/n1tqXb15/yXtp1xXTbFYjQ0tGfSa011K1wKTpms7q1DbcLujNKHvZWbkIGQHMrK0CCBrVl1vrR7WOYGYQQuWf9H1vyKsQsSgKJah0XSuSfWGrqiL0KsdSvaJmZOu73mw2q9VKi3Jlyh0dHamVhUgehkHfrDfkykonoH0YqmqmP5MzqudBShkgp5RTyl3XtdBJEhH21nnvvTWGAERSHOLQD0PkLERGmBhBCEGdBjIJQgjRl+Xjp0+btiOiZttkBgZZLBaPnz1zzqyapt12rvCuLKAsZ/OKMAOwAstENPlG6MXq+/5v//Zvu67jIS4Wi7qu6/lcd+t2u/V1BTtbl1lVD8Pw7u3btm2fPH5SVVVm3nPGA73EXzgIU1bZnUfeWuspgUgKfcuJXDXm16eEJssumhkFGb9o1Z04dfctpvCrA3p3/miXtd12TdMcHR19/PHHAHB4eKgcYNXg/eAHP9hut6OAh1kpUuq6pBTi7XarNdOTJ08ePXqkz3hVVW/evHn79i0ibjabFy9erFYrxSo16UF5xXreDg8PDw4Ojo6OFGe21upIRUSKomBJ2k6kHNOQdkaOZkp+38VCjuMY5xxznqC/vu+FWYcdcQjee2PQex+HIJytZOYMOZABlEFiGzBx2JIsjCUASJxA0PLOhEwYAIyAuq0YIRV3kQCjZGQzAs4ucySOCDQvi/NmPatrArYGRDKNqmmZKLqEFoBFQ+E4i5r6CCCOweHqq+TQgUCK2gAwZ2AD3hSMD4jh92uVfULyroeRPVPrUf4gNBq939liJtnqqCLOLMbGkNHFfoh2iClxThJTVkgEDIUQ2r6f+Zm++mazWa02yDifz4ch3ELMkDTaGxXPHuet+hjyuFuRAFLMAiiGDBFZa7xBQoHMpbeVt5aMdWStNZQR0171QjcJFxNtiv9/6t7sV9LryBOLiLN8S+53LZJFkZRESuKopR5298Awxn6wPY/+K+ZvMOAH/xV+suEB/GDDY3hmYBiYHtnocbcxDY807m613ZppSKJEUqXaWHfLm5nfes6J8EN8mZV1761iiVKr7QRBVvHe3L7lnIj4bSgEzAkFGNHIkJmgoMzO/HPbPMNtfpAWCc+ne4ORqtqpMIuGaQ+O6GBQ07AQMW1DFRkIQZCIWUjVJ8ACmAQFkpBZNfXq6XnTNG3bhj7FEJZXV85m73/969/61pxcCbGvmm4nUNwFfmjF4pzjBF3XdU3jyVoCMQYSdCmlPiRB6wsGQjI+L1xeQtutlksCMRYL54vMGYOWCFHG42mWZWS99S7LPNk+y+x0Op0tpterq5/85CeffvrpR7/7e7/z4Tcm2fjf/ehHn/71WSZpVhR1XXfVJnV9h1VTBwPYVOv19TKfzvLcu7wYj6dke7J9nnvnXOhtSslaf3x8zEmqqm7bYIzJssxYqmpKIXZd45xOEvHnP//5ZrPZbCrvvbX25ORkOp2VxSTPC2PM9fV1XddK39BgvfV6HUJYrVYxxrqum6ZJKc1mM7Vv2bWCi8ViV/VZa72fHB0ftm2DKHW76UObUqjapu9jCLHvexDbtjVLstYSWUMOgFISwzywghBB/rYK4+dZ4jdQLnu7hH1FD/CKOvtlGNF+Jtidgqh9cE9L0hvlrAxABNwZa77jXN4QK98J5e3TWl4RyL4fPHJbE7VPAdI10ZiBQDIsMzJUcDf4nALb77UNBt0misqeSxPsio8bI7fX6X5fEcZ9I8j7zgj4GxfAjXi6Lzz7LxMEfiFZ9AvzGEDuVvrtZ16LSErxxnvtSvNd9PmQiLL3sXeD6jtVc3cmLu63i7uKfxBMb/eG23fTc0B4ezntwMb9d9nRRWCb9LCTIO5e53bC+67dHRy6thDiUNC37TbbE6VLRJp6QDsZN6MIynK5LHx2eLB49PDhZDSaTsdN08Su++D9rz969Oh73/vD7/3P/4RTfPfdr16cnV1eXh4eHlqDR0dHee6tobrabDabqulSStfrq/V63cctEpKX1lqbZRro7Jxzzr71ximAGEQie3K86NuQ+u7BZ5+u19V8Pk19h5zaetPF7vzJ47zwMIIY44cffvjnf/Zn/9v3/tf5wclHH310dr68uro6Oj56dn6uqc2DFBtAl34lOg7+VNYKgrLXNFxraK6QUt+LiCHq25rACKemrgBAOWxVVcXQp5QODxaEUFWVIT3jERE31ZqIAAtjnDLcQkje50Q2JZlMSkRs+lC13f37b59fXDZtFxlCki4EQlyu1m8IhMTGgtqoPHjw4PLycjqdq25q55W/G1fvqJspJfVOAIDlcrmz2VBk7+T0jcV8qsPLlNJ8Nsmd1Zq4afuqqmazWd+11jmGVDUdoRURa50xBsky83gyW62rohyDiKMhYZJjMGZERKvlFRqbF6PcZyB11ybrnQA1bZ9SKooCCARN5FA3jSABmtW6Gk/G1jnjbNs2zHG1WpnM5UVGxogwET1+/LjMs5T6osjVJfLq/LIoy4uLi6ar1bTDEN27dy+1/dnZWYohn3DTNKuzZ9fX1/Ojw9lsdnp62nXd2efPzjafa9/15MmT2XyGe/ztfS73rZUQtkjB3qoOoFevsh8NwGI2rZeXv/j007fuv5VPQwJJzOMiDxosgiih13y0mw0kPy8iRQQFE4CxJqWUZVkCCZz6FAuEsiy7rhOSzNq2rZ1zCYZA5F36y2Dvrq3mdp2JURPwaMeHVIz68LA8PDxUZ9eU0tXV1c9+9rP1et11na6El5eXzrmLi4vZbPb222/ned513WQyUbxOBZNvvfVWjPHZs2fr9Vo9PPe5lzpuODk5OT4+7vterVb0Zry6uvLeZ1mx2WxWq6W+8nQ6BtAcNL2nwHvHzNaaPfb7EFql67wxuyFd2t+88jzHgblqBCTLsj60VVUZpMz7tt0wy3jkEcWY/uCgmM1meS7eJx18WcMsYg1pGIBm2ZGIGVi40W4ZnYDYG7J6mhGZjXAESF1bj0cFpMBJzJAtGsyWEb4VdrJIEgYUtqhXmuGYdthuEkEh9VYBBCIxOHQmOuXZL5y2iBEYUDnj4ICi7iy7bD/Fmwc0j/l5INieyl2P5M4oZbgRkPrIIHB+donWt22rnbmm2qSUiMA4W07Kel0zc+hCmY+atn367HxUNScnJzds0ozNdnZ2RLiLNVKaq55tImO9R7KWDBkgEOAkkpy1zNyG3pFJQszsLDpLiMiJWZJzO9WoxJgA0FpjrUVrBEEZ3QLgyBjrOA5pCQop0uCitPviip4Z2BpoPXfVZoEkfQi7YQQAWOf6FFNKgoBD1BMgOt2ylaDRdX1Kqevaum6apm6apmnaPvYmy5ar66aqq6qdTkeIpu96Tinz4Mpp1XMM0VhESJpCISI4sIJRWONqQTOVvMsdGYPCSGQMIFhCQZMEsyLvYsrHkyhsnXvv/n0JXebt6dGi8KbI/Xg8zjPHCUajkcvyENnnnqE5O3/y1a++8/HPf/oX/9cPTk5OTg+muRHq24uLi2Z5/tU3jkvkfrPJvfvoO78TI8cQcu+8M0WW5z6TxM650agA4MlkQrYFoLZtLy+WzOCsf/rkc12Psyw/WBwx8y8ffTYal5vrjff2W9/6xtPHT//t43/70Ucfzefz7N38pz/92eeffz6fzyeT6Wq12mwqIlJPYF2jJpOJshWOj49F5Orqyjm3sxdm5oODAx0Nf/bZZ++9915VVfP5vG3blMJ0Oq2bzXK5bJp6Op+enZ1X9boYl/P5rGmrPM9BYLVatjVwtJm3Gu+uYZIpxaGeFblN/Hl5zYyv28m9pNjeLe+wtQva96LXUvP/K3kML/R3LwFtXmjP9pw5aAth3rCy2BGubre5uz3+dTCcV7SpN7xb5Nf4+lviD/6mGI//f3m8JnL44rjhdbHHfRh2T8mGr0k33Vfs3Ol3tP+sG5rAG+q+/Qb4Rie/3/LtFqP9J+5sCW8LcG988huq1NfEJ4f5b+KToyNJfL28undy1DbN+npZlLkt/f/0j//7H/3oR5cXz+69cXp4MH/vvfd+/OMfnz8721SbGHphFhA1lCMiQBOTZFlWlqVxgzsfCzJzYI7bBwhXqyuQhMyIZrO67ro+tpVxhhOMC1eUXpAvruPV1RKdfev+V8ZF2dZV5HTvjTeL0QTBkDWIKMAxJUDRznaIePaeiFzXKtdrd+j6rkeioijViyPPcu98U21i6JHQojVgiIQQyiLXi+3y4txZNx2Py7IcT8bjslSuv4CExMzcd52+9Xp5DQDPnp2lmKwxVVUJU1P3jx496UP8yU8/vry6Wl6vsrxAY41116uNNSYvSmMdIBnj1LbeOTedTrV0VgMxAMnzPM+98wYR26bfB6uZ+fT0VIWL8/lca3QA8Fmhl6paJsYYq7piTqkPk+nYUWlQmnrz2cNHb7399mKxsJZiZOEk+JzgpI7tIsyKPuzUZMIIIimp+QCSJeOJXGJAa511XZTVZi3Mdd0kgZREAH2e5aORs7aqqqE9sAREzEEAnMtQEiBZRzGKfmbNne/7/uDgoAulUl4vV0siOj04ury8XCzmH/29v3e1Wi1X14eHh4+ffX55eeky75xDlvF4bIhijDHE3Ub4JQgLO7Lc1lAnptjPxsf45ul0Np4vZs45JIgcQgoMDuUFUO9GUjruCHU8/FTDH7q+72IQETKEiHVdj0elMcZ5Yw2GaMgaEDF7E6gd0uWNz7Jsp1rZxSEM64nQVsJnd9xOVdOVZamBmep3qkMxtWZZrVYXFxfav+1eU99RvYLUTnMymegv7Pq96+tr731d15eXl2dnZ8PcJ8v6vs+yjBn6vgeQxWJ+eno6Ho+rqhLYx1rSNmDoSz5ijISUANRLhmPi2DlKDIlTb4354GtvfO29E07JescpdG1HxuTWCgLK1hlSQFWYhIjChGgG1qWm5lkgIGLUeFxIBlBUwGN2rsi8I/a+4NgoRkjNLzVGGAmMBjEICAlq6jAACOjOMmBvIEl4kAvtyoatJG0XOq7vOwBPStxg/c/2D7wNGRf9hKw5xyjAMaqxSAJBFkYBy4iCMbI1mAT6yH2MNgTrHDOn2IcQRJK3Tr9gTClGSQkAyBjNbQA9aISE1hig3QhS2ZLGmIHa+ZyPSQAsDKIfRQRRYkzWGAuEZAEJwMYU9YpFJABMjAIwHo1ZYkqJRUJMMQmGiAYJjTXWiAGRrusNWUQBICFLqNgjkmZyICJL5BT65J1j9eo0ErV1iyIRYyIW4bbvU103Tdt1iVOMMaiXaehj4KYbUH8ASkn7PRZJOu0hMsySJEas0Zp8PM9LUUIHo0uIgjahTegSJQRAZKMRD2hkNw0fYglJJV5EpHYrgJA0p5sBiJMYRAwppGrjsvLoePHN99/Njcyn49PDOYc2hc4RssQiL6u6addrshYod17unxz9mz/9E+vN26eHn/zs4w8++Po79w5Lw3nuPvjK/b7t55PRql6DFEYICR2ZJCAcDQJzDD2DJNs5RhLsUlur5c+9e295l4tAXbcppZPjU7XZvL6+JkIisY5C7C4uz9quHk+KBw9+UdUbjgIAztmHDx8+ePDLt++/632mblI67pzNZtPpFAAuLy9ns9loNPrKV76ihJ3djql/CCE45x4/fqwEByJaLi/btlXjtBj5/Ozy4ODYWmc8EVlm8d47mxEFkNTVqLJZISNCe7HPv+3HDX043PJruYnv/caL+JdlrN8JHu7je7CXdS4qL5YXjVIEaKvoo61q5EYBvYPLbvMw4cXgtddpRfafeIM3/5wbt1d/731bvNHVwmCK9dwG4HZa2n4/+TdBeb0RSPAbp2u+5gvuo2rwBXnre3jjNnz1xkEjutt3dNfv7UrkV7BVdz9ScH/Xer3M03XXjN04sDd0dC+MY1+UF+7/5g0aqgLRupkNOoTt79x2QpK75kl7V9HuY9MNb1IUZo7GuHpzba2djsvV9dViNrcEy+XlP/un/+Rf/cn/cXJ69MEHHywW81FRqEqq6TshX45GFtEYawyh6u5FivE4RWnbtun6uq7Pz88vr66HY2qMRsM5oswJMBMiEWTWkoi3JvNZFLbO5kWB3phza2xWlBPyZZ+kS4xtePv+QWSpqkbzaHhbIaoXBSIq5BW2jx3uCoR5XmyautpUKv/o2rZuNoXPWNggGQPCKaYYun5nfPL59fX46Ojo8GA+nzvnDGKbeSJikThMyUWTf0Z5ob+TYpKt+iWl1PXt8fHx48ePr6/XDOjzvGraBw8etm2tZtD37/+7Tz/7BXnzgx/84Je//GWMcTSaqF2YntNtCRG6vmFmTqQOijqhVJRP+XUqndptZnp9WmOyLPMGx7lPKbX1pq03v3zwoOu6x0+fPHj8xDq7mM81MFgDneC5OwUpnEFohLSuQCABVNGR3gJAxqK1YIyQSSxVXVVVU9e19x6McdaZJEmYrE0iKQQwBBGY2QAQgbUEaIwhlEFooJy9siw1D10joaq6atv23r173/jg69/85jd/7zu/+8d//Mc/+MH3v/Od7/zgz/4spXRycrKqK/Vkq6pqVJRZlhkiay0VGFPCF/vkndXk62yourOouCWEKCkdTKYjZ8bj3HhL3nrvQ4wxRaZkxQ7RFMiAO3LncNuaYenbWrgjElJMQ1ITg/QhdE1tJ1MW6VPkpuPMIaIOMtI20TGE0IZeL7OQ4j6+Zww55zVjKsuyzBf6ZYls0zTas63X62fPnmVZdnV1pZ6u6mKnli1lWVprx+PxdDoNIajtgXaJSsXckYqV/LnzDdpBhWrcQkTHx8eTycR7r8l+q9VGYxiYuaqqxWLmM9t1EUAAFXIxgAyKWn2pR9/3ZVle970OUMqyRLbCziIkSE29Bkx5YfumZ0gGcVI6MLTNvXs+5B2i6gQAgQAN4NALqDsRaREuQAwMhLKN0t3pZcwewX67yPNuy4OdKFhzAIbMroHDi9v0OZ0IEwASCtJzpuL+psDCe93+jpkJIsIau77NRUgCvAX1bnsZbD/wNk9XI3sIrct8XjiXGeOIjAwZFbgDEPQP1kBMkqIII6GzLkeUAXxERAJDdpsBDbthLBEJpD1GlbiBOamuvGSdsUgpBRxQTQIkRuMMEWoLpFCGQZTl9QYAyKBz1hhDZDTAg0NMfUooeZ7rxbwF2CGB2qaCs7kIsAhz6vsYE18tlzGlGELTtk3TdG0bQujasNlU23kckDEgElJUEfLONIvQhhTJmMJnLvPeeY4pgZBAAuGYkkQAUzd1ZF6l6JxjkCwrrDGSGAnJEFpDolUv4cAUo530VwABjPbNutrj9tTy1ueJhcGYrMxGoyJFSBKEw3iS5YZHpbPYs7SWekNoCfr6aj4eC/h1004n/scff/z4ycPFYnZ8evTDHz7+8Jsf/M63P4yR26rKjb93dMBRhKlqGgOApKRQ0yVBFGMQUdCAccblmSAKSFO3fd8bwrKwwiaE2LVBRNq2q6pqs9lUVRVCN5qMDWFd159++knog7Pu6Pjwq1/9atf0x0enZ2dnDx48vLy8mk6nh4dHeZ5ba9frdZZlT58+VUJBCOHp06dKBVeyzC6pT5eILMsODw8BQFk83vvRqHj27NlisRiPp13XdaEry6woSjBsHXZ9HblXQynmJGIGPjYSobkrA/u33OwBEQoQ3LIV+Bv3a4FXWh3e7j30Gduy+MXo8xuV/WAhjy8+HW9AHPuEmX0S9g290ysO452d6h0t316/98VHBm7CMrfxvdvg4d/omfrbQhG/kCq83xnuC/RfbOC/4NK6TRa9QYmEl+dG3JnTdUM7d+MBX2Rz+goK7j6s97Jf2PV7N9C8V6Ro3IGQ70XPA4A1piiy0tvNZtPU63e+8ma93vz8Zx9///v/5w///N+8+cbx+++//+abbx6enDZ1jcZGTn0M0GFdt5xCiiKQsswXPidnL5eDd4g+JpPJtz78tuJ7qv9pmoZDiLGBGCExItabqu/7UVESUeDU9302KQs/Hs9nXRJHhhOisc4WKUU0NglETiKC1ggiw83C5WUXdFVVxtnZeBJDiDFMJ6PZfHJ1dm5QnDEoEGOfEqfEWtbPZrOLi4uyLEejkUrpdqV/EgYgZkYANa6o67osS+8zIlCZmzZj6831dDaNSYoyc0ZzFLqmrmOcrq4uHz95GmISwBjjT37yk/Wq6fvemqyqzg4OjrYmQ6ltmxA6gWSM8a7c7V5KrDo9PT04OJhOp1pqK282RFb7hL5rUkookYQRsa03z548/vjjnxhjrlebcjIal3mROSKMfWQ1IxRBABI2qnzRIHXaAlJ6CSGwDPaCWnYwAKARoJA4sCRAMDbLc2td38e+61JIXLcoCRFTClW9obYzme/7iIZMcAbFGAPOeO8PDueanuS9t85dra772Hnv/+AP/uCD97+mTOymafIsa5rm4cOHnz34xbvvvptl2cnJiXH2+vpaYloul33X9X1vjc3yjIzZdfI6RuHXjmrcDUq2Tl2YOcvJKMnQEqnt29aJ/XnJ/IIZGIDZJZ3pLTw49CMQqpfAsNZZqy3TaDTKLXIKVV3pgID3uQOE+pTCF2rPo7OAPM+896PROM/zPM+132ua5vHjpw8ePHj06FFZlqvVylqr/iv6RovFQlMZrq+vVX2nvdzFxYWCfl3XNU2zWCyMMbt5hL6IovpaaSm+F2Ns21Zf5OnTp9rdjcfjpukAYDwej0alfqqub5zbL0h4Wzzxiw5nd4J+d3NwjDF1XT9+8ggADuaLaZlLbJwhnztnbIxJYjJIINEY66wTBInCgJomMlzjAls/TjMkGQzVCRkwQ24pMQnRVsJBCPvG4jtzrG2NrsULbtUcIIJE2mwo9AbbcOat+g5xuKSQkZ+Ttfb3C12Udq5jlmBfw4Zbv3BB2cY96MFMvJMa7TYLQ3v2J2QATUKD1ib2ReGyIVbHWhtjAACyxlkDycQ2DBPMQUlhiSyhFUpDRgmhrpbI2yHH7q30RAsjIoEgIKGikIpHoiAn2EoeVP5oyJJx3hnQLx71zREhxiFmNuHgdNtx753z1heZRcTEqa5bvWFDjErWlJSSYN9edm3b9F1ou6ZtQ4p903YxxK6v26brew4xJIlRsixXAQ4zpzZ4Y0UAwXlVLFhrLRmLbVO1XVv1TVpzDKEsyiQsiUOKMSQQEAROgASZAUdCxkxGxaaqkyRCNiSWRJAJgZC2pa+WssA8QPc77h4gMQxKsuF0bx9d16QUjPWSOKW+aRpTUJIo5PIy8ybzDiFFGeOmbo3zh0ezR4+e9H2B+b7RAAAgAElEQVSPYL7z3d978ODTqm3//W9/ezKdXl1cxcQBpY/AQURiURTk7CBk3AE2hNpzEgIgJ8AUU9+lvksizGmFaBQAtdY+ffp5XW/yPDcWpWMyULpcJDVNl2Xu6OBEQ1av06quaxUpeO8fPHiwWq0V2lmtVlmWrVYrBeh0i9Sb5fDwUNUBo9FIPYTVssU517atrmPGmNVqmRJXVVNV3Xp9TZaapm7bOh9n02nZtX0UJTuwcge3Exy9u2jvXPxWwb391UCB49t+fr8lv5ZXV/N7hbLsMd+2v49wO/gbYTDVHdCKWw3DDbndbXDmFZq3G/3eK8C9bWV5d519G9/ba/hehe/dziT8rcGwv2V87zZOdfcT8UaGwV0Raojw8tiGnfHJPkkS7vJcva3iu1PH+DKZ4r5b2svmHbdz3nfvu0+5vk0n2+/ubvz1hlb2Cw/OjTtChFPft13trJnPpk21+eP//V/+1f/9w5/+9MfHRwff/vDD09N7i8Vi0/ZJxHo/n8/VC8tbp9Ppvu26vtHSUEvSzWYTebBC/vFPPnbOuTwvikJXW4tY2HnfNm3dpBBb28QQFMMUESHsQkBryNqiHDtjvbOjMg+tX15dPFdCWq+8Kf06WlzqK/gsM8a4vrvB57TWJpG+74VZRXF93w9FBgEIxxgRoCyyohwRkda12j4R0Q4/GZBSsn0IhKjzQsVjB8Lb1gyWmRGNOkR77zOvodV+MZ/HGEd5VhSFOiJu2k3kfjo56Louz0ZnZxe7gGwRVhBvFx+s7+WcOzo6WiwWk8lklz+xtWGs6qbTE9HUm75vue/ram1QmmqzXF5dXmyOjsZZ5owxRLgzb98q1m5hyISy3b9hz+FAMYQEyCCwBat9lgEaHXunxEQctxqhlBJwtIZSSk1dJ0byrm17IDTOWQJEcdam2Ku7I6dkvXHeK5fSWvv222+PRqPz8/PSZQAQYqyqarlcXl1dTSaTbFROp1OyJqVUb6q62SgdUdPY9nnRN8ggr8OJ0NZlMH+35LyNwSKwCGl5twuQePX4aXdX7nYFEdBmT20zN5uNMWa9XEJKzloD0Rlqq413rigKlapqrEI5GY/HY2OMy/wu31IHvcxDD1BV1fVyvRPRqWfpm2++qVeOSjpV+5FSWi6Xbdsul0trrc44FGjd0dS994okz2YzTVzo+16Bu/Pz812/p+EfXdfpfF0VUEQ0Ho/ffferCkOJcFFk1to+qM+AbJs9TVjjL43vaayFlt1aTY7KUbPuU2JJ4KwlEmMwG2fq8geAkoSIDJmkDSTyNlZpS37UlDJEg8ga4zKYtWkintmGcMqdK+2NfLvdYIqIRBIKJEkgDDgY/IjovUZKcVHfH7UK2XmZ7jgsN2bce7kLNChgZJu6rlUTJwGIQgb4zmt1R4oxYGxSiaE4l9HQydi9LZWMMQISIWwNbJEUxBuS6432ucrOEmHcemVuz6929XvCBBCMIsCQmCVxgBSeq1WHKxwNEYlgYhFBQ067UCQpikJENJJ9MBqNsWrrVRocp/u+j3ozgyhOHjlxTCKwut70fQyhS0mYE4BkWRFjr38lQkBnHNjMGeORJEUBjESExlmDFm1Ksevbro0Ckbneoqw6KIDPn1XWgveQ52Yxn8/n88z52Wx2cnT07le/mmVZOR4tFof/wz/+H//sh39hIVlIBjlhIiSjzM394g3ucGFgUFKBwLbfE0CRWFXrtql8BsY6n9k+dowFWUuWmPsQYgzRG5MS+8yCNVW1eXZ+fnBw/I1v/p3ZbP7xJ5+dnL41mc7bPuTlqBESxi5J6HsC8nkGBvs+gCQRoxcec0wcEzAm04W+j9w2m75pmSHzxXg8KfKxjgYQZbW+7rq2KAqf2bZb9X1HPtf1BwXbtq6qCgDqTSOMq9WKyI5Go2rTVlWlI1fv/XQ6nU6nO3rnTiOzdXlIym4goqqqnHMa3am/Y63t+3a7iQcAKoqyqmpdrKy1o9EosgfkhjvrkJ0RJuXxsIiBv7XHXmm6M+n87ebv7VfYe/uc7N/Ye5Yb+KK3/nPLYHgu0INtwirersL1bN0o2ffxvRtgzstc72H7+RC287YhKkWbT9YnP2/YhHei/uHzwl3CSlE5MH0hu/dLg3t3es/Aa1Qef7u6zS+E+GQwpMIBHJU74NBXNJl3BuXtfE32OZ/7+9xO5LMvNN+54e9edhuDg/t22PtLDNwyNLpxKe4/lBlyg6i588V+Rceuzm/7X2TvstsyxoYhimwjmWQnUAGOXejGZZFn/q9++Off++f//Oz8cxL52jvvfPR3f3c+m8aY2rY1LoMQ276/vF4/O78qiiaFoEsqIQlH3VxRYDqdHh8fo7FboxSn7EeN+qn6npjXsZUQUkyEKKzaciMAxtqsyJu2XdfV1XKJbL3JOIkhy8Y0XZcABYmR1BwtQkRLvJf0sAMlNC172GyV9WJMCH0fgwEkwpRS7AMiITAIxBiF02Q6Ozq+N57MOPF8Pu+7TkScc4YocNIKYChZJAFHIDIEwAmAvXfjUVljbciIQNd1xpjJZHy1vJxOpzHGqm5BGBG6tkfCkCBEJmvH5dhmru42mSubtlnMj4lskZchhK7vQKQoiizzgEzG5Nl4cbCYjieKOm69AVgEQgjqQ1NV9cPHT5dXl4hYFnlZjiTLOMXr5eXnnz8TTot5frRYNG3bC+uEWhPIEFhXMhwm8kPEt7pACCCgJFSUQgQkCpMkFomJgaWLsQ0xJXHeFyJEpmnb2HcIxntPhox1oesMMpFxzlkgtDbGlIQ1qD6Evqlr5khkfvHwl4XPssI3TWO8a7s6xvi9f/G9ssybqv79j34/hNT3UWPfDg8OVqtVWi2ns3nkWJalcDLWlGVJhKNyxCL7wWUq4rjJ59SyWLYF6lCjDnbsKaW+75zzRGjIeJtJHo1DMMY5j7DlpiGCCA3XiQz0vAHZGWruIRaLB78uQWBOkeOm3mzW6+Pj4//g7//9e8cnRDAdT1LfLGZT4FTkuTUGiTSJWpNFFKZIwmqkuV2Okhb2u11/tVppVaT9jzaWl5eXOsvQoHNd7qy16v1TlqXeSqPRaDfU0GednZ3tgs7V4RMAiqJQf5ede8psNlO8USnWV1dXq9VquVx1bR9iP51OTk6OFMZkjkNYym4+NVSzeMfOPPx0a4C+/xMEAPA+69pusVhMJuMQe2/dyGcmcoits5a5T6EHxo6DmrvAkFiAgG6Lz2qnxICkV7u67ev5A0AjBJQAhISGzzsks+E2mVtbml0s93Mh361NiQQCMIskBgEBROLdDqZZOUJDzUHkvAPZnV68TcnE7d6RFIEUUExsCyoiiwhKUMzslrfcixNvQEMEFCUJgGoCU5IEwTgHICnF0EeU5LzXwhcQrbMxCstAIhVmBLXFBBJJQ2MMyHEvdZAJUVCFCSQkKOKMcWSssYPJGFkkNMbqHQBAMSUNNhfApo/duooxtG0jIiH0yq5UVj33IcWUOCZmQEGkKAyCuj2oeFFEUIxBi2gsoRgDIikmzb03TnsY4cRRGA2goCAKWmOhbVtrKZmYez+bHo/KUV6YzMN8UShsPhqNDg8P5vOF3mveu8HAzDjDYBAn08mz87PxZHJ0fPKH/8s/NRwdJofigBkjokUwgqSQxxb2HMA02Z46TsLC22zYoYomwsSSZ3lZltY5VUcX49F4MhpNRnlhKQFxRInWkMQYGbq+62N87/2vkSnfuP/OX/7lX1R19x//J/8RgOtjPyonXceShNGykcxnMTTEqB7URBBTCkO9hMZ64z05ixIAKCWQKGzBkAPGPgZJselq781ithCUGKJ1pu8aSQmRJuPS23yzqax1l5eXp0f3xuNp07Sj0RgAuzYyS4xROQvOuc1m0zTNDvHW3k9th2HPpkvxvUePHr355ptN3RwdHRGRc6YswRirkcVJ0mw2TalPIbVtz5JYWEDqpkbORDQrSFgdcGH/TmIlZv+G+7phRDhkwuzVojppFUJQpylCZNDoyEEXbffRg9ul8+sLG77oF/YJeKAE6wHQAFUsMAgBM4h465QMwAOyP3haP8dhVKe8h2bsV8938tH37aEAgIGU0E47LBFgR8ZAYe3qLHoGMAYMkhCSQOLEwAZQ/zpUkQOZRLsQNsp2H6yeXuDZD7Zb/FxlfVfrtW/KvesT6IYe7LW7tTs5hDcgrBd8LHcWkS+ZfOOdesg7wahXt2FfJObEvUmtiHBMEYBwv/fbPm/PdPqFTLw74TUdCuyPBnZiuZ3bslpR32gUdxDc/vhgZ2W2fzvc6M1u+KncOWjQfysYdUOGehswvHGwB54PIQCwBGHYcaMBVARPiARg0ZD32fnleZZZn5nLy0tr6Y17p7G6Grns6eNffv9P/9X3//RPDw/mH73/9YODg4OjQ5+XTYrGOeOzNhmG4LIRuSwxFKPJYjZBkZSCJCajGgLLIDGmvu/UWrqp6vPz88lk0rSVtTZ2/Xw+Pz48yvPZZrMJEADg4PDo/OKq7sO0LLyznz/5vGrqcjR6+/SNZlNJjCC8WV+Oy2IxH3lPRemNHdebdd82hc+6ukkhFXkpDH3ojTGA0Lc9B3Zoo0TukwhxLyGFIssMkXMudF3q0ny2uDo/N8bNpgeb1frqYvXeu/eOD96MSfLCZTYr89FnP//k5PDo9PgwSiyt5GSYY4whxMakUPjCpOrZw59fr1aH08KZCACCzlqb5xYRBcLBYiEixvvhDAqpvqiu44SN89PldQMkBrwEnI4OYg/A9vL8ajSZLubHzPH88twYM5vNxrPp8ZtvzeZzYKnretPHUVn6zKUUQ9dfXFx8/vRz9W4BMllWCGEQKFxhMjgZTdqYyF064dPDuSdjy3HLHJNEMgkE84wTUIS+69S/kYG6FMj6mIQTRqYkLomL4gK3IaWYEqUI3HtKZJ03GNomy7KUYlNvynLsnVV/iC4GiJQBWmtDU7usMGTH43Hbd5R7Iey6fjwadx3VImU5ffTo4cF8MZ5OCZi867vOu/xwNsKEP//JZ1/72td/8P2//PiTT2MM/+i/+a+zwocQRrMpCWyqK2PMKjSZ85t1FUOo67rIS2NzX5RFUThjETTe3ALLPi0QRSxHqy4ZCYlVx6i8NnLOGUMxtSn0iaijLGIkY4kMQI6Q5X6ETH0KzkIEQEjOUE4ofT/yFiVl1hDsNZk07MheSXZ9887p0TunRxquuBswoZSAMmRwAREI4MBrF5HYNjdWTp19MEdmnQGhCBdlFkIoy3yxmM3nUwA4Pj4cjSaXl5cqZdmZJShbWES6rsvzPISw2WzyPNf0i+Pj4zzPNar46dOnSgq9vr7OsqyqKq2wlU91eXl5fn4+Ho+1DptMJqenp6qzPTs7axqcTMaIlFIitG3fAoC1xpDTrLgtlWO7hwqC6MxUC3zc+V7zVhC23XdZkoBgXmTrdejaMD6cRkn5fFLSbHl9SS5rqjYzPiRISSiitQbIkDGIYLZzt6FyMAPFUPZMjBTHY9H+hzkm1fFu9wxU7RaSpBBRIO14ibJz/hYWSbqzI6s9/1DooCEy29RmGqRlatcpyCwpxYGXuVWts8rhEI1B0tcCjR4ZZtGSdCI3eHOySIgCSOl57fPc7GUQsQ8GlSicrCXuse7rzHmTeXIeEL3L6rp2pvA5xq7rQuu9N14kxk1bxcjZOHeFZWYGGlIhGMFlBomZOfXWkgFkjt557zISQ0RZljvrnWOGxMwJMLGEwB0zJO7qpmnq0Ld936e+q/qAxtb1pvDZ1cXFbDKu1htEw8zj0SQxO+earh37sQMTQg/C5SizBtumh2iYIbGQA0uYICHHQkjjU1PsWSKi9CnGJH0PSDCegLWWgE4OFw8/v3jr/tvM0LbtxZPH/+A//Pf+i//8P2vblffWZd4VpYiMyjx2bdvVIehiGV9AFnScxInACIfl8tyYFPsmxa7reDE7qZtgaIyUpxQy65mBFEbSSY+IsFKMn/MykkkMSYBRQBNDhikWGWcKYZMSAloByhxmBrirsmLBgceTCaJUfU3eOxET2HsmIDIYmov/7r/9Z//wH/6nlvuLJ88Wi4Xh5BFCCmRlVLjYtzruYGYQ6ro+RMhLJLGZHzcsEgylTCKGroptjH0y5JChzP3YFtdXK2fwva+8u5hPn51/fnlxYahvutB1XVmMDw4OupYLP82zUkQuLq6fPj1HJOecc67vUt8PwuOmaZbLpUYsOOc+/fTT7373u5ojenp6Op1Or66ulIge+wAAZ2dnB/PF5no1nUxi11VV1ceYJBqLbdsCyMHBoqlXKdVHi6Mnj5988MEHn3322enpKU3L5XKdl1nfcwq9zTBgh0BokEUZrJETyWsGM+Dr0UzQChGiRXJkvDEdWSXRgDVARoeuEQGEE6cECIaUjc6IZL+04cevYRYiOtxBAhEA3Hna8E3+53aZV0RMcekbJp43/A9vOB/eCZTddmHZDVxpMAbRvYQQxQzaa8DBvYoJAIgJcNh2tr5n2kjiF2B3tA9s/jp46W8FF37VWX41C/S1GbPw6ld77h45nNkE8Cobm1f0RXcCiS9rVm/E673iLV4fg91nFe5HUOzr8V6gZGwZCK+I5bi1WPALjeUe6U4YERMInl1fHB4fxthX9fLo6ICILi/Pj0b+B9//008//vgXP/tkMR19+MH709HY5RkBgsYYAIUkIbEACVBKUnf95cXFT3/815bIIDhvvXdWs5JcZozNMu+cy/P8YDH7O9/+Vtu2Tx89KopiNp12Xbe5XrWb5upiuVqvraNyNGqappiMd+ml3ntC5BBj1yGA98ZYYInr9fXjxw+Xy6W1XrUTKJBiVOLWYBhgrRpkK14KLARoyTCIRyBla4Q+xkgCbdsCYFmMx6NpCpzn+XQ6K8u87yNKqjervt1U16snDz9542Re5iZzhdaeKQZh6EKf+ywr8m9/+PX1an1877QoRk3TNG2bQt8HgcRJENDuBk/GOERkkU21Or94BkLW2ul86ixW62Xb9iKYZVlZjNZVJYyr6w1DWiwOFotFWRZgjaC5Wq6892U5BpDQNHVVhRBC3a5XqxijAbTW6jhdBp4cMiAT6hkEEAOG1BlCgBkUh+KhmtasmGH+lBAYRSlZmh0vQIzIW4YWACAmAgaI+3fUjUwaEnjJDEkpX2qVsY82YJdCBLZADBJC4BCDC994/xvGuMOD48nssAvShX48JsBYNw0YqvuWQxwQ6dlsNC4sjcsyJyA0BTnvjSUyW3P/ZLY8FyXPoSIFsvVYASKhHciyFRGQkLqVYhDCCIRsGUUoBeaYWJA5khmS1RUKRmXZvchw2d/pEYxwAkmICJKEWZ+1G9wpiXjAwODVuXzy4pgZACSE2LbtarV+9uyZ4mx1XZ+evhFj1BpI2ZuIeHJyMh6PFZfT/JLNZqNYhDp2KuFzOp2uVivNfqyqar1ev/nmm6PRSGWl4/E4xvjGG29YazebzeXl5XK5rOtaXTrVRkVVNCqnFJGdY8fWy34313tBFoGy24e2nMVdPPpwbAkg3ZT2ETKgs3Y8meW5DyGJSJ77GKPyJEMIMSaHMlQC2pYpiRlxh8rtD5cJ0ZBBY9E/d+oavPsTM0TYEhYJULayQJadYx7CELow9DbPB7syoBAiaJ77uIAgMQtZgq3F5TYDLqXtSi8opNU/kiCLkPp5IhrEhIgEhIQMwkiSUghB+edqMbLFnLVWi5JAOAAaRCzLMi+y9ZqEIxk3uKZsbxk1OetTRELvbUw9osTYb+VcpBadMXBCIRSypihHDqHrGmY2hgxYjlxvmrZZBqlj7PvIkVOIUtV124UQAgATAgGDJGRpUmSivu1GZS6Io9HEGb9erxVNTwwOrXF528VN2xqMeWGbpuIQqnUznSzUPKat6iQBLTs0zy7X81GW535UZpPZ0XQ+mR/MiiKbzWanbxyf3jtV6+mffvLov/yv/tH5+bnuRHlmDw+mi1leUcPSh9jGpmPmrrIoIpCUZKsk670r04AgAJMY3spWhXjANZAEDIPZ0iNJsddXk79EBCgCDqWpSEKwCEo4UHjayjZVAoEJrEXsGTmyoERWtErUIMZb1/bdJz97+M0PpmXux2Xerh1GFug5BuEoDAlUcSBKrgGRxBijxMghRGAwxnlXjkYT41JXNeD7cl4eHx8vFodKpnXONE188vjhxblv2qrrOqDUNW1dt5Zc14Wr5ZogK04mRPrKSSTqmolImviifgFKFtDR1fn5udITVLqv7nFKWwhdf3l52batJXLOrUQIsGpq49zJvZN33r3PnKpq3bTV2flj58zp6XGWZdPxbDpeiJjS+8p2gCgkAoHBJkiMZAQYNbGTB6Oj35Bd5+AYJSBECu7JbhEUAGTdbHCgIw5e2gg47EH4on7vdWwzXtN443XaCU263EmzdmK8545JLxqi3PDVvAF9vKYN/YCc7G8Uz30zt9wRtIBqhYxbwsSQbTKwSfEF1uWLymz4wi7oy5mj/AZdVV5mJXKjE74ziOLGl32dk/6aH3u/P79lPsl3Rg68Wrd6J2aIt9SeN1rT24nt+ynnNzrAL/L7+WIa7Q388LYe7waa+pJjR9uqkfYkEPtsT5ABLeTpqFwtl85T5m21WY9Go3e/cv9f/8kf/dEf/dHZ06eF8x9+4/2vvPuOty6k2LMwiHEuMSRmaz1zKopsMpksFov5ZPT2/TdRRFLsu7ZtG2XO9H0fQqVVVEqp65vcufF4rHQv5ui9dc6tr5dZ7ud2mue5895am+deJCnDKMuyHXyqIjiLRlu4pmmqqvI+qS6LmQGQjEZPpcSRGFmMAAtwiH1MAVCsMzElg6TbbWIgA95YY3E8KQ8PF9PZuKrXSSKRcGpAonDynt7/+tt92967d2iwt17IWCICkJSMJduF3pLJy+Kb33ivaVqfZTFyWdiQCk4QOaUQ+8QxwTbmOwozIBqitm3r6orINs2SiKK1bejTVuSGRrOkGQiLvDg9PZ0tFj5zIUY2NsSgLLCu7ZZXV3W16bqur5q+7wgBDDlDDEREanjAzOpCIUMhCEJbEtUOSdZ9aq8pE5F9Uc1NjvStpRh+lfHH7Xtnn4UxEG/IGmMcWQQOtukjJw6jcTEalTH13udFmfWr9q233t5sVtZlbeijQIrCwqog8s6PyjL3BScOCZEsCgCLOh9I4p1N9VboosIsJa8q+WTbqCEAIRAiWMCoRzKllFCAcCciVVBUhJiZ7hgZvbgOvLD+PB85vVD638V6+BIPxQytbay18/n88PCQmctyfCP5U1f+Z8+eXV9fxxhHo5HmLmzvNTg6Ojo6Ojo+Pi7LUlMZjo6Orq6u2radzWaI+PTp08ePH2sL17atsm2ZWU0RZ7PZwcHBrs2z1qovqMLyv5Ko8ktMM6MyCwWvlsvNZnN6ciIi3hrNW99eAHf4YN1IyrlB3Ljz/w8HNkXdNoclHUGVfglwf7YIJMpjMkYtJQmEnrd5w1sQIiYRAUEgoO0Hg4GTooK0IW5Pm4NBlIJ6PbN6BGn7CUzMhsB5N4Q0oiY3RnhhDwVjrQoBrCWHjNxz7Ly1hMFQpAF81NVVdoHXXR+HTXN/t1VFztbSwzlnQTabtLy6uJCLetOGLgCQMADGwH1IAkhA1HVJBVqkRlJ6QBIbA86aYlSOyjw0Xd821WZjDaUQraXEYgwho/fGiO272hh7dbkiQRFYr65Gk+lsfnCUz3xuZrPJZDx6/823T49PyjLPMnd4fHB0cgiIeZGVZe68BWIiQpNdrJqmaWyGzmVEZKzRmSMRhT51sZMoMUbuxVnjnFHRw6sKhu0U6M67nPWfofiErfpTtg6uQtv1CodKgLfcv5da5e8bGQ6jChVjszBrAqQh9FV9/fHPP/nO736U5yNnM82VZY6hTymycDIGUhLZ2omDAAvtFrGUEiPtvRcqceDq6kqNlNU8s2krluh6q8bDgH2MjGhm0/nh4TGIn4znk8kMkWIYWOuD8bDPd5oXdZN69uyZRtGcnZ3t7lwNMl2v16p2piy7f/8+Is4mE+XDO2NDihdXV8WoUH4Kc0EGlGdR1+1yuVxdb5ihaZoiL0OMyrx7RdDXb0UW9WJliC/k1b1AbXtZs/ea0M2X+4XtSsow5J1sg/L0uXI35nOnk+F+Fb6bC95oWvYbiUHOtwv52eNNIiKCgUHlbACVHY6vUbjjnTKtL0TnfiWi45d+7itcUl7Rf7789fF1kMbXb7/vrCNfdGeBOw0X7xQrvuxT3dBz3nnN719vt1G1lzWZv2oTru+yEwe+DJDc/wA7tu2rMFWhLfhAQ6eHLKIsfy2hRCVXbQgIXF1Xi4Ppyb3T9Xr9V3/5wz/83r/4/Nnn8/n86++++7X33iVrTeZTDxgTIxpEMIjCfQjL5TKl9Pjx48ePH/aLRWbJGOOtKYv84OBAd7s+JGW0WjICSUPby7KsqupqefHXP/p/FoeHBrBrwsHiSFeAuq7rui6nI+ddTEnlDTHGvu289+qvaEyeZaYsy9lsFmNMSQBAWbeawWCMUesILXv6vlcd0YDyAaSUknDkYK0nFO+z+WTqvS2z/PjgMM/zy8tzIrBGUmyQe0QclaPf+fBrIpIXvm1rBAbV8CMLJ8SMMEpKXcuZd94ViSGGdlQ4n4/1RPd93/QpMKc+9CmGvpcEjABJjLWnpzOOYmwMbdcHa4wv8hwN1XVTVZXzmffZbDY7PD7wmdPpKRGhMVmepZQuLy8vn51v1mvhFNqua1pjqCxyvc4H/E22qyXAwO0ZYrituuKJ3HFt712ZWy2VyM4/+cZM5Nfc6vZnMfuJqVuY1zCzNcZ737dt3/cpRZG02aync8vcr9ZL798PITBDSpx5n5Igh+l0jiCx64DRGGPRhtBLShGStc5Yg+ox84q7FVW2pTw6YlFzQSuSNN95L/z6BUtDGrwKGIRZPchfXNmeH8aXdML7bhy/KdH1arUCgOl0ev/+ffVZaZqmqga7Ai7sFdgAACAASURBVC2VtKTWkmg+n+vKw8xFUahCnoim06n6yuiZUsfds7Oztm3Vk1YHMXmej0YjlSVPJhNV0WgDeXJyonkbapmgOkDvvbHPd3Mi+nUmnDeO2/56G2NsWdq2VTN9ZkZhQDu8704euLcC3+j39mfNt2+EF0JfSTjJ86ZLhEHMnlZ8x2FhECKw1hrjBufYBNtBM+yFOgz0rOcKQ0SUgbwvAjDIYRKAGSiUA2aPDEl9Q5JqHzhxStagdc6gctRjSoFki2GD0QG39RhCDH1CskhGYrAGDbAFcsiGEDgxRERDOGgidgp5UjhiL3Qrz/K+761B5qAf4/r6+pNPPiGgvuuRyfvM+1wPuSAyMpHzxtvSq58WMAOgRTTOMvR9U4Exfc2x73pIsW9G5eS6q0exNGrDy6nZVKmrp+P893/vu5v18q03Tg7mB2Uxm07n9+69dXg8m8ynh4eLxWzEdWPQxNh3XZskWm8Sc+IQU1Ov2rbryACZ4smTJyIymUyyrOi6LsW02Ww0SyBxFyWqQYa1VpOitjH3uzt69+/BEQJFD4/Atq9TwoUoc/n5GPdmyXRzxUY96zvIxOzTE3ZTrV2SowgKGiILQswMYgAhiVBCMabv03rdxAj373+FyK3XTUpCJClFJahqyPsg0dxaHhgwVkgvYwHo+z5JbTdZ08Wu69Wnt2masizni+loNHK+zHJrDCYOxlrAqCGghvx4PC3yEeEmz0tjbOhTVVVN06UUhmZXRMNpdKPX5o2IiqI4PT1dLBZd1yHivXv31uv1ZDKZz+fT6TSFOEydEK+urq6urpyxQNj3/cXVxcNHv0gpAaRyVGh1sVwuV6tVDPzOO+8l4aIorDEx8a5bvlUn02+t3bvV/d3Rzd3h1/Lr8zm/hFhr76rFna55h+89X+P26t39tVV3o9tKpxsKrv2/qqW4zsl0U5Eh81NXTtifvWr7JyKqEUAUDaQaOsMh7BJ/1aP3qx7q18+3+HXgvtuuNnc1crBrRl7+QQY2OW4NuV6vF2KAnTvr/ovg61xpw9TgRbOTO0vJl4Wn7zbgfVvXnY/LDU7mjeHCr1ra7l+6txmbX6TVlL1CkfYBPR2bigCg1ZxKEmAGM6AWjCh91947mHPq/vWf/Msf/vCHjx4/BAN/9/d+/6033zg5OMit7dq2qxtAADKCGFISMmSNFSjyfDadnhweNJt7B4sZgaQUY99vqs1qdU0ighBUFb0L+ouxKPPl9SWwLGazFPosy64vl4eHxweLxcNHD5mp7dosd3me7SqqoWNhFtwmlW2jntRJHxGc9d6r64Y0zf9L3pv+SpYl92ERcZa75PLWWrq6p3uGPYuGxJgSREAQLNiwDVj/ib/Zf4Ltv8OAAcH+Zhi2vEimLIgW+YmL6KGGGpLmkDPTPd3Vtbw1l7uccyLCH+JmVtZ7VcXumaEgQvmh8Pq97MybN+89JyJ+W28pW4fGXDa03hd5XbdVp+Spbau+3zDDbFY3TXWyXNbBkxOEVHJ/u7r4la89TGNW0LEfmzogwe3Vy7qpQFnVgqfVEQkXp8AsKTP7YOaf8zbmnPptD6o8Fe5mbynBqa8mqQ1naduqrd8rqVR13XmO9VFmP455HEcFOD49btvF2dlZ3TYhhlySqHDRIixjXq1vNutNt92mYQCR6IMw+0BmBa7Kk38LuDsqXhVkRUUCcuYoUoRN6b3znNj3HKiCO7c8lVd3/XQLyC7s6+cYf7yRLG3f12HsgQVajONYR2+CtJRy16/JsSrWrWvngUiWy+PPPvvcUWAeZs0sZZWkgQKoAkH0lbLPJXvZibIASHYUj53lx17YjkB7jcHOrR6VSABZUYAUoAgMYxqGYRwGrAICmO+fYVYCXsVC8op3gEB3MJ+DFQbfxj9/Y8fyizwWi8Vms7m9vfn000/NxkBEQqiY2TLT93mV+7VuZ7tfzNQu5zyO42KxqKrKCJk2R1fVuq4fP35sIJ71b3bABms/f/7c9MlmVPuXf/mXVp81TfMbv/EbbdsaDhAoWGikUbV/8a3t9ZOG3sUYYslSNfHjj78VQgieUkopDSXllJKwiEOaiBJ33Ob00EluSlx3B00+0WHS/f4RmgphZwyLiER7FioSISGCAxRm3ikXcG8Gdojs7XieBSwHXZRV1XR7ZrWkZh5Ck0eM3cKTJZAKQFFkRRYBURZhLgFVWIaUYPLfdYjqfXDkENWjRwQk8N6RYnToq7obkxRpYkRU0OJIHQlLRhRVdH7i6I7jWIoYuU7hQCRrc3ll5yqWVFVV7T0RlYyzNrZNCwyqmHNCACIkcFJkKB2FynsvOU8mDKrkiKKf1zWCPzs7aep2sZifnR2HGI6Wp//3v/gXt6tOWAWL914jLprm17/33f/yv/ovri+fvf/eo7Zqgm9EsEzWnGW7frm9faZplMJI4IjQQZES69j325xziE5BpAAqzufz/VW6B8b3FYjtPYhYxVqZWTIAIOlbDMjt38lTcweE7vr5iZBPu8HRvsIxAwkStYsRp1pLVIzjoYhAxuSdTGP3y59MLJIxZS/Y930ZEksYSx5VlFzKBQp6kH7b31537z/5+tDzltPNzXVA37QqRVIqYt41XomcUYKdc468dxGdWiaed85Sdpxz3gMhhTDZC8/mdds2dR2rOvR91/fbq6t1Lnl3EVbjmF++uN6sy9PPXzz74ubDD79u89y2nXk/E9GcUwjepsNd11kqzJ5NsNlsbAcBALOqHsdRRG5ubvptBwB931chWIu4mM19DE3TxLpqmphLSmlQYFWMsfbef/3rXx/6dH5+fn1zs1gsvb8YU6/wKlhlEmQi/tJtWt7d8L1xj7hf5X5lfO/du86XaXtetROTMO41m01RdUh3sLs3kjYPZ2931FD3Uaw7g1U9KE0mNBaFEN3OwnB3x+42f7dPyzF1gZmR+B0ngb7kqfu5W75fLr4HXyJv/e18zi9FYrzzmu842vtJr/exx70P+LtP8mFTdx/uu5+vcP/3hz3ha0yb11vK/c824f456o+dYfrd6PN35DG8s5imqWxVQKQp3GmabCgqeCJCJQSPNIzbjz/64I9/8P3/8X/4R5vN6ng5Xzb1r/6dv31+fqolb/ouh9BUUXIW06g6VDTPawghAAhzHsdxtVrlNKxurgnUIcXg6ira+P9rH3xguJbkgojtrPFEFxcv+r7v+3J7ffUP/sF/+OjRe3/4+3/EnC8vL2az2abbImLVNovl0lq1UooJ20ouiMaZQfNIyZlzZhUUMc1JVJUQrMuzhpBiDABSSorRq3IpAiA+uHpWt239/vvvf/bZJ91mM2vjfNGAFpMVeVKHcnHx9LsfPwbmEAIoN7WLMRIPpSQf0E1XIxMhAolAiATgrUpziE41lcI5owI58kSoRZURAUGKlJwKqxA4TgWYSbWkvt+sEmM3YikSQnV8cvro8ft106giq3T9VgkBdCem2r548UJyqarY1LWIqBQi9C4SYeakLKqaC7tQAZrdCNn4SnDH6XLOUrlUcIcJ7zcqOpgjkIK1fXfhKHntgsSv2u+98eY9HNk450KoYvQolsYGIYQY/WazHsauinXOfSmDaG5nMxaI0dvejNBx0fXtuq4qRw4VxyGvb289kPcaY0QEEQZHzk0CckUApUn/gKIIagawCGL1kfV7FoYmmIumzMMwbDebsccYvPjamiIzp5jWh9384o552H6csRck33mCXcp7IgDcy1D5OR6WoXdycvLNb34TEY0X/ezZC6NcGsy+j6gyN849xuicWywWZ2dn5ksuIuv1OqVk1vYW53B1dWVG51ME3DSXQRE5OjpaLpd1Xd/c3NR13TRN3/er1SrnbG9kxjAxxrdbhf2i+J5BHkV4NEsnR7GpUdR5iVAjooAyM4Jxynee5og4DeamALn96zlHuiNLG9I7fbmIPgTr1miyHJ1MWCw52LaWIppzLmMRBgVWQpqcJxEQVWi3A6HV8KqIwiplEjiosQ1AjK0JpIoiyCxqAx0EUbHxjYCKqgApgjoiAgdA6gIiCAOg9yE48j4SARcGAdEiRXNOzKZsLCqQ+Prq9jYVBqIQvCCjI3SorIDq3Ctra+89S7m/2yqiaAFQ7/2Y1Dk/ny9irE9Ollzyen3LWWMMdVWN3SY4F5t6sZgvlsfeRwE9Pz8/PT55+OBssZgdLWbHy6Oz49nRvPrOd75V17VI6VNP5PshPX36ye/94Q9QiYVVgEjHcbXeXLYtPX+2Ep0BwHq9LlnTyApGDsjM5cHxqTCXwkkklTGX5GPIeXTOhdgyCwB4B6vVahjGOqWqapqmSWts27au6zRUkIo1eDBlCezqT1J4lZPxCt/DKcNDd6HxxtHEPbhnDZ0iyh7Z3Q0kzEx50uVNFalJ9UAQd9S+neUw7jpJVFXlosMwFhkrwNJ1VdWMOfecGf04ZlIXnB/WfSGQrNc3m5wyITHgdjN4H0VJFQQIFR063GVQEk3zsomnsKvivPcRXIhxGPu+H1kyy8jSpxyvPr1Q5fPz06qhtE7O+ePj48X85OXLy6Hn46PZd779q9fXq8eP3rd7zZadnAZmyblLKdliZQG/Nzc3Zql9c3NzdHRk5E9rPs07SlWX80VVVVdXV57o7OwMETmXbujPTs8zJwDZbBkAY6isILm5Xh0d4cuXl5tNP6bUNPP1et0Po4uV1SeO3A6txfsCqL9mOufrw0H4cvjeX4c27K1Vr7kb670i4Eufn/tkzvsEvDuWLdMP+77x1Zsi0mTpjohkoTGICnewIIIpfecux+/ngPj+HXncYSrez5R7d//5Djrofd/Ud9M+7/Od3gbEve2o7udrfaXZxGG/t79s9rl2d/o9GzR8+QL3vvvoQc33Zm3nHe7cl9FwWsu3gyp4N/tRRAwOA8mDs/c++9knv/1bv3Xx/Nnx0eLB2enJg4fHxyez2azvexEJsfJVoOCzcSbRERGLaYqyzfKbpnnw8Pzxg3NLv+OS0jD0nVmQ8Y/+7P/LwuM4Si5VHR48OL+6uLi9vW3b9vF7D8/Pzz766KMPP/ja9777vZ/97LOLy8uqqqpt7ZyrmxoOIhMtUglIQBAAmTUoWQbOdrvtu7EUSakAoOmznZv4k3aWrEaZvBNEiKip4nI+Wx7NHz0429xeaUnLeXu0XGxWKxfc2cnS4ftcxvOz4+PFfIvFez8MXeoHLdx1XQyBgBw54VIYSinBRyliMAgApZxUdLVeK1icH5TEOQ9jyeDItg3vAkYvImksABB9Vc8bIiqpdEmci0dHJ3Vd19XcefTeX1/fxrqqqmo7dP2w3Ww2Xddtbrceierae7efFOxpVCICMknnnVNwh7cP7Xo5MruR+2CyHvix350pvFMr+8sqzQ//lHP2nhAp5SGPnYjE6I+Pj9zW1XVdVbGqYtvWwzBsNptmPrPEwt0yjiLK47Bh7bfb1e2q8b6ua09I4M28gsgJyORTv7NOURKx7+/uiZhGuSaX2itGknIOPs6HPZfYbpfDCdn9deB+BKvKa/SKw9HS20ZpX+lxfn6+Xq8vXl7++Z//uQ3C98Sn5XLpnLPUMgtRaNu2lGKeLiLinCulvHz58ubmxro4A+LMmsUi3Y0OOp/PHz16tFfLbLfb2WxmHd1ms7m8vDw+Pv7iiy8s9M+4UtYe2Ck91Mj9glfXPSdkUJUpudN7FoeIzpFqtDhfWzHEXNlen0EcptvtVaYhEOLdANU73FERCeRAlVU0s4jw7pUUgYiq2FjMA0veuXaa6UtBdFNc3RTgJnbpIQih+QsAEapYhgjtOIMgLDStDPRqlm6nlJBgl62nQaVQiM45Tnm17YfhOqVk2J+JKu07HbZDzrkIsCojnpycnp6dMQkpCgmhY/CCxVFgVeOcV1XFArYK2Xq4P0uTXCq4Uso4jmOo+r6/vb2dz9qHDx/Omna5nC8W8w8enXuCqpmdnp89fPREgfph+MbXv17XdXCQ81hSRmWn3Herm4uXWTKo1G21WB532/WzZ09vbjZHJ6eOggAooYLGQGcny5ezyiH33e3QZ1VHGJx36CK5AADbzTb4QOjIU6yij14RzCfGeZfy1ntfVc3JyfH5+ZmL1TiOhiANwzCOow1BjEpvg1ciIuuEtYj8FfcvqthM6YDMQ2b4KICC5P5K3gSZF+KraxZg5wCz44gKggAwKLNyKpttX7ZdTjqWvM2pgBvGHMDXsSljcY2/eHn56NHjccxnp8d5yCkNzulOMwhgQtJdqobtR6WwLRGllLFwZvSbaszSdx2oVlW1PJofH8+r2jmPCuOYBh/IZYzRHx8ff/wr3xx7GAe+vLwWBt/E25v1D37wx8YYTymlNIoIoCyXi77vvfe2cFnCng2tqqoy6riqWtiMLct933vnt9vt1dWVlMLMzrmh62/Xqy+evwQC52C73abcN01tTtoI7ujoqO9HAKzr+uTkZD6fsyi4KS+eWV+REvap6/hvtZJ/9y/9IZHm/hjySyIMhx3CO/73O2xMGzDY1XvfVAPutclv5MPc7/He9qYHRaTqQYW9H6WoqNsdgiAiTpHWzjk1ey7U3fWsu5tWbSAH9xT2hwkQh8LCn5uWc+fz3vcO+fK7430N2xvFpm+5AHhnV/OKt/nGS+J1aqW8mcaAd7M6vN9r0+VAQfTmr3V/hu+0Z/v3vYMWwr2cgzug3+Fo+W3N/OEvDwNLDpmZ9qfDFD6bYd85t3vyz+Hx7KU7+6eV183BacKd998+2dC5auqu68YxxVjvi5IqelDu+y2inj54uJw1/+w3/+nv/PZv/fQnf/F3/vZ/cHq8PD4+Pn34aMtsSaYxRgHph2Q5tohoduEKFJzjIpUPHmnou4sXL4fNeui2s9lsPmtARUUW87aZtfN165x78OABIl5cvPj0p580TaPA7z18tFjMfnJ1+b/94//l5nrFRU5Pz3LhJS69p3FMVSmICOq891VsTL+nqlWMuSQAsWXdCpEdBlJSylZ12UkzVGEPoRjD8/nz53Vdf/e7340VheDrGEseHSiC5KFHKA7x9ubKO/zudz52Dm6vbwgk5URAiCQFlvNjAlRgKULgApEKAGPAiOi4QCmlZGBVUO+dF0vzY/QQKUbeiapzzjlZPCAQUR55dX1pGxJWzcPzBzHURqtTlq7f1nWMMVxeXz1//kyBrWhGcCfHx/a0PAzb7cZ8L4I30rvGGGOsYCwppYFz8HGJqEgMikQh1j54ACrCmWUYxqqq23Y25oTeAYQsw2w2q33tXACgnHNTUbfp7PSa/SmhOiIf6pQShtj3HVkm3S4Cca87BdHMxWYBLnhj2DrnNpuNWThaMzCfz1Xx9vZ2Pp8rgvXtzBxjZMDlor18OV6u12dnJ3s1piFU9r8/evToJ59+UtXV9fX1crEA1WEY6rq6vF11q3X04fzstPYTQY6lIDnmUkTqtklc9jb42+0GQau2jc53/ZolhzBtAUS4Xq+rqgGA7Xpzdnb28OFDBO236yqGvu+vrq7MYWjPRxUuKWcRNlZk0zTrdd4vU9PMf0/8C37ftx+uA3dmZ3ecqOFN9iFGPtztR9N7mUaubdvT09Nnz55ZYHrbzu3Vcs5d15n95ueffy4iMUaT7RkJSlXbto0xllJijA8fPjRPPEP1VfXHP/6xyf+++OILZh6GwVL+7Du1r6yua0R88uRJXdchhKurq6ZpDOgzQqndvPbZEV/bqvAVsDxNNPahONbC2YIsyjaacs7lnO2NUkoKAqDDMDLzy8sLZbm9WYsWACBVRCCiGGuP6uBusWE0XXsvgy5DdCkNOxqIbSLofdx/d1OUg1PO2Xsf0KtqESFFdJMXS2FmBRXjC7gy7QjOEv9wCitXJItcV0L1Po5Dn6U4CkQkAkW4ZGEVBBdCFbwXksyC3gNACC6EkHPebNeICEUMjDVJEoVoRDhOeV/AlJSV2Tln21bOJcQWvTQhDDmHpilFwVer1RWozOdNPV9Us/mzp58va5/6cT6fr9dra553Cq5p/mXJGebGud1uq1ib38/JyclisSg5/fST59/71W/8N//tf80l3b78/Ml7D/7NH//Jd777t84fvfe7v/sHi0Uoaf3F5edc0uOH5yXl9eb2eDYfu83lxfPZohXOfbcahq5LjCBt7e3CJgpEVM+b7fZ2tb5B1DR2ZUiE0TsEYVT0AJJLYnHkEZ0tCIVL3yV0hEiIrmQJfuacy0lyLtvtdhHqqqpzzhlfTZy996IT0L3L+51ikw7KklfIm8kuiUBAq6oSpCJcNSGXsjg+SimVLOSCIoiIgpsKYAPqUARAeKrEVAG0EE3hlGLZuOg8oija6t2nZKS1nBmCZ1Yj+fcpK0CINQH6UGEhEAhVRQ7Pzx8wa1XVXT86dKFuwDmR0cgP06RDlZmLiBKir+yWmc1mpRQAPD09ffLh17ohP+Wyvh4AXIyBHPTDFpHni1kr1YsXL9q2bdu27/s/+P3fn7UPvI8xVl988XwxH2Oscs7OhdmsMoX/e+899oG22w1zGcfx9PTUpkjL5dL83i4uLlar1Xq9vrm5WSwWMcYXL16EEJbL5e31zQTLMw/DUFVVFWLTNKwYYjg9Pfroo4+aNj579kX34+045A8/fO/4+Hg+P/qLv/gLZu66rhQFIEdh03exakPwP19vdqfw2zPLDjuI/UInU9jbdF3lnIN3++d774sKF7H77rA7U1UP/54+9uDeIU41IeM4RUTY6VYRdW5KXLBbZ8fgVyK0XKn7jeVXYj/+4ujc30Rc8d26xC+HZenbNG9vm1C88T/fbfj5ZZBMeD2scn+v3gdL7zvB3ElWvN9JHk6Xd5XEK5NYRNuKcLPdzGez+Xw+jmkSkxQGSUS4mDdtHX/053/yf/4f//jTT34Sg/v2t7756PHD5XLZVHXKmciZdnXPNJm46BMARAROdvwm5zDGuFjMzk+OUU9ZMuecUy459d1GLy7GPIYQum7DpazWK1UGpbauvKfNeu2I/uE//M8//vibIPDDH/7Zb/0/v9X3HRCKQIwxVlV+fcw/3aSmQUAHSsKqggATYoaAwsqcd5HgoCqWdOS9KyUzFwD94IP3vcdZXTGnimBRVz/+sx+eLtpvffxx7dChIJk3tkWuIVjM0YER/HQ0QCBT8LiKVyVRFZXCyKwqxCzCooqFwSzSGUFompGoOATnSEtO45BTzjHExXIRQ4AQKQRErWKs65n3fnW7ur6+Qeeurq+uLl+6GOroPQKhW1/fhuDrGIQIEaoYTIaGqLt2F+o6No2PXECRghdBQqcKKRdSHTOjSmY+PT+7uLj4/ve/X0QWR0cV+tpHFG183XW9995pEZGqqrwP/Sav18UD11UYxtF5amq10pCIssgwDD6EpmlebTmge7Xq/pvdz0T2m1kpRXY2hgfzDs05d5u1cGUO9aa4bpp2dbsOdXV+/vDFy5t2Pmvapmlqck6ES8ki7J3zSFUICoQAqe8zFlA2pIOcJ++RqOtuRYFBQ4jtfCZlCM5zGkZCkewICUGUvYOmrgfVvu/NmcDsSc7Pz9sPnvRd1x6fH//rH85msxijCIESIZD33sGuFNND27B3iR3epFj+xR97Cw37sm5vb7fbbSnTQMr6JSu+7VD3uSaWuGBTcJs4GJ/ziy++MCdGSze2mbqRsS1dej6fW99ok46+7/u+H8fxs88+s3H7er3+xje+MZs1pt8zD/FdIPI0V3318XcLPhEZddDETAZF7pO1fbCLhI2wYCqMCbhGMP+ONsaJ/oZKSN6TN0WlMEhB2U8bp5veOVeYLTOAEEW177OdEGNKq930O1XVjjkHCEjkSwFRlt1WklMGAKu5iQxsVwV1prOe5t1iuLMZwqI3/3AmZB8RiyASgxZhZiiCzMqcV+vt0KfEZRxLLmW73fZdx8xGYM45yW4QY1vHNhVjcBC8miBH71UhsWS2rcQNaURECG7T9w05INf1w+n5ozR0paTrmxUizOYnNzerUkqo6r3f4/182ntb7BQqWIp472MEJM15GIfNevW8W9A4XI3D9bANOV0HrNpm2XdjGTcl11xGkB4hqBSRrJIBGUmRlJTN9ATBAiscAY19X4VzAlXOs3ZBdb2+3QZQAeFxyMUhKgkAkrBZNgBicOjEbK/AgeWFKIH6wziUQxLdL3zPHiJ7IKqsWkQTsyCIwJTXshPZ7o5zr8wDNWdqsJidAkAAIyIquVQmda5t8YhO0SmQKoE6AESyJBqCnbk/TsRR04FPvNCDzy4KzrZnQbiPPXZd1zaNim632+fPn6diE3BZb24LD+3a+6Cx8sO4ZS4iXAqrwDBm1dC2M0c+jewonZye1lUzjtl7H4Ifhn673QzDULZpu13bovHy5UvTGNs6VlWVERDquj49PV0sFqo6n8+rqjo9PV3M5kbjDM6Z/l9ZXPAvLm5yyZtN1/d93PiXLy/sNS8uLrfbHgDHIcW6Xq+3pWRbqYictfRklEmFXRjMWx/yOs9/vwnapnnfFI2ZRVXV4cGOOT0ZvqyO7N/Ffu+vtTva3UW7mJ5XnvV7AFAPQsx4t03u53yHNmwK4ExTdB+cPOzBXs25f3lA7f0cvH87Ld/P7cfzVXWJrzexf8XHf1tL9o4O8LBP/iuibN75hDd6Kuw1pfdNiQ47mf0g/47J0N42Zj+2eePUYPfMaYFompqZcx6cR+dAVdvatU2oY3Vze/nP//m/+Cf/5H9fzJsHD06/9uH7T957ggDBV845kf3EiCaZAMGBcRGZ1tsDUhW3m/XQD9fXl8+ePl1fXzV1NJFSDJ4Ix3Ecx/74+Lidz77xjY/qqrq6uvrpT39yfnKS8hh9YEeI8Ju/+ZvjOK5uurPzk6qq23Y+5rTd9MylFMeqh7n2Fr2pCs55O5HMYus4kSd0AGgkOuewrisbXVvRP5u13/72tzabzeXlRVVFZWlDSJKgpONZu2xqyCNpXrQNAQMIitoItmTzQSN4PflryjgGKx1R1dk8zuaaKilm+wAAIABJREFUIqJAzIKICrTj1iogISEoqmpKpe/H/aIxmx3ttVJZJI8jKLoYJOcXV9efP32+vl2Td+Ro1jQukEMCAO/DOCRHToRTSlWMVRUmbz1yxixKKc3bRagcCqeiwzAAOEeUWYsCILlYBSTnA3N++fLlJ8+edv3YLuZOFJIq87JZJC71rN1KVsJFPa+qqnn40CnPLDU8VaEKMVr0GIUQQGWPbO9pDrxzrCaa7Nqn7cfCvhDth1KKEu79dXYEgalBiiFIjMy8Xm9vb9an52eIfRo1xur6al2Yi2ZV9cH1/dj3/Waz4iyVo+W8bas2EKKC0CBSRCTlknIpwqrsyeWcb66vEN1pOd1ut8MwhODatiUih/Knf/KvN5tNvx0K5+AcqsToaLmsq2o2m+U0hhBWOc1mM5tM+76HOPPeC5dSCgH63Qj2gJiwZ8++obu7H0vzNn77V3qYqaZJ7B49enR+ft40zdXVzQTCqJoqZhxHo6Vtt1vj5plxDiIuFoumaYw+fXR0ZBkMMUZz8jQfvMViYXa7Zr9p1h3GwtqHZFpGnyFLbdvOZq2Z64IeZoHI4b5qExc7M13Xjf1gy2wV4zCOdPCweYFzk56KdlpKViFn1piAqqVkM2EHAHKAouZHD6J0N3xV1dx9mQGDzXlZzNLTiQIIMguLkPGAgMiRc4RASBAIcyk7s1ES0Nm8VoEsZiooZpNIRKWICKvgzlWYRKRkLqXYHS3KY9qmcRjGlHMexnHsUz+O3ZCs3UXCKjbO+3HM1oGD6Jh651wdYkmjc66pK0Tqt9ssvFweJdE0jClnuxOj86vbG+89iNi3X9fRIYQQjuaN9+7s0eNxHLfdgNw8eng+juP15WW37dq6evToUdd1rDAMg93mh4PLNzoIHJoseB9CACIUzQBFNTksnhQl53FTUue9oo4oGTkBDyAFZFRlUWbIAmwoGdHU+FhMMoJD8A5Dl3jWtNb4cs6EmPo+NCH6yOrQkScH5EZ2O+8Ny990IqbisRBoMAD2rtcuvrlG2o9wdrSoNw6OLbp5Ur3ZHmS6T1Vk0CycCyuqiJK+1gm8zv2ZShq2ooVFGSynThHIqYgooaWsKig5D+hBne5YQjtbz52ZFU7u/tPgFw6bPpkO1Sx9UF5ZOR886ro2MtLkuS1pTMlI47NZszyqfVDnjf9Z5vNlTsysq9suDeqodRTW63VK4ujKBICqdtdkQGlntRFA6rpeLpfb7daWMhvEHB0dPXnypGma6+trI9maSpmZV6vV0PUistlshq6zlWTWtPPFUc55SAOMjIhNGyzHFQCInPe+bWdtM29m7WJxdL1av3x5lXN53bSMdpGn+g7XljuMyDvf5v0LyfILALwiknN6CAzgnYvtzZ3IX4t+728e0qeK4KaacqJP24U+mRHs5YGmRLVkw91YTg5dtu9Ik79SKuDfHHxPAfXLPQ0OE7/fdvSAsvcXPnw+okXG6Ssm9NsnJW/kEt+nPN2Xwbw7uv0dgrovObY4NNGG1y3s7//n297ljhJ1rzSEVzZxiggiJedk9Kqu61jy4uiobeLTn/3sX/72b/3O7/xLLsMHH3zjW9/6VgghhmBOj4rkfVRmhB1quAOwwVwA9nZhipvN2uq5J48fp2E4OVpu1rfOucp75zCN49hv+7Fi5ouXzz//7NOUEqJ+8xu/AgAppZur6+12HWP8lW98NJvNbq5XgPjJp5+mlAQUkFgkbbewm2+pooh1Wa+hrFZ4IboD2ed0JVgeg4jM5/PlcrlcLk9PT22nUdXgaRw6kFKG4XS5+Hu/8XfPjo/OH5ytV9eorMAqosAqAOCnZQDuZNmriso0eAUju4oCaxFRAeOKT94OzqMAiggCFp2ObRxHFVDVum5jjLPZzLkwQV6gllkcnOdcVjc369VNHWsGrWKcz1sB5lyYuaQUgyPUvuuHcTg9O5ls5RG9d4AKRffF1n6Ncs65EKuqatu28s5U9aradd35k8cfP34wjCM4Wl/eYpFus4ECXdcxEAei4IZhQIS6qp1y8OgIpKpccGblb1S9gGAh3a8htHp3RrPfw6w033sbIrm9ceXduBQA6/BVkVnHgQnjOKaSx9ls4TwCCEtOo/TDtopi1UDTVE2My3bpCZQliwMn5ncvIiazQ8RhGEWZiJ6897DvehY2p/5hGK4uun6z6fueM5dSZk1dMpfoh378o+//v8cVlJy+9v57jqi+uhKR09PTerEY1SNoUdlFNfKdgQ6A3tc2v82H85c10dsTnm2JMBfyzz57ap0Y7Dyo9q24caFtnGSBCsfHx8xsbZ75tXRdd3l5acb06/XabEsM72Vmo4PuwUN7KfvI5vIyjuN2u43RT3xsPHRqmc7b/paXMhHgm7o+Pj626yenNA/BoEizbDI+Z11HewuRMnG/YcrzREQi8M4jYikZADSLuai4yZMb78/y7EUMh5x0aKFSRVUGJCIXjYAAoooiZlWvqszOmW4QHYEi57zpelUUkVzsxhVVzVx2kRjFhHN9N4hIKWI9s61sY+pUFAkBoIgocxF1Ps7myxCCgHIuRWXRtNPZK5lcQ0S1d0zAKee+EwHNCRGef35huCEhxAjeVRHxGx88Pj4+bmJlks75oj05WgLpYnF0cb1aHB1/+vnTH/6bP83dpkP23p/OZ7NA283WIRBNA693qFf2mcaH2mDnnNW0SBpC8K5atLNZ3TSxiiE48gQOlUpiYUZER7TLlNa9Gg0mOxOZOMyAiA6AQAnRLuk5gpvP5yGE2sV5W2Z1612bRmZgh1hUQyDZ87ZAdXJYkWk+M/3s7rOsXw/53evZvto9eqiUtqBU2SWdCoMK8iu+ibnxAAISkuUiTGiP2U7tany01yTc34CGHCM4Ii/oAFBsRTL+Gu6TVFFQHbyKptwf39SO2ol4/bAPH+ZgnBR8LJaY5xwlYKJADkQ5l5KLDMOwWq0ePHickngXQV1VhaZpHJnvkSfyq9v10dFR0zRt26hqLuN8Pt9sVraGG0PYbnDr0MySoKqqm5sb04A0TcPMxi3fe+bNZjMrEqQwkj86PSNPVeWZGbAA6O3tja1Cfd8PQ9qstz6GqmouLq5EJFZVjNFReJPJFL4bCNn/u4+MehscclgiigiLmjbyrivEvY77cJf5G4Pv/XL7mYNO7LBP2L+x3cMO0QzV9UDtbZrDfaWOe2nZ/QXukIb3i9tpvoMJ+VVNO3+B5lPu0RZ+UTzwTtN131/HSOjv6MfepmM5NPJ5hzb1bWfjjSKZL/Pk/dPu5Be/kYB6x0H0sFN9Wx/45k0UhUXIATllGUPE08WZB/3n/+z/+t3f/d3PPvuUnP7ar333m9/6uJ01wzD0SapQF1FlJaekZJPHQ+ewfSwGgENBRZi3s5UIM2+328vLy26zXi5mNuQrRWzADCJdv/noo4++/e1vl5KePn367POnSHBycvLw/KzrupcvX/74xz82c7AQo6qen58J6MXF1er2JsSaQtidugPz6emDOwBi5lIEcfImsfNBRCLF7CtDCIvF4vHjx3VdWz1lyMZ8PqfUeyIpuYnh/IP3Q/BOxYMCqooqCFnHRoqggIx7AylUEH1lOQYirLIPr0MFZNNMoFewRPcpa1iZSz+OXTcMQ0fk5/N5DJXZhRER8+R7EUIMqsFXsWlyYhB1gCcnJ8MwAIEql5wLJ0Q0o3OT71n+hG1m3tN2u8klLZbL4w+O1jcdABXPQFhVFaADgKpq5vO5U0gsnHJOA6KbstGYXQzu+Bgyz9u28fXxdlMUboZOEAK5XmEYBpKC0cXgrLAtpTCLqsQYwU/EzqlA32VA7+eR+95PdiiuYQiG9riDPIaDhDoppYzDQKBmDXJ0dLxYHh8fu8vr29vbNQA9ffr04uJivb513vXDsFwul0ePls2siZUDnNc15zLmrmhyQEiTvIFUVAnRKTBCia4+OVou5zPvfT92qsi5bDYbFemrum3bcRgc0Xq9FhHR7vvf/8PP//JPhcvjh+fnZ6fL8/d+8vnzzWazTbIaDMlWB9rWgQjvi3X3+N5bYYG39H5vlKl/yZXfMLfr62sTzjnnzK3ODs9sNubzuWWsm/5ttVoNw3B7e2sxCSbzM8RvN7BwwzDozqijbduTkxMAWK1W5mczjqM51+9HAHsDz/l83vd9329LKfP5HOnQsgt2TmpkqOD+ZAXvow92nTgit/NJMOM+Yyb2Pe+jkCex9Ourrh6OBVURwTnnkQiJhO9QrfSVC0XZOa9bEqPVAESERLjD/0lVRCyajNM45JxEpDDnzNvtdtN3KsjMY0opF7tTUsk55WTppczjmHPOO6t3FRFQUpi+JkBnFlwQoCICRwAwlmwOq6xSssQY57N2VtcIMnb9yxc3zpaxDI7g7KRZHh99cz6r2+r09Gy5PKqrUMUmRPfw/OF8NicCKSoq3qNzyszz+fLTz7+omtnt1UW3vjo9Obt49vmsbU9PTxfLpYzD9fX1mAv5YNOlt+yY+sba1zlvS7BzLsaAqnVsoq88+UC+CnXlq+grACJ0Dr1Hp8QEDtCsSUGAEdTiVWQ3FwUABIdICOTAcdGLi4t+Ozzd3EbnyihDTMGPCM57r84JAjg2DcOrXXgy0XT7PHPDtL5MkfPl8L1Xp+V1s4JXT1YkIFTZxebsVCT3TQpe+TK8+gMhIr/mLbTzmACCicD5qj+ZkI4pEFDvjfvtl24XAv+urDlmrqpqSHm73bqrK3Sxbdtl6xHBefUOgBQASynjmOezhVvUZ2fnjx+/7111dHQCSiklZtyst0M/juNIhDmPXb/NeTRMr+97+8jGKt9feDnn9Xr9/vvvHx8fW6s5n8+JyII0+m1n+lLO2frAcRwLD5FlTIllZOaqCuZXvIuogeCD9x6AmnoWw3qb+/3K+Ytw397oWLYPd53WZ2PPIgpgYbHpz/3v/U7+3mHR++8vvncHMNm5ddrMZs8jgml4AfqWTgNVjQKHd5Lr3pbz9suF9d79m38XhHlf9VPAlzD/3D/tjvLtjZnRd17zjmXrfczhbZcKvNMZ79BAfPJpeN2/540Heb/Z2/eNB2zGu+vCfaciBbPhoBh9SglAZ7MZc/njH/zRb/7Tf/LTTz95//0n3/3Vbz16/GC5nK+7LbP64NgSlwBF1CPhjq0Iu4VrUs3pNIBVwCJse4zRJ44W85vrS2BWKVzy4STz889/JlLMo69uqqPF8sGDByJltVoJ89//+3/v13/91y8vr3/4wz/5/T/4V1fXF1Xd1nXtq4ZZ9VUexuRWZ3lUr2LfBJgZsRyYgngLZmjb1lqgpmmOj48N8bNDurq6+s43vw5YInpmdkhlTMN26x06Z/Fz08Zu2ceKgmpTzIlCAwTCKmAGeFkFJq89win0lIuCOvJZmUWBQUQyl+1Y+pwZNNShqpp23sYwRaJnLoCAHsmTI+LMBFj54NQFct45VHBISJDHcbvdipS6rufNfCy5lFJVYbFYVCGKlGHoAOD07KSq4u1q9dlnny1nJzs/JLSCMq02XdepqnPeei0ReXB66r0fhmEYUu18CGG7HQP5tm0FoRszpQEJ66reEJaxIOdC6ghExKNzzgGSAwShyZ3Puf0txsyFyxRCfu8etwJ97720r+wP6guZrDKsyKXgKMxmC2bhAsOQhj6VLD/60Y+GYUMefXBlk2L0Dx6c1S4QABRxDqWoKofoFYW1SJbJv1zVu8A5dZs11kKo3juKjlzdNLM6VpvNRnLp+9EckGbtbJ/pNK6u0+a6224uLy9fvnjxxeXvYTUL7REwjkmDd6ACXAglePeOqJW/klX+y4L4rK82yxbv/ZMnT2azWSnS9/319fVmszHS4LNnz8wz03ibhiwtl0vTyNkAxe4vY3XGGLfbrRVeZun5/PlzK0dms5ldCUdHR2buYrlbVpadnJyEEI6Ojm5ursxzxfCafd6dcYPtmEMIbhfpmYZxHAYrd2II5qHyar1Fu7SSQdlE3vo0QDDkWS3k22JCjXhPk5cGg0opoHxn4rZHPquq8uYKwzqkYhMPEWAuqmK5L6rIXErJzIrK2/XKkIfMJWfebDZDSuazklLOKdttqAgiugt0QBHwptW1FoesMgElVGVWYWZVAQAllZRTGvpxYJaqim3VWNAFS1HVuq5SP9RV8/f+7vc+/ujrVfAO8ez0bL5o1WvTVMfHJ3XdOALvovM49iMojGPfbfrNdl3SWIBFC3voVxcORMdtd3vz9Sfv8eAxjcPqCqt6VoUuj/fkBvTO3d8Q0cOSCZzDEJ1kZNZSuGRRccHXVVVXoWqrZvA1jwzqScVTJPJKFjMDoEr4irQFins7YgREcOv15ic/+QS1u375eeV9dHV0dcBZ08yXy2XbthDIEVt0HiAc0hMQZefljq8D0e+axfw8Y/U9wPAK/9y7wr6qFaaLU17n701HQlbVmpE8HAhKJickZ1x696ZGkcF2PlRBJVBBUSRUeSNgJQiCiqjuTQtYVVU+BC+KakbfQqBVFYnAeY0VOl8BCBH1/eh92G76th0364G567pBBcdxLAU2m+3Fy8uzs7Oc0zgOt6sbU6qXkmxsKiIPHjxomsbyP63fA4DHjx+bVNg2GmvPhmEYhoGIhmHYrFbmYCSFfajWXb9ar/thjYgnJ0c+kAkWlsujuq7ns+Xl5fWY0+PHj9d9v+16w9m+6uK8d/Kzf/lAjbnfC2xZ2z9ZAVSdAFi/x6I7jfDBd6evxfHd2XH861XjvVpZ9dAWi3buCfsZAJosebrKVN8wrHjF+N2H2qoSoqDgLtjcTF0JcUephJ0Z5leEo+7nrb2xoN8PLHZ0Iwt3cjy9qeJEYkZBmeBqBEQoKoAwjaanz8/kbOSBzIpEzjjjRMr6Oo/WZiE7IAXcLr/KXssI0PSmRs4GKq8RXXaog/ldmSyZ8RVpeM8hhj0r9Y3VxjsCAN50+ZKqWDgsKO3sMdzrfGUCMBIeIRob09htdP9pRp3FVwdsaZWm+90LXi1w+7XLS19jiO37pf1KN9FFXv8IenDZvsG45a/MnHzjqbuT9/jG83zo2nofqTv8k77ys3jdrQRe0YyMusicvXPeeRZ24NEWZ5FZHVLqf/IXf/oHv/97f/ivfv/0+Pg/+c/+o5PTk8V8Vtdxvem8C3UTkJwwBAJEMrK+CQrtfCsoiAIqTT4CRUVUtK1aRr198Wx9ddmvbjEnjwBIfSqlcF0FIu8cHp0eAwBSvLy8HYa0mM8Vw+XV7bMvPru9vZm31U//8s9//KM/q+NsTHx+fIbOl6LMGioKwYuqQ4ciJSU35TVNG7AqVzEK5+A0eqm8Zh1Qcgj12fFyNmsfPXr4ox/9OSEuq+A4ldQtm2Ykee/hLOfBU6+UQIVQkJy1TAA+lUJ2V06Z9dMslxBUQVhZWEQKSwgBEHMp45hy3iFTGIlIUJQAFBOzAKRS0phNNsAqdV3Xs9Y5pwjOeUeQSgJFRQyxqqoK0ZWRL6/WPvQftDOqQoKiHrvcsbAnz2KW6h7RhUgK4MjFGKsq5JK8DzFWCnp9vba3Ozl71G2Hfkj9OLLoZkzrbpvHLCJcSnToYwWg6GCdhhqXVWydqxCx6/tQVaBw3W1vbm66cXQxVFWFWgIhEfpQxegJgZwHDOh9cIELl6GoqnJCQY/Eu6A2W+9YBRAcKkABRZ08wbVwSVJERUGJMKVU13VT18MwOIeo7IFPTmZ5SAgQIhHh06efXV1d9/243XbexZOjeazC/GixmM9Xq/XN9XrWLolCFojOocOkiMH72Ry8AhlDWAjR0+Tj6tzWh8bH6NBVdS3IqpzTUPJYmEMV5lXot1vnvCBTdOA0xqpuzvR8GTyVnIX59o9+UNeLj7/9HfKRhVBhHPux7xGkcDk/bj98cl7GtcMcnLe0NxGYTHZ23jSq4klAUbXYna6KU2dq8V0AIOK921kKv0oBRdy/EJj+gDRMK56CABQuiKAgY0qr9br/6U9zLv22m89mdV075+bzueUr7MV7VVUtl0vrrKxPs/ZPVfq+u7m5fvHiedvWMdZ1E5+8/yiNZTabnZ+fzmZz7ymEwMKzdjKvK8yq4p0PsSqleB9FyjB2SBArH2P0bso6ElUuBckRTQl+Xbc1gJ3QqTI5cJ5AlTk5dICAzoPX3YYgGr2IbDe3KhJiDCFkZnm1/k/NIQoRiAooFynMIiCFUHH3OtZuhRC58MXVjYALPjoXXKyffnHhiXIeus0KQG9WK1EsKqVwGYcyDpyTcMlcUAXNF8UStZWUUAAFnW/n45AUlAQq54CZpaRxRFWnhYWlCCuAKjkk0lK4mVWzpnE1eR+rppq1zaxpZm09n81Pjo+Wi6WPcXly0mf+7/77f7TejjqSq1uXbr/3a3/rP/2P/0F0OAwdqqYyKhREVO26mxUzG83YrqOhH7bdlpBQWZUR1HtKOWcWBmoXMwzxvQ++JoWvL19++tnnZ6dnZ8enmXW92fbcEbkQgpgK3IRhrAAKhOhVVIskR4ElUXCAwJy9A2KoXWgpjDI6CixOrEkgVS2Arm2r21tkERYUDAxBwIOP5l4qXBwGRzGlLWJA8uScACsmQHYAmHhzsW4q0E4KDqA5Y0e4GZtNGjZNO3PRVYtZ1dRVXQUfkHA3fzUvP2LLsIcJPXZEzKzCjmgKvpkUQfv6QUAVVACn9txsUHbZY0K285OiMgGQArMCC5FTInFkwYwk4tABCSJalKoQoVgpig4cIJLSZB4oaEYrZTr1+yopckFHQQVRvFPn1PdZpUEMFSujqft21BRUFAC3fw1UVGAEp8AsCKSCIcboXCmFHO3aTQbI6NARI3JKHYCv2/b4+OGQ+dnnP72VTdvWVe1dz+Q0BN93Q7cdL17e1vVidTO8fHHriDbr3jkXYxVjfPDg7PT0uK7buo7MPAwPU0qnpyeI2HV93/cm5COiGKOxN02t9+LFCxv3GG1SVY28kMZ0fn7etM3yaAkKMYSu64KPWfToeClaYowWeJvGQo4QQslwfb26uV6P4zj2P1mvV6BYh8qRr6qKyPkQQVmVcinICCDMU3amiIryDjgFC/XZudADK6iqFOZiihKknchyarNtG6CJZGzWkhYbAKjIJYBXVRR06BUKAKDIZMBgcxQ97PcOJVX7X07X+G6b2WG8h7gzKqgpCQ9jm3YpHDvmw6vhg5rRD5Bxs9Aq/leR5fsK+7Bi/goZvndii97MhJzSyfZVu07X6LQw7VptJASb5SAC8KEWZfr4igBsvYqqU0RV2Xlsu9dI3YaMy675QVtn97Mja2+QXlkcTQdv2RAor6s/VZVgWkXh1Z/wjtbIurK7cNbb6EBfZj4xoZjgAfcHSffQfHr9hdwURHPvabvu8RWJf/phJyPbcfFBgc0o8pBeu+vEdhfPa6/vdm39Hnd9l3vnG6MX7gPu9yfxb9TeTESjnXHFndiMQ+74nb5RRWxDnMrSe52nDflCdDkVa4XaGOu6HoYhxtC29dMvPvtf/+f/6d/88AeI+uE3Pnzv/SfL5TKEQICK1LQLLQwKUMAdCs1R1KK3ARW8gjpPDhRUuPQEJQbvvbt88Wy1Wl1dXaXt5qhtTk9PDT3zzhk1q+u6nEfvqlwSABX1gpKEfvzjz7/zt775/pMP67oetpe/+p1vfvjhh/2Gf/f3/tV201VV46o6AKaxhMqpqiPnAFLOoa4ZpagCc0pCBHUVlEvwSCA5bbarl7O2efLo4YNH76tCDAFSitEfNeG48asiWDZexr/7vY/bZVOH0G8ylqLqVcV579mJFMJgMwIFYimiuIg1ggprKimnbD1bGgtRysI5s4i4ECVUQpgVOeWUCioQ0dj14ziOY0aFEEJVzxdtEwKqgIshVtW2T9vNBsg75+rZvGkXuZTVev2znz795Cef/tqv/ZqrmrqtujL2PNShyVrGMQUXY9N4ciE4BK4rrwhcZLtZs2rdzERUgQC9qoxJchlSLjebbhgGdD6wCmNVVSG41DkpCRAUmUmYKQOJICjlXAozeO+8ExHfNpWjEIJHGIcBtaiKd4GcR1D0kRWyQJjySjESRofRgSKULD4QK5J3CiDCQOhQAVgEwCGIgkMhYGFWMfpR13UheO/cOAwqLGlI43bWtJtxS0SlZET47PNPQMG5cHw8c87NZvPq6FgIqqq6vl6pUgh1GnNT176qgQuLIDpF5GLCeyAyujIpqYgihbpu63bGQICEqHsgyHknKogYmwoRGSQ2Ybr1KQi5JDgwq2BBl4GPjxfOCjIF1Qi8EIQxp6OjxaPHD0A6R+qJs1i2q9sBEV5VQAupRAcCClqQnJHGxNYCIrRfEXIpNhJ2zlVVs6cDMP//7L3Zr2VJdt63hojYwxnvlENlDT2wJ9KmJZKSCVmwYMvyiw0DNmDB8KgHAX4xDFgw7D/Ib7ZhCDAswJQFmw3RIEhxarK7RXax2V1VmVmZeacz7Ski1vLD2ufkyXuzitUSJ9nOh0JWTufec2JHxFrr+35fzjmpKgiU4FFIIAPmDJpBHLMLvp7U9aQmH6bzReyH508/NlWY3ZAOXWfbkcyDZzSXqqosdUpVc44mkSKG/RSOiKgqpyKSJR5TNGPsRZOqBqdEjMTDMGSAPLREyI6LwqtqVYXtZtP3vUjy3s/qya5rLXXAohQ8MTOlFEFl5GoSAWPhA8hr/T/uFxIVrnIhD0kJTJhqcxJg2+tGOS8BOuaKPRWFIxbNApkAFaJmQRAmJOfZF9uPX3zv+3/08tVl06WymkVwpANh3ty+Ors4HZKEulagDIhp8JKcZEBwZckWk5cEJJFSWVXNMPRd2uUBkqAPy+VSu4Fz7ofNdrMJHr/6wbtlIO+5LMvZbPLwwcPziwdF4c8vlpPJpKwrE6AWRVEGDynnlKTvh7brdk2X8uTsFEMNMfpQtf3gmLuUOLDjtN3d9u2OHAGOj4SpF5Gsya/MTOgQc4pdWZaaJaskBUXKQAPQLom44tObDejtxenJo/e/dPq9/C7zAAAgAElEQVTw0Y9/+EMXsapnKhkBh5jsDpVHd5mRt5QBmUlBcs7eQdbkCwesOSd2jgEmvpiVtc9pN5+Huq4mEwqErCm3IshOADMgAJMqKvkMDtBlyd65fmiTJOccA3tXIToXfB6ba9EBBPIBgssyczNNLUgiiMCKQmmAHhPlImlWEVJwFVFwDjGpiigwIYFmzRodOkO428xqn+t40EMeGUkwH5IS8Oies78ViCBaprpoZAVEpgwgKoICkBFsjTKiJ8BxlEQqSCqqOCYiEJOS9dMyiIAchKFWZI86HV+qsnc+pkSCTskDpZQFEYsQh84RqYz5faysoAr7mFbAsTWsMLLcFDVD4BB80NQax55BmRlYIIlqRywAOSXITR8TsCuLejp07RCzC6wIJbmqmhZhylydnTx8ePF+16a+w9l8mlLXtq0N5YwAdHV1abEE5kDebDbee5vUTSaTzWbTtu1sNrPLVVEUP/VTP2WRMLaqbY5nVuSmaQAAiYYYd7udqpr+fL1e28f64MEDyzsJoWbmnFCyIuL5+QPnXBoyoeuHV5o1xrTbbPthCEU4yAcM7nGYedqnISgioqgWqCmSsooIWqynI+d94RCIHKFqFAZCVNtimVAk71UMYu1pi18C50vnHWBSxAxskV0mNB9JV/qnqec8yjQ/XIrvGL/uqOn+YiYK/LGxfm88uq8rEBjNxHuR0sGdf2c0dEcouCdP0FHN9vaZ00+qq/wLJfX8k/V2/slqUI/xmPfneJ8Pvb0P/LwTlnUnad1e5c2/gvd9iceow73UJ00mk6qqjZpQ1/VkMqmr8sWL57/0S7/0q7/6q87TN77xtW9841uhKFRVsiAhEeecD2brz1xDKAjoiVMaJKfgnGfGJH3f39zcXF1dmfnHtk4TdzVNc3p6an21GHsAMDK7APd973148vWvh+Ce/viT29UVQ/crv/Ir/+Af/KPA3oVqsVggcm+Cpr3sbS+Q2IvQlJOKjdVjzpBHlJxdcMuquri4mFRFzgqqOfY3m9vr6+vTk4VnV0+KF6+2m912qcshuNxHRgWlnFOWBEpIIDmDomiSDKIpx7y5WalmVRS1HC0SBGPiDTGqIjN7xZxRESRDljj0yTD97XbX9z0iT6p6MpnVdR0CE4oqCmjT9qpQVRNfFEVRsPcvX7x8+unzq6ur7bq/vb2tqirlIUYSlaIoVFAyiIiSmrLROVbI+ys+knO0RyOyC0VRONWu69q2vV2thyQAEHzw3iOpY3SOEvWHxPCDzO/gQLCh3EGTbJ3Rf77cWP1s/w4ZCOPwEyLePwVI6FQlDbHRput6RNo0u7quF+WSEOtqWte1996HIM4NKZoNpSw8E5RlKBw7Y6yOeXQCKKiIAj4E7xwpWCzwMPSGanRsZhdS68mrHLBdfGhK7lvlSaSu6jSkAThKtGBxY5KQTckt+AFJwD7tAomyRFVMMRERsUMiVbAPk5AsQRsUgQj3AwNSFFVrf9kxkySb2oeIfE5v9KR4P6vOTAjMRAweEcgWcFqtNs+fP7+8Xj148DiEEaNipJOiKGwBGNnSVkVd1yaIMrXtXnA7OpOJX6eJiuTtdquq5jK1tUpEIjnluJdeIztwzmlWkZyyKqjdRpsmA0gIDsARUZY4rcq9llIBgAmYIFRFHmKWpDoKkvu2e724cDTae+9JtPJlUUwEcsgKCF3fO2c5HGjPjyNGRIfogFCBEAVYUTSLqGQZU7O996UPy+XSe28UU/Z9lOgwLhdTiqXTDASsGRkdoma0QpGZmqEzyJL00YAAmwYUYDr3s5OTV7frYjIpHLdZcs6TyYQw/0s/883/+D/896uCmcA55z1759l5AOn7FlBTzimmqEPX7jZIKAlEWYABfGDw3Pe9o4CEnn3KQPv47zsWcTTkw2cIo+6oVHLOgGg7g2UwXl+9ykNf+HBxfra6vn726bXYnknQtA0CutFaiYikbBdQJkLMGU3zpEfeM0LnIBQ+hCAxmIjX7X+Mnlviw34FDETExJgEsjjiRJSGNHS9DcFoZBgSSoQsQIpMNma1pjQzS4o5RUyevYgI5pgSpdjHxBzRc0HeEdspLACImi2V643LgBIeG/NGF+E47dszVO54WPTo0B+JIxZbbkpLe8N5b2UfOSuve+FwCAw5un6MItC78iV4e2YVgRIqGfLNqDfGlT40qU0zqDLmMlle0V40qAamzpkkZs2Y9t8FjfGSeT9UISJ27AkzaM6p6zrPbjItELBpGhFRwdVq27f51Yu1ZGqath+6YWhM5n3ovpk+vCzL2WzWdZ358QzPNplMttvtZrNZLBYvX74sy7IsS5Nu2i3r+vq6aRrjCavqbrc7Pz/fbDbX19fz+dw2upzzw4cPrcJcLpfOubbtRyyKBWamZOYI2wRijPav5Zz73a7t2j1MD61hH/YB48jGDkImyqBkDySPZ0pWACJDY4GK5JhzVtEsoCCkaJXbazkuAjvCfUh1jH0+bLBMkt9eO7g/y3rpszj4x6XOn03h9wX97vev7/e+YDwIKy2E/UiYJ4B0YHUcq9jfKqEcX0vNBXysXKS38jC/8LtExxQa+MwUdf2LXKqZ8uGYrzOOjf+Yl9ADufGLF3uHEv0+WvOLrKX7mSqw5xDeJSm93bD7BsrlbcBlq/fGq//hgRqG4Tu//Tv/5Dd+/R//4//r4uLia1//6uPHD4uy1P3fdcymaC+c/+y1AoKAqgCac8wpEkgVKpR8tXp5dXV1c31DRLPZzCAilrVlUGMist226xryDhBSSjnnGKMK/OhHP/qXf/anv/a1r718NU396j/49/7dn/u5n/v97/3RP/w//s/f+J3vIDIXtXduEL3LqkG18CviAFkAJackOc8m9cliOZlWqe/qST2d1c1265yri7LwdHu1ufz0+dliNl9MduvNd3/39z559rSoymHoH12chxCqUBRVWVbVpKxcEVKMnh0weWLkomAAF+yLH4ZecgZVIGQXFBh9aYV6jLkbeiQybPowxL7ts8TUJ1PB1WVlF+UhZtFsm7Vzfrk8qaoqq3Zd9+mz5x999NGrV6+2zU6zY4QQXNu2lohlgE2DH4zICkREzCmPS4UZVGUf2iEigJBT3u12m82m64eimhRFUdYT59x6s+u63nuOMeqbNLHjCBCjrRxHfuecib74tqz7hbRXxB1EIaP4XE2kezCVHQshrPaw+zqKqHYi0rZtjNE5b0Fwi+WSyFVVta9DXAJ1ImUovHd1ERh0MZ2klAhFUB2NqhmEBGo3MGakLFlyFok3N1fr1c10Uu2fQTmcU3cMSMdPLik6cgmE2fnKi2hw3jOPFykTVhAJoANgZiYPpAoW3m2x2rwXMuA+3YvtemivDSMDGlRU9hrvlJGIyrI89oEctppxBwMSQFUE1CwimEGBHGvO3vvpdB4zzWazuih1Oqvr0oiF9sMuWNZP6fveyryqqoZhMI8fM4fgAGAYBtwj4K3rrAoIHELYg/g158xMDoLy6JdDopxF9dD2AhAQEUCd1LWF9aWUhq5RieM6zJkRRbJmSACSsl0rUQFUkYAcOvLsidgxoSDUdb1rml3Xpn6169q6KJeLkyIEIgYCRRRRBXHsUQWyyJBFchQFRHQIolnyIcW46zrOY+68c24y8bPFotm1fbPRxDn165ttFO0zkCNmn2PEKCWBD4CBZ1VVTxfTqppOJov5/OHDJ74IJ+ePWsn/w//0P/aDQIohuNglCzasQvHVr34lDzuygArNMcah2YjIdDqJKZICh5EQPgzd0Pcg6gg8OU/EgBSCCyG4YDdMBIE77rJ9TWJMrPsB0Mc/aC8dPBCVROTx48eO8fbq8qOPPuq79vzs7Ga1Q1JJiZkQIWeNe/KNrUwAIIsTHG+wh6ArN34RjOwce0ICIiSCQ9i998H2QLKxLtvzog4hEFJWSLkOoUtDs92uV721wABlTBqwZ5kIGIARLCwDMSNISpKy5ijZASFYhltnHTTHzlm0uQKC6J136XBSKYyQGBntJgfxzl24AxylYI9tX0JkQGHb85WZvCN+Hbb2Ron+mjVIoy7U/HZHnWWFz6z33lQb6cgyVVHIAEogiqKgqDY/AgRBVTThmgLZnUpF7LdMzKaaRYgcqohoksxoOnkPAMRcEINzCNJ3w3a9yjnNpvVkMtnu1pv1Lg45hFJVgy9SzN6F2Ww2nUykDoe9yNI767q2I8lqORMm9H3fdd3t7e1qtVqtVpYHU1UVIt7c3JhCwYBttgKtj1CW5WKxAIDVavXw4UMAsLj2yWRiz6D9y7vd7vLyEhEtW0/2DcC6nOyaJsZYlqWdREmz7EsGq/cIgMdERFV8Tavm11LGsVeAOQMo5JxyEk2QQCETkHWwURBUTL9pCyAE7xxrTnn/4w1/+Gcg9P+06j09upUf2eQOvY3PoXT8xRr0vdXldYcmoiNIEPe9jD2Y6HV+qRqqax/Ufszw3DPwEe+/JftHlfZXp2OKMd4BOX0RMsqf43v7z1vvwR8fa3G/3vtJWwBvd3v+JG/dWzM035qed4fyct8oaPfs43/wgPjzwbd917YdAJwsz0Tk009f/PZ3fuf65uZb3/rWe+8/qaoCiIaYXFF44pRSyoqIwZe2XdHoGxrDU0chJxLuSWSac1k4R3x1dfnp06e77TrGCBmsB2b6Cmu71nVtSgkjBNT1qSuCaLZrgd2WJicnXdfdXr54dfkpQ//Lv/zLv/Vbv6XJPX/+fI/SGogE2ekBqH30fvdDq6oMCih1WZ6dPpxP67PTk7oum2YLmidVjSkNfQcZf+Ev/ezq9r0i+GkdSu+vttuhS3Uxeeed965vrnbN0LRxBbuYkqgwERGLCI3abevgqGdnzzM7F4rSOUfMTC5JJmbvAjHnLFE05xhTSjFacpcqLOYni8W8rmuwRK8k6B0oO8fT6aSu6vV6ffn02fXlq81m88nHn6QYyzJUTIr8l/7qX55NJzDWXbzdNBcXM++RiAI76/TGnBHQJn1E1PWx79qqmjRtu9utun7QPffy4uKCXGBmFwqbt7TNliiYqPHAU1HMxk0Z8SopHboedtliZkLI8hOdADrOotQqQAQw85QeHLykyMBksIUMmjT1KQ85djFn+2+yQD/v/WKxTCm/eHkJyPPlCZNn70Q0pkQgnhmJquAp5916/aM//IHEdx8/fpTT4ECBJEtylNGNTxCq5Mi2kj373eYm9o1DcahWQAMCv549EBLKmFNslgkTlLEkwIylq0Bz4UNVlqPEXNWSZmg0Xx+AvRkQHAfkIKIpj11CZgJAzVa/qGWiaDZnBBAgst2RGUAFxD6g8XBBiTHq6AZJ+92GEFiy5BxFskjOklTJBz+bLX7+537B+xKAUoqEcgBfHjYuEbG++L61EU00ZZcbVRVJqhpCkP0rOucsmO4+LUAVnHOIHsDu0skoHURjOASqKkjf902z227XY5VFRA4RwRGVoUBAqygJKQpoVkkCIjFl4Ry7mIbc9u16s9lut0OKm80mpjSkmGLc7nZf/tKX/ta/8W+xQIoxQxYwgCTEGK1DgYqEyqOt9NABGaW/IQTzkY8Mm13f7jZ56C5Opotp8e75l2bTYrqcFdXMV/Wknp0s5meL6cmkqurKlbV3xEgO0TkqfMFcDJp9Uf/gxz8etmtmTxqHcTwS+z6KJs1xe3uDps4DBRRCZKDd6ianLKC6N1IQQlkGSdlKqCyS1fDikFOKkNIQnU19ARCYkG2Yjqpjua50H2P2RrjA/viSo5wVm5CczGfXl1dPnz5t5/OLB6dDyv1t5zzNZvW26YahUxynFwiMiJo1JckZsiIg75PyjPUvVrqzI0G1YsdQDvtID7dPwDvy7EgOQJxF+76ofDMMq6vNy8ttt905IhXJkIiIkYUVHaBjYAXHmiirADliMDyjCmJODJqCGwYAUufZBR4ddoAAxKiE4AmZ+HB2CoIimQLTqquRf2E1k75xe7zvAUGilCMiKYLAyJ1mds4FZg/MgAgmuR87+CPnc3wRHYNMDv++4lvqvXvQbxNFZ4JEkFQFJQESqqAcvgdQBc7ZcgyREFVeE0OZuHS+LLz3WbV0QVX7YSAEQKegYMJ21RgH0FYlTQp/spz5MKmrYhjier2ZTefn5xdd1zH7Rw8fr1dtWUxVQUE8kR1J5sfb7XZN09jutN1um6YxZaZxWU5PT588efLOO++UZbler012XlXV4Ypi69a6AHbMWfyJVXdN06zXawAwnScz71td4eTkBBGZvB24qqPcvU/dtt2i5WJYfu/+sxdREUWAOMaJ7QkOoGNCJx5MnqqolttJQM55doXj/VwQrFPBzIS4txUjmrdw6Lq+75t2qzk656x6F/nMc9r9ad/v9U2wxueEnv1Eo5g/A3TkZ6lM3yrCBHgNjt/b5V93ZayvkHM6mtLgkffsjcD3PdHkNaVpnPKNV6cjr9oX+ib+fGLZ/9RWFB7/5E9cyXlHZ/tWV95nraX7Csy3znKP9Zx3Sk0zZR6fu9bKul9/9kPynubzJQC8urosfJgvT/7u3/27m836O7/7W58+/6SuqxBc2/cIrMiKiqDEjp1LQw9jftAI0hhPD5B99gAiADPHrrlerz/58Ufr1a31w4REEAQBHXPw5F0SiZKzCnkHAH2KsY/SNkjofIgxppSYXd4Xt957hxJj3G637z/5yifPXljMLoWAyBlI99bHfSqjIHKMQ12U3lHb7qrCf/mD9xGhLHxZFnmIN7dXWYa6dgV7Qnn05IE8Oss513V9c7Oe1TVkffbxy9WqSTmfPTgTFFLwoSrrKrADpiIESTlKzkPsU8xD7GNWyDlp122bro0xG7tiSHmMenfM5K1zbCfK+fn5Yjl3nhw6IhwGC9p2RVGAYyoK733b7v7gt7/z8cc/7pt2s17NZhOCvJwWi8Vis16zO/kv/vP/9Hd+73e3u6bruiKESWnpfGMWxWjoJRr6wSMRIwKJ4hDzq8uPD7zNuq6Xi3lRT2LKSSDGmHUkd9u1SSiC5EOkGKEJpV7PtE0raIeibV/yhR842lPhANUCPkaV0fhreoiyOjzO9pVbnWn4UFvw0+mUSc5Pluh4uTy5vV3ZbxV1FYesAMQE7AkpMPWp8wSTwk8qv7p+eV3xu4/PUuqYkRhABib1BEgmJImgiR2hJ8/8/ruP5tPq8YOHs2ndd11wTgDQFL0jx9OYSKgAjDiCp5AlyaSs+r7/4R/+UR5iXZR72oiSWjDmGBZi73wStMo6qYASmNgM0bx8ScfgLHvy9QjSm8dOaARCUbUojkM/6HCiHHS5iJREyXNR7dmmiMx+GIbYJwBMQ7IoEcGkmo9ng4eFdNjWRGQ2m4mIGfz2oxpIKQG+dvqJgPfhzZ3NNjTJpt5MaRiGIcWUUtN1Q9dYcN9sWltochm8VZgppdj3Q5QYY+yHvu+7rh+GIQ9xt2ubpt2utwbZa5rdplsDqVWI3nsOnohAMasQUVa5urpdLLfBB28DCHCKMCKgUh5vzaIogAQZiBzbPV1JVJKqppyQnZFCLTsEJE0r/nv/1X/53qPz95+ce1bw7PwkKfQpt9tdbDY5RoWM7JhIc845pS6nrkmiQDiZnXjImLrlbFI7bnNP7HKMRUDP1Gw3KBkhIyqhMpNnRkTHNSJm0CySVTLkUXXsBQBQNKcBst0/iIkdOe/FMTM6AiIzUKJ3TAo6mt6VDhqlwwl1J0/c+j5qpFMA59yzZ8+8o8cPLt59993lYv7s4x9vh7aaTF3gIeey8kBQloWFuakaDhqSJIhJNKllGjAbNEFRkIELF6oQ6tK3oajLUDhTdDI7RFbFnFTyGI4lIqIJsgzbppiEiQubq+vnHz8lV3tmixhFQEdkzXZlAsfoGBmAnbBLQxeCC+At81BESH1ReAVRkJRiikNOgZlVBQDJCkYi5xwhjbQFcwIjCIEi5pGMaU+G2m+NCs4j0dDxvA5Ah9SzEwbope8HRD/vh2FkCgnsrX+oySYEFnluUwYLFzHHXraGzRfUcyLIGLk3Zu4ZHcrEGXpAcaAafnO8r+peWjKkYde3GdB733bdyeQEEQUcOEKilHJMEAUQSTSnvum7XQilcxhCaNv26upqGNpZXW82myJUbbN9+eLVy5fXy8W5c369ufWeDlDf09NTq7uKojhM3h49erRcLruu2+12VuBdXl6+evXKQMExxpcvX3rvEXG73U6nU0QchsFaNlVVHTx+3vsHDx6IyHw+b9v28vLy7OzMOFh1PR190UlTSm3brtcba3b3fT+WoznZtiw6KnIdICEdUkkQ0TONoB0EJiQiT8wOrYZMmg74RkVBJUUhYskqmrKA9ew8B4vrNLZFjDGmvm3bvm9TGmzHZuac8p+PnvNzbu1fBI34F7bw+CzK5euaSt/4w/spcL4f0/HHffuH8g8B/t/gwfsLbuE7Lvnux2z8RK/+OSJhk3e+JRbiaKJ4P5n92GLX93G32znnUkomAvnkk2d1XapA3/cnJ8uyDKvtlgzpaJsK0TAMb8dj4x5ZtNedO3aX1zcfffRR17bL5dJqgIPcyyzRiGhbnqouFovpdLper9t2N5/PFXQ6myHvDoN9GxGklGJqv/vd797cZJVfn8+L2clZTtI0jXPBV5M332RRVWJ1BMvlzDGloRFJzCQ5iiCqS3nYrFftdqN5OJnVwYVmt9put0zk2RTvenJy8s1vhtOLh+vdpumbYei7rt8263x1k1LOOYloCMF7F0LhHDM7z47Q+0BFOalyijGKQN/3TjUlSSnFITWxSSmXZblcLieT2WJxUhWlao593/fZe1eXlR0t6N3Ven15ebm+ud6sV+1213ctoq5uN6X3f/Ov/7VvfPNr//R73//2//2b3tHQNY7JSIR9389MLJBzBhztT8zT+TzHnLL2Q397e3t9fQ0AVVXNZrMjAbnklMgF5xz7cFiQ49x4D6N36OKQD1ZMOyZHe8z+kuec84RDn75o90SBAEhFAGGUqcO+h4UmUjdoHY6ZCJbUF1VdzjnnyOyn08nZ6RIgLRbTLg6HZ9B7XxQhxh0g+hCQSLM4hKjiUE4WsycPH9zeXC0mFYmgDETIyqoZUEwGRoQ5i6o6HsPE33l0fnG2nE0XANA1G2ZPqiLIo34HQTOSg5FNZtQZAlUEqQof+/bTZ8/6rnWO7IVGc87otaGDJk2SikiMeUiJiNh7q/d0zy173SoSMfbmofCOklHUGi5WPR4sdqaBPM64V9WCnXVMVDWrYB6/mRCC94VkjIMiqQKmNFiBd5CG2mN+vBFtt9tjwr7tYM45duMceK+7HPHwdgmzOLjtdmNel2EY+n5IkhBx2zTtbuccffDBB48fPlosZ5vNZuis5952Xde37e16a8njFhSRB1ulgApG7SucL8pJOauzJjWSZQaNkEgBsOvjqHtXxxBUse/aEY6nmm3ppWwu0mCJdkgCIBl43AhH4ZX3HohtHzNHq3Och/7xg7MqEKT+5uYmq/ZZE6ACO+KCuWAA4F4SUUBPwZGqs55NzElz37Xb3KtDcAyaxXlUoul0uljOptNavKImsA8xp5yjCLTbnr0DJqv3bBYjqoRgbsr9QbO/koiKQJQoORMc8/z3QwUU8yZ9TjuemW1Ia6vCRu5FUXz6/Gke+i+9/8Hp6Wnqu9/7/e8/eoecC12MApkDl5MCcQ8nt+mXZpGomg1/AjDqjoFUCckxB+8L5wvv/WgrPSzFA5fojfNRZeiaXFDhw6ebzeWrVw8fvj+fTMtQkDagwuSThbETKoIQC4GQy0gZTMPvZEhJJOfkhQLo4Sy2F2UjzIC+acnYu2uNu7kXRx7Jr0am377g1eMLxkEqr6oC0qe+8MQKEqWNEtomxhglk2V1jMYMVkhHXDocUxsUvki41Fva0HQIpzcSsHFjSFEVSBBQLJpWEQ4qdQTQDMrI7ZCub1a7rieirhvyKRauYMaCKscsqlEhZqXgS/S7dmib7WazeXH5fLacBM8hhPPz02lVb7fbvtvmrO++997jx+8tl6dDn589/6SqgjmKrbW0Xq9jjCYsv7m5Wa/XTdOcn59fXl42TWMp6rvdzp5W773FxtjEz9qIOWeL57VTez6fm99vtVpZTViW5Wazefny5SE8ltlvt1sAsPkeIg5DHIbBugPOOfbO+kpM6NhZIRfYeecQ0ReFLRlHeKj3LOFCNGkWyZJSJB7XlRKKoGhW0fSa6w7OMZEjYJFk/r2iKLyjEF2MEXLaZ/lm43j9MfXeW5cI7XVlx2DIfWYjflb9docwAW9uP1/klmzP8DFW8aBwuzMPuS83v++eequO7o4x4/4f/vxI7jcf3depAK/DD0RtP91/83I0YbPt7y3eFZNzHH0NB+GowF4qDftQxddBaZ87tRtHwm9TGH4Og+RQk9z5rO+rE4+34GMbyR1l46FwuvOvHc+vjgLW5GAlsi1UZN+FHb88OqqC9hqkfGc9vDYsvKaw7j/9t+aTHr9LhqS7Y485xKTA29LSD79uI5HjU+qtwtGDxuD1+wZ3F6F9GcdfoR0PgK4behh6IpcVVLKN13LOi+Wy6drV5rYsJ4KgSklERAmFiQxXleNQTsqyLGOMfdPa4AVACJ3EGGNEkW98/WsvX3yqklNKoFhXk27orq6vAWC727Vdt1gsKoCiKGKMbdf1w9A0TZboWz/Evmnbl5c3iHh+flEV5cnJyeOL00+e/rjZvPp3/qO//fM///M//MFH//s//Eff+d4/ZXIKXJZlBokxO+dms+nQ9957hySiZfBf+dL7XdtsVldlEbxDRXCkKvG9dx+nfrfdrD548pgkao7EsFzMACCmnlBtr/feA8DZ2cU09cjA5JkppqFrhyF2XdunlPuhbZu+3e2MJPEaiEKjmc4OfmTv2ZPLQLEqaRiGzXr7/nsfeB+OA3NOT0/ffeeJUb9u1uvtav3RH/1ovboJzjW77XqdJwV87aee/JWf/8t/7Rd/cbmc/9GulA0AACAASURBVMq3f/l0efLd7/7uu++++53f+97J6dl0Ov36108+/OEfLU6Wk2nVNrucMyOq5GbXtdu2HUY5ynSxnE9q29NWq5VdxSwtAolyzkNqrZ252WzeeefR9nZVFb7rujh0RVXaJ2jOeNPsjWFoiLZEY4yKYGeJbZspJdQ7z5G9UeADA0hMWRXYOVCIMTE75zhniDEyQVkUQzOIACHkOFxdNrPpfLddNSl96f33FMS74L1z3hUF92lwLhRFOQxDCK6qitR3kJMvQ4y9cw5B8xALT9vba0/wwfvvfOWDdxBzGhpHABpzimjRwAo5JUEydVJOgxE77XK2Xt0AgHcYh46IEJgZgUgP9AUEopHnYiHOMUmOw3RSLuY1yJljrMqQ0iAx7RPDtY9DUVYisl6vkR2RA8X5fCEiXR9329YqbWNnSLYwlvHMNhuMc66upi4YZReE8M7xlFK8q+gg6IfOhMqOjA4JnoMLISVZr9cOfV0vco7ADvfMeSvhzJhn+7NxMojo5ORks9kccX2k67rZbHa7uu77PsZ4fX3VNM0wRBG5vLzc7XZFUTDzXpw2mr6qsj67OJ/P5+h4Pple31xtNpunT5//2q/92mq1isNggVoxRlANZW1spKIonGfHUNmyBLQQzj5mSImiAAoDIhET25Y6DKngoo9xUk08ddt1V4U6aco6pqhlUBFxobA3jWWcTjMyjCgEAVWyJj1zzIKI0+nUwgmLwnOKTz/+6JtfeW+7WQVWdt6LRMGU0THNJxWpDMMAybSKso9DBtVcFAUALheL6TQ4JtDsPTvHwDTk2Gy2ph/eX1QQzAOpiiWpYlYVyGLsf4KUogGHQDIqOE+hqKmoiAgEHDGj24mIyKSe9bsNCDr2Q+oL7xUyKO1p0gemOrdtax5O7/222SWFZ8+eicgPfvCDH/zgB3Zp/ta3vrW5vfnhD39YlcV77zz68pe/3Pbder1OqlVVCdB2uy1CNV0ssuTV9U3b9t57wmyLYddsFsvFr/3Gr3W77en5WeF0c9vMlzMOnouQUprNJqenpzZOCb703i+Xp5988gwAuq4tyxIRhr4/WSyLwHHodrvt2cnpcjHbttF5ApC6LMFx4Yuby9tJKMvprJpMWPMQCul2pw8eShrSECGErEoKMWtMQuxcCIg4pIRth0hFVZmN02IZUkrn52dlWaWUwHlPtGvVuZAk93EwYrtp64Y0jFO6fT6k/ffYeaUq6LBr0rSubm9WRTlrmqaPg3eFc0EtFkhgGIac9XVUldKx1OtQsZtQ9w3hEoxNwAPo0ocwn88FqI/DZDZdbzbTSRXKsu/7FBOjM56/ioASO2TnggtDipu2GVJMKv0wCCj6ok+qmgTodrVTaeq6PvE1FsV0sajmU3110/XxdtMQh5OTk6Zr+ZZ8YANW9X28OJ14X6zXa0Qe+mE6XYxjupev+qHJORudxYo955yFLpRleXp66r23yV5ZlodOtEXtWQrf48eP90pgLoqibVtLD57NZk+fPn3x4oWIfO9731ssFi9evJjNZs+fPzcZZ9/3dldk9sy8XC4n9WwYhpxzWVZEdHKy/N73v3d5e82eHz16WNTVKHzQcfZqoQZZsiCQQMzjQJVklFOpKllKCULOcmxAkgPMAV+XFpJyVmEmg1e17a6uqtVqZahkVfXBYYK+jQo6jg1TOlzm/3zme/9fG0a9NtcqHKQ6n+WNhrfQseQ1BYHGPITD/f8+AuePHTR9PoTmi0Brvvjw862Iy88U/b7tj/2kwJXjSsxyk+7b+e58FZ+VjHe/B3GfvflZb8v93sEdjej9V7wzFv6cCbDZLQ4LY/8tE76eAxs9jA2sBaBmI7K9w67sHMIwDHvG5lAwzaaTnHMeBiZYni8982azkjjYrY7Jee9vVjdGa9ifUnqweNnVMOechSaTCbZwfvFgcXKec76+vtml/OGHt9vbq5evnp/Mqw8//LDrusB1jHE6nXoX2phyjoOAAuacLTVeVQHlvSePAWA5n2wwjxcjxq5PAOJL//DsNNBX333yCMYrsozPG6IqMPO22b58+XK13g0CKcPybCmQTRZiqdNEFEKxWFREZEPItm0PUroUc85id0Tnwq5pNtttjAkAyDGit+mNqvZdTwjOuZTz48ePHjx4kHN+/vzp06fPL6+v2qHfra4ZIPZtIPzgyezf/lt/80vvvVcGvvz0+fd/97e3tzc5we3N1Xa7Xa/Xs/mi2TXKwYoxEfGOQwg5x2EYbm5WbdvCnjodQjjsKocFSQrJvB2W1XqU53HcEDn4Aeq6trGMjWFt1R1+QoT5J6ArjSJGBUElBEgpmeMLUIid2RHb3LftzixSCiKSgJgdARijzzvHRODJ203FRhJD7Jh0UgdCARLGTACMiTQrjTAWJLVoSdT9Lvo64mXMSx7jUwEZRrj1yJWxZEACRh0TGMd9XIy8RiBAiJqJQRW8w6qqfvqnv5HS8OTJk7Ish+i6bWMpDgBSuaKsa5MViUhOmSi/vLpk9j6EA3hQVREDHDKS9zc1828gKki2uaE4ImBFAUGBrKLehVEFBAqoJgeaz5cH2afhl9ZN65wPvpzNJn2Tbm+vAYQ8qGa7Dx2YPRbEZzcGWw8istvtUko2teu65sWLF8657W5tDfWUkn34+97K2enpqS0q4yWoarPrbm5uRHQY0svnz2IXieDBgweOnCqKqHeFjcRTGrwLApxyJkRmF2PMWS2AKqOCqAioKqp2zdaRDZ0KF4h9QMSzk0lV1iEUy9Ozjz/+GAAk298YqTJ3u8AIFvvwVk/EPe/TOIS1pj1IFojMQEBlCAIsoiklBgUAi3Ebg4VoJP2wC1nBOWeCLwBgHDmlpkoNhVdWAiHQURpor57ZpJECmiELKIxXfGVmFOfIKZD3BXFgZB2j3tCxM1RVWZYguaoKTlR4nyWmKOaSsimvcw6BD3n0tmlMJxMfyo+eX15fXxuW0M61oigIEEFfvHjp65Kl8IWkOFhknYKsd+shp5zFwMXMTmygAeBDQM6S8na7TkM/eXjSx+H5i08//OGH1y9fzgJvt9thGE5OTuy0evDgwXHQ0b4lJyGEoiAxfxtB3/dNE9MQUe1TR89hPp0y9OwC+2JShbqqdpP64dnp+vb62dOP1s0uDRERXXZX2/Vqsy0nZV3U8+UciDjmrA2zN6KoIrHT9XobY3QcmD2QZpUhxWGIbTdoGpJkBY6SGfXOTO/O7YiZBQlA9rMUNpCNlXP7LoTdYOjI4PMTG5eMbGnpc30/3NzcCGhGUnbkA4eSCFkBkBGdqmJCgQwCu67jlD2lpNpnSEpZAH05+onNS4mYOkHVQWDT9jdNR56rzeSjZy+4rE6LumuHlAZEfPDgwcn5fH27MnGQbVHMvtn1n3zybBg+ns1mfRfNfYeIZVla8icRXVxcTKdT2zMNJbDb7WyLM1feMAx2IbFv/9WrV2NTu++HYbi9vb29vfXen56emiY5pdQ0zcXFxePHj+fzuT1lIYTz83NLcGmaztyAZVEZuZrZmS7d8nvN8jBKN8UG1RZecfc2h4fRmPm5FQRfz9IOKYmfaZ1AAeV/BjjFn7Ce8/V9/eiX4F9Yn9hP/u3jWwqJfTrDKMkdKVsoWVXk9Z1sL+98W72nSIdKQI3Tvd97LT73MyuHz/qA9iNEuR8K99ZizJ6xzzGA3hl2HfNs7gz97s/37gjZ74ywjn5X7hSQxy9xt6g+/ut6p1CS/XwP3jppPJ7s3S87D1q4N3E7dH/mfH8yfB/IeZ/VefiaP4f+8kaPYI88VlAQEFViVMC8pzzscxHH3pDFvoLCCHwDGfo+51yWYTY7kdhdXr5CkLqs6rrq2+3v//BHz55/Op3M5nXNyNtds1qtdu2u6zoDA1qN13WdTXvsAB6GQTRtt1tRub29ffHqWkTm88VsOpsvJvTk0YPLM5Tm4uLi0aNH15crRIhxyFmGlOt65hmzQFEUiDibza5evkwxv/Poogi+Cjw47be31y/WP/1T782nE5WEEk/m1XzyiAllMKRkxlElCICYcyrK8uzidHlxMZ2f+qLqutZuNnaFlSRJ4vp2c1zBmjrOPu6UckqjQ6bZ9ezcYrE0DU9KCcWQm46Ihzg4Iud4Pp/FOHz/+7+3Xq1fvPj06uqGSVMc0gBf/eq7aehfPn+xqIr3Hp47SA6wmlXttrg4XT578UldlynppCqmk0mK6eZmU5Y1ezcM/Wp1m3O20Ih+iKBYVWVZlt45ZkopIYzDdxFRSeb/AhNqAh5EDXZbOkzO76gnDkrje4/2F94QJSOxY9ZsSaYCKna4IgKBiqTdbisCjDqblNPprCi898X69lVZlqfLmWp2LjBTVs0i7EIIARGKIuQ0/OgPP7xYLr78pfdFU+lJNechOso8lknAREjW+ta9lnSExKCximgMqrVtFAEBzbOyP5GVzNh0AIu+FrFY/ToS1jNolhSHfjg7mYqI5qHdDarqPBmSRETMQonQpZSBmNAR8dnZA7VaTW0MqwjsfSmyVyKoHCysNBYpoibzFSaywsAOBpTcIxlSwbYEVJXdbZclH2L+kLGsyyFlySkrdn0PAJPpdLNb7XYb62cbtcLEk8Mw9H2fUjKkyuXlZUrJAgmY2Xs2D4xCJqKqqux4sp1ht9vtds3V1dXl5eUwDCqjkdV4fb4IN9frGLUqp8xE5BXRu2IYMqM6xylK0w51IGLVJErkPZVFpYUQYuF9CL4oCu+c964s/LQqHJJz3jkfQkEujH5XZiaezOaU4qtXL4e2s26QoEHxEBAzEoKiABlaA/A1bGO8f49uyix3YlRRkIhZAWIcAGMRXOHZVyWHKmVBAVYVUPKVserGvGogAWDnsmibtChr5zwoOkfeYQQJgU9OlqdnZ3noxkUJIqJJRRUcsgoISFYVk0Uj5jyA6OjJiwLERCX4OoRC+l6SYoDgQ1VOJpNJ308ZwQfOmpxzNBrrRv+e7QA5vUZAm8DbOnpFWb7zzjuuqLdN+6Uvfw1B2u1mdXO73azb7QbJESuhi8MuqpDz5NxqfXO7vhVR4/KTigvJOc4qMQ+7RhAxw1BO/dX1q8XZ/J9++Af/7X//3z08P/07f/tvPzg7q+uSmZgckdvt2pMTYHYG2Uop5hwzETjcdbvVx5fr3ebi/KEvyl2ndV3PFxmca2IKOVdlPa3m3/jmz/yln/uFyXLOqKndXn36PMxmk7OzsghF4UMI7H1VFORLCkzsSQVTvHxxuWu3/TA4z03baG5cGC5fXfVd78oJMhlGa9t227Zt2g4lppxNEpJfq6ARlFRGBhIeK7xIBUQ1IRqVn4ndOAMCyApyoDiZovL+TQ8PtcRo/bnfuT5s/vbJZsBh/OQhc9EqY5IoKOgdegUQBkFlIF/WKQ3bIcYYo8CQIAtEyUlkSDFmm1UKDVmSAKIybppdO/QcvAt+s9l550Vk13bOOVHZ7XY2aptNF5PJvGs7FZzPl+enFzHm6XSaoiBBVY2UbDMaWMvJIn+txLIxqVXRtvnY71ZVZa3kFy9efOUrX2nb1tq7jx49OijUhmEwJedqtTJT7mG7a5rG+gtN03hf3NzcNE3jONirtG23Xq8eP3mna5ui8Bb7o5BBLJN7j9oYTZY4xheOURogOIJbRnkzjeScg+vTYKv24ONIeRz/q6/RHoefyFhKvib0yGfhLf7/+d6f4XwPRnaZyJ207jvzpTeTcPBgx1dmNqMLkSlFX+tFD0rR+1/CYQx4p7Y5VhJ+zm3u8CB9ThThcUV0TJL8Z9Bzfs6rHFd0d+TExwXbcXWqd0rwQ5/lXkzIndL3rXXaW4M07ouBrQH51oD1t81vX6euj1LNe/SX+y9KwGODTxXF9AE4Ythhf8UlAqTRAmzDP0UwWZsIavYhVM6xQ5F8eXX54e///mI6efjg/NXz3W/++m98/PEnzP6v/2v/OgDf3t5umw5RlUZYS6hKQ7aEqvRFgYkBAJnRMWXx3qccTTVhDbC2bYfYxna73tygtN/+9rcBIPYCyPP5rO/jtmtTSlwUigIobbd78s6jZrsuAhUOA2u7W1WeHj1YXl0ODvNiWqbYpzTI0INq0/dlUevhY8YR9AIMu3b38urlattm+FgEpvXEM3rvq6ry3tuOuZhN9ugttSuvyAi6QgJX+n2urrZtt93s+hTHyl80peQcdV17Up/UZVmWofAMIP3Q397evHjxfLuVB6fhKx+8+8F77/7sz/7st7/9yz/+g0/DY2k2q8T0qtn91m/+5vnpyfNPPv7pb339v/l7//Vv/JPf+fv/6/+23W6rqvL1/MWLVz6HduhX223OKTgidGU9nU2nVVUBwNC3iOicxfsck37ukpDfVI7D2D4isuVq2o99TPbo3/scVfznbnrAhHGsoAFBg/N70aACQFmEyXQaQjg7O5/PF95z38ePPqKqCtNpFWNvjc6ck4JrhwgAjuns7PTdJ+88f/qJxMZjSnkomBVEKDnz5hjZfSRq2kIgQDnCTxLuKfCKoDr21OFOV1XxfqfsSGsw/kQ0BSeklPLOMaPjnDtmjwbuExQRVHJMLgTvvPeF8yGEKvjKhKRJ4sh0IUXgKIIwoi9VFUEMfmN0T5tLAqEVLKN9aAzIHr0PdjHKOYukMhRZRTRZHyCLkkOHcHt78/STZ88+vYpJc86b7Wpva3yNYy2KoizLs7Ozuq4PMaE21dlutznnovAxRnPweu9zzn2fYhwsucE5N5vNyrJk8jlnAJpMJnVdq+JqtWra1hW8abpN14QQ5nNWlZSQMIDqYnGyXC5TSovptADQFNnhycnJZFIxITOWwdnyNBSQcwwqNLbLMIl9r5pST+ogM/RIcRu0Z4JolyhQRENyAgLRmGxoAAyr9zKo9VgJQSXnJJr1uN+niATsgDiDgiiRCkIIgU16GKpJVRJgzpqVFUaNhaICkiAQuZywiVROZuQKRXZMwXPHWlXl+fn56dm5uXxtKWQZj2wmUhMLqupe2pdN/soEChAFkJiKxCE4jzAYlpPJBe+LoipDiUnQY0zJOcqi8tq+O/p/clLDHpqaw3vf933KmlNaLpc3693Tpx8quOViNp/U77zzTk4Xu/X61WqjfZcSAG6HIZIKaiLHOUUkLEMIIXhHKsl7GFJeX28GaSeTia/c0Pcp9zNXREk/+vijH/3oDz/5we//nf/kP3vvvfdns1nO4pxzzksGUNw3ynXsohNEkKSiCNt2N9xukeph6PIQiYPxe4sivPPOw1/4q7/43s/8KwAKqQPGyWKJkEPpMTiQBADgHGSFpAAZorSrm9tdc3m9Wu9WEnU6n8YUIWOAaDYH22wTqCKlnLNkAXDMgZnYi4CgHIQVxz3xY7ctghCSCoMVYxzImJxoDDV8PdBDemO4h/d78TouzjeuGWh1u2WUl2XJziG5MJkBWMTqsE2qKcWYu27Q3KaU+y4PQ5KYiGSIXdcOfYqm8Yw5D8OgSEikxLbhlsDjmikChalzVVIp60lQVsnToqwms7oufc9Z+v1B4xBYFQG4aZpn3acWmJ6iNO12T5liy0iwid9utzPR5s3NTVVVT548sZpwMplY/Kn9r6Xz2Wiu7/sQghE+DwOGvu/X6/VmszF6nKkbqqq6vLyMMV5cXIwu6KJ49OiR957J2x9omvb6+ur0/GyzXV/djGr2CU6QIae8R5WNo1h8kzRuShNLQRGEPbeTxD4jRQAkEEDahz0ioJASgAruKbZjgSf3brbyuandf2rzvT95fuK/CASRN4Aab4Y3fNa45m13+jHK9jiQbb9NyB6QDczukNf5uReyN4qxQ9WhX6xp/9aK6LMsl/dLpvtCzWMD4f3C5lg2efTSen9cdqfkG38F3hyvjV2wtxA1P4u6eV+JevB5vknTAngzQuet6s07Y8O3zmOP/30RgbdJbe9TQ/eNZ9wX/+PA74gGRKpZ952hfXbOWE9670DAIgZuV9evXry4evksdu3kwdliNr0dhpzzxenZxcVFVfgXl6ub1ZrJ14tZygMO44zIvAcpJeZxlzc1RZZI2+3Z+elkMnn26avNZjOfLc7OzobYbvrGxF1l6VNKhQ8vXl6mXRtCaeECeX9btaukc66qCu/IkQrKZFL/zDe/McQvnS5mMrSo6hEAwHkObhKTIvKBaouIipIyuMLPl/N6tixny8JX281KYrIkMatFrTtoxgDT+gOA9wXuE3JQrPmqiGTX07RPQuubNsZIZPwMS3PITdMuTxbz+fTlp9oPMpvjv/pXfv69B+eOkTQO7RYUIMU89C9Wt33X/a2/+W/+jb/xN/7+//I/f/j08uLd96rv/kHf932EmFIb4//D3rv9WJpd92Frrb33dzv3qu6unmGPhsORSFGWLCGCAkdIYNhBEhh5cJQACYw8Bwny/wQBDD/k9hLADiAEsJLAiR8cwYkCinYUiRSHM+RM36u7LufyXfZtrTys75w+VV09HBIWRAE8D82aZlXXOd+3v73Xb63fZbfbZYbIoWmmzaQ0gEMMPjC8cbbkN52fG0+uAO77x3vf14OGRATwiNqpkr/9SDMd9Hv6zT8T6uOc8yF5K+cco885O2dWy+VyuVidnmh6skjW440lxxREMksGYWPN6DPpY4AUke+fzL/x9Q8fnC5PllNLnHMM7A1CYQmFzd76mPaRpfvoBDoU22P0ERhUy7nRQhQFmW5Avr0wW6l/SIhq1qCNVRLIAASSEDISWREUQIOWjB8GAMqZCd3YVqgqtA7BEFkkYpYQQjv01tqyLq1FZs4cUw6ABuAQ2SqEVnIGHd/DHiyoXx7rdBBZUs4sDGTAmsIVtqgdSInAKSULKOSMMUDIDK6o1ttuvb764vHn602/Or1flKUrlnVda+/gsPPoc6Gxh0pe6vtekYBK+6qqqOt6Pp+XldPOToxxGPrT01Nr7WazefXq9W63y0lCCN7HPesY+r5nwaqqc+JJ3RhjchYEUxa1ISecZ9PF197/kDk1zk0gptAj4nzW1HVJo52gEEVNiAZhymTMaFOSReOKgUGQpCgLY0xRQGGzI7aECGZMDtMeuxyRfRH2ifY3nyMZxwhZburbEQxRUuNJMsZkGCM3OKVkHBhXltaJYMgI+yXIyIAmoyBZSljUvatqAmXzojFoEZx19bQu68lhHYtgBmBlFsMbSx5WvMfCdpzvYWLBBEjOVoMQgA6MQMeUe2cBRMTCulgUSCyg4EIpAKTuo0nS4SxLKaWQGamsmpRSIqNr48mTJ127qL/+4cMHZ4bwifdlGZhMBpznCN02JJ+YDVoFO4DMEobItWMkIWLnoKpsUZAxmDwzcEi+27XW0H/w7/+dB3X98L0HSidGpK7r5/O89zjhsTdhERDX2027u6oKKqpyuVwClbPZ/ZOTk+evdgfJXPA8DEHUwzJ65kSTqjq9B5IBEqRB+RqGs99026vrtm3btr2+vm63u6ZpDDmwWQQIrRhhQGOs6rqF9cmEMeqCCIE5s4AwM5jbIZm3Kp8xGxAxI2jO29huwzcmCDKqG77qJnynWkT7OPokCsDg/Wc//iJzzCHG6DMnTjnnvNu1Bm1OmLPkxMBiCmRO6t1hrAE0YIyty72gGQXRgLFoyObMTNaAtcBJcnh5ftE0lTEuZrnerAEg5NB2m1evXiHidNL6zscYjXFd11VFrTZUAVNRLlarpXYcNA9dQ2LKslTzzL7v9dMpljt4coYQzs/P1azl+fPnythU4YNez7quldSq6TKqhphMJoi4WCy6rlMW6D5pc5JzNsakyH3fX19fX15eXV5eZGG1sCrLUgNjc2Y4GFHvJ3GK246j0/RrwbFS4ZGoaXmvMWAZYyqPVZrqDXvo7/xsr1/M9/4iQeDNZxvRHJ7xQ43+Vr4fj/Mb4GP1mn5xZOrIiIy3/338Erx3p5Dvp/W6fFdAxdujvLfsht/pE3Xr2+6klX4J3fTLdroR+8hdPkQ3iJRvCxpvDSQPxipve9Xcwo3Hf74NMm+N+I4Dnceb+9X2cRllSIaIwIzvwdDI79qfDgJvnIT2xwaBZLbW9oPPPlZVNQzD+fl59INFrOt6sVhUzn7wtfc219uPP/54t+u6dsfMhTPW2nyIP947tjvnVMhxuEosdjVbXF1d9YNHxPl8zpk///zzojSxby8vL3PovvFLD5fL5eZ6u1qtmOx22263W2F09USnowDgnOm6DnLIIdoS67KwhGf37xFB9F3yPYD6GgMyG1vknDVDcKzdCBDAFdaSK+vCsGmaxhX16WKeY1LG/+Ex3G63ShRhZk5ZRNZXm/2qUL9zziAiUJRlVVWFsQpui8Iag4oVU0rAjCSltTorY0nMMJ02v/rNj5ele/78+eWrc5RcGvBDv1lfzybNw/v3/qPf+71Hf+3b//K73/mXf/6FtNvLy9eSeTqbpGcX5+cXIYTMwJjVtwMRHUjbtdu2CykTiHAGa1RKBAgirE7QRESCqGKGffYp71+HptytjgbsPTmPlX4/wwao3pIMIojGWr3mxpj5bPbgwYPpdFLVtbXkfYgpWIdkxnRxTWwCROcMAzA5k3LZVEO7bdu2qqrppLSQhq5DSJIiWWPBIaFam4wp5TxO4VD21EsEEGJR9GvUQ0ubIIdOOe0PYDNeK1WK4Z6Gsw/FERDIoEwrjsriSRwhGUILLERgy9JQURRFWVamKHjflR/NNpmraiRAHu6JiIxb1hilBUjq88WAAsx7Z0XNACEREUIRw0TOFURgjCNCrS1FZFqVXdft2t0wDJ0f2ra/vN5mwZTh9HS1PLmXMmhecM55u90ebzK73U7/ZrlcqgH6ZDIhosVioSHFi8VMKZrrzZWuq+vrq8vLy08//bQsy5SS96GqqrKodRPQNBEEWC7q2WJurSNbLGfzzWbT9bsUkyaw5yxV1axWpymF1LUWVRglNgWbQCAqOiMWazSZTSyZLBEIEYzRBD0gEXKuNM4JkLVUWDGUEDOBBY2TVjdFYSQ6NcrurgAAIABJREFULAIZiXB7w8NbFmI3iCHjyDVrtK4hJAtIIWW2bLKw90XvTW2cKwpTKN5jBEFmNASCZMkAuZJsQYLKT7NI2nypqgoLZ3Opkj/12xiPB8nIklXpJ1lEjO47rICWOYMgOedCOjzOCCApc4x59DvtuphtN7SCOXPM40RZlBznvY9BRdQaa350+u/1VKp2fvHiRQ7+6uLSWdNuNuJqBixcdXJy6upis1u3Qx9jABBjIUuSDJzitC4BEyBPZ1Uzmeac224bU14u5t/48IMnXzx+/eqqaZp/+2//7UcPzz779HP1wWLmdtfzvZHapx6hxhgw2LV9zOnR2aP7J4uHZ+9PJ6uyOfn6P/k/v/fJk5yyCHNM5Kzm1wIAlBUGgCTgbO79ev16vb7cbtfRD8DSX22TDypdFhEypqxrV5Z8lI8iTKpt3O+QCDCGBFprSXkDQECABo9le++qcw58Ctq/bvR8D1/LKPY7/Nw40DvQOceMiDvKBnWt1HeomS4/+vyLlEKMkXPcfzSuXF1Yh2iNJWPBkPWpQ2esGT17951Ck1hSysyQcg4xRgnGGCDKMflhiMAA3A0BDFqCSVmHnH0Mgx+0Tax9ovl8nhLHkJcLe/bggTVFVVXX68uc03K51EGcuvsqxhvnzzn3fS8iT548sdaqb5l2ivVNKro7Ozur61qjGvSxUpLCdDrtuu709LRt26Zp2rY1xqiZsJp/qhqw7/vr640mtltT6LE+n8+dsyGElJMGtOzxXjb0TvtzQd6DPZ3UwcHWQ/ZZ2noka+QFH9Q4X2mG9hMme7fx3tuVJr2jmyA3gYMKiEYNxN58lkcW8dFhKntPbvypQcWdph3vAgZvo5o7dKt6hUTwtuDw0BYHPmRSK236kEjyhl473gJ75yVC0CTM/XwdUKIgqJI+IxOYsWoXZGQS0rl/xsOAQnvyClD2bwVotP+8uX3cEncdXQG5E5AcMMjNC06ImhDKx3DszVTp3bjrbbXe29jmTo6l7OM796DxGLPpTxkARHBKrzvcqyOQyaJxsZBRnUqQ9tDp+CmhW2PYW4OLYy3l2/vy276mY3F8vC/LYXPe2zyMiaMkLDB28Q695UP6mJ4feiXksH4OhhoGjGY3j1WgYhlkAUAN0EElaqJ1RhAyiB3jWbNkdbAQQ+RI2A+WDA3J9B0CTGrngoehm5f1brf1vSc0IiZkuLjenFyv17td4lxWxWwxYciMwKJ5WxRTstblmAUGEMycy7IIIRHREDKa0prSYRDOzbSuHb3/8MwZefpkihz+rX/zbzx69Ojyav0H/9v//r0f/PD09P77778fA2fB0jpDpqjNpKjvL0+uXr/YbTblalZNSuCUQ045ssTZtL68uqzns37wnpmHUJW1ShdZDYWZ0Jh28Lt223Z+2w6X21YyFuQ4ZWBBJYRxFlW1KU8VDQOklOYnM0PG2oIMZRZOnOUg1I4phZSzgAwxJ+aSMCEJQ8yxnDSr+2dduymLqiobhwAJ26uLZuaagprZzLnGFmCLcjqpJ9NyaK+nsxqYr3ada6Y4qRmkmjZVMzHOVlUxxH5SFQLW+5Y5OOsAiUBC3+cwaCmXrWHOAGDIhJTR2D4kP3hX1ewHRARmPwyWwFmLzM4ZNJaBTVGx6GSLEXJV1X23TcEDC0JGMQgZRwscgVuhvbef6JFxLWAARoLo4H1ZV/dOT7Pwj390PW2qB/fvT5qmLCvOOCQBdEVRTGeLoeuqarLZXK/Xl6vlXPljpSXh3haxNEDkU7dDYGNN4sQcq8KiMc6QCCBRBhK1zwQlcxIRxehFxBljrRVgEh3XZGYt+lXkl24Y7e4fY2NJxOTMAoxi9h9atwszHpKMAmBsURXO2tLawlhl/5YsoD39lDJYUt0MkWWGxAzIUbjvOmEWbVsgcdcjiveDtXa1mHe73WTSpASI4KpaiYpI0Pe7FBMDSOaQUtcOQ9eHlKIPg/f90A+tD9GnkDPnmBMzJ84+Rp84pmyL+sOPPnbOZYSQ4+lsutttNbZRDRL06+l0qj1ybatrf6fruvV6HWO8uHgNAJPJpG1bRJlMZpm5KKqzs/essdvtdrvdzmaLoii6rqvruihKHQq17dZHT2Su1xvhdG91slotTWUBhRHIUYj9au4kciQoEpCrmHk5qxaLqXAU4Kp0LEmLJwXJgAyIgAYIAYxaYEbvQYbAQpWhijoIyRAyATGN2kgAEGIcx3o6OgMRVkayYaDIKGCyKcMgApjBMmLa26cYAYuG0OaUsXIsBsAKEyfIMbR5gz6WZenqpphMwZUCmAE4YxZAMILgTFNglTkLMxAFlnIyR5SqmSEVRFFH3Iw60xUAAXEo2YxR2MiSEEDtSyDnEEJMQQSCpMt1nyBnFHHU+UGsOb+6+NMffn939apr10jgfQ/ALJzTqIPKIxFcEKxztmkmtnDWuRIrH0LynoCRJMYYIteTZhj888vdj5++8EP/wS89LOfzEMWSK6t6Pr23XD44f/X8yZPPF6tJTB4xF67sBjWOzcxS1g2BjSFl75qyziG/fPLy+vXu0dmDv/at3/jkkx819cS6glzpUzSFs1UhBsVSDBBBCmMZbUxST2bvPXzvr//mb0wWMxS0VbMLHCRFyh4iWDcAlkAvX1x85//+f37p4QPIvm0323aDxrR9JyBIIpJRsuRsjSVrC2tlL73pQ9T8UwYgaywZwFKABIwxTsAYAQsELAbJEKEgGCJCyaq0Fw17tGgUSDCJLqEsnNV9PQsJ5sCGTIpM4IBtjoQWLRUojjnSWAhmdYDkkXsiWpQqukQZ1R2jjhcO0REoAm3bD0OMUcq6NkXFQOTKwhYg2RKh6ncACAhBco4xxiFnS0wi2XM7eAE2ZI0xKaayrMqqtta6ypE4EmyaBhBCDFkyOeOqkozZ7tpnz1/OV81qdYJknz5uJdhpvSrLsqBKGA0ZdAQAfd913WsFXYi4Xl8rLFSWQdu2k8mkLEtNWv/www+VetB13Xw+h31sbNM0YwwSog79iqJQV9JhGC4uLphZO90vXrzY7XZN02jjYL1ehxCqqhKR5XKJiMvlMsTUdV3d1Mxc1DVnKetqlmdl4YbYt8+fD3039PViMUeDe9M4YFQod4vNqZmro76A1ORjxEl8cOoAYETS+Z8AAuQshKOST1AdubQ01P8hykAJQIAEMAONRlJ7CGhUDHAMVYy8w5fqrUbBAfK9FdIA+8845qkcpZjAG3XZV+N6vosp9xW/820W3A2qHpFqsukY74kCi331r2BAbuDhw4d/859jhMlbYPIoB/NwqwFAaE+4hwQCpEmgAIxZr+lx3wYPb15b1OP7pVsqtVueH8dyO2VTjV55cmMkdZwvpxZfcPD2HYfSB2DDt21FfhoiwbsZpyruUakqHX+a469FBMGK8JvYmZHHfIxpdT3T/hG404oTb0HUW1Lmt6MRDyYWd+ru9nhvlOrxeOvkDSjdC2z27wOPhip7JScCS973VvOYfr6neY5hnTR+3jezUBCBrIASycq4nrM1ThBFkKzT3+dIQNgAFCSQ+n792hRlOZsgh0ePHj19+vTy6eOKc2VstTy9f/IAxf7J//e9p8/PTx6coSumi6VPF8ypqG3nAwIhEqI1RkSoLGuNojLWpGEgcgJorAsZkOxisZhNJ75rfb/lwFevnnfb6+dPnhQW/1nf9zFcbXeZaLFY2KLa7HZdH+ezlSXLKRsC9uHf+Zt/K6dht3t9/3QZfJdClJzC0LOE18Mu58wo17vtbL7stm3X987YqmoAbUgxxJQhAxmfcL68x2aDaPwQ6mrCSQC4qiq9tkS02Wxyjiw5sRCRcSbmFJOP/S74yHsGVIx5T7ty1tqycjmVcQgJDLiSnI2hF1fYqoG+J8g5imSoqJyWtqDgAQjJJ4oA5CpyFNkLxcQJEC83bSJIMWQkcEXMWQDKxrkBXInMWTJbMgZsTtkgogFjCEByzofMFRYRNFmwG8J2u5sjhRCcczFGaHfOOY7D0HdKxNWOr4+RAPpuJ5xWK+i7tqrGNjAzp2QGYOaAaPAWs/o2N2H/aJFhMESg3oyz6exr7z3IzF98/qNJ05ysViJirZ1MTvrexxhEkmQZOi85n794/vJkfu/k1yZN5fttYdGQZAp5aCcGjNONmW1h9RQzYMjoLuoEAMAKApjxerCIKUq1RowiKSVn9qFqFs3+eWeG4869TlpwP9dDIBHVdKHI3gNd7UDA2KKwtnDOGesQjTBmhszAwEB2HHsXTgxpbHgSJjLGut53rBwEsiiYMxBK5dxsNnn+/Pn68rIg6trdbrvdbrddNwzeb7abvhsyp83mYtduU1RKmwOgwpXaAldfHB0nFLZEMAzCkhJzBrBlXdQ2JGAw568vU4bN9XXf7lL0zLxer3VEDwCHZD8FdXVd69R3Op0uFgv1u1uv1ynlYfBt267XO11UXev1ZxGtcwUA7nZtXTe73dZaW9fVdDpBQ87Wzpmu3VYlxtQWRWULRAsWabO5hNw57qtiiJyKsuIcXUl143QIUdXl4HWYN8amE0Q9BjJaECJgkmSBjcGBoZw1djrpgCISIqEwUkZkECJEzIrxESEDCmBiAUAHhJpiA2gziucEABmtoDlUPyRSF1XpSu69CMUIpXEiCBmcIUopdjv2bcxegF09MUVDRUlFCQk4AwIbKhGsA8ogZCWC1HUTfTC2AgEEQ6OfrJoeZQTADDGkGHxKKSaf/ND128Hvoh+897t2OwxdyoCm3g5pF1p0DQqFIdvSXmzWn37+o9hthm5jDWSOI70TzNjN1CcCBAGKskBnkjALYxILSIiWYPDDMAxlPd1s/XrXz+aNrRdI8mq7nlcUIkOyct3WxeSD99+rzDq2meYybL0tYVLVzpSOJm2/jTEC5L7diLCzdre+qovqYjfkEH/927/xS1/7cOLMdDq/vNzUgFkkSQYjYMA4mwBSkgQkYHMOAPjq1dUf//GfcgoCPJnOY8Z/8Wd/0rG30wm6MqE1aON298mf//n5F78eu2tinznbqs79gEUFIGSgMjYjsBDLOJE7iFqZOQOQMSySAay1ZBwDEZqUhYUtEMZckGnKgsgICIOBEAAIyKhWCwA4Z21OE2JG7QOPTiwGTAq5MC5lcFRWrqqKCaIrXYNiJRMZYgj7LQz2kG6cPJCMhg97t7Yx/3TfAcecxZBdLE5yzqYojcHd+tJYQMQUkyGQnL3vCcEgFoUrrEXgytlFU0wn5WI6WywWp6enVdUg4slydexTMLT91eW2Ksu+79fry37o2q4lx7PV6sLRF5988poFwQwhbq57SxhC7jYbXuBsOi/L8mJzURTFbDa9d+9UPTbVFi6EUNf15eXloQ+lmekK83a7ndppKpNzGAb1nVIxnjYNJ5PJYrHQ3aksy+VyqRvadrtVdpKO7CaTyfvvv9/3vfde5Spt2yLi4PvHT74YfN/2veqKjbNd1zVNs91trTVlURCCI/AK9vZzPHnjl35cg+abf4W3R0V4MGLRiZEWyVn2jvwHsDcmaNJY74oo6494TIhF1vYEjrMC+QWf86+E18ub4dgNI8e7Z27vshg5nkod9PdvOANwSHq4SR64y4nhyzEevluBdvcPIt5c9/glCsl/ha+3yZy3HO1vJQ2+ndf3NgC+BSBvZR5+OaN15HTtC/fRzuvg1Ip4k4+XATmPt4zHYSALqn0fkUFCIhBWfTwnn723CMvlMg1e39t3v/vd73znO7PZ7Ozhe52PZOzjx48/+eSTP/ve94qymEwm0+m07fvDOzx2dPzyW1MU1g/+8vKy3W3j0Dd18ejs/oN7K8wPS+v80P27/97f+fXf/Ovf++SH//P/8gd/+r0/P6WiriY+bHPO0+mMc5TMF5eXL168aGqXk4TEIlhXk6q2wqnv24uL14vFibN1WTQnJ/fqepojQ+ZuCD6GDCKMgtBuuk3brtfbq/Wa0MSY+53PkQGgKJzGdRDRcjVPaWTdjNp6s6dEolHPOhEpiqpt2/V67X303gvg1nPwsaiqvu+tnaoKTom2fNN6Vxk6xz0Fa61IyJm1THeuxJsGszoi25uP38HfPqwrrcWV46QI/NiQ6XAH9VBUYszh/00pGuF4PfJY1uv1gwcPdGc4eKMpBSgehbzdGNC/IYi+6ZIoNlDGznQ6vbq+VrsztUoDlpwCYSbMgEzITV08PDu1+PWz+ydVQcSRJKEYZ40Fw2o3b0cRqsWRRELa4lGpIYIBQAIEsYRqSWqdQcSYJeUIe/98bbXEEPWdH8y7Rz4VGpbMLDJa6x2I9/q7xptIaIjIGVS8h2QAjQhCYkQUHAtozikHyQghhJRSBimKEsmUZTlGQ1g3LjmBNHgR6bru6ZNnn3366dMnTzUJSn/2cO+UWmnIEhKODKFMyM6iQHIOrTXGWAkCwkMMwWtkFrw+7+4/OBOwsVtLiCTUFLauKjOp96JBstbqcE/rKi2AUkpPnz5V/vZhEqj5bGrNooNBBYdN02j7XIszY8xutzv4f4YQgHDoE3MqnKkLy8CIowb4S7ZrYwywOfgJgTGGLGtynPKjEPEN3iNBsJZyzurejj+V9gn3EzwiNCYMXp/EW1Ze+q6stWlv1MySULTtKAKcs7CAeBNSNsNQz3KJ6Jomg4hBSaREHmNIc/8Y8sj4TWnkVrKGMeSQY0qRmSVw8L7rdiGEYeii97vdph92OYYYYxj6GGNiydhGsIhoyMT0hsh9yHxTLElm3+c96lYfhYnfEIofNL3jUnGUUtput2VpyGKKcb3eFmVFYtq2g0z7iwZDPwwDFAjMXFaVeiH2PQsNQ4jMUJfGFs46yyF+9NGHv/M7v2OMubq6KgyFwecmcWZOOcfEKUvOKFmN7wnRFoVD7FOIMfq+Z2YkGzN6H0WQyAhAzBmS8DDoo3Q493XnREOy38FEBGn0t3z7pUfn/lIIGdV2cuIkwoc8+pxzyonBeO+ttRaJELV2Jw2vUCcOGC07kBGEi7K0aBBIshHJImwsCapgMyOCQUpfYTqyH+2owbviP9iHMzFLiilkkLp0hbOWmIhcVdZViYiZ46RuDEJZutIVrjCTunn/bDmtq6auVUSnXN8vvvhxTGnwQdfV5mrb92ExnSFi5lCWRdnUrixSSmjIloV1rigKsm7nNpJi0zRN0zx69Oj03kq3GpXV6W6s7SQNjE0pvXz5cjKZXF1dKYtY018uLy914neQ30+nU03n01sMAJpGq5p8RYAqxtNDarvdrtdr7/3Lly9161N/TkWM+jURnZ2dnZ6eNn2/Wq1SSiFFZn748GEMoe86nT3+ROPDvyxXkeOC4Rd47+frrhxvuDcIk3sa6ZtVJXfTX28ZhMhbr7tJ5HLb3POmmA2+gjHMDWBz7Lp5AJl3z4/vwnvvSkLfv42fGtd9xVtwI77vrrS9t5MSj4H38Z8H8HDrR259nOMXMwMdp1nsy3oSY8gYuikmySDEhIB0Y3DJgsCGQFgksyGwiK0P7fqqLsy91dxU5etX57vd7o/+6I/Oz8+dc7vdTozbtZvz8/O6rj/44IOYxiofjmxUDeDbFjJ3cnq993VTLOZzEd6kEGL84vHj58+fcfDb9fW0Lr//g0+3vaeirJvZbLbwPvCgzCXYbtcgUhXu4uL8nz57PHS7qrSzaTWbNotpIzkA8sOzB+9/7WHbtuu2b7sBzi+dK4xxCCZKGpIaWBlhEbSAFpGscZPJ1KJpqkkISa1EQvAqBri4uNg7ZY0vVxajb7VxROZ4GF4UhTEOEa0rZlj0Q1BBuTEUfFD9gMoYjvsgRGQMHj8FRBYxq14cxlgks+/aIQhp0Pmhk/f2wj6gx0Pi0PGQX0sZPbr0izHXqyj0JNNDkVkFa6hRvJqulnPWxqd+z7Ge5C6pHh+WqwjknA3AsfG3voFD4rZzLucU+x0RkSRDYCQ1pfna2f0P37tPBKUhDoMFKQw5QimMsBXIBKMlD+2V8Gq/CYJEYMehnAr4wCAKyKj8ASGyZVlATDeHeHhQRR4JiQlHVh8f0yWMoeN+v5Z8qsmOMRoLRVkQkXMogjGLWh3mnINXcrGpqgqtscYhUj2ZwD5ci/eesmVVqc5kNptt1uvvf//T1Wp6CD3X/AMi4kRlUQJJjinmIJJ22ysgQZCUI6A4i4Wxfhdnk9l8Pr+/XJV1PV0s791/eHrvweMnz2PGYYjW1WTtZrc92NK2bZtzvri40Js1ZnUaw8yLxeIQwr5cLk9PT9UuTy+mtVY91hX47Xa7Z8+eKRrsum4YhpOTk6IoNDTy5N7pyeqBMWgNSg7rzVqzpN+xgzOiGgGS7EGpGR1FDYJoxvpeAmFAiMCQJNHvADTkCO0+n+bOAwKVKQ97mpQcPUdIpCXdwWLxluR1NGgh0XUBBEgCyMxJ1RoqkcLMMbENcSqIpjLk1KBPXTkQBVEIUCSnFFIOnFNKkSWlFHKOgx+6oeOUUohh8N77mEIIIQ59jIEl65k7BjkKgBgGA4gxxpTHFiQfvXQtGw1Pk3138lBR3JVSe5Ca63Vrmnq5lF27Xq/XaNJ85pL309nSYRl6VYuV0+nUub0hMAEAWesi5yGyTzAxpMYUtnBNU4V+sETXm/V3vvvdX/n448ef/UhS3O12s9lM7Xq995wy5yyZ1f4eBVKKOv0oy5JA1PyjrOuyrliuvfdgIAEBQwg+hBA5q0TkEOWHRMrhlTfCTCV3KfaX/cCftEVorbVO+QEokEcaLIhGfuecYwgMjEavMBr1TT0yBVB+nsKxCCO7uCwrSTnFnJLEGIMf4tCDlcwRlXL/kwX+N5rvuoMd6nxrTcoxDL2PYdXU7z88c5RBMgk3TbNcLovSGSQEzikYo1wILosCkg99GtrNdtcOXmMZUlmWIXBm1k9N1qJJYDQugtCQMWicG3wiQjJGzWyMoaIsGQERQggvX768uHylxqHOuefPn+piU23e/fv3tR83n8+/+c1v6v4TQpjP59PpVLem1Wp1cnJy2Kn0G7qu00WujlPaZtLujLIY1OLFGDMMgyYwHQxd9GHX6aJzrp40XdetViu33TZNox4t+8Em3qq0f77tJOUXeO+vwHDvGPW9+QYWeMtP8tZI6k5x3YHSeRhAjSjrLtfQO5wh79pfbjmU3GCK/qQfv1O1fOeTcwuC/sUB71uJqG/fizvB5NuOLG/D4Ftbw1Fi7B3j0Jx5TLw14JxFtDfewN7+ARGQ1ZZOJDPs3zwJMEgchgQchp4QOMWr16/80L96+fwHn3z29MkX77//nmqaf/Dpjy4ur05OTr797W+nnP/5//XP1ZZKczX2LC8SYQQGyQgCksdDaBQV6tesWhre1wdVVc0nNcTYdzsfElnnI/+T/+OfXrdRAKbLZjpf+hhykqqZAPLgfVWUZV2ZwrTXu83mOvlgDZ6s5mXpnj15Fjz8G3/jV3/jt377T//8n714dR5jvF5vFsuTup4sFqvlYilEOedh2PV9b53NSQhtYYrCFETGGGeM7AduhjkBAHfJOSWw7QdWICkl733wEWC0JB2GoK1xY5xzzlj2wXsfdOhhrRnF+nrwHCVw7PEeHc8ZRMSQrZsyZ4aYRXAYvErGc87gAAA4w51F6jHkO37wtX+v70H7mooWDj0Xu3/piUVEzNkYU1buoJSYz+fqwK54T8+/d3kjHZWPcJhJWkQVSxwOzqqq5vO5BtzXdd3tdsbZwqKkBCF5iSJiIFVFKSny0DOnymLpxgBTMKhtd6UqjQwojTMTEBBD8sbMaLQ+EiLKKQHgeF+Qet8fKldri0M//vBJc05q/af9+z141PnSYU5L+/ACQoDRV5tHU9mkyfGR0178Q9Y4V6qsn5xFoD02Vh3hG6hZWQeZK1csl8sY43I1q+uKmYFz9EPf9865ppm2mwiyTZIJki3tYj6pF/NyUswnzXw1Xayms2ZSFeXZ6v58Mp0tF3VdV3U9mS9WqzMg8w//p9//4+/+yfX1DrGoJs31psvCytgsikLpTMpoMsYsl8vZbDaaNKYEABqctd1uN5uNzpOVf6XR2Kenp/qpU0pN05ycnGgFPJ/PnXN934cQzt57eHpyxpza3eb8+dMQgnPloWFxq5lwqLvHMwvyKEhSWMXMLDzSnwzTPr9YI+oYbq3Pr34M6VRf//MQ6Hy7bcfjxNJ7b4gKZ1xhmAgxKwtLp8HC2RobOW1367TdDSFNF6dV2RCpMFtA2SUWD8O9caKbPKcYk485eD/0Q5eDjyGk4GOMnBKnlDkCZOCs1rrD4EMIiSGjTehCCIlVZmZIcxzfKkwPfv1v2q77v/nyEpaIJpNJ5pCzz5K8j3VT1/XEYZEmZGBkHBARgJQlFMUImH3wMesECtEQGrFlISIsTLb44ovry9f/6+/89r+WhzZHLylzTJIisgiz5CTMwIKSUVgtjeDI5kSQknD0Q995PwRrMhWC1rC8iV3V7hcfHDVHE6R96QIKTQ/3GhCV+wvGoAYPGYNkUKdwPI7rAEnI2rIsnQMBQVPEGA0isKi9q+oujCHeuwerM5Awc2IPYX15GX205WRx7yEApxyIjMFsCPYJQe/EeDfMCHAMdAGd9REpOZgIjKUS3b3T1Td/+SOMXfRdGLxzdlbZonDO2JxCAgsgnFMIoe3b0sZgOCXuugEQLVnjnIzcRc5aroDoDp9z9j5r5ICIGGclxyH4FBK6Mib2u64kHIbee1/X9em9VVEUy+XSGIMoZVlaa3Xaf3Z2puT/3W53dnamnmpqy9n3vW5BuoHvdjvdfnW9KbpTgxZlb3rvNbpdtya1Kj07OxuGQfEqM2uLs+/73W5HRNqo2nXtxcVF27ZX63VZltvt1pWFuoDqBqj+nHAUXfZzhfGOi/Bf4L2f3/neMYhiETq4cx1YfHf5+9/azW9N+XRH0KPrrm7QLRMeuTXfe9ds7fj3vg0R33aU+ZL53g18u3/DB9n0Yb73FVspX+Iu+PaE6tYsDt4R1XD7xsm7R3/4Gu20AAAgAElEQVQ3Qey7QPiBR3oQcx6HDd6kzB0FuAOwAIk6xrOSu4ETpwQckY2kxNHnHJ0xi0nVnMw2V68//+yTp08eX15czGbz/+G//2+7vv/7f/8f/PEff2e6OF0slo8efTCbzR8/flyVdQzJGAuAzOKcyZm1uH07ifvWJwIWtNAPrSHp+t0w9CQZON87uffRRx9JymEYQDhyzojbtgsxrjdbLLGu6xBDU88MmWHYbdZ9zqmoyqIskYVcVVZVM5mQ8cZOGFzKZrcL15v15dXm6cvr+fL0wQNpPcacxiyylERCVZQARtgMvU8p+yLEmER4dBPljAhvnMf2UjQWLstyPp8bY4feawCrlqQHbqQAMri3J+dEZKyVI2i3nyONAzcQQDTMgpaY5bPPfpShOH958fLl+tmzFxcXF33n61KMsaO4ny0fnOVGB68bs2LtGhxK0sPv1Qkh7FNodaantMBj/p7ai+mJqHHbWqN/SR7mDT6n9gWQxuWMqL8CrdF2qb6Hvu9fvnz58uXL3/3d30XOEMlasRCryqacUw7zphq6nTFIKsEzwH4QRGMIR78K1kdEfasQEZBREJj36mQ1ZEEB0qAiY4wApZy974Zh0LWnIRYjdBzjKCyiUvLEWoeIZVnoWFJADKExZpQNoyAgkhJDxaAzzhJRzNkPPuXso3J7yNhCr60pKjSF3oscgyFLZOjQlwGj0RiAwDmhKb0P1+tNNwzNZIICfd/WZfHtb/9qXbqqqk5P7i1mZ8v5opqUTVUUta2rYjYrjaPCGTIIxARoiRwA5CyADBJS7vv2il/OFqfddrPbrE9X97suWDJl5QYftTZSnwNtBSrk0HmvdtYVAapbnc6lnXNdN4asqGf6arXS1bXZbA5hgCkltTgnomEYrjfrrv2TorCcI0meL+dVVWlX4l2FrDqbCuQ3ZkHMIjmmxAJRouK9jHZMKOMMnIigS5zMEELO6S6r5rvme6qrt4TaPQEWJaMe8sffPGLK2mQJIRAKYxqGGqyxtnBq5GLBICQWskQIPvjttuv9UNUlO0NY5OhTioSYcgAkEZYYg+/j0HOO0Q8ph5QCcwZgQs6YCSNiBAgAzBJEovdDDFFBBYgYNGBQgAjJEFmyOUPOGbV7dGT/yMyIb9ibh40DiTjfPEb32aQH/2Rm7rvdtvNFae7du5e43W6uy6JBMClKVdS+95vNtXViDJGhpjG2LJk5pkCWqsZSSCFFAbHOGWtD9G0fq0V5+qAc+vAP/9E/+s/+3n98slpxYs4peI8gBRGyUGbKDJkpMXAmRDIUM6ecWaAoyrqabHc9onFF5YoyI4XIlEYbXEREaxD4ENWNRxIZ3puiIb4h5BMhMxLhPnfeOOfQYso+S1K1agoYc+Yx+zF3wafc+sFXzkUfELFxpW4pMUYhhCxMkFOKITALJ3n94vzHn346qZsPPvy4mVRV5QpL4NAYRGCUBKxiP/xJmhrRcBnUxhiNIp3EiRAQYvBdt7vksC1yiMMOB2+wQk+cfLY2By/MZIg4mxyZs3HiLJbOOYNZgDMkFh+zs0aIEDALC4KP0aXRHQqyOjdmAcMAriiqslmdnmSGK3ltUirLwlq7XC4Xy5kuyBijMWiM6ft+GAYRef78eQihKIrLy8vnz59fXFw8fPiQmdVVhYju3bun2rxDmNB8Pj9E5+k/pf/4drvV7UtXvor9jDFt28I+RkW5CaMlgTEpJeecIMzn88VigcZMJpPVajWdz9Sv+LNPP338xWOltSPOjtWMf+mw4laF9ov53l+B+d5NHCg3vSvvGAOO4PBIt3OY471hp9wEVD+xmPuK871bk7G3R1vvzE64ifeO3+2dK/gvbr53bNR55+W9E/Id6xxuOXzCXRl9twDS4Yrte5PHDkMysqpGY65joIwaoX4wBBXIBAjCwAk5Iyfg5LtdUxXTynXt5kefPPnh9//01fOnMcbZbPJf/hf/+R/843/83/x3/+Ov/erH3/rmN5+dXyHCZrP1PriifPz4yS//8i9PJ7Nt22kxlDMTmZtOqu/a2gQkc0rGYF2XBgE4n52dPXr0/uliudvt2s2msC4LJ4D3DDHzkydPcs7T6RQRptNp5jgMAxHGmDabDUdGoO1mnVhO7z/sdu0PP/viv/qv/wEArLfXz883jz649/z8oovX5fT09KyyhgGAANkkzjkl7jvfd/10Oq2rpixL55KIOPdm6mWMsp6CFjSIxDl2XXd9fR1jMjQOxABoP/NkYwySGcIw+KjwrywLrQiVb3ZTv/emzFJjJAAgMogyDP7xF8/KehVCyCl2XRdjFlFvfTqKvtCJLt40NHrTDtBfdCBPar1+8PA42Jfr24N9wNrI2CwcIRZFoRW/KsSstaNl3/6YzO86WkYj2vFvjDGKKSfzmTqAM8tqtfr444/Pz8+NMScnJ+vL85w9ZAQOjmzyIfkOK2cJOKcQk0Gqm0qM6YYewRqDSpoCJjAAIERWY4UFswrZR6teoMxjMyQLA5q2221226EPxpjZtEEiMmAdHFIQvPda94UQ9MNWVQNoysoaa0W4KIuiUPrrCDlUHp9ZV3oAQkO2qKsSsRlleYQ4dgcSCKvbvrXWEKLyQG/7BgMAxyQCzhVlXfN6fXF1fbpcCcPDh+//p3/vP/n6o6/lnGfTqXN1ijFLEo4MGSCDBscLIBlrnTUGUYQ9EJrCWVcC0Hrbzhb3VvfOyuk0iiSgLqSCDGfQ6qptW+/9IXVqsVgo+3cU7cSoccNqeaeqQsXz+lD0fd91nYLDpmkOuWfqmHd2drZcLpn5+vq6njQ5YYz+4vX59vpSd847ZxcjUwTH4FBmdTFmYVF/85RSZubkj/AekQiJAAdE7BNDmWLIOcNXzC87mJyNhaBwSgnRHDjJh7m6IVcUpbWOiELoI3uy1lZl0zRlWTtnLLH65eecXFHVhfWOQhoKg84wQoqxTzlY40CzLpmzzplTkpxTDjH6EDxLiskPfRv8kGKf/BBCyFlijNGnnBlp7Ipy5pw4C9i6CJG7vs9kwJbWWsv5mI28n0iM0bUHpsCI7m72WA+Bq/q1DvZj5O12W0ZbFATkF4uZMUXwkoY4a2bZZkSs63KxnNuCWaIQpZQGnx+8d89Y6v0weF8U5Xw+m81m68uL6azOIH3vReC3fuu32rYNXrGuIKIBQE0lEUFmzIIsmFmExRCiRUOQ0PuAxjfNtChrAROSMEJicABKsERDJARynBu8/7CjD+IdIb1HG/h+KRClnDKzsY6coYFSSl3bX15f5ehdWU4ms+l07oA219chejBW58a6oAWIOceUfcw5Z2Sz3nRd7xfL5Xy5sNbGFABZVwTnQITWmsjxy0lG4yasRNN9fSIHDTkyQTbITeke3lvF69dVtlzQbDZTlgoAdCESZ0BCRkFGg1VB2uhg5MzCwjmz5GyLSWEp8zjaCj5mZkS0zhlDiVPmbItCfIw5cU4+hJS07RWHodcV2PU73Vv6vm+aarFYKHe6aRpNSKqqarVaTafTyWQyn8/rut5sNioz1g97eXm5WCz6vr+8vHz27NnFxYUSUowxIQQdGO52u6IoYoybzaZpmtlsphBRj0XnnCo1FPXVdZ1SGoahrutu6M/Pzw9MFu/95tl2s9kURXF1eaVEGPUC/fnkcx6/7M9WFh+XsId+z5eoud4e+NwiIh6uFBF+CZfvztDqr8JmvkU15D0QOvbnPLJ1fOdo6F3v7QawuQVIvkL+xI2J3I03dWOIdNzO12nfnTO0WyOp46BP/V0Hf4IDRFE7+qOfxeMAujtLzMOfSvKBL3U0OQY2R98mb/48wnKHbDeRPYKSm3f8KFXvcEppAf3T6vre7I9vreGD+u5WSP2BAzaO5uCG2elhLPmuQeuNcuGtX5qFj9YSH2NO3jN4idQtedRwGqCUQs7ZugIAJk1lORbGfPb5D65evfjt3/qNJ48/90P3Z//vv7h8df7rv/bNR48e/f7v/4Eh+bVvf+tv/c1//eLiami7nLMxdrvdfvLJJ/0wPHr0yBjz/e9/P+SkbAcFD4UtScQAIFFpLYmU1mopsJrPl8vlbr3e7XZfe/Reu9tcvjoP3v/mb/7m65cvmdN8Pu/7PqVYlsVuuymqkqzLnJuqKp19ev68Lu3JyQoglWWxmE4AxKe0XM4L16QQOOV+1yKiQXp9cX51dQUA9+49eO9rH/o4lJM5unp1cg+Ntc6A9rp9jjFJSojGmsIPsW1bdXOOMSqEs9aUZUmakXtYfhxD8urg7GyhniVN0zx4cH+z2bx8+dK5Yk8aKfQ+VlXlnAs+6vNVVlV3fV0URVGYrusmk4n3V4DN/m4CCKmIvfW+qqr5bKkwTycJe/cLqqq673tl2U0mTd8H68gaG+O6LAutwBSk6ZrUajuldHp6ulgs9LA86A2OaZlau1hrD1jJGHN9fX08ElT0uN1uFQuFvo8xAufCknMOZQzCUifDzJASA7AhskSz2WwIQXGmtTaE8K1vfetXfuVXYoxXV1cGseu6aVMw8xDDtmunTdV1nSpBiCwipqz+kzYL5MTqLJ5FchJLFJkBmQCJgJBYstJuC1uqL0M/dNt2N/jIgta56XRureEcjqyPlO8nRJbI1nU5n5t9wDQjGmZwrpxOJyF47wdjxuwkZrHOVFVVuub5k1eTyYSQMoMqQouyFmEiADPuIcY5RiMijOpcPZq33Wq9iQgdDHsYDbm6mqj73G63I4CXL17MJg2nwVhYLhbOEgKhIc7GGgdIwMhsiJyz1jgj0LMkH2IGUxTF8t4ssQEq33v00RD/8NnL13UzN2Vzuig++vgbAKDlzrNnz7z3miys4H+z2ehiUG2hMhjLslytVkS0XC51X5rNZkrp/MY3vqHV2G6306aJ9363252fn2slJwhlMbm+vjQEWrT1fT+bzZ6fv04pVPdXMcZJVfrtRud+hkqdOSs+yTkjiYAgiisMREEx3vuu7/rIiEaBAXAioiC4i3hxceVsBUIpRZYMmImE3sGU1qFlFp5Op4Wrzl+/BoCmaQ5SPd2EQwiVc4gYY2zbdjEvMkQR0ejCuvrANXX0bWGdNVYYNusrsO5kOT+/2qJkAokporNkMXEqq8LHBIhZXXO916aVZBZmAVEcKJJFcsohJi8ZhDNKziFoL4KZcxqPiZQSoq3KMoCLAjln4qzX3zkXBizLAuPesB9GMgIfcVIOAuCcc/JZSdFFUSQYdYD3H9y3ZbPeXG4263pCnL2DYrV6r7Km2w2lK+bzeUwtAITgB98xYuGa+Xy+2+2spdlsVlbVZrt5/fr1xcXFcjadTJrow2q1AIA//MM//JX3fu/Ro/etpd1ud3n5ejabzWazy9evCMCSSTG0u62zJsXsnJPMKbJa6FT1JGYMIcYQisoykAgkYT3FVqtVf/0q+DSbz0OMtiwSIBLphgYgwqNRVlEUuuzLstRlryMpImJw19v1hx9+9PLiEmxRWOeK8qOPPn70Sx8upvV0UnX9sFieIOJmvT45Of3hD34QYq6qSgRcWaCBEFLOjGiZQ9NMz19efPbjz792dvb02YsPvv7x/QcPBCDmMJst+qEtyrNtt9tsNsvTe4BGD68DWeOINzsqjY3RyfONwlbByW63m9S1QakLK8Cn91a73W7WlIj48uXrpmmQc9NUmnNUGBqGoTB1zsHHlPcTYmuJyGaAvu+RbNM0wxBns5mSKl1hiNCgGSvMm2MGANCz9d69e++///7qZDGfz3XPmUxq7TPu2fVZm0rGmBcvXij9RNnOCgWVQIGIz549U48oZSgchnUA8PHHH2+3W7WY0hT1A3VlsVi8fPkyhLBcLjebzW63q6pqs9k8ffp0Op2qwZggvHr1qm1bQXz9+vVsNnNlcXJy0rbtZNLw/gjWTtm/Wj7nnT5/h6JdD9+9GzPrjjQG/zIro/XgrvQLPufP0euYNyU/zdDvp1XH3ckq3Nu84rusOBB/9t/yM1+Qrw7p/7Jm5W/DckS8c4x+6xMdYN7bcr6bt/UrpV/IISAExSAkH14+f+YMXl++NoSL+VQ4Xb4K7Xb99Q8f/Yd/9+++ePFiMS1mk8n7D9/76OtfHzq/3a2da8hYpfzdhPp3MMKPd6K0d6XQNO2U0qQuLUIO4fTkRFKuC4fCzBmFlZTlHNV1iYbEoIjE0PlhF0NnJFUWQ84x9H5os4ZVAHkfHRmnkjljJHMMeTqZL5az6XxmnOuHdjt4U05cUfVDn0JyztRlWZbl5nrtDGote3p62jRN3ZS6UcYY1+t1CF4/xXHbwvz/7L1Zk2RLch7m7hFxljy51dL7vXfuzOCCGEogZTITCYHAg/SgB/0rvsokvehv6A16kwkkDdSDAJAgCAEYLIO5ay/VteV2lohwdz34yazs6u57GzMDYkRDWVlbdXVVdubJOBHu/m3OPTx9aGaSqlCjO9gMqmrTNHXdEFHXD1A0ftcdyoI7k5633yljGtLdcOOItTsatIy6y3dobOi+rTPiAamDvauKMVTveSZ9yA7AzD4EqxhCCJZlZN+3E2UymTjnBtOADsP44MKHCOZ7Bg923iiozT6dIzgyuggheBLicrpYIDrvqUrZFwUzszLqGJTDwoiSdWRWOR88jpo6AFZREbRwOWHe4y5us1unnEVUFBFcUThARPKIKLKPUH/T5OYAehxB9GIHaox5GGJKOQ4JUOu6KgrKOXPm3bYbSIqims1OvPdDStvttionLnhmJnKC+xjXD4ggQn2bbWjEXTr8AKoQCIEqp65lc+Kt67pppsFXzgVHhYrn7FRRQHxdUIAGAcEpuW5Iha/mp+fnj589/eTTlLDvMwt23TAMr7fbrdX3ZtZiBGArnsqyLMvSGjNbCWaRN5/PD6vOwL2rq6uXL19uNhvD9Kxo7vseEU26eQCEz87Ozs9P57NmdX15fXvd99Hi3d+8dfTNr2WfZ/PtCxvH5BulPSRuX9A4uHxzqgv6bUpy29/e3gz3ZJv7W/2+8vbMstlsc+zqsqrKMlDw5CzLHVVMeAbKd69RUVVJEJVQ0Eakx1mXqsbdV9zn9xwkdgr6iz159a1Rsr3L5n5EjgzX3e12ZorIPABEZvWKAITgzOPq0CGXdQCs+pRGy19k88dCwslkoioEiIieXGJRR3VV7Xbb3/u93ysdnJ2cLpfL0VdMdTGbWzDvSFkyHjfgnu1+2CJAgBRI9zeRCrJKEo45x5xySohYTBomInB7vxxBHV3TEME5v/dwdkVRVFVtlloiysqc9NWrV12SAgOgS4kXy5Pm/BHEQSWzwDcvX11fX3/05KkLVdsngLRYnFRl2bYtgfOFAwldu+362A+5H3jbRSH38PGT5en5tmsjp8h53ISDPzk5UdVXl1eGpxkmb5DXcf1A+xg9VRlPFnR3uC0gAbrRvEgIFSGrRJVoU39PGLydRyqanTrCuxy5vZ/Nnmei6kAVhADp7f1L4YAHlGVZNtOz01NRdALJe+fIYtBNemeUgdvb68vLy5SSdWumwROR9Xq92WyMdWK7tJHJrYWzbryua6Nomk7YjLKvrq7sIDv4cvV9b8OjlNKrV69ubm6GYbi4uDARctM0xl8oy3Lc/erqs88+WywWWcT8qPo4mLHZ1eXVzfXNZrNZLBbL+dTqn/+s8L1/+Pi7aGy+s6w/MC+Pbmz98Ee4hzXfO5/sNj6ce3tqlh5ZwCvAey063xd++P6M9Xud0hv43oGM+k5c8ReikPx5fuy4SoZ9WvzbFNl7EsR7KOvbrNrjZL23W8d3FIuKoHaIASCSKU9YfHDddvPV539TFb7bbh+ezavgHp8tS0h14f/rf/rrv/HP/5vf+Z3fQZDZrHny5PHpcuk85iGzcMDgnPOucBSJPKLbB8yyiEUHgStBJatkcoFQVXIc+qIognc55/XqhnOcny01s+b82affL8uwmM1XV685p8Jp0QQQzGkgz32/I18ASEwxDRuPualdXaJLoEKCTpUASBCsGwGGoqBpMx26IcV4enb68MFDIO3jUJYFeNd2KYmklHNKHLymwXt/dr4sfbHZbG7bm+12m3N++bLd+4kjy8hpLMsiRs05MycRUZDXV6+9d0RUFlU9ra2i9R5SSl3XGfLcD5HUH1htRIUdNkcs5aMwBqW7d/dIdIeACA7AARCM1h0w3gT6HZM/a1TscUxsYISrezgzvMe3yQ5CZk6s9WS00DRBvJ3TJkM3+IWZNadhGDglh56IPNHofL3v90ai494AM6vsdrsvv/zy5atXomN8SFEUTdOUhUfNt9tt7If5fF6WjQaPTnIaQMbQoUOZi+ZrkYnHkGxFRO88kukfzewgg0rOvNv1Qx+dI/KhKOuS/MFrhFldsCYKj9mtJl88Zrz7gCmlIUZRdd4XRVE7j4SgyqyA4EMg5wqqm6q4XW2ev3hx8erV5199+cMffP83/8VvIcRspGtUBZR3Btkebut9mOi+gEerUBVJx8guQlFUJVUn7ASVos0NHBIqSnas6rEpiroq50S1glPCQTtxyiqIRM5BkHIydUXdD3mz7dBV6jyAtu2uLEY386ZpLFzBvApsrHDYkEd0TtUWiRU95oJgg4bJZPKrv/qr5+fnt7e3dklns5ld0ul0utlsDH9mzldXV123A2XJw6PHjwDo4ur60Hwdy/aOaCAHgRXdXbU3e7Qx5hYPubcI6sZmT+8NTd57stiwHB2paj/0fdcfCB2wx0mYFUEBVCSL5L0zLaTEvqq8L1OCbr3OsYsT1kmoGocAyqo5k9heIDi+wcRjKLBTFWEQVs3IrClxzpwzqxqUk4WTJJUskkFFmUEYlEFZRj/nu2uB90+Zd+0eY/QzHrJtcd/H3tOlg9FND7sKM8swbHZrJAkhlHVQSQx2tZ11StYiDkNXTeoQgiCquDgkpKwehVkRQlGEUBIRxyGl5J0f2t2w7efT6sXLF//Xv/5Xv/HP/nkzn1UokWMpBTmj2sqYP0R40F8pAqFDAkESGLXkIigK2RD2MbMekNAFH6qyG3ohJ+iQEEEcKqqQ90WoyAEAee9C8DmLKqqid2UI5XbT3m42SO76Zn3++Ek1XTLzLskf/8c/e/n5l+vLi+3mNosMiYmoG/j8/Oz84RNVnS1Ou66bLU77OETOQ463264dEgterXabjv/0x3+d03C1aX/v9/+oG+J0Pk/Cn3/15evXr/vN2nnnfJFZVNX0sc+ePfvRj35kNiTHNQazcbwJyQH4cSq3H9V6ch4UJTvIbswvEQdETskBJlFlW9jkAAkVnBqhSHXs+UYjBUQAEiAVUhl11zA22dYmFoUnzakfWLY319cx8er6pgAF0LZtq6qyo6csyxjjYjEzhZ5t2gfu1WKxsKmTGRQbX+CQEXKw39xut9barVarY3PgzWZjvJ6iKDabTVEUDx8+tN3+8ePHY6RKztZGWnhM0zQ2RWWVq6urGGM3DJvNhohuVre73Y6ICEdjT8Mkf/nbjX/o936W9uztDuDbfhL/Fg/7s+F73wmF3fvFe0adqvswmONhKh7boryBX71tRvItNFf4W6bnHfPNjpQteG+A+/dIlT7mpo5qtbfQsHtt4fsuwrFkAt6hzPyW3EI4uIepIhAhaOEDArTttmt3TXXS1GVdhsrBZDYjidO6Wsym69vrbrcZuqxmvbXdmljrZpNDcadSeNu65p003QNIYtulcRq/9/FH7XanaWjKElA59qur14iyXV/PF9NJ5XsYFotZ11FkceT7Ns0qp00IlIf2VhgRHSJlcVmUQZA055ajBCocQh4GSXE+mzaTybbdxKGbzCZlXYhsWNmRUlV558qiLkP49HufAuB2u0aFxWJBRKenp5bTKiJ1mIjmGON6vTHzTOcqg48Wy4UPlFLabLYmzp7NZmVZm/7b+wIAkNygI9Rm2GOKYpgGvyn8cI4cOFD3pj8nmnAGkRDcIQJrTNBVS8Q8CL0QAA8SPjsOrVsrimIvJ6FDth7s7dffx5y/F9/X973BL+ZRZhxdW9gHk/GqqpRz2jOXmeXNdTsqYYZhqELw3psppapeX1/1w9ANg7UQZuIPhJNpgwAff/Tsk08+CUIIUBRTB4Sj3aKgKrAgIgEqqDCzsCp75zgxc84xDSn2Q9/GzpwZixCqcoKECtDFHMz8MGURccHb8Wwr9vBeII5+m4ce2Hu3B/cSkT85OQmhYOaiKCeTBgB2u93l5eXnf/Pj25v1xcXF9fW12Xb/2j/6kajLisJK3iEBKiE6eT8Uddy76N1YHNTeaGOAmrZIBZVRHJGvi4kpsAgodrtMMfXD0Lax7ufTszCZQVUHcRl1SAkAnPdIWoTCuzCdNsvloiimmRUArjkWwdnYO8Z4eXlZVZVRqmzCbdP38/NzgxNtKm+o7+XlZdu2NhGwbxqhyxzVzfvHpiEmibGRvFMffGia87oqXr96vtvtEJ1VbHBvM8Qj9v6dREIsd3h/nY5zjQ+3ie5/GQEcqDs4suz/Fzvy8D36Pee8V9W+71NKoSyNGXXM1Tcc5bANmjZKBXMSFYHGO6qS5DjwbVwvhCJnILTUOFQd25U9dAeIKqQCIigCnJWTSBKOwimpSk6ck8XQaU7KGYBFBSSrWIazCCooWNFPB0cZ0Ld4GXc6jrHfO+j3ZGypFY/kakSkyt57Vxa2FRjrtZ7MVptOODEPrNJMSkWH6AmN020OtDnntNsxEoaqqibTXTukNBShIKTNbte13aQqQwiq3HbxkydPXmzWm5X8j//Df//f/Yt/9vrlN0+fPg11kYSrSV3VtYwm1CoogoL78mt8U9wYcwoqAKhqRq0kvLfBtU5l/+qKomCkjGQbLoAKoGYQI28rCDMohVCmOMSYq3KiQl9++c2f/OmP1xtWRe8LYYwDx4G//4PPmsmiehAmdfPN8xc316vZYv78xeWf/tlf/NEf/VG3awkgxrhara5vb4cUu6H/5uVL8JSyOqpL5+oAnPu//OnnXZJN0nL+gMWB8735bi8AACAASURBVFnBFYXpQq2lIaKrq6uvvvqqrutf+ZVfOTAVx+JhbP0coBdFUBSbnoLz6D0SquZhUGFF9h594WBs4/MQY0UEpOSdOpJs/bMTAAE+eLkTAALanNKjegAEFB3D3Z2OueCS2QFURVlMmtP5MgtQ5Dz0qhJCePLkydn5iQGV19fXKY0JSTHG6+vrtm0tOmi5XM7n8xcvXliZcQhDtz28bVtVNZzT/IRNKmxn4vn5+Xq9DiGklGzmW5blbDZr23az2RzEw/ZPiPj69WsRMXVfURQxJ4sHZFXrG+fzuZHYb29ubm9ubMJrAPgvuYTvH/q9X0DLpz93v/chbEk9olzCe5xavh1CfIM1ep+RKPiGQ6a+SafRo2bvHR3m+57Dh+CW9/C9/SE1Ht7v7mbx7p9+BtTufYDkz4bHqug7OdYHAOfQWr9zkHygkB0Zvr37PXrfBxGBkqp4hw5BOBOAlZogPJ9PJ3V98/rVdrMSTovFYrlceg+gUgQXQnCAolCU5d6SBMxw8bhfPW77bA89+P5bn2N8+sePHxdF8fjx49vLaxm6uiqZuS7DkyePHGozrasiUF0EL9NmUgbNgMF7Op1NK5eG4dGjh8IaY05Jh8RDUgZSBHI5i0AJKE6Bh9jFNPTttttVKfUIKjmm3DuUlDOozmaT5eL09PR0sTgpy+r66na329lUz4y8RlYSkXOOUzI9QAj+wL8Xyde319PZxJKj7dcthsEkBFUFqrrdbsRPTNRxmK2+3ScffQvfAQUrHr/7FoR1n8+pBPoOj5bjGvSdU4a3YecD7nfw57Sip+t3lmy7H8kPu93u8Giz2cwcBWRv22ew853pkMgBWjDcLOdMCObyP+GmrKpiGKw1nU6nWbhLiUIlIoyubGZjuebL/RAEzDcPKfuRbKmohv8zAjBnSRkhKnhR1wOwCilQUZJzmZlzZOYE6BE9kvESMYyqpEOzd7zI7/nlGqK1Wq1yFmtcbX2aJu3q6urF85d9F1XAeedd0e6ur69vER0oqZqLjIMPJigQAI/dHh158+6v9mGHVFX2sVdAQZIQJBTeOwLglPu8zTmlybANxaQ6Ofeh8tZdA2jXpSGWRWq3u6vLi5xfEVVF4bebDRF0XVdVVbUPADQHAjOmM0peHvVjulqtDAE2wSfsfV9tBmFxDma/ZGwrUw0tl0vTIhJR23ebdZdSMo9EwPtDz18En5/uPpXeYMaOQ1U8kOHfMdKC46RTNfnrcb8Hb1qLmdCUWJzzrMhZAcj7knAApZyyVa6uCOTDW3c3go1+YPxCGUSURTkrM3O2VEthVmHRrMzIrCh3nkP3XYL1DU7mfSX5kXR/z6LZm0vd1Sz3A2MPvyI8jpPI0cOHD1PuX736ZrceEHSyOENwRj853nBSYgVwhdhcSgA9EgKCKKCmlHJMk6YihTQMfStNDR9/9PGDBw/KQCbHAoC6rhUhcpYj89DxlgXNo2P5GxGnatknY+QBHsfGGLO0T1mdx6KqysIHKh0hYk5QllUItvGQcy6EgjnHmM7Pz4siNM03RL5td+fn586FzOyCPzt78Pv/zx9Siq+ff5XS0Kf06uI1EFq43JdffpFj5qyqsFg03dCdnJ4tTpdPnn10/uhRynJ70xXOeUinZ4vvfe/jDPR//+F/uO6yIgXnXAgAaoJq22PNl+vy8vLly5fn5+fn5+fHdgDjQYZOFARRWVmVVO5GgVmGYUjDkEsytHqETQ3HIwRHCkqIgiDgFfZloR7I1XQHo6tNWcQBgoIz3A8QAMg8bJk5ptgPWXTXtsNuC6B1XV9fX6/WNxZvkFKaTic2rzSJxOPHj418YQvPaOQGZlqLZTPK2WxmHlEpJRtR9X1vcbLDMKjqzc2NEUf7vrfez7gGlgh6sPe0CL6nT5/aTmWEhT4OwzCcn5+zqpmClnUVQogx9l3/thfJP/R7//DxC8CU7gN0H6ypezsH7+3gBLN2O3q0+83hUfuh94C+b1d5wd8yifKd8fGgv1zvxXeiu29X3sdF5PsAvXFa/Y7u8X2dJ90L3rGh9UGnyzHXVVU4b7APiBTeGZBkFmOiWYQVPSFZ9MKBTDh+WkYSEI4RxHoIYjZZi/HiDGV68ODBSJMj6nYtijpAAvzsBz9EzGUZJA8OHSGDppyjLyvntC7L0p0T4snJyW7b5iycMWXoGURJUcDlnCMIxk48evfgPA3DbDELwYErfUFAEocBVAsP8+ny8aOn0+l0Nps3zSxFjmlo23bXtXhLl5eXVVEbYAWgZVmI5pRS0zSqchDgibAl9ux2u5wZFKuqmkwm19e3xtwoipFJEvPdR1GEOz7n29QpJZH73q1vrnb68AHEYbR58EyyceY9c6Z7N9Txgjw4Bomw6RaapjHTRZNMHLSI5mAZY2TvQLJZfB8oXswMBMe3uD23wxGec97ttpm5N8ufolBVFm2mcwghDRF8WTbzPERmxlBZx6M2S2bx6BURyDvvHe5nKCLOCxRc1LWl2FWpN1K6inCKOSWfvYogc3Cu9N66UCZQQkUUpON6VwGSjKAliwoyBV/7hoZhu22H29VepTa8eP7q4uLCpssnsxOHxWq1adtt1w8hFIv5SQhFzpkVcAxj/6C9D9+hwdqHauwrLBAmBVBS9pxQVcmpJ0eAzrAZBBEdhhVzh66qs5TNvKwqKhw450FBBRxMSlcHB4U/O3t8cnZqeY/X19dGTDLSlPGgVqvVdrs1pM4cRMqyNG6zFUPOOWvqrFQy2NzMDGwobh2ghRQbVpZSSpwfP/pos2k7MDZ1CUBlWR4PR3+OZo8+5J/ww3zU7jyu5a7fOzjuAvDhB2yI4F0BiKBOFYVBBJQAFWNMKSUPUFYCLDSyecn0uiOIKQbsq6FX1vWZq5CCiqhkFgHziAVWGSV+909YUmCEb7fUhuOs6ONv7leeKtyLkznkMdjXOee2bdGVdV03TXPLvZnpE5FmfTPP1sY3sA/n4IPzsPeuqipV6fs+DzF4ev36NTP8l//Vjx49fPj111+fnS8z8xAjKqLHoe9QIUk2hS0A8BGHXBDQEbIiuBF6HffA8cIeVjjmmomLsvSlCjn1RfDOeXQIiFgWtY1Qc5K+G1KOoMSS1qvtj3/8F8z5r/7yJ3/+Fz+5benh46d9Vo1cVGXlmt/93X/907/484sXL5Th6cfn6013u9p99mvf//TT7z179qws6+mkrusJIq02t7PFSVkXL16/dt7frjY+LCTl9fULIndydj4/Pf03v//vt11XVcWkrObzOeY0qardZms7f1mWZ2dnzPz69euLiwsbr9xNH/ZvnSiYiw+DolinTKggwnEYhqHre+1inKQUCkJHIYRQlegDZgYw8x+nQIpqITcWrLfv8RDVqg4lVQIUm18ayme/7BwB5CGy0Hq9HlKOw2D+t9bJc+RDGKy9CmMB2F9twGoMVbsBp9PpwY/kwL42f+Ddbrfdbm9ubsyPLed8eXm5Xq9Xq5XxmKbT6SFaPYSwWCxev37d9/3Z2Zk9mkF/NvQ0gkPbj7bDrNr3PQCst5txttUP5u15UFX8clpO/P32e/ck1zrS7uHAwfjPCw8cCQSACmaZ/cZfYeRCH/5Kb/36d/Y771xnsr+sI3XMiFvf2goe/XnXZpg9vaqYvfgv9IMAeG9TcXceH/uCfmCx9K1n/M//JO+/A+8M5XufZPG4u35DOPEWgiciDp2tDRgPXx3hHTSyjvVdQAp4NK4WIERMnMkROQIiK2cSZ3PUMrsqQLhdr25vb4cE5H1KabfthiHWs0nqozF4mLOCLQBheyqoezE8WmDbnTcpKqIWhXdYqhany3nf932767vN64sXq/Wnynm3pfMHJ47cbrPebFbNpPKogTB1PQgOItF3aIGQgre3Kx/K4Esf6spTzpqETcDoyLnSTSbTZ08ff/K9jwEgSxqGYchD5rjr223blWX50cefPnjwMMbc90N7eVmWEzs2HpzJZDLZrNaPzs+MsrherxLHQA6LUNf14TixpVdU3kaDviz7fhCR4EvyLYsMQ/J+MOnX6Xy+3g0hBO8KC00GFkQAFMV9RYIo6AhAyAGhoOxJyYT2iQioCMn2AwHF0QxdUO9gYRkfVhXv1Of7MEDJOXtvpZVDBFUclbl3Iqi7TxNejAnCBKL58cMH5w8ecMq7riWkdrfrht4hkXdd2w19v16vJ0VQ8crJlDH54BtxpzwVABjaNlj5u7d5IKIqBEU6pHqklDJ0mlKOqe9jzjJkZubKeQS0HHIWUBVQAGO+sTCiCqgCsKndEIQQlRxVbuICBec5pxQjKjjU2A/KySOE4J1zymxTflUQYSIgCkTgXDB1FLPJsZTIFYW3s3wYYtf1zLzbdcGXzgURyFnrusqc2+1mWvvzkwfkUATms8Z753xAEUCybJL9vk/jn4CA425/Z0KCIAoKyPsB1xih9cZBQPtCS8kFQofECMhZSRmdKzyp8yokkkDx4tXXoWqqup5MJs1s6kKRFABgvpzNlovrq9uXr55vNpshRQBYr9e2O11dXVVVZRniZVlaDnJVVfaFyVrMW8U8FcylwBrCi4uL9Xp9e3vb933TjOai9jgGm6eUQnDL05Ozs7MHD85OTxarm6svv/qqH3pre/bDLcuJVlBEQTC3U7WdCEFJwRqpuwnkodUx5tpe4EyC4FAIsoNEyAlt+bs75Bz29+PhdkNQ1LtWHQnJs2Q2i9U3hAxJUQDE8BD0gB4cESgKSOKUWImg8I6ZI2cUn1WyiiCIvqvaGUWwosACSTSpJoVktsH7aRyyEqs5QIEKquBYUJhftI4XjwBQQXDPBT5qAgkVgQlU1Y0bgSVLqvWfeiDajL/iIGeBnESEPLFqSqkfNn1anZydzmaLUKALhEiAonYBAKzkVwXnPXNm1iHFlGPpUVmy8OjhmVJK+eZ6ODuZ3N7wckG/+d/+1qef/uCv/vyPf/DDT7t2QNWu7WLi7a5zVLIiEwmRWOfJFMCzkoJj8IyoSIzEiAok+5sMAQi9L+pyMnWoMJkUVdjuusSy7fqLzWbo2xQHZl6v2s1mu9vtdrvd69evb25urq+vSWG1Wm02aT4vhiFer+HZ9z85efRM4pBzduyi8G//9m//0x99RhAlpadPn13erv7qr/9mdrr87Fd+8M3X37RtW02aSVPP53Nfh/l8XlZVZA5lGXz58sXV8mRBsrN88OXylMCVrnQuEFCMuVuvW7+dz5aOxubHOu2vv/56tVrZXXY3Zx+dwZwKqmgex7icbYnvpZUppWFwqR9Sij4UROA9lWWBpopURbWHIlBVcAqghskCAhk8a+YuTsGBeiPhKzgcC3vKOaNCWZZlPT0/PcmCKNLutiH42WK+nC+WJ/PT09OiKF6+fLle33rvTRiiqm3brtfrtm2n06n3/vLy0rYaItrtdqbQO0gbbFBlfw7DMJ1Ore569OiRUT0Xi8WTJ0/sYY2qUJaltXBmQ230TmM02BSsruub1e1qtTJa6ZDSpK5jP/RxEAE7eVUjp4SFd+RU89sDu/+UvcbhcywjD70GAOhRv2e0+8Pg550yj3uVK7zp+P8tBbH99gi0o4KK7jcUU4khAagggQLDqIO+95B8zxb/nSEQB3u6t5MJjkVWbj9eOhprfdB7c8+ccOT675/JG3pofaPBtegfvaPT779QJUd3HEpV3D+3g6sEIipZhX1HY/CH7kvv6IJyxFdBQtF9kOzIGoHR03/fx7yJ+8kbKggFxANfZawaD0/z8OoPfq9vXShUfeOSvImH6bfcEvtOz7iNeiB33SOlHPWfY7WZs3wnC/d9HJ572YYjpWcvUj4ikfJ+GRj0AWZrOc4YD5fioCjZU4Mc4XFAnxwRtI73BxkHtzDeBShgoUA4klPsGw6IZI8OEaiwMFMIgJQUsPC3u00oAhWuqKdDt3V1Cd61aaink2pag4Nu177W65SlKCcsAE7A5VCWRU3Q5awDY+HAAYJAzpbe5ith6rs0nTQcWwJ+cDY/PVsu5vMvvvii3XWgQxWcI3nwaPaPf/0HSP3Z6Ykqx36Dqg7kbD6zy5rbVLlSEgUMjhHJIcIwYFHOAAHIpTy0/ZA5AZgJOykyZ+677c2Y14Ui0vdDTLEoiumsefrso6KugcKmHbwrwFUpDq++en79+mp1tdqsVmnXLqoKNbfbVkS8c8AgnIBgu15l4TtqH1Fe29vndBMzSxZR7VSIiOrJhJk5RQW9vrpkcHV52rd9oCaoa6oKNTrK5YRc6XYxleAHcK6qd7vYTCdZGB2VZV2XTeFc16/n05p5C7pxXpvJwnL5yHFOXY69QyAFZiGXMkRPDpwDB5t21zRNqKqhj2VZhxK2211dzzabrfeFDw0OGaSvynB7ezOZ1GVVbjabpgl9v/aeVLvdbvf973+/rk6Ws1kRnEJiiMELgJycTE6w4ZyLolivqSxPh/bkr/7sz7//vU/runLOZWbz1GYRK42zCLOoqlffdR0SAuJmtbYCPQ7ZudA0s5jy7WobgkeXMUbMasYUTqksSmTsciqrQjSHqtqsb3b9sFjMlFwWJPQpZ++cogAxoboAAsycMOdhm9qYWdiTc+QEoSxrlQCaBFUkWfVJ++NAJDNnVbFERETw3pnpjqLknCSxD2EyrVNmRFqWVd9lURhiBnTXN+vzWf2Dj044peDxbLmsF8sHJ9O+3STBBD4l9Q6C80DmRbjfOABU9C55CEdCoyKwEjpiQrZDwcwPAAlIGGLKAyVmdhOfFR1SU9YAiiwA3pHTjJlzUZboHUOuCFK8Wm3zGhwLfPTZj/xsnlO8Wm9e394uT05SJznzMAxVVT148MD2k0ePHllO8Xq9NtGm1VKbzcZ7bxl9duJ0XWe8psViYXYvp6enImIu58+fP3/y5MlyOR+GIYTgPN2uLpGARa6vX6/Wbc5ZUgSOp+fnqrTd9qrgHQ6xZYmT2TJteVrPcgTvSFljRlbHLETEqgddGggAKzAAs3JGVMGgikA+qSpCwIR5G+LaSRfBKxIA4qjxU6LRVYesv1aKICGEzLpab9quD1UdWXY7G/EEVHLoCUVz1CJG6Rmnvi7PHp4rclLOoH0fW94g4OLBcnVzjYJIWDblze2qXDTltOqGoZwpkKpmRCBgYCSiIfaqKXG/a29EutXm5WzabNttSkMfM4IyQNsNoqpAo3kjCwIREoKyZmeyQs6MedI0oFCWky72FCplLao6hHKIG1AmjshZ0SsUpiJWUAC2USIC5sy5z67Evu8VZDqdt0N0ZZUHIUQimc6nu1dX3zz/piqrybQJxaSoK9GYORUVCcchgyL6UKg473zO6fr6BhA0ozcTSPIxKgt5X08a1w/azMuPv/eJK6pvXr4+OXly9XIzm83Xm3UzWbQ7Xpw0ZVWpK6mIZVGGsmBmFwWKiWZKOFH2FMqByr/8/KfV7CRMVuWkwsToMaiSP71e9f/yf/rfVrfXDiWl3W67zTk7pKIoQAWVnCNRMMTp6eMnq/Xw8NEnDx9+/PDBA/vmw4cP/+RP/uTJ06e3ff+7//b3m+WJDHGIOUlcfv/RJ9970q+vC+eR5Nc+++Ef/OEflNPJk2ef9MMgr19TQYvTxW63Q9S6KmLsC4R+vY6b9YOmisN60VS77e1f/uVf/Plf/LUm1R4IsWiqAgttZkSg5BIzAnV9nEwmDx8+zDn/+Mc/3qxvf/jDHz579qzwE2bJ6BRRUuy6FFkyoBLUs6oHLhbT6/VqXp83ZVNNl93uBhC228102pSVF00qrAAhBNOZBu9zEhcCUMhDJ0ACkDODgqj6yWJ7uyknhUBJGBRsIukUVSARUlmWQ2JzZkp9xwwpxiSS43C9uk2cV5vbr7/5RkRev349bWqLywOA6+vrhw8fWj9mgrqPPvrImOSLxeKTTz6xA8iYn/Bm7pdxCqyR6/veeAcAcHV1ZTxeo4aqqumK7QceP35sKTLMvFwuLYv12bNnB3tPFsk5DcPw/OVFPT+5vrxiuS1DkXMufTkMu7GoR9C9IRf9Qslpx7lfzjlUSEME0YBOYgYWzSw5E4CyHse4Wffv39nMfIi07J5+7G+H7+Gbj3zXjf4CGuJvDy14Oxtt/09/h9DivSi+47/eU5ofnoSppO9pxg7OKN9N1aC9y9aRIv3uAu+5m9/p8nLcDh2nMvzikGv8lqb6W7htb31Hf4ZV8V0/du+L745G+Jb0lfshje/BLUloHDofmczJ6PBn7SDIHh6wLldE4EjDwZxzzsqSAT36IcaYMrMcuGE2dEgpadsNMWUWgCySAZxISikK5zL42XQuIrtdR0B1WRORKgrzpCrK4C42q5S7B2dL77EuvUNZ31x4zC6E25vr08XkB59+bKadHHtVqbxHVEIEEAJUUgQI6BEJERRRJGc52EWyaepsiD4MyftgXpEH5y7LiDNixunJ6eLs1JdVAskCCnq7Wj9//vLly1dDF5uiAlXnnHcWCIRmXUcOPTpWRERy6tSrqtFRiChmJSJyAclZJSkikiPnxGnAvTcZhiKDC6FwLkwnU4e5qqrlYh4rhwhF8UXba90NosjgyLshpaKebDtZ3W422zb4WVk3DMAiUfKmjZNJ03V9CAFAq6qYymyz2YKqu4uizAIimi3OGkAAxcZLzpEqA0hMvGu3/dAvpoWpPphlGCIRzuYLC9Hqurbr2rquTpcLBxrMmMF7epNlWjhXFwWodu2u3e1CCJOmAQBvmgfCkfNJd/MvYeKYXPCAtGvblNLt7YpSnkznZgzT9z2QoleRHPtOmLu29b5SEjUfC4bjIGRRVRZQCI5QkdBhcJ4COVDlzMPQxdx31rlVZV0WJVkVL8wCLAKozqEPY4K8yMhGNqT9wEHdj2NsIiUIlh1lUCox66Suy7Jklhij9+HRo4effHTe7bbCsfCOU4xDPww9U6FYeEJENhXiYbr5xpb+5oY0YuhIsJ9AvrFjsGTmmLIiDl00/4zgHCIWhBSI0CGCc8iqmmPiLGNGneSUU1YVKctSCYdhWG+3wpB7VZab1bWZr4R9mpyFHdsLN7aS0TirqppOp5PJxMiZu90u53xzc7Ner83Rzlxbzs/Pr6+vLQ7r88+vbSQ/nU3s/m2aSVXX5w8/Wa/Xu9WtJD+fLUIRp83NzWqNAA7AExXeBXKIQmOughAwQbYhI6nY/aegBKIgAIJ73dgBON1fVUR7I3FkLJhBCezRPJvk4X6uZ4POZN2U6n5MToB3ukoEGU2ROXd9n7qOyM9PFlQ6JRyGtNv1V6+u6qquqknQ3A+9EW5d8OCC846c22v2zDbShIxmuiyqLMqqjCCOIINw7HPOKTNC5sw5JWYmBUthRADNIsDKLCIxJ+cam5uLqDEGNHMRyvl8OVAeUJbToKBFfSIAKgIK6IgAgZBzJqSYEyqRg7oqnHNNPRGz3edMKoGg9PDwdN72Qx9zv9twivPiLAsr6LGpBzOwIKhmVhEtKj+bzTySc25Icnl5AwC+LMp6WnonKfVD/ublxWK+fDRf1s2ymS1cmAIAuj6LdgP89IuXX3zxxSEN8uLySsmvVquU0na9uVmtd223WJz0WUPdMPNkUvtiQnkoodls23k3PHj4+E//3//w6//k1xazeUoDKQTvRYSUiKiclIvpbLvdLpdLYV4uli9evJjP54v5vGmaqqpub2/OHzyIF6+dt0oNAXSIAxHFOKxXK4dQN9N5zqBid9bJyUlKaYgtM89mU1VR4aHvYj+kIXbtLveZNaG3Mbd4X9ZV3UxCWU7qqi5LLySjqpmIYOTYY2Eol1+v1z/5yU+Y+b/40Y/IUxc5MUsCAAohOHJCAohZJAtnYRU1J2JhFWBPzntHhCbPD2UJkLs+9n0MofIFtm0Xc0bnYuY+DsycsyBg8KHt+kmTEJ0iIt3Nx42Yb10TAPR9t91uVVFBkVCYRSQUxWI2NcHwo0ePpk1tSjxV/elPf2pwnHVxButZYWAkAtPjmX74kEZYFMVsNrODxqihxts0l6nRaFrVHINDCNPpdLfbOecsQr0sS9vNDnR0oyrYf2S1R1VVINruutV645xrJg0RCcs96c2BIPefAtl7q63AN7+P9/ic92Qeb0uw3qnL+luFyh+wmm9vGz7QTuNDPCHfx7uDg67sly/k7X1uKMc2mAdB+b2+Cd/Qo++xpQNm9Z4e60O6vuO18bO9+z9Du34sQPqWNfkhQ5HvfMLvorb+LKOX9z23e4K9913zO1e6eyqTEWbc50AgCqBlsyspKJspvWrYq/HRgQKigBrbEwh1H9RGBCnngbuUEgsoiegYynnQc1t/NfY5IsMwpD5VZfXR06ePH51xbm9uL6syECpI8qSgebu5raqKU9u1PK2r2A0pJUItisA5IakCklXsBKBIe9tCkZyzZOFR4CGy35QdADnn9zYqYjQzG86Z5KwoCgtlDiGI5JvV6suvXlxd3my3bc68mC1Nyi+q5B2hP5i5MbOltwHAtm3HltlkOUg+lAKq0qP3ZVUXReW99wRd27atasyiDCpALkdZrTZfffXVdrUiyJvtzfr2kqVPsR/6eH42e3D+cDKbPzyZI02yhLKcWHFaTxsfgqO6qpt6Ogv1RBWz8G6367puyLzbtkPKvC9hj2d7IiwqCqzqABRQVNV5dQ7L0uecAcQaDjuozJTl5GQxX0wtuej164urq0szwtacnBvlfAdfCttwDrL4siyJyAc/yt4c2c8ko5lZ5gGzKhJ59UTBexeEsGbpuh4ATTsxmUxijKFwQIIO+i49efbJdDplxmOXoLHdYznkRoGQqopmFlCWPg8AQoTO46SqxTvmLKIO3YHvUPgQvAPwosycbOUcyHgHU1N7IQd/ThEF0j1d0IInnAUkErrDbe6cK8uiLEtOMUXGvcLVOafmRfFGUBu+vUvAu6j79/b0ww+zjuMQZeDMEKFSHWIkxFAWxrMgQvIOEEWFiITZOceoVpwJc9d1hGNhpJXOZrO6rKbzULy/rQAAIABJREFUsZoxNx27B61INXNOy7C6ubkpy3K1WtkrMlOfpmlMyGf34PX1tYiEED7++OOPPvpIVV+9eiEiq9UqFC6EsF6vY0wp88uXz7fbtt2sUfJ8NstCIGryIFQKFAoqAnlSZcwADpDHT0sCQ9m7wVtnZ82ekLFij0QN+1k7KCAQmWng8RmKOHI5jxzLQBQ5S2IRBvIqwgfHpaMTVkxGVVWVxp6ZhyGVwfngptOyrqfdpnMUwHEahqzikCw8IKUcY8wxsdCowANSdKqohEBOBZnNh1IVBDgDCwpLypoziJBmAga0KHbbHIj86DsJopDR13UoSwVg3rvLANR1fXZ2xo3rGn8yqxBAFBnwwGZXVVAqJhNEOtDePLl21yK4NEQHVIbCmzNYGoL3zaQovEucRVgyiyiO6SF2QjkVQHDjuQXkqHAUWESFACGJIrgAwYVy126HdsfMn3/+Zezj9x4+dYjtdrfarHNKP/nrn1xeX5Wh2Gw3m+228CGUBYh2cainTd/38/l8MZv/8Ic/LMpqs9m1kQfW9W7ILCGD9LsS0na7/fV/8o9/6zd/4/k3X1iAe86lA6zKEgA8eudc1jyfz3NOIQRfVSnH8/PzlOP19fUXX3wRgr+4uFienJiPkflJOueEqG1b59zZ2dlyPkssRpO+urq6uLh48fz5zc0NOW3quu9hGAZtGgCYTqePHk1PT08fnT3KErOmrtsVk2bbJqTP+74X8W63GxK1cYcIy+nMe0+I9r9bVt5kMhFO2+32+fPnT588Pjs/M39dThp85bwXcoy8960RcyG62/BVQijGAFL0iJJSNmfmnKXv+ySw2m37vqcQMkvMSVVjzMGHST2JOTGz3brjPUeKqDa5qkLYbFtEPDlZPnnyJCbeff01MVXlZLFYzOfz2bQxKzVzfbu4uLAn//XXXxvsZtJr6+6apjGzgEN+OhG1++Pb6paiKIyTuVwubcO3nWq325mPS9qbtMUY67perVaIuNvtDv5SbdvyXghjXqAiMp/PZ7OZXW0kH5pFzuniZW/P1tpO5v+/5e+9XRa/bQL588A7P3M9/fNDfPAux6oPyTP4e/k45q++o0/QD2pyvvMHPhDie7vP/4WifPCB6/BnW34f+IT/Tl/XMar8LY+vb7BdRxUXqgqOZFE9yHtE1VKSBPcubQQgiOS996QBx7nX3v/TiUiK2cYdyTJnc4Y34xzv9JAMRISCHBkFc8zDMDw6P3344OTsZLaYTbfrK1R2DoSH09NpXXx/OglF4Sq/9MCOoO9aZg6hCA67PiICOGckSbMlZ81qGnJmzpo4ZxYWHYtsb/A0lKW3eNlD2ID3fjqdLhaLyWRiOoQY47br12138frq4uL1btuFUM7nC0Kf+2EM6nGOOUvixKKqIXhH6AiU8LSaZOFDvyEAzGLasZxF+5hYnHNVUVrP4BSIiNAhlaKSs+x2XeyGbre6vKp++hNwTkSYJARfdu3wh3/w7zldTKfnSfzzVxdN407OHwjgarMtC6on0+nspJkuz87Pl8vTj559DOSY9eLVNUN/j7GO6tCIYGPkkRAIqTKzAyCQ4FBZJfeIMHRDTnE+n1tFvljOrHMLwW1Xa1Jy4Bw6QDWFvUMAQlYWFU9eQJUBlcpQVeWkqGp0nhUIkciJSBZFcESoCOQLP3qdexFBRQFARwoEzint3+iU2IqJCgvvXVOcLpdVUWShYRgOGdMo44sEAAfoyYlhh5xUGURTjgBSeBdcCMGjJ2tjRFQJ3VEUtYKIod45Z9EDbGVw1nEDZgljrOyAAAhHOBgPyb+cxYqkEAIAMY8aGGZWcocgYFAXGYV573aPH3jK4NsOrzapQTgUH8qQkR3lBJh8QoC6CDoKvCC4MTw+KAGiI89O98C45JxnZXl+fv7kyZPKV6ShLqsHj87X67URpQxgjzHe3NyYCZB9zOfz46grm7acnp4ul0tbUQcj+LZtm6bZbrdfffVVzvnm5iqEcHV1VZR+Op12XSfCPhTVZNk0zaQsJA1EZNuL7XkO0SEFct55hIzACIqQ7dP4DWh/KoGaDu09hisAoKhIgqjoFBBQaMRV30iXBQRROt6rx/Uihn4ZO8Pdk3LsjySyS5dSouQEoSh8Vdd1XTdlo0XYKQ8xcVYrNAXc0Tmuh4XKar0SmMaP2bIXOKcknAjVOxRWQC0LX5XBLpdVuod8kaqqCucHFvSNFk1VT2LenxqqoSzqySThMPQ+Jkmp4/1Mx+yFAFRUMgMoDUPf94OI9v0QY3Y+xZgJXCDMQ9xttoC+TRmUnHM+eBe8IeXWDluzh+DKsnbOiTpEEUmZAdCzRmEpqubktEAc49em89OyqFPf/fTzr1a3m//jf/+d4Irdpk0Mjx4ug/fdMJydFOcPnn3yaVOG4EJAVQzoPK7X67OzM1RA50/PzkXgb7785vnFJRHFGBNjE1zpab1eO+fm87kNNU5OTmLsJWVC3CfZCKLEOPRDS0TO4dXl5fOvX5yeLn/wg1/5+NlTABnabrGcf/Hq1XGfbJCR9Xj9bjeZzZYnD548eXJycgIAFu09ndXz6TSEMe5SRK4ub5hlu91evrz0BVVNKZKngDGqI6rruijqpmlC6VwiRFB5w0zYVmBVVWUx3W63t7e3X3/99XQ2lXFh3GUCAUEGfmcR6Fyo6orIm3RERLqhLcu6aRrviyHevnp90fYxpUQhkPNASERFKN3BiQAhcqpDCaAO1Q4mUIE7xtP9XOKc8+3t7c3NTeHGFLvNZnN6sjDhnMUeVFVlSjxLUbq+vv7000+taDlYpNgvWjdou1DXdeYbvFqtrAOPMR40yfYCjY5uq67ve2MunJ6eTqfTqqq22+1isbBjgplfvHhhJFLbwRCRZdwq7SNnzDkDyi+5mYh/p+LubXDs7br/O9GV93dc97IBPqhR+XB8750v4T4odLfJ7u+cX5qO7x7x7/gtOFbK4bt4kfguudq34HvfDjfdc+R/ez18yzL4ecYB71uHx+/vO0WD3wKafecTfkdeBf6tn/m3p2IcJzS896nqXRrGPlrKurGRPmR1OZgzmz0smneb1QdEqIHIETgaMwxVVUb7Fun6XkQAIcW86wYrf4GQgEzK4r0jhJxS2+4AoN12nujB2XnXdTdXVx89OZ8U2m5vlPvYrlO3nZ3NheP5YhrOl/3Q537QzCGENCQHEjx5r4TqPCIgkCqgCIuMYayZOaec91YpMloMACGBYraOVDWm1Pe92XbVVWUu/+TMJNq2b7i5WX31/MX17bqZLoowYVEk13eDCgMhOBTQmFMIHgRFNTEnq+fQKH8G2hA6V/ggAs458sH5wKqGcxKRwaoM4hRYpBv6UDZ1XTXNdFJUqamns7IqwTtZrW45KiJuNts/+/O/+vKnP/3sH33iq+l621KoXl1e/Z//6t/w0Krov/2Df/f9zz77d3/8H19e7f7n/+V//fyLL1++fDWbLa5u1wdsU5WBwWpSQnUOQJVQEAWAAZMqA2jf9yJKhEVB89lsdXULRI8fP17O50BYBJ9TBFXJDCIAyjH2XVd5b/cWGUoCan49whkcOcLddvPyxfO+74zwY4Cj3C1OVYURCVagYL3TaLRjYiAR4Zy8+b/54INTYiIaYrLso1BMOGXnnC1mETnYzTOzalQZPTyIFAmLUDlP3plwN4kYKiwAhPus6WHoMkfmiCDkKBRl5QPts7cAD7A5iqiwiIqOSjsaw7uUzCMDEcmB6J0xvezpxzbfFefMTWUMfob3AnkHnPbdtBy9zxiw/UIAAIGNB0rIzIkopSQi07oytC1Lruq6qEryY6QgHDnpm8OKKrRte3V15cA5Leqy+vLr3obiVroZ/GuhxsZ6FZHpdOqcK4rCPFcPFdvLly8tudG87AyaNveI7XZ7cnLy9OlTAHj69CnLmMu3Xq+cD6GcqKoD1BwnVd3HjYqgIiqgusIVpS9LFxQFMAE6gAywx/fAAYh1x6N0+k3PAgAUJBYQJEBicAJO0JnNsMLhgoxhdaPVy97hAIly5pQ4RWYFJ5CSeB8swG/MWQdAIBHdbbtdvUtDNGzBMjwAoirlJLPz2XI+366vr6+v2r7vUwRF51wZysIX6f9j702fLcuy+6C11h7OdKc3ZubLmnuQSgJkOQA7wMJyEDj4RMDfAfxNEHw3BA5sCyKwsNwKS7YsySq5p6ruruqqysw33vFMe1iLD+u+W68ya5JaWJaC+yHj5Xt3OOfcfdZew2/ICGRYIKn6JlshykDMElNOnJl5GLq2bUG48kXpZCAkQjJG5Zo+M9feyyWJIaPTf+8sk1MlJyJjLSUyRBbJChgAR85JzoAZCBnV6lI4CzMnMETI5G3prPWujJyhrOquG7q06odoy2k1mRlfje0q51iUflL5oiqTcYY8CHPOzABCxvj57MQ4sp6AkAjQGu9MzJEzCKD1DWfJzIVvck5VNXWuSJyXq9073/nlb739ljPOFV6YETCkYMkaa4Zx5JTIWm8tGsk5WGufPn1KgDHz8cnps2cvttvtbrtzxcT5AshDGsdxVI2Ttm2HcdDaIMZRUnbWiohFS4QhDjEaY8AYmU6bFCftdrI4mh4fzbpuJ8zOE6IggCIV97KliKoNVsCZRRxTUoXnmx/+kAXU7ebFixfXl5dPnjyez+ePz8/VXcAYO47j/GyeODAqoSHnLMM47na7siRX1UAFMyOC2asqgPatDgcwmSyOjo4uLy8//NmH88X86PQRERln9549yKIaK0TGGLnXdmZmAKyqaj5faDdHRLwv+jEx8zjGdtfHEL0rj0/Py6puu27ct4RiURRt24YQc05ESshMRBEFkQCRCRlBUugLa4HlbrkU47NgzEk/Xfu2R7NpWZZKBj4+mmvNdjBXWK1W1lrFcLZt++GHHyrmXI09tSTTNgoAaBdPtTf17Ha73RtvvLGvdqzV+KYoBpVg0eitSFEVIgaA7XZ7dXV1SDWvr6+JSGeJelT9EOrFqcoOq8CMtXYMI9FfR33OX3y+95dYSsFfhceh5HtYgTzk70n+Km2SA05VvsEH/ZW4jF/rXf4XTd77cx7hl5VzB6u0h0ZtX4fp2lsJM+R79JHcyxwD64AP9wUdcAYWYbPPlYGZJROElBMLszCIsCTOLIIIiXOISRjJWkAgyAhgiJw1RJhTHPsdoTUkb7z22ptvvPXJJ59sbl8gh8KVRObi0ent9acp9JP68Xa7jkOfIxSF93Wdh4AsnnxRlcwaQ/uqKpWkIiJpz4vJolZvITELCAmhtQUIpZRzDilxCCnG2HU77cienp5qpcfMXdeZEIuinC+ORASNq6pQ+LIqc+GrIYSUMyJNpzPO8fb2dmxH64zxLuacRQCMdc56D0BgwBibUs6SOINA1mJPEFJKQ0wCoIJ+CJhzzsJWtfFycs4754Sx7wYDZto0x8czS4wUh2G426w2m+3J8ZNvf+uXuu2L/+DX/uZqO3zw4R/U00kznb7+xuub9e1iPn3y2uvNfCH0IzHhD//oj8Yxvven3z8+PnXOP7l4es/b288ACMEimX3VghY4CoOwNxgxxSFYZ2bz2enR6cXFxc/e/9nl5bU3ZAgBwBpythTJzIAgJDyOQ7fd1ovpPeCCEDKowV0aUwyFN9bgi+dX3/+3fxICAHBZujFlkWwMCQhLRjBCQmIALIOIMWgoJ1FFQ0ms9CQQNoTGGBBEgnYYCvSGqC6rxNkg4YObSDlNCCApxxiZR2Yui8IaKrxV8CWi3M/l9sB1MpYzj2NQnFVTFd6Vrin3WEvIhFYRmyoKT2QIIYSodaVyH4gMggFhtT2892HGJCpTsRejBwDnbFmWKYzC8XPgH1OIq521CIB75C18E7r7AXOhEl6CwHvdJhACMAiEsIccCyJm4ZxSFk4598MwjP0QY5UqX1jnPRhS4xQiMkapsKPzgZmbpjk7OuOIknkITnG/mkJpWhNC6PteDYg1E2rbVjFU0+lUxWl15llV1enpqR65StqWZfnJJ598+OGHIjKZ1AryTDmklKbT6Xa7rer6/HG52Wx2mxVmfvO1t4wxVVkDrFU71qC15IhMFr53p7uXAFPtTbyvyQH24zvIGWxGELCAJgsxAgMBGEYSdIKGgXDPhZZ727nPBiYPGJUEwJkhsfDeGp3VRlo0zcd9w0rN2bz3lmvvCmYgRnLovRdWD3r00+lR42YnR+MwOF/U9WS52cUxpJgyk2TFaZB6Veu5ZMAkkgQYcEx5HEeD5KeVIwOIlS8i55QSswABAWYRFtXDQz0mC4LkiByRRSQEUuFZZhhD3nVjH5Kvqmi8L52gIJKz3hhDaIksZ+j7kNN6GELYxfV6c3eznExmbTf89JNPx8yfXi53I3z3nTemZ0/uXVtyzBnAWetYEicRJkRrkJpmljmJZGGIibvtjiUWRSEAIeSibIgoxiSC00kNnNvVxhj8W//535nX/sn52Xq9PmQ+ap7GzJaRjQGQMQ0cUlNXe6pVVSt9yxhT1zXSXdd1RVk5S8y8XC5V2yOlNGkmy+VyUjfy2YQTHTlr6fhkUnhXbR0AzKZNU5U311eIEMZueXc7nU69NyBZO4B7GCSRt957X1VVARlylhB0arS5ufvxj39clY6IVqvVYjbTO0hvMe/98fGJjoLJAjkchs4U5WrTV2XpfdCiTgkIiODdXqZOYfb66bvd7vhofnFxQUQ//P73r66ujk4fWWsN+Jwk5Qza0YXP6j1CAiFmIDJV2TT1JCT1OifmPJnMEMwQojHmrbfe/o2/91+++e13jhYn7//0pz/92UfXtzdXVzcA8PHPP1otl9qnQRLCxJCRlG2LIAxApTPrXU+Ii6Ojx0+ejCkPMW42G+GsnJHb21st2ESEcxyGYTqdppQ+/vhj1fit67rveyJ655132rbVWk7bTKplqibACj1AxKqq2rYlomEYVqtVURTa4dIcTBdACEFHf6pIfHx8rJQ/rQNzzicnJ/dYGPf06VP9CDX0M8bc3C5Pnrxurfngx8vNZuP8gQr+V8RvXa/CSzC/l/zTXsplX81ZX33tw2HuQwO3B6qPn5vbvCoNqj/ryviGKftDJOQhUrxEBntp9KfJ6BcbIr/iAPvSy18SBf0zVQ5fdr4vza9eHcS9JA1yAGy8NApjEXj12AARkb78476aanIQmfyK0uvPzet7+N0dfnmwevva2uwll/OHoqyHf1XD9x688VkxdoA+7sVRJb9aij3UXdVP0XbUVx/GF36DX3yJBIwxSPvDK4vSextC6LoWcW9+VZTF6enpOI4pawN44JxsVXpLhsQY0/W7qvCqPViWZY7h5uZmPlsM40hkI0tkQDIa+7z3u75TMxznXI6x3W5m0+bx2fnv//6/evfddx+dnYDEwtOkLozJMXTz+Tw31d/+T/+TwhlkmTUT4cSSRDgMIwlozRl3O9EknIwAxRRDCAp8GYYxxDEOo/c+hDiO42xxnBOvVuuirJ31Ocvtcs0M3ttmNl0sFpPJZBzH1LUao413dV2fP3ncdd0nn376xptvg2CMeTafXV7eZpGirJtmut1unRrmlkVZV5y5rBr9elOKQxzHYYhpJDJV3RSFK7wXZG2KIyChqcrCWpd1YJWy955zIL23iDSHNgRK/h6GPoRyfjLPudNApNrQq9U6Zbm7u2P0R0dHly8up00thCcnJyEMRVU9efr66fmjy9X2v/r7//Uf/uEfx8SIph/G3W6XQzSAZVkSgXifYpzPJpvlnXcuh+hLE8OIIHVVjSGenR5fPL0w1tRlTSgiKQydt4SSY4yLWcOc+2EgNKV3m9Xdj/v+O9/51tNHxzGElKLKABlCYXHelb4Q4HEYj+azv/ebf3e7a2Mch7G3xgHhvgutnA2lEREhIaeIaMdhqIuyaSZXL65fvHi2mC/qunTOxBA4sfW29D7n3DSzlFJd12mPH5aqqpiZU26328yxriqnCt3WsrI6SSyCMSbGMYxBx1ZtF2PMMUYRqKq6aRrn3DB2CArMVQHGvRAM74lRCUGQNCISWRX6zyLILMZYRMyZjXFlUWsmYY1VPomIqJ6QRpKUUumc816zzAh2BNS2C4kQIjwo9l7xXXyA1v3Mvl7n95BSCjGk7Fmkqaqx70vnJSXvbd/3WEhVlCHGSd0AAFmbc16v10XljTHGO0jSlFNhHLZdCOG4rm1Za2q13qw5YBxDN7QaEqfTaVmWy+XSe980zXQ61a620ncvLi50STdNo4FouVwqdOrFixdq2Xd0dCQiau3w5ptvqinWbDb79NNP/8av/0dK/3v77bdjSmU9q6rqeDFLw2it7UOfczbGjkM/xkDW9iGyoK+bAuuu6xisoKsnZdd1u24oy0pYzbWJIaO1TBI5jlmQwKAFst75bdd55431bT9M5wvmjAS49ybbB2CyJoRgyWqVi4jGmrbtU2IiGoaxrEDpuw+w8UhEZLISO2PIkLnvh9pV3vsuDNZwiKNygSBGRiHnTMpvf+vbbduuti0R9X0P5F1ZxhgZaHZ8ytvQ9d16u+nGQMYJUBaUkDOj827X9s5YXzZkLIcOjVWFWWcNoEFCFun7fuqK5d1dUU5Jkm+Mcf72xc3x+RNmiIB1NXn0+OLkaML56Xp1e3702s+efYxE2+12vbpm5hcvrpjh6vJ2u237vr+5vhOB25tl4cquG7btzpVNRovWPX3z2+s2RM7Kc8s5Zpam8TFGSdkSgjGKbhiGQVCQQDOPsqyZo3NuCKPzBSJOJrPlcklIKeah3yGY+XyOSHerWwGlWYXJZBJjrJtaayQSJDBlWSJiHqN3TgmoMcYxblLmg/9nXS8AKcZYGKNCINPp9Pz8XETefffdHFNVFTnEvuuYOWI0Bp8/u1oczZh57AdL2HXdtKnq0h8dz+fzycnxyeXlpSnq2Xy27ys1DTMvb15Ya2OM67u7MPRkXd3Mh2HQmGANKPXr/Pz8u9/9blEUj8/Pnz9/fnN9t1qtrq+vS1uOsXel3WxWgWXXxdV6ba27r1IKiXJPqs9wjzfREZPOuGKMbdvOZrMnT56EEGLO3pTWFALIOZOhA2FBCfBEFHO+uLh47fXXn18+q5tmNlvoXWGt3W27fgyG3DAM/+x7/9z83u/nzB8/e/bi8gYIrS/btiVJZVGIyJjiMPSuKa1Tg/UUhiiZBaEfRkI7hj5trbm92bXDze3dpKl3281ut3POnSzmOlpsmgYka8NImXJFUShF39o9p6MoCm1CaT6wXC5vbm70xlR5Fb1Pc84K3RzH8dmzZ8rHa5pGpYNjjKenp6oqfHx8rMI/ejHVq+lQyavEi2pTKRx0HMeUUkx8txsUf3R6eqSHZ4z5Rfh7LyP4vlriQbUY/H5J6DXRVogwhxjp/nEP5hdjjP0m055DGfZqzvqqrMhXQwR1SvEQN/+q/9svCAj8/x+/yFDxr8EpPCxTNRA8UK8UvYFpT3IxD1Gjfw53+L/wh/d+vV6zpMViQUSbzepwNoX3j87Pc86/8zu/83u/93uPHj2aTKdHR0fzxXxS10XhKmedAUScTaaFQ07Ze6tRQCXarSuOjo6stXVV7dq2bftu6He7XcySDauMXgqxqqr5dDqZNvNZo5oJhlK7uf3ZT3/45HE9mTx2zuQc27bdci4KBwCEYi0VhfPWERGKetEJ816FJfZZRDgjs0ROzEDoypIMWULnimY6nXftMI6827bjuAohkN03PsvSO2801NZ1PZ1OZ7OZTiSur68/+uij9Xr99jvfns1mOUnb75zzhXFDiM+fP7fWUlmwCDO3Xde3XdNMRVAzbkJbFGS9O8hsZCXtaZdBBIA5xpRyUr9B5jGknPfmQ0SGdcmprBuhGqaw5ANrQkOuLjZnvRh/GBANw1DO6nEXPvroY7b++dUl2eqgkpL2rPQmhGCM6cYWiZkTAEjKeN9mAgBDVBbF8fHRLE1ns9lsOtWFpJltVbm6LlVhLKXgvLOWjKGTk6Nf/uXvWmsvnpzlFHMOe1GK/WRJ218MAM4bYyuR8uTkKLMiH8Oe7GfV4mUv+orIgiYje0tYOUuU4tj1m67bls72QwPYEKErnbEWSCITCOgJciZNnjgGNUtwzjVFWZAVyCGEMA6kwqoEQAjgDneuXsx7Wt2+MaQjONi7sO+bXwfw38G+Eva6/CrbCgj2fofieyHrfF+hfZVL9/8XwVOZrMoJLKuSIItaxBvVjrXee7ImphhjHFNkztY7ov3ph5wsGKz261BYdrtd7csD76WZTmiKiefqree9199rc+0g1KT0mPV6rZhPuIexAYBmujrHOIg8nZycTCaT2WyWUgphyDkPw3B7ezuO43q9LgpPxu66IIKe0CIdL7gbQz8GQMogQBaNM9YlQImCBpIQo8lgDTowLEkYPBpCMmSMQQlBxIIpwBs2rjK+BsFmOsPNLnLKAolB0LBIiulQsKkPxz73wD2gGQGzAAuq+yMA3TtpHLi9ILh3ykkpifqWWlvV1XQ6HcYREKqqKsu634yImHOOkBAhiY6hgQBDSJN5MUZZ397qCPfm9rYboSiL6WSex56sywDNZJ7iYFzh62ZS1doP3Ww2SFDXDRDtKc05EJmmrE5OHzVNM58fT2anvpw/u1yllJQHpX3JP/3B951J/XZVOPrx+z+4vLm63q6YcLPebDeddW6zao0zcRTvnC9LTnJ0fJzAvPPG2zGmIQZXTq7v1jer1WrbgSEBZGZA2Xuaf8FdQLD3uzpYHLHStoH1LiSNpgBgjat8lYAMOWZeLKbzeROCGwZTlg4gGSOr1Y1zTnF33ntE5MBVWccYq6qqirIqq8l0GmOeTqdVWaExmYWZ+7FX2Prd3d3NzU3f98+fPzdIRGCRVMO5cIX3tqmfGIvW2m7XWmun0+nY98vlcrVajcNwdXm1XC7F+N12GIZBTOt8pV7eCvZ7/PhxVfht2/miyDk7546Pj9er281ms2t3Ormy1sZxVOl/74uqqiblpMwf2o2JAAAgAElEQVSeHIYwQMo2iOJfmG2MMUYbY0QE54uXwEQv+1TtOxJ46E18xgr+onkGZ9ntdtvtzlirlnSJNSAaBBNCvLq+u1z90HmP1vZ9GEK2hS+ByrIilNKZMHbMKec4jmwNemecsWW9HxdPFifL3aCjz9lsVjTTEFNVFlVZVFU1m82mdQUAi8XCOdd3u+12q8M39T/UglaLFiXPa1G3bwsyKyhXmZMHGq2qdKqLelmWl5eXCi9XQiAzP3nyRAVv+r7XnVQBDtbacRwPYAdt58EDfS9VQ0WCNmYALMvSe2+tYebM+S+XCPa1m5H96iHSlwl7fFlp95XzvYO31eGv97JRr2jD/Ln3zi888m82ffpraPUOD0wXP3dN5Ksu3b+HVd83FHE9CJkeCj+9+R+WghoED8XeQZDgwHX5C9Hv+XNXjJvdejJr1NWq71vtVBXeeu/Pjk++/9573/ve9z766CNfFp988vFut1Px9Mlk0jQVcW4qf331iYRhUnsCzNn/5Gc/zTFut21KvNttP3n2add10+l0OpvV9fzjT55tt7soKkuAm802DOPrrz09Oz0RTotZXZdUlTSZludni6dPz5pJZS0NY//hRz/7+OOPd6vtfDFT920Ato6UHTWZz0rvm7pxzqE1yqHX3Fq/EU0oF7NZzCkNgwETg2x2bd8P4xi7cUAwR820mUydtzlFHjjGbMg5WxhyKfIwDFdXV+v1+kc/+tFkMpnNFilvUuKuG+qmqZuJGcPQh6PT4xR6BsnCTVk47xGckvFABA0Zc29iTZQFlccnQGo5v8fN7imC/CCyCRGBQL4Hg5EBIuT9EsqAQoTGoLLZyaAz3tuCyRGR7o7d0DaVG4YBXBdDIrRFYWLmLGy9G7YdkQ0haMMCmIWzJVJJDEIqXOm9n0+nQ9cT4GI2R8TpdGqdYc6GIKWo0NwYRjubVqVjycICkjlzWZi333qDmYvCpxQ4R2HG+ySYVNFQAAAMobNWN84QwzCOOfMenSF7IwbZR3UQzIJgiYRIcmJGS3g8n00ndeGtt4aIDFFm1njLzMp9ArGcM4MYY3CviWKLwlIWFgZmMuS9sQSIOAz9vWIm5Mw5ppyzKwvnihQTogEygAIZWOGQshei2JsNIx5yfbl3JL134cP7s6F9NShZ0YQPIBgs9yX9w+7SL7JzfTEr+75r4Apf1jWmIQxE1tjCofBnCd/9EWslhiDMHHJKKZW2gPuiUc2mvCuKotD8RiI5Y8nizc3Ns2fPQgjWWtU5VP06BVOpYF1VVZPJRBFWSlkpy1L/qgXkOI4qhqEKB8r6a5pK2X1d1xVFcX5+nlKMKZ+ezpwrSms4xmkzt11f1+t122UA4zw6S95lxDFmAp+wyAYzVWw9FmYxPzHGcga1PBaJ4BF5lAAhjsO2H8IuZ4np2a5rQ07e+2cvLsk63mOA4R4FTAAgDILE2gIgCwIpc85qb46cgVkY9qxW/nxSVVb1Hkg2DNvNjjGjI9h7moBewxjzwME6m7JYEm0enJyc+OOzYoh1vSrLMsTch8RgYs67rl1t2+vb213b393cpjDc3a1P0DbzE0OGmU+fztV2TAG0fd+Tz8zcD3Hb7/7Nez96/vw5GX+z7GwxDTE3zWQYBgJ88vjx++9/8Af/4nd+/tFV4WA+92cXZ5u+LyZ13RydnFwsjk8hQzObcmKDFgwN7eAKv7pbz+aLnFmA6umC7YvtGMeYvLEiJIhkvYjs3eqBlXLwOc9bAATa2z6zygkLMyMgARoia4yq48i9jYMhvLp8JmmhsbcqvLem9O6N15465zQd14sQQ/K22u12RVHEGNVl6PLy6vr6er1e1zNrrHPO1eV8dfVpzvns7Oz09HQYhpOTkxQiokjKYRxzzkECc+rbJSJMp9OUco48aZqjxcn11W1dNo/Pn5RlaQB3w/ivf/DB6empGC9gdMKjvt7Pnz/v250vq4unb5ZluV6uj46OYuhDCLP5xbvvvrtYzHVKWZZlDHkYhhBCm9sx9pHDcnkL1uWM1rkSnDEq/VNFCUXh4UuIPIdAREja5qbDLz9f790zffbTJGa+vb3tu2EyZTWk59yr6nJZliKw2bY6pkYRa9xkUpOzzjnOYAxrgCqKYlL71y/OnKXC2cI5b6y3zhhXTuY/+fkLhe/uW/DOamGm+MntCnPOn3zyCREpnjPGOJ/PFbqpI3dtWxPR8fGx6nMq+kBPXAU8h2HQKlGdGPSvimVQPU8F26tvByJut9u6rtfrtTFmMpmklBS4oXNFbX7ptVWFKo14+xaD4C7w7e3NTUpd1xlb6an9ZelzvgTA/EIFkM/Ve19Ys70KZfzaJ3/JtvdAABD5gQk7IJIuu1e9E768evx6CtbXSvbL19p+/5Ue0D2Q8X/4DX6tvMpXgHV/wUrmF82EXvlav1pj5rASDqXdgaCsOTTdS0vBA62nQ4KFeL95fenpv/rDlxIOv/mjaZoYYz90wkIIVVkUZYnCP/ngg//lf/qfnz9/dn5+/jd//dfrpkmcAVFpAO1uwzlyjgak3zVdDtvtNg49Iv3OP/teVfoch2EYnj179k/+8W/d3d7e3N789j/97Sx0+eJmvW1ni7mD4vzsfLfdxhAePz6bTarl7Y3IuLy7HMczwv7iYrE4+s+qpkiJEU1mNsYtjk5mkzmA8vNTSiFnDjntrpdAqC4Qex4iEicVzBdDxqDKw5CIDGH0ReGc2+3as/Pzo6OT0/MnznlmiTHGFLzz3pn5Yu6c7/vu+YsXV1dXV1eXy+XKGNpsdpPpXET6fjSApS/DmJFGQFNPJznnlOUeiSsxJUMkYJDUjo80mYgpEqIhs5eTAiGyIixAZCxZK7KHoHOKIskIAAqLqkcAESgQGEkAM3MiYjKCCESoIhzCwjmxoHAmRGOw8C7nUJZ+Pp8Za7Lwar368fvvX15dx5BDyiB7T3NjEEBSCs2ktsbEEM9OzmezWVWVi8Xi7vYujKO3Xj9r7AcitGQkJcJ0dfXJ+z92It+ez+eIkCKDpBhTiugdsmBOnUMkzECq/oLCcq//hAAgLDEzCOy2S2et9c46VB0VEUZDJCCqRCkiDJaBh10chxylKIqzo+nR5F3nPAClFFNmzjHEgGSRjHfOWmvJAFoiEhDnvTZQWTLHOAyj98Y7B5jHoRuFEYFz5pQQSd3Whzi+eHH55LWndT1JMbOIZjwxRAAWVu4Xg0hmJiQEdSx7EP8R96ak2h//TDFJHgbT/aK+l7u838JeKhd/ocdLenaCkHJmEescSzDe1ZPJZF5xSt1up50I74yKEGTJmlIzfsZlyDkT7rU9hmHAatQOd+UqAso5d8Mwn8+14a3t7aOjo67r1ut1CGGxWGhQUjZLSkn9qbQvfij2FCeviZcq3WnWZQyGEN54440x9HVdF0VxfX3NbcspkXOcYLfdGltEZYvmTL6gshpBRkQoyrETyC4l2rXjNt5ZhJDD2A0xyzCEOIQ+xHEYtsOQco4x55Rjgpgys6imTkjjdDZZrlYXr71WFqUCpkSEZc9iEAZjDLMkEGMNZwnDGENKSWIWvvdNPmys+UFUVw+0nCsAJDLWOONdEk4ph5hTStY6X1dDH41ziEhARDap08NmI0nImKEPQ4hovVOXAjST6cQWZR9yN3IY8+26W7fx/Q+fL5frGGPb7rbbTdu2klmVM7q2TSFkzt66nPN0Ov3Jzz5FV3/ru99KOVNh8zgCS9fFp2+e//p/+CtDu5lMq+1uNz85ul3eNdOJNS6mXBRFu+tUQYRZAGBnbOE9pLiYNeM4jmMEDsCBOCKnyjcswIzOmJwzZyAQxPu7BlWjHw6FiHzmg4UG0AiAoCFy1hXexxBjP3IcOaVgRxBZzOaz6SSlHGMghBjGAXG32zrnQxhFoCg8IsbA2YPKCDnnvLFN0ywWi9lsWVWrg6LJEOOBhRVC0NpM79m99xxi6UrnzHxSWmcQsdu1dd3kzJv1ZtJM337rne99759/+smnv/rur/im2W632+22mR8LSNd1hmgymXznO9/57puvWcRqMslM/+s//Ie/9Eu/9Gu/9ms//Ul1d3fXTMrz8/OyLFRpSXmwMSYVAun7frVdtu12cXo2m02dvV63QeUlXTAhBETwZA7J/as5xsOONj5QJfxC8ICixpn59vbu7Pzs9PT0brUcx5HISFI/JLDWTibTRcwZURjRegSXVb9aBJJ0cdh17SJOmno6nzeWwKrpUsphSECjgEkp9H3b7QYoKjEuxog5b7fbqqrOz89VbmpPv0KZTqcxxqOjI53jKVBTsZraNjrM9BSRpOWfEiu0RaU8T2bW2u/k5ESLRsUHvfnmm0oQu7i4KMvyww8/JCJ9TtM02pxSkxUAiDF2XXd1daVNLgBo2zbnTMYFMbtdq0tL8fB/WeS9V7UAH7K9HioR2i9Mx7+w0HoIuXwoIvKF5dlXGet9Vn68jBd9tcz48/VNv/b5r9oi3Xvy/XWr9z6zdH9o2feF0nBfX7T/u6j35MuP7QvXxhc2OV76Qcd3h56HtqgPWPaH4M+HnyIgv0i99xIx9Rtet5ubm0ePHpXVbL1ea1H06Scf/+G/+oPvf//fNk3zX/zGb6ipMRHFvl/vthrsZpO6KGZju0PIK++zs4Ut2Tvn/NHR0dOLx9vdartZzafNxcXT6+ubk9PT8/NHq82uaZpt23fd8OY7b77+2tPV8m69XE6aOuXx+GhydDTp2q3zLNKDiLXZWEhZfFFYa4uyMuDX653KlINITpBzjsBDGjKJQWOMceScdfPZIo4hjRERvS0gc8phjJFZ1svOuBBj7Lrh6dM354tjFcsaQ9Cwe3Z+2rbbm9vb5XJ5e3t7d3d3d7cKIRoDFxcXddNMpnW762LIzFKVtfEFOtO1Q9d1rvCSk6CyIjHliFggoAqIA6LCNmPmwmpvlEQEMiAq6EhYEoqwoIgYgnxvc2726HRtkSZmnQIlACazL4EFMkskJBGGnDnGRMI5EYmzBiDXzXTS1BlBEzhAms5mRVmFuHXeE6K3rm1bay1L3G6309nkyeNHOcvJ7FRv8mkzs2RdUTV1HUIAEe+cMVR4bwheu3i8Wr61WEwnTVV4Gseh74eDh58x3jtLrkixJ86IDEIqMAmASIJoyQAAcgaQ7OtChIWDCCKwQQLILAnAkGrECkhmYeBsKOecY9+Oe35sjnuvKmOLwk9cbV1prW/qWVFNiIhln8eozzURGENISIjCnFISGYWTtWQdCdFms23btt/1283udrl6cXXz6yLT6cxaq5KtIYR7hSPVdbEoGe41x+GhFj/s0ai6JWQBCw/bXnSA/x0GZXv+OX2WXdH9z38BYfzgx4KAiDGnkKKApJQEoCzLxWJRl+UwDJh5HMfQtQpzyjmnlJEQLWqqJJGZWVfpQdBP0VDzZi6J4hgYctd1Nzc32tHX3EvJKjnn3W633W67rlOur1JrqqrS91fsk8pyqoK5ZmZ6n5Zl6b1l5vfff78oXVmWzrmqKpumAXSlL+IYVP+grKwtfEZMKM9ur377e79bubS9fXG7zMbWANAPO5GseUzOWQStdQgmZwFEWzk0RGSN9cZ7RwYFYowInLZrQIOk9X9AvG/A35srpJz3yoQoxloRHkMcY4x7A2VUQ86DWyMi7kV0RMYhaMELvKdxHs9PI+f5fC5iJMB0OqWiWBw9AUToOkgSx+itXV3fzo/g6nb5gx9+4L2fzhfLXde30dflbDG/i+2/+Jf/8k//5I9266WzdrvdTacT50oi570/f3RmjLG2KKui8YWIzIaxKsvCuqZpCPD8/Pxu+Q/+47/9t6Ynpx98/H/HcWyaydD1aehPT8+ePLnYbauqKtH5up6029YycQ6YpSgr8K6pyuvra10nDtK0aqzUyAPzmCVK5NSuUrvkzFQXKoBUgGHhBJmQYT9Blb2gNAIAkCFjzZ7FKkgGnUExLEiFcbUvQlGObe+tsa6O4wAiYzssTpuyqEcYc2JhzEnYyma9U51YREwxE1GMmTNqBVWWRVHVk8lEBOfzu6quGO/xnH1fEgHAer1er9cCslwuUcAYtEiGyFqbKRuDhfez2XS328UQOfMwDOvVZhzHH/zgh3/0r/+4qetxDK5uxjC2bavzPe/9bDL51V/91W9/+9vt3fXQtcb5lFFtS9frddu24zi23ebu5iaEcblcnhwdAUCK7Jwfx7FylfVkjJnP52dnZwxOsTA57+s9xXP6svpq3YRD3q8aBMJJ25DAIPigHkBFP7Ix5Xa7/eVfeff09HS5XoUQjLGTSdX34xjyMAyb7a5t24woQNYKGI4JUkpF6QpvClv23rPIZru+W5aOxBnjEJAV8uG6bgxjLoqChYqiSPiZ5WlZlrPZzBvSWZ+I5BQOgpmr1UrFNnmPa2VmLopCAfwK9dxsNmrKd35+XlXVfD5XuamDTcVms9GUSWd9RVHoJHC32ykzWSNnVVVaPTrn6rq+ublR6Sl9lYbWvVetiPe+qifDuo0xaKmpxLm/LD+GlxaDblEv/enl+d7XFnuvDg0Ptd9D3ecvYaLLl+XH+IoR7UuH+GfdQf+sz78H9Py1pQv+marlf28pfN9c/+Zh2aYC2Upy0P8qw+QzUYR7at+BmqL5xBcK2Pw7gHQ+evRIIF9eXoYQnj65+Dd//Ie/9Vu/df3i8jf/7t9dLu/Grq28y2EMcQgx1kVZFAVak8Kw242lNYTIksZxdBYAQAWdQwjr1fbq6sqZ8xCCYmBWq9UHP/l5HwIziMBicaw5nA4uQhim8+l3f+nb47A7OZqPQzeZlG3P23bnXOVLp738qpienz0VEWRk1m4uMvIm7iIHjjmlxElySne3S85ZkogISgeZc87dOADwOI6LqiayOUtdT7TS02CtNqzPnz+/u7v79NNP7+7u1ALYOXdx8WQ2m52cnNzc3IhgWZbW9tZaNISIzhZ1TQVUxtndbpOZGaGoKl8UaSRhVGgWAjACI1hrtcLTQEnGwN5xa7+SDBntPtID1J9yANWOgDmpf9d9EMsK2mROSE6lSRHRIBlEYJEccwgGaeh7W7vHjx9fPH7yyeXtkydPnz17sa/xkqrhJ+dcUdr16tZbN5lMmKGumhASS7LWIpJuY33fA4p6EoYQUgrT2eRb33rbOVMULoQhphFRWJKIGEPqbG8IOI6SMyIQWRBGYEQCYYAsWRDJECGSNzalGGICRkZGNMAZgLXu04axiBCjMBsAQRhz3ltDUgJCJDCWytJbWxhTWesVW7gHWSrOk0VEsghLFkmcUowJALwHZ7UREJe3t3fXt7td1/dju+vuVus+5ZgSks05CrNafe2/PlBHbQQ0lqwwvooleemGlc8HT0KDkL8slv4F4jm/rHergjJqMJiFNeMxxkwnUwDoNusQgvWOmKyzMSVhuVdNFJF9XarzKApBRVZ2q10aJce02a1PTk7UpNFae3V1pci0+XxujKmqSjnP0+kUALqu22636/VapeoUAqpP0MxpuVxOp9Ojo6O33nrLGJNSGMdxNpu99vqFOmWVZeF9MfTJWptC1EwuMPRjBEJDRTv0H3z4M4k77rfGnnjvnHOA3hjQ+YyIpMTelYiGWRBNMFmQBUxkGUNgZj1zb03iLACkBJucVZbuMMHdX1tDOtAgIkRJKsKr0F9AY5wQkt1r4n6WFAHMptPFYnFycmI4Pnr0qJlVeuu1bRsjv3jxYrNcT5a317u79Wp5fXnVb7ubq+uf/+Tnm23fTI9uV5tM/oMPPnj6+hvbfiyqRTOZlG66mFRV6eqSmupdb+x2u22m87KsjC2LohiGrq5r71xhnfceBXKI1hiDNJ9Ml3d3k8ncmuLZs+fnZJSMqrMvxblk4e1ulzjpej85OvaWhqHPmStHEoU4Pn10mjnlnNepH9rV7dX10XQCORthBPKGK49efGVViAgcSb4HsyOKAO9pewcJVZV500RcwCtrzmYGNBaNIW+MswZEdafFIHrvV8stAeqyd1QWtq58/frFWwrzAwCNHmMIzru2bRXPOYR1TPnm5k7xnEW9MNZZa6vFYnf74iU8ZxyD4jljCOM4cuQQ6Hq3nc2mMca7mxthqMrK+/Ly8vq9P37v0fnj3/zN3yyKIiNV1c/Pz88TmBC5qqpx7H73d3933N6tr56ncVxtt7P5yXvvvVdM58MYchoBIKbBGQOwByAMwxDGxCx932PGyhS2MN7buq7bPukmaIyaEJVRgvfuq2cYap6uCYxSrQWJUQAJGRn51e65jvQVn6OJUIiZ703kvfdqFZhVNxd95H0rPKVkSLwlnfx7yzGOYITAGSIDYtEJwmyxaPPOGFMY75yLMYcQSmu1l/Tpp58akGEYFCCAwOrtqZ4ZStfX1pJ2i5RXrA0a1d7s+15Fg3V5a7KnfSt1b1drh/3iz3uX3aqq9LW6hDT0jeNYFEVRFNrhUgyngmk13uoCM8ZMpvNE/tmzT1NKfcrMTI6Q/jLxnA+HvQ+akl/K3yNGJiFGQUAEYmSLhoUZmIAyZBLKkPfL5X58RPJNUlv58nmIvESveih4+LntUwi0A/11ZfSXKtto8EE4yKbuxzt/LYZ7L3WI1U3oPtO557YBfhOUoXJUDlPCw7up/j9+CdWR1T/g818QyatIpYcvwc8/8+W1geqGdQ9VuNf40SWHL3fE9dsENsY4A0RIxOM49pvNdrsdhyiEzrnjxUx71UVRoEEAZNjrCO27YjkLp5cPWACQP3+Euqvx55boZ6LeepB0Pz2Ww5V8dVUeXp9zvr27ruv6nXfe+X/+6W//o//jH3rv/5v/7r/tttvtbvfGG2+MKa537en5udAQY4ycLQMRWWPGYSi8lcyI6F1h6CA0zyoqWFW1bvzel6enp9e3yyLkFLkb+qYpiRAlptgKD8gjgP/WmxcIeRy63eZu2hRkYDItAWzO483ti08+viyLWbcdRFDN2cvSF0VFDopZiQastc548SKJqZ4TIKKRlGNInBkAjMWu79fr9XR+1HVd2OyGkO2YQ4h1XS4W86HvV+v15dX1ZrNZr5cpBoNQNMX5yel3vvOdxWIBhtbLuzAMZVkWdVVOpsMYbu+W3rd108xms8ub65QCMIpg2/VD2xF5YQQg52xReGudtYQILHsnBjJgyGRAFCRCa6257wUgs8TAyQInYWHJoG5Ie6O4+2iLNjOpJoGKNB4GBWiMuUfZWesA4Ob27nE9u7i4OD89/cGPP4xjn0Mcu94YE8NIKDEEMjCfTu/qWpXKQkiRGQwR2KIodLaaOYWxM8k0tQ9jn1LiNHqcNHWZUmh3q67rjKGjo6MYKedsLMYYY0rA2aCAMO0nYaQwnnvvO0YUY8Ai9aEHUR9IJACWzHuGehYEYEHOwgBg9kZ8ZL1BcQj7+YgTAGtt4QowFgmEMEuGHAitMYTkUMR7r2IY/dD1/Q6BYxyYuSgsc1wul5vl6vr6st/ugNFaS2hqVzrP06p2xvZtJwLOebJWckQQwL1dA6Ah4xgZMh9EleFVWWOtkIQPY8C9PcK93SXsFTvu7dEBSOiBUgUBEMgeWqH3Paldov72S/aaz/0NGYGNAAEYEIdoCNXVQLv+Q9cZY6ZNNZtMq8Le3dxWTQXADDDsIuecc3aSgUVhxvsjACzINmU1rUqDhZ97g9b6NxUfpemUzuhCCJobHcTutFWkG/Shw1uW5cnJSV3XKaX5fL7dbtXtSnP0EELOUUQ+/fTTsizH0L94fnV0PJ/NZne3m9IXw9it1+snwpaMwWyQm0lFYEsLRmh+ftIN3ruJtXYY2xgHQ2gMMEvkMI4hRe7HwCzGAxqy1hJaQ66wXmcYVeEtVovZNId+MZtURYHEKtfE+7UKwArvRWEENEDMImkvj3rAIpJBQ4QI+6lgRiDB9ar78OPL66vb9d31v/qjPxQIieN6uwGizWr3wY/et2SbabMaNpJSjrEpGm9sGPKbb31LqUSvv/NLi8ViOpmVDV2vtsub2xx7kvja08ffevtbpTPam2uaqS9KJOucE2l0RhHjmFIAFsicxkAgDmV9d30yb6qCqqpERLK2qKoxpphCaLcEeLw4kjQiwq7dAct6vS691TPNWfq+D+PIzFpmWzJFUUyqWlF2wxiT7PlaaApnHQPkzMCSc8wxEtSHefm9jwkzgrmfju/5eySGlGqPBokMkAFr7dC3aQycorV2Mp08On48nzVKyrLObncdkFltltbaMIwH/l6Isaj9OMaiKLwvS++byWQIPJlMyrIiYwCImYcYVPu6bduu6wrnh3ZkSY7QGOcqr3VL4ZwcHynAcrPZbbvBlfUYUj+E7e4KEX/39//lz3/+8wQgZRWj8p5dWU9Wu92f/Ml73ep2efWsqarVevfdX/mVxfHJcrvbbrdVWThnYkQiM5/Pm2aqNScKLubzrutKX5CBkAIQzedHgq2AxBhYIKYyRKNcfTJWRCPKPuU5gM0FiAWzIIvJewMTAVEnU0TN7EVI7sOWEQBAQzHGfhz6vgeWsimZh64b234QULY1DuMoRGQcEmYmYWZJ3tuUwnYbd9v2aD7ztS3LxhEUhiwBMRgwggaAu263222gnGokiSlOK5U5IefsyWKhfkve+5yCtVZ9X7SJqfO9vVsDs25M4ziq/frt7W3XdWdnZ4eCR2l+2q8vy1J1dJTCM5lMEPHu7o6I5vM5AJydncUYN5vN0dGR8hj1aWr6pymiEoK0lTmEcbNejyGU681q1203a0I0znjvBdXZ5TNz633q+w0Klnv1EPmi/+KD//7ZQI6vTh0+q/fGlAEFRPabGAigJEj3RA7NWFWXAPbKVQC0Nwjaz/TMoYgCBHk4sZP7/Fip5XLP6kF+hSb1knmAUiNSFADNtvXfexge8v1n8L5+EGFmOryVntCBlK/hBukg2qYGPyJ8eNMDs+shMhC/1D73m453vnCEuO8p6p/2mcY3e3/8wjJPHi4hBEDZ09PxYMguYl7xPBAAuZ4uq4MAACAASURBVNepRhQQVooKquET3ldZjMge7/OWfRGP+w+WvV+c9vmynlS+v+xIzMyQPzPMyIIp472aADAAYhZOYRwRZDpprDM5pZACg6hnmjBzyrrfAIhaMNv9BWSOMQz9enW3vrtZ313fXF/fXV9vd7u264cwMoOQJYOQkzXkvPo+e++9dc77oigr57z3vpk0ZTMx3pVlWVeN9w6J9MnOWmucVpxI6H1JxmSRezNoEuEsiEAMxPv2PHBmS/uKmEGY91zpmJL3xTgOKbN1rvQ+xlA486MffP9//9/+wd3d3eMnT6bTSWaOwmNOu2GYzia+rkfmIMhAOWeWTMLC0SCAsDIPU8oq2KBd+ZxzWTQiSOQsud1m27a73/iN/1wE/tk//93V+qb0ALm7eDxvilhgd/FkahBDe5NzRjBnJ2dxzABANolkRCkLOjqqj+bHcmYQDCIRGFBQH+QkSbJwjCmHzMxZUtwHjL0cviADG4shxjbEYbmKMWbwkSkLVlVzenq0vL3q283HH3/ygx99Yohms+rRySKlod1t//7f+9v/43//P/yjf/Jb7733bzH2i+nxZr1OgCNiRNTuIIj0bWcYNtuu8hUnFrFls0CQlFJRlIrP8r6IMYzjUHivM11rTUp5Op3d3S5zGhF8TsFZo4oUOcUcxsL7kIJ1jpkMoiFLZBFsTBiDhJGRyFo/DrFppn0Xy6YWS4Jk0VAGiExgx5jbMZiyvL1d/l//+P/8/g/fLwy+98d/tNtuCHLpfd+Fs9PHdemenJ8VRfGn2658o6rLKcqARrz3Ivl2dbM4nv7rP/iDob/7m7/+N8rS97vVrCzadrCVid2WADwCgPimAoA8tChCIjxkA2IJ0Zr9zg+y1+VEm5KIALIhMYCAQIzak9EAK3tGHIPCWTVKgggIRhbW92Ew1ltrjbGGrDHOWAOAIpKzAIlxYBzd+4nGcQwAOIZQVGXOyZcFWL67fRHGDol2XV6vNx/8+Cc5JkfGsucYJpNit9kczeausi6FuGutKRJDVtBJFoJMKAKYkbIY4b2d+0Gret9pYs1O95mQRUZgLeYJGFHIgCCCQTCE1qFNLBozrbdFtkEEk0AGZJXRZwZAAkL1aCfzUAQUAdGiiOR705e9s5zs3ZQlZ0hJ4sCYSosOhMPoDYghQgBEV7hJU8ccb+6uJk3VzKv3P/rx3/k7vxGFV+tNyimFsV3dDG2LlkMeY44hhLN6CkPiXVcwbrr1htk617VDXU9Uqp7+X/bepEeyLEsPO+cOb7TRhwiPjMiMzKwcamo1i6SEYjVEQgI3Wminbf8bLQToBwiEFgIECIIICBAgURCgBSEW2M1mVzerq7qmHCIjMiYfzdzM3niHc7Q4z8zNPSKruovohUB5AInICAtzt/fuu/ec801KzefznT/n69evkyQJIcice0f1rOuamcUqXcz0mFlqrzRNi6LQWgs5qixHeZ4/fPguIvZ999G3vn11ddm27eNHD1EBMbz77nvOB1RgVEy4o7ori6zfNNZA5SlSMMgEKsFwfJiniSYKeZaOxveTNDXa2jRJbJInpm/axfV1jNz38fj4QVXVWltQ6vDo8N69e9PZRGvdEQQcHIlspCgRdhr61rsQGfHs4mq9WV9dLn3gpum6rrMme/HiVe88EzFT33dd1+TFGBE0oCX9L3/875bLiyxVWaY0xjy3ZZmd3D/Oy9F//I9+OCrLjz760PkWCQ7nB4rV2enp5eXqn/7T/+LzJ8/+6//mv/0v/6t/8H//qz9Z1w2gMYAMnFhzdXZ573vfHaeFUez7zq3XJ7MpkFdIudXnF6dHx8enly9OHjyIgeqqytM09k2WWaDrk0P96ftTQ6tvf/qfPvzw2z/+87+q6mubZlpTYiH0VbdehmqdpZkNIUlTa1OdJcxMgVgZbYssTRViapO+7+vVNY6sC1B13se4qbvJwVHVU+2iDzUmJRFpY8lYY000vfPBaqu1csErRatmBYqyMo0xRo4cmYiV0oFjiGSzFAACeURG5PV6mSY2K1KjS2ZarNfULTYrO5sdNO2Ke1NOpk3b1q47Gh3GGI3SiiFL09poZS27SKiIwQdyIfa9a9rOdaFMNCsVHPkYiiLbrK6lo+BIVpkYgUIEogDY9m3TuiQxbdv44Ijocr2um+bXT56kSbp27vDwoO/7L148B4XKpm1A0LlVSdu7quqJdJqO82JaPi5R8eGj5P6776lffV5G+PSTjwWXJooiDDs/P68bp5T5/Msvjo+O798/VAasVdODe189/dq9fD2ezEEDK0+AqCNjCJET1G0ApRR7hwSbptEAfe8Q0YdYN52PEMBEnbioPCvNjBhiJOBIQEobRSY4SrRBiHlhkfNnr16ePHr4q1//2lp9MJ+s12uFyhocF3nrQiQIMTjnkjxn5q6tbZrZRIPn6PvU6OjVwXjGHjSlm2U/KlJt0VPIrU4suuC6tjaiX9DaGHV0dNS1zfXqKrXJeFymqWnayhiTpOZqcWGUFp9VRDw9PT04OLi+vpbyuygKCWAQKE80fu+8846o7ABgPp8vFovFYvHpp59K0rpz7ujoSIyaJWdPqvq+7xeLRYzx2bNnotl79uyZRIMi4vPnz4WtIHSwyOScS9PUWJukqVbKpOlkNi5GxfLy1Dtf11VV18dHR20bFRq8GeHLrBAHvfDQTtBeMMGurRA3ab4zdWQWh3nBIYbsYhG5iAZ7s9lIDoRgeoOamiju7MTUXieFe/0eDyAtA9+ksSk1WGgCDr94z9RsB9upPVbktq0Uh7d9sRhLZikg7RkG4Vvwjl2zR7xnOqL2dGl44/aJt4Vb+w2ykEsB79ix4PZnwqE1hbdye/6/Hk6Ae+AR/g0mA8w0OBaAAojACljwuhuZo9w8BjVMuZH2fbek4hsaz23rqQTyAnDOS1a4rC5jjNU2stLaEEXveyAyViujIPL19fX/+D/8s6LI//iP/zhLUzRoEptlWQihqequ6/q2t8akaaq1On316ic/+cnrl8+JQtc2q8VlV2+s4sRYhWyNGY0mJw/mRT4iROd91zTR+7Zt+65qquiCF0sDT3GAe5mJufMdYURSxpq8KLIk1TYBhjwrkizNkjTJ0jIr5/N5mqZFlpkkSdM8yzKbZMaYvCjSLAcGVphnqetaeYgjEQMopUFhNioicxSHZYSmrv/qZ//uz37yZ69fvP7uH3z3P/8n/+Sz33y2aTa5tZSlk3GZGoPASETBAQXgSMEHDkRRbAqtljg4rZQm4hBdt/1q265tWu+8iJUHK7O23WzWdV2t15vZdPTJx9/JUhX7db25Sm0iJoRaa2Ar3bx3fZIkWVqOJpPecZJmjjlGin0nIniO0sxGHqCsQfFSFGUIIQQCwLQYifS57ZtyPM6LESjbtu26qvOyTPNcc0TEUVkoCAA8KZOjw+Mf/OAP5tPiyZe/+eKLzxKtEqsR2CijUTvnfCBAw6jSLO9CfX193bedUur58+fKaG0MAiqlGSCGEGOMMQAwoolRVE+eaEAzlMqSxBptlVKEaK0dj8ezyUjYHa9fvfr62dPBsSOQUsmOQaG1YS1E10TcaBCVbNORKA7MYRiMQbYbWpqmo9E8sblWWmE8ODjYbDbO9dYao1WWJsDFbDaT6nkymY7HEwDuQ4PRIZOx5qNvPZzPLHLMM4XgsgwAGo19ajNQNw/u3pM+WKLLiUCogJEYmW5oIQYVM8NWCDHs1THKwbMlQkfhYmwHYQgsSJ7RSktkmZhobplymiIBsLW2KLLGuRhjG1utEmMsMUYihQa1khktKoQIkSIBGGWUVVobZgghJlaXaRoUpEZhmpwczbNJfnQwK4t01YYArAdHFh7IDaDkxNt6RN/KJhrwuj0yAg//CraKc41IkoI+vHjfMuq28pxgyPvbG/KhbImA3wjvyUGlgAAHHQgjA2Ca5RyjD9HadOP5/Go1nh/cf1hQDD4AxYgKAM3l8sJ5v1pvivH44PBY7FsUxuXiWmPmPU/aePToW6BzMLZuwzuPHmfrTTEdX1xcjMY4n84klbhpGkktE32UGNM557Isu7i4YGax6EzTFABkXi7RxmmajkYjIiqKQvxdnj9/LqFV6/VaBDlt23755RMhcObWEFFgKkfjyWRaFJkGNsCffuuDP/j+dzm6zeq6yNPMZsYohVwk9sHJcZGZGAMCGasjxRgjAcTIBpX38flz8T4hiK7Ishi58/712dnF1ZU2BhEdo2OMPjjn+qYVgWLTNK3rq6YmZkJwwcdIZTGR0iCxeYxUFOUW1YxE7H0IwXGE0mTvPn7vWx+/bw0+enSvKHTXVkdHB+8/freu1leXFxrVu4/fA/LBhVFRhj5UVbVZtzdFDgJthaP7hYqsRO+c884H57xjABWVtni9XGZZJtYUSivxHgxdMx6PP3z8XrNa3Lt3/IMf/L0f/fCHdnJkEx02ziSWgazRSWIouK6tMHqNalzmVdcaayhEwsjARDHEUOZ5CL5p6k1TpVlqjC3KUedd60jMb5U2BoEBAZUYa4nrSWZTZS0AMROL+SZqRscIPJBb+GZafds9nJm01sAcYiAipfXsYHI0H7neL5fXs6NjQWyU1pEoxmi1Qa1QqRijd+xc3/U9RzaGjffD07ozgmeQfVjW9nD1lO7aRhgKzkeh6mV5UlUbEXwYm0wmtigKa+3JO+9orTebjTFmvV6jthaT8OVLnaI1Fhh8iJPJ9PDwSEGM5FWSFuUoAiOq4+NjYRiKh2TbtiFEAGzb9vT0LM+Lozi7XtUH84kPoeu6uvddH7q2lT1IlNEAQDfao11Zd8tzUEJjeKjittd3sKZiIu4755w3REpjjCHEEMU+y/UxRoqU2KTtvXO9NtloVBqb9jFuel93Xdd3ShvXd6itMYaD7M2gUCEoiqQZDclMFxCIQcTtDEoRg3N9Xdc6IhEBcNs2zDSfz6fjsbVWNMCzyXQ6nQqyNx6Pi6Loug62KQvOuYODA5Ef7wL3xIBHvoRt/otf/EJo1YgokYw73G+XVue930U4SLaHfDu513IuCMGBgPM8b9t2tdnIpKDtO2bu+07KBuk7dgaodzhqcs4CoNZDxo9MUm+b7kCS3MgUlVJisHrbiAUlJFnQSzm2ROso4Ofu3WKMWZHtNJzCX5W20LwVldr1e/smh/uK0JvGChERdybFu35vyyXcifp23G5E9RZc8k0fjjeiRd5g+smFu/2CGzuZXa7a2wxK3vTP2Oc073vS/AfyxXt+NcwMjMC0BaP3usWBxqQYd9VR3NK5B5Bw+yb6Trcv/OxEm63gnkNwSpnoPEUPRIDEUR3MZqN37l1dXrbNZnH64l/8H//bg3fuf+e73724uDg4OHj06NF8Wl6Tuzi/fPXi5Wefffb06dPrxdJaaxNzfb1IjC7z5GA2TjObJfbe4cHsYJ4kWZbnaZqDUhRZnJeDj1JzB4ohxLquN3UtLlBN07Z9W5ZZ3dfNpmraNviuj546cL0DYk+RQ4yMyBy7YK1NkiRNkyTPJbV8Op1meVGWozRNkzwZFaPD+Uym5tbaoizLcmyt7asmMpfjsTFmsVj82z/5N3/xVz9N0/T73/v0vUcPKfSur7tqQ7GH6A1w8G3iESFABAtMSGBAsQYGNgpIaeTUWEgSY9ROWCs9m9aamHfiYylf8jw/ODhAxOnk4GA+i75dLFbR1fcOjtq2UWgRUaFhMPKkpenIu9C1saldUztF/XR6wAwQaXDjICagpu+2wshhD5JxVAgkBRaAQmST6KZtF4trRhNjdCF6H5iHCLy8KIADAEMMJ/cOv/PpR5vVoq3qau3Pzs5+8+vPv/76xXJ1HSgKS1naVyBuq6pt27ZudvY8WZ6HEFhj71zcRlojoqSUyjURnbfIKsL2a+DOdV1jlBDbxPJLjgTcm33t6OhyqRnUnaSjG4Y93tqFtNbj8diaTGuNqA4ODk5PT2HPQ1/uo5TLp6en4/G4LLNApJCJAwLlo6TM77dNhcrH4LQBJjKWbaLI0x7JkHZFFrPiAVliDcykKWJUgMQBaEv42Z+MCcH7LaZw8so9KwulTcaojEmG/ifunJN455OEVvfeIykEVolVSim0iBFBAyuR3TIQsCLhKCAaY3dWeyqB+cEUvc+tXcWAHGJw3vfe94EZUMxmdqYsihCAFTMQbne23+qitJsD0v5o8rf6ReFW2bVV0Qjbm2mIqbg5wX47L+eGAM9ICF3vW+c75yMomxdFOZ3Nj51npTQqa4xJE5OVowcnCpQ5vv9AjUpyLsbogV0fXi82F2fPzs8Wp6+vlCpRZ1Hhv/6Tf/Py7LztfTkdX15elmnSNa0URs65XThNkiSTyWQ+n4tCpixLpdTR0ZFIa5qmAYDNZrNcLgXWq+tannpxNRDDA1HUiA5QmKKHh4dJkqSJkWJFa6O00VohkHfdo4cPfvSf/MPg+idf/BoojoqSKbi+RQroaxegdy0iWKtEogSIPsT1pkXUF2dnBICYnZ6/6h2ZJK/abtO0LngiihB9BE8SHgOyyAEgz3NWOJ1Oi7IErQLFGDjLCgAVYwye67oRNSMA9H27Xq+qGruOA/sYvbU6SWzXVm3bGmP7vm/bum3rzWa9XF7laeZ9z9H7PlhrowuSi72p67Zt+76PIW7T203r/PCg4nDSFqNR6m01mUymU3nKiqKwH9vZ4aEPXJajrnPe123bN3WX2mazqdfL1euzi1evT589+3p6PwbnUmOt1hGgbSrXt2WRqaOjLE0vL68uzy/qrrMUkG9KQ7E3fHD/ZD6fj0ajPM3OLs5vrP/0MCsRF9z9ypiBR8VIJwlzjNFTDH9bk2qllLwXEWmllsvldFKIeBIVvnz1qm3byWRmE+uMlmGWlPK2yBVAWZapSaxNi9FovareyrS6mcsQxxiLopA/NC4IpJMX6WQyXq9X4sQoD8XFxYUY8QPA0dGRUsok2bLxIQSV3BjhDpcIlYQmDKnfRIvFYrVa7exA2rYVG9XpdKqUevz48eHBRCMVReojTKfTxg1n9A3TmBFR7+MTv5cY+Ga7BoCu63rXOtdFH+Rhz8QbWfsQoet9XdWR4HKxPD0980R5MZpOp1VdO2mMsywG710wZnBMAI4IQWoR6el3nUaSJKjTPM+TcrReLWOvE2PLsjw+Pj46OBDnp81mIzr5nVfK5eXlYrGQ3Cw5kWUzkTpKWj4hokucupQ0wt4UuZ0EhEqLuFqtyrKUFyNinudCRJdNT2YoEskgK7zv+7quXfCLxWKz2Syur+VfNd2QpdF13agcyfvLbmaMeaPfo+1ZI0Pe7bHDg5B+u2wUURSb351LtNa6quq+75ghy9I8L2RVyHUwxmg7HDry5IodV08kesh9bxTZ0s2b3oZ3mX58S183kPd2uUWSDsxwp98DQEa1Ha/Qtm5gYFY8JNluj2P+JsrpbXuYbyBM3vU/xDtBC29V5u2itP7/rxsBHLLwMhH1ntxOSpU9sFDwPWBgxYON5Y3mZA+Rvi1s244MiMLWdSoSB0WQWDudjMpyorXyrr+8OH3xvNmsVg8fHD9z9b/8P//3f/Sf/eMisz/+8f+zXq/fe/SuqESefvW0bRrhSBgkxQwhfvStx9aaUZGO87Qossl4PBmPtNLMAAq11oCKGcoiCyEQDaBxiDEEevz4vT54iizUCOe7qr4mdhyJgfs+tE3Tdp1W2vXeBR+c95HIBQg8CPyZIlDs66aJq8tXvXfDE2iVQpNYq8QW0piiLIpirK0py5G1dn54mKb5er3+1S9+iUSpLYLrnj75Is/zar3yfXdx9tp777qmrTep1VYjcmQKVimltAI2SsvuwBSXRRGDl2ZLnn/Ja87zfNexiBXV1dXVZDL58MMP5/PDyfQgTcxq6fN0orM8SVOjs22GIbtATKw5AQbvW2Zuu1jVXd/B8xenWmujtbVWa6UYAGk8ncZtswcACFvEBrU4cRGBUiC8vq5zkVXbtiH0dV1lmdFIXddNRqnWOvROIRnNrq0Wl6dNvdIIRuvW9XXTdb1Hbcez2Xg6q643zrnF5VVX1eILLzHQNk1AhNp0E64o7Hwh6EvukxwDO8MeORKke6/ruqnWcir0XSt2XogYOeyavX3Hqd9hnnSjCVKi+cvzPE0Kay0oJ3CxWCkOR3LfywHmvf/666/zPP/Odz6xBhRSZKLooiejIc00BUeht4mOHLQBbZgD3Qb3eE8Bu9tsWf5HMQOwGmbJu6MC4s1eeyfpxCplZOHJwlZKMWq0KcGNMp4ZiVmh0gqV0qI88S5s22OzTbC1SilpP41JmDnSEI3BqEBpBUYpI1s8MmWpASSj2CpCCl0XnO9C7BGM1om0i6xEb8fAigbCJBFvUQUExQistlGDLN2d7Bdy4RAQkHc3DGEvD2aXV3E79YiIiJFBwXDdWcENmCP/hnDQPuy3eVsj+23LhwCsAoGxaTGZ2bwcW61NOp4dHh4eRPJMIXjXb5qqbj7/7FeL66snXz31HM8uruq69sSrqn727NXZ64v1um7qUJbzyMpHTLIcjM4nk3w8fpiXkzSl6AFAat8dQUi2C1G/EJEA+BJXJXhdkiTiii5VbJZlbdtKgQUABwcHMkF3zl1dXZ2cnIgluve+73ul7dXi+urqaj6fP3z4UCsgoti3XbXuqlVdrV49f5onBqdT4Bhcnxq0kFujMUYAsMikGAyi0SGghrL3noKr216ZcHFxdXp5laRFWk7y8SQ1moh6H0qtkyxViFrr1CapsUqpPnittewSnXdt30WCUTGSzaqp+7puRDfLzOLCKruHURp80FqjAhf6EJwxKaJkuXUxegACxcpo1KBAZ1lGGPM8L8qyLEtJp9BGaH4UILzZGK2rTfD9qtqsqo2ssdb1X3311TvvNMvVejydKTR5Vo7LHEPI88z7GAjbzr94ffqXP/mLdz9u2rrCdKIYtFKz8XiU533XXF2eC0J7/94JLRY2L2SJFkVRJGmaplrrar25vLx88eLF4fzABX+g54EiEYlpzU6KsvNClIrcOWdQaT30sLewgb+ltxyimh8eAajT09Nf//qz45MHo8lkPB7f+DswMiIhOud7CpKN7qxNbLob0+xPqXYWtcOGgxBjrDbVcHTCDZfh+noZgk/TdDekODo6kt24qipm7roOXPCkvfcqBIVabHx3tXWapjYvxFEsdu7999+31rZt2zTNer1O03S9XgsRseu6L7744leuaarVeFwUo2nb9kkxUjolAtkndl2zZCT83l87h16NWiS7fdcpjVla3Ds+Ojk5qTcb6W+ttQJ4Mqj5fH7/0ftZWT569/HxvXs//+tfnJ5fKqU4xNX1cuH9MOGKQbFWRAqIKaqt3/JtzpkCUIPBmNKI2LatmGGGELqu870zxohS0VpbVdVqtRJD4N0sVTo6a+29e/e892dnZ9Pp1Fo7Go2yLJPUmWFkoLXWuq5r4TQdHh7u1qrYpa7XawEJ67q+urqSiAghKcxmM2au61qyWXCrE7HWxgUppY6Pj9er1U7bvOui3zI9JCTmwIEhDsbOCFvRmEqTZLC9NIoZmIAhMmFkCp6KfDQejxE0UYwUhF0vu7HWWgHK4yCfd3cGBR/2hWlv8ee802XdAdlu1O0IOyxyhwS+2e8haNoq61Dt3ocQUTIe33QB/aZq6RuS9PitSCDfHtzufvPmnvNmhtubXm3/QfWEO1RaHLTwhg2qdtHDDFvPFhY9z1AtbZWZwCh9nmJGAK12lFygIMMMhCzLRuMCEZEps8o1rffN5dlyubx68uWXv/rVL6+vF9eL5Wq1PDw8BPTN5rqrV4nGvqm++vw3su1678ejkSDw09H46OgoH5UEUSd2XBRlkeaJzdLUO1dXFQw8LJAJpjKIyEqhcDaEUb1eX7NCra3W2lqtbToeH8lxJV2lc34L+AyRUySEpEYIIp0UuL13znVZlq2rVd004nnRud6wJyLnYxvj8opoKOaiMSZJskiEiOPpdDI/7vvm+qpmhCzNEGA8nbx+8XWkuKkq3zXV5lqjisEh0LB3K/FeB6usUtDUlXiXMdGQBeycfAr5IKKukbO5aZqLi4vVpjL2Cijmmfn2J98Krn767KuyyIbYVjSMSqEFrbq2RcjKYnJ48AAoVYDjkRO3GEQgChxjIFpcL4lE5SUOOso5Jy0BIkqnrZQqy7IclTYvtEqu16vz80se6L6x944xtWmiNNgErcEYemvUeDw2Ztm2ndY6SbIkz7Oi7Hr/i1/95sXF4uuvv1aARqnRaJTaxBiz2WxcXfsQmqaxeWYTS8HvdozdqGxnZy8+YNLmKaWYgtZ6Pp+PikwK3Ivzs9evXjGzcw4Vo9JvjsxijAC0PymTMvGOX7/cnUhRmKJSUJZluau2pbCQ5nw0Gh0eHopUnSECM0BAICJq294oToxxvkOKkZgo7tj8W04i7ZkMDbLSbTWGQBJSN/Tod3Zb4jiYmAg8eVvkvANFh6k/KDAmMsj1lIZNfoYhCdMq773zHlNrbZrYXCkjZQ2CBpR88xuODCskUCCA1kBxiQo59F1oG1JA0aUWgyJQAIq1EnOSLWFGRlmiLWZkAmIST6MdCerOPs/CvRz6QQSMb02w3VcTMLPazS+l+gGOW1Y7DaFkQ9vH32gGfetvGJARGQG1RWX+6ud/vbg4b5rqJ3/507qugKIPXd82vm9j6M8vXjVti4hodeN6ItJJ2vTkHKVJlthiNBtNJ4eL6yr03eN33hnP5oEpLQoFkCu1WV9XVSUTdElikBKn7/vDw0OpTYVuJHWYuBocHx/LOFzG5zHGi4sL0ZZIOSXUqa7rvvzyy8vLS3FIFjKS+H9s/Yc6oxGZ0kSnGhIFHQcMbZKNOfTIhOQVGK0oUQoMUogKGJiQFRBjlATC8uGDk8hKpyNQeeup6x0BKp3kZZlmmU0zrVGpIXpRARrx2jVaKRWZ6r5DCmi0ChBj1FoZY6wlY0xZlsJQENqYbBdAnFiDH3W4bwAAIABJREFUyLJvMNJ4PGZyWqsQndIgjVOM0ehBABEHVh7dhKTdWXsINJA8gRHysgheiz2jbKjamnfeeXTv3knvYprk8pM0ddu2PRCvtCECRrVZ10RkNSbG+EjedeRd29Z914zyHO8dZTa5vLy8uDiv2i4JtLu/zTa1fDaZ3rt3T2td5sXVciE71R5jYyB1y6cQ/jA6qOs6IbZWE0WF8LeN0boDLbx6+Xozyp3zRTmORJvNpq7rJMnyLIvMkQkJ2NokS01qkaEsy9TaxKblaFRtmtuPNsF2S5GjUKa90+l0GEuBEqgQQed53rYcY1wsFqPRaL1ey6refdiDgwNQJqyaoiiUtXF7AYUbQhAZYutDOZ4CQFVVP/vZzwTfk14CEaXry/NcosObSuepSay1aZ7no6Qouz6Kq8Hdavbfoybd4Tw74h8iT6fjw/nBo4ePJpPJarls27brOmMzedK1SbJy9PCDj9GY6ewghFBVlUjsdLJlW+D2nTkiILJCIGAlVo5KqRjZOecUtm3rWLdtmyiQbiqEkFrbNI2kmZdlOR6PpaURq5XxePzgwYPJZCKcYYFkLy8vvfdCyRHmi8xn27aVidvV1ZU8lVrrpmkQUfi0m81GkEnnnHAWZDGIW4z4fApft+s6uQLleCTunZFZa922bd02MpNVSlGkfRCb+U6MlxqEHXsPu3R9u2EEbpNrYfCRohgHh9VBN2iMVALD0Q8gqOaQWwsg8Ils3fKRLVi4HXQ3RKS+CXntP3XSO96geaL/wxsYbViFxHvnn0xDWe0IliwiMIGPGBEGp+zhn+g9vgx8U4Ltm1Oi3cTjlrHKm+zPbw6RezM94j9c0O8NjhGz+JgigN7D+vimSNoubMUgs2kGVABKzHpknD7wy1lEOxIIE3z36vL04vJifX21ujhdnp9eXl5U1abtO4hxVJabal2Uow/ff9i29Xe+++n11en/9S8+H5XFw/sziViajseHR0d5liXGGrFYsRa19duxHhPVbWzqWilQOiEmBARWGlFpcq7XRnSDgIhaGUxV3zs1JHfFSAGRiUmqxkisEFOTpCZB1CIORtCAQCHaQ6sAACjGECkQMgK0rlVKAZCEicUYIfC2wYiud733xMDAfe+IuJeZt9LBtYlJzCgnZqVU33VttaYYtdZWQXBttYoUY725RnKJsXJP5BDzLpRl4ZyLNOD7WWZXq5V3XdPUXdcVud0/pwFgsVj8/Oc/v15V904+mE0mj999uFp1v/7FLy7PX+e58BsVo1LaWJsoawkohHBwcPDy1aJp6jxLgAli6B0zR97WM3pA+nbz1CTLsr7vnPPG6NFoDAwu+MvLRXtxta7qopgQU9t1jKCNiT5UVTUZpXlqTWralotcj8fFZm2SNNEaut5rkyVZYUymbbZYrX/8J/+68dx1/YfvfwAhlmU5qHT6Ps0zYy0zs8ZdNOqOgSM1rsz/pB2VM1tLu0JRKirft3K2tU0jVAoiMkbLvrUDvuRee+9RhV0O9a7CuNPySS3Y9Z18d2tt9EFacWnzZGQujZ+19kc/+pFo1qMLfdNpBVoDAjKxx0iefYiJNn3HzGCMcp1TkAiSh4LGMwEjKBQLE2bFUsOFOLBTd5R+Dls1CBAPodqDdwuiNjIWsdYkSundTDAQE3DoegKgCAoN4MAXICLXe6XiQAJcXeez2WTGZpwyxxgcKgOAMXJgwVoF1bOIGlARKAaUOToAWGMQKPjeaFTgFURrjZCXaVAVGeaIoAY1LmhgZMZIPgaSZgZAkdZKKSMK9G081c5Lemvbq+Qdd6FVt3gRe6CxJLNFpgiKmAiQ1LB10o4gsU2H4EEM//bNeG+oqXrfn18u/qf/+Z9fLy+PDw66rg0upolRSBrZGEwMpmkyHqdd35fTMgsxEpkkzT25wAiowQDDer2YT2cK4vXV6XicPX/2/N6Dd66Xi+hclqSiypNiVGoIGb0LxBFCkIE3IlZVJc2hTMdFBScLuGkameOI0kkc1cuy/OEPf9i2bVVV8/l8s9nEGCfTOTNTjEQh+B4IkckgGGSN0WJMFeeatYRoKFCKvXcaKPiQZ3YYSyADU4iurl2ej+fzCbFKi9ns4MQRnl0uV41brDam69OiyLJiPMrLPBWuNDALCyL0zlqL1oTIzsfgSSuNQ54H7pK+BNLX2uy2juiDttpT1AoODqcHh/MPPvpgtRwtlpebqorRmdRkaZJmNjgv4jEi8hRjpN45F7wLPhIxAigEhYS3UHgC6Ps+BBcogkKNxihM03x5ufEuUmBFSjFqwMQaJwE5ee6AGLVJ0mFDE69XRIWgrUmsiTG0dcWJBaRxWXYxJImRkUVqtbfaWp1awxzbtt1sVgDkgytGOQWQIJBdXpGMonbYvtY6SxJtrVIQggdkrW5FP//ObkTeVqzzidjY4mJxHWPY1N1yVd1/cK8okr5vhaARGZhZEwRicq53bdcnyDkwWtdvd6/hcjIQMcUIMt0TqXaWZUajtGFpmu0QpBDd3//7/3A6nX722Wda688//7wsy+fPn6dp6n08P7+MMUbG5aaRFeJdkN5+vV6fnp5S6CP5ddM2nbu6uqpX64uLC9HM7+YgMvsIIWw2Gzno16vLyXhcKlPkIwQdgyOpTlntkrQpgla/f5UnR3/f98G3RBNrdZ7n94/mh/ODNNPrzXVd14lN57N8tamlgwrRPXv29C9+/qs+BFQGUDVtW46n9+7dG+XFoDezRm4ZihH2do7IgAwKlIncsRrYlSrNBFlloK7rptPpJx99JJnyh4eHbd2IU5QEvYiiWFxJ1uu1DDGLohCYVLgGMpzaaSO11vfv35eDUkjpO8RVHtvxeHxyciLdo1ikSsyM1HUHBwcxxvPz877vxf217bvFYqG1DkTCsqmaWlgPTdOmopRWSk7At612JJKEXhKxHxHRoOgX8rLfBYPtY3RSNrTtMGWQobAPrihy6TbTNE1tIt+62VTvv/9+kiTr9TrbRhzdsb2Et+atv8nkvIOz3Xovhn0R3Q4gIiYajMSG2n8PiWY5RYeiZ48gdIdvum+SqfYsJcXmaEuO4q16RO88P0VfP7yYBofPOwPaXfDanjmN2ocZv+mC/M6/hW8IYvomYsOdqDfJ/dnJJneXfRej+Sb54U5o4R3U9LYwlN9qRfPWbHGRgSrQxiTC2NKIkYNCxRzF/gAVblZrbVVirVYqUqS4VeqwtEyAyMYAR9BKjcYlUPizP/npj3/844uvvjQW3zk5Ho/HyXTEXPauBQBjyhhDvV6UZXE0n4zePUnTdD6bzmYzIbkh7+IlbqVBWJVEFk8IACBGUWqwGmBnqRBCklq5ojgYDSEzWaslHELrwZZBowEaxpnAIIosItSQbrtfUNoSb3tboxWkiAQAeZrJdpcMuArr4TBXgwE4D9JBsfRI8oyI/vrnvwi99861bcjSZDweLxYL7/18NiWiGNyozLMs22w2mdVWJRQoUIhe3OWV1rqpN8amRiMChhCViGdGxWQyWS+WwoIQlvkOyxIPzyTNbJK/eHn66uWpUWzTMSP2PsTOZ0WeZqmL4Pq+abu2a1erLs3K69UalVeK09Sm1hAFa4eDH1FLSS2ni/cuAWtTHSg0XbW4vtpsqizLFNq66wHAeaesmc3naZ4tl8uT+0cfPH746sVXC9cWRVGOoGorVphkqQiTbVr8L//8f3364nXVdE+fv3z84cff//TTX/7mS39xqbXWSm82m8RY6b5Go9Hl1VUIwdq07TqgKOzN/Vzagd1ujECjkmU3Ho+96wQR/fYnH2VZ9vr161cvX27WKxHSMERjs9WmRmNkOibHXpZlEjwgo03RFgrrg7SSKyPbd5rZLOQhhOvr67Ztsyz95S9/KXlldV0L0JckiZTIEmOttU60MjpG77M81Vr1XYjRz2azPB8Bcd1UStnIgGT7zpd52bk++qCMds5bY5RWWiEDRwpACgCs1kZrQEluigTRWEtEIbgQAis2xlhjDCZChVLKDMDvsDkbpVBriJEiURccoEaNCCrG6LwjYu+8976u6/W6quv6xetXj7/14Y/e+6M0SUOg4FkrjJGV0haNVsZ7T5FciEwKQIEyRByY5NLJjUuzNFHsO0rzTOe51jZGRmu0TpiRIiMBRYrBR4oBILIGjgxMgMGFGDlL0iTRbLQxGpilkFUKI9NWOcNEzEorEYz5YIxBihCDQcSt13GR55Eo1brrupJZWxMJJPpcIUQi5og0mEFprRFgP3Zod0AYWT9FHs4v0zSdzWZd1xlj33nnnabeHB4dN9Xm6OjI92JO0UaKMULfesTyyycvH757OILJdDo9PDoaj8c+ugcnD2IAo3Rdt3/0R//4k4++m2T5xeXyv/tn//37D+9HiO/cO1guNjLyaJpGijy5DlVVNU3z/PlzCVJ//fp1jPHo6EgCGIhoOp3KywS1mE6nSZI0TSMLVRoD6Qxl9A4AZ2dn0kBuqmYQfFJ4cP8wuN5qRObofWbN2vvgXAgOklyhIlYUfQCFNk0S67xDhWiNGAzpVJVkvHdFWlyvN2fnT00+c23DzI8fP75uuq73XYhPnz7L86Qs03/w936AiJfnF9aYPM/1EDrKABC3/cbO1EEefzGtyfNcktOMMc5hkiR93wSKo2J8cfX64Gj8wQcf/LrdnJ6+Pn31+jvf+eS9dx+tVquqaSblqOlrYtpsNtfX1+tq44PvvEz9hig2RgwhaK1wywWwSZIo6/1Q0QKAtmaz2RhjDapEm3qzGo0Kg6yZDmaTuq6r9bXWqmpqbe1yuVouVjFQNipcDNYajmpUFtPZxHcbCl4rmIxGTR8joLXWeZ+n2fp6hQkQU5qmMcbNZjMajXzwuxYFEcfj8dnZuVJmF3U7AJ7IySgXIyRrLQIRB2GX7Jwn9spI0Fp3TVvkedu2ku2hlCqL4uLiAhGvr1dffv5rAJ6MiqPj+18++fyrr56WZTmbTXrXK2Vc5/sQtc2994lSW7ctWF4vxrOpGtzGSSkFCpVCpbVzray6yWTinNtsNllqBbD97C9/mqapxHCnmf3666/lpq/X6x3yIUtCNuS8HDdtR0SgQTIqbZIMvUffa4OTyaRtW631aDQSnZh4eWVZJtMQmcmK223X1Ai67z1XlTUZ2lBVtTVJ30VUIRmkgC5JUyIClJAFwU12zo+3vpRSEIGIQGrIQeU1SOlGhen7Xmt8+PD+D/7w+y9fvNiJq9M8r5ouhLitP0F0B1mWGZs670tVirXJeDS+vDjPsgxiaNt2OprH4FwIXhpFxnp1BcakUUXG8/PF448OPvroo6vVOk0S8ty3nUBVX375pdj8fvHFFzLxHFjxNMDgi8XCGHN5eZll2fe///2maU5OTkajkdBw5NHoum65XL58+XI+nz948GC1Wsl6k7ssTaNAl8vlcrlcCiV7tVo9efKkaZr5fC7n/uXl5Wg0stbOZrO6rufzOSM8f/78nXfesWkqqTOd6+UcbJt2cXWV5/n19XVTDcRgGib8MiPF4JkIvO9lYzFmEDDYRIsIMEnGxuj5fC6CQ2H67AoJmaNtEWkmoiQ1O8dREV5WVVWvN7PZTMSN+03N3fPl79gecniwbzUqPAzE39oR3aU37HVT+23Mrv3bs/rcDVBv92PAv52o+Waq+1vTeN/6o/6derq8wR3CO8jkN/38d9hlOxjzb5tfL6eOVpqJQ3BSCkf2gtAyBYEgTk7uD7w41w9aFwClFaISgxabaKUAOGw2m/NXzy/Oz5YX50ezyfg7H09T4/vu8vLcdX2aJ8LDLsvD6Ww8Ho/zohA/ooODAyZJBI3MpFFrrQZzV+RhoA9KeF/b1lXdwi6Fc8ziocCA8Xd++sFjgXGPDbxvEjugywxECIqBxJwPtJjZkLppO5EJ9nI2WFxLWREgKkXADJpRfRM3f//eCWLGxhhEQkrQqkJF4hACDRCElsNJtumt49ON+ds+ErWzpkBEUMgD+qAAORIAaqVN76OrGmaMjDbJnScCFSN771FRDB1RxpDkiU3TVGkQjYdQv0REZ4w2RhXFaDpF57vNpjo8PDg8PF5cb8aNcz6uNo33Hjis1+sY3Xq1OL94lWh699GD8CKazIDWPsY+UjEaTw6Ov/jyad05tNlsfjCazBhVXbVvtV/a8Qxxz3ZI/kQOb3XbgnLPcgO6rvOum81mo9FIStiqqphJCJ8hhKppjc1330grrZi+gcQ/WPUYbZVWMibvuk5p6F2/Xq+NTp1zzvXiHSdH3S4yWywTRfuEiFbp1KjgfV6keZ4TBaJYrc+S1Mq8Oc/zNLWIqm4CA0UCo4usyJTJRFTnPUmIApNCjsEEE3mY/3IABRQ8MoAIL6221ijUyGCtMF2NUgphyLAmuqFfKmUm46Lp2s1mA6DkalSbzXJ57ZyrqqppOudcVXV933etA7YDmVP0cXt0ErixCx4s37ZeZ4oQePvfyJIJqgg0geY46IopsAYgAh6eZQlDwJ09564GjTHi1n1nq2ZWAAR020DwrQzMbXT3rtLy3iuVgDIsPtpbjwVWyPuRRfj2Y4WIpDOURTKZTBZXlxcXF2evX+SZ9V0fvEuSZDYZn9w7ODyYHR0dTsfZBx+8//r16+9+79uPP/xQJUlZlibRk9GoGBXLi6u+6c/Pzz/53h/mOkNl+7Yh116evmpdMEnauyBZkfsZ1uPxWOh8O2mW2HXK9F1+vKqquq7bbDZd1+2rhc22g9pnLc7nc9H4FUWRJEmkAUJcrZZJklityrK82IXxCg0WGAAjIyASKAYVlUIGUlptg4aICFAZY3zXcwzWWoC2bRtE1Mh937rOKW3KwnaTsizys7NXf/qnfzoajd5/77F0Gr1zIuoTeZW2RlsjYpS7Tktv3KwkGXzwjLbr9eavf/mLP/+3f/b1068e3L+HqH72s591XXd5efn+e+/dPzo5OjqaTw+MMbPZ6ujo6PJ6LR2y7NJeLNT31sHW65huvFIAQSnXNX3XUfQak1Qrg6yRXr989cEHj+u6jjFkWbLVHicweD4hI/ber6tqvV5vNhuOoW5rmxfEEQHFlVjuzmg0ijHKdHW9Xo9Go6qpTZqwR60jAt6xaxIyp3OuaZuu6zSx1ojIWu0Slem3FFG7J1H6RpkLZFk2m88PDo/Xq+WLV6fTg/nR4XE5ys/Ozk5PT4+Ojtvev/feh/fynAmdM66vZBHO53NR+cpWFkOM0QMmuI2W2vMwU3qrHpZKZkfvd76rqkpQbrHyEqhHDosdif1vWEft9AKyOQjBRB4iMX8+ODhwRV6tl2lik6LM81wn2Vtx0X/PgjPGQdbFHL0PIYSrxeXV4qLrmlE5lWH6vlnjPiYRnQuRQVLREUMIT548WV+vjFYCu3VtmyRklJEoRWNskmqVpuVs7qr+/sk9H8LPf/5X11Xb9x373vdOcFrp+iTecz6diUZu2+GgXL3pdCrnmujbEVEaZtmUJHqhqqqzs7Pr6+vlcrnZbIaZYJoKUzRN0/F4LKTc8XgsH8E5VxTF4eHhu+++uwvpke2rLMuu64wxdduMx2NpLIVUeXF1KQv+7OyUiQcdfoyy4xmlxcYzyzKlzHRyIEiyFEKC1KWZlYbTWpskw7a5PUxp91DstiDZgYmCNhgjSr8HAMH53SqVecdvr/DN79XI4W85/nbJE0wif8CtNdyNfmGIpR5UfLtAatzPEWBGodu9KdjblW6S7rC9NDf9nlJqL/VQ3Q6K+B0o3D6KuP/I3Wnw/u6Yn29qGt9sht+qeNy94M6msDt34bcl0eMdiA8RIgetbJIYIo4RKAIgpdrKxdFo5Lv37SbGSDEmic1zsRnEtm/KPNdGdV13+vrlV198cb26Wi6Xi6vLi4vzqtrkeTofj85Oz4s0mU3Hxb3jyXxyfHwsjPYkSwcN1baA6Lo+RIIhANSCCDhkaSEqRtpqDQlw38SKQAnlDpD2PGQGFwe4IcSr203dwFTlW/66im/3e4BDBDvhNooQgMROHTTsebzTLUN8NVxipQZ9EShCFggRkQGIOQIQSPaXkpvLiKw1WqtVlhigEMlaW5aliIY7H2QSOQCzSkmrEGOUI3Bv3487S5KtaSQjspInB5X8tEorhdpF5wcTOcOgUGmlrbY2LfLRKAfO0zRJEpMmxhgVQvAxcujW6zURJckN8NX1DTPHGJg5z4ssS4wxJycH48ns6dcvX79+vbxeF5vi6HD28tlp3azef/fk/v37X3/9pG6DTrNyNv/1508Xqzqi7gJtWlfqNMnyJGm0Vmme7bUKeKdDvqOT2e2kO0+RO+A5M3sfvPdtUxPR9fX1ZrUUw2jvXPBO3kFO7n0oXqEaWEl4q0aU3HZjjNFmt7N3XWcT3fd9VVWJFf6937XogmLt6n75joOVCyqOEIi6nhkicfQ+jIsyRg4hNG23qXp5DA1aZocIk0k2Gh2G4FHtGE1eqixiH2LHW1oGgiwC1krmkcoYo1FtdWjICNt4iYioGDAODGENAJEhhjZEStM8xrher8/PLs7Pz2OMzoW2bYlIawMMSkndE7XS25sCO3nQ/piOCZmQAJmQGCMDMUZAYoiIhCqiQjDAhkkTKB8YETkiD8/n7rBQyBoBiUkpDYiMGJk5xK2p5zY7gZEQ5VPzkGXMeMP0vNlvd+mvvJVudl1n0OrcKKUIIjOJtG9AkICZScONlGK/oyQmMW1TSgFw33UIfHx49IM//INE/3A+HXddc3Rw+PEn3zo+mE+m46OD+fHhPMmT2HdfPXv6/vvvp9OZ6ztrUjQcug2Gvq/XTVWvl5fL0xc8PUKdtvWmqdd93yZpXo7HHxzf73svQqMQgpTvO3hHiFWIuFqthAgnRkdiqyDojUzlpC6czWYCiAnPU5b6+fm5PCx1XS+XSyJaXq+FcKgUhFD6vtvU7ZDfKu6UjMyDzV9kFsdVYAWKmRQjizEAIjLEnZNtag0Qte0GOCJw39S+d2k5KouSwkhbSxGurpabTa3R7BqbNM2V0c6Ftu0zVFvrjVssuH276YEmA6i0JiKlTJrmVVX/9Kc/e/Lk6Xp9/b3vfacclV8++bJvu65zDx88MMb0fe/7cLm4evXy7Hvf+8HgAExRPvJ+iTLwuygGJoqRIyEP/QkyjMtiVCShyyZlPsqTkCeAtFyc/uF/9G3vGiJOxMrIpsYkCs12xMlZVkyn89n0IPjWIIy68fz4nnt1KdG7kYijp+CC65q+s4luu7rtm87lznX7P9i+va1ACoJcGW/8vh4EEeDtJZZSShhuO5eLwcUtBLVlvxPRhx99/OLr587HD7/1yZMvf3N8NM+y7PLy3CbJZ188sTY31m429WSSK+jPz0+JgkEsivFOXgXIRIQ7g6UBUiY5+yRNRIxSRUvWNA0RyYBPKZWl1pSmKIqB96EtkwdWTEj0jda+d34j8ks5BAXGlC5FDgJRl3VNjRyUQi2OoNSu11XX9QDmNo1p30Sd/7Zyvt2oN0AwuZ3P58Qb5zrmyEw3PcZOqTPQMmk4gwisCDUR5QJqrUPwfV3FGFODbtN2ZSq84nSS5FmWFOXR/ZMOrqqqSkGdPHqcl9Oz09dRgdUmy7KTkxOrtWwRot+TjSLGKPMXuSlXV1fL5bIsy6qqhJokPFhBVqVVM8aIo6z4tIkRS5Zl8/lcoOM0TcX5U7R819fXq9VqOp3OZrP5fC48BVmKQg2Vo/lquZAeUhiZ1trzywtr7fHx8f379+ezuXDgjVKDAxMqiYlPkkRry4SCqQo2vtPS7/R7RCFGH8KeCwnf6rp3VES57HvKfAj+pt/7m5hQ/h793u1u4m79C3vWSQPnbftrSO8TuG9wdaGtZuJ2K7X7ePty291yvOM0evtnwjvpArt8iP3J8Zt+4vt/tVelqTfNx99qZ/p74HW/CxmFO03abrD61pbvDjR6Jyb+zivfNqrc89rZUh+t1UqB953QWpTWVimOLsagAFmORYZxngYPMVAI7eL0cr1Z1/XmYnF2dvp6vV43beOd833PRAycJvbB0XT8/sMsS/MsGWffHZfleDzWZiit0jwjohA5ko8RIhEgN31kAmNLY4ySliZGjWo3jY+7Fg4C7qLmh6ZqCLNSTABRDV64eAep23olqJ1ZAuGNfeHWZu8trkFSBQ4jDRwY6zuX/u0zcsejQWb+DEMds/PfHhwBeSvhkNpDaUUSXilzRaMhSSF64ADG2CRTMQQiTTvgLgCzMTbEIM3Dtpoc9g45XGWXHMp8CKhQ2UFFC4TGaEJgZmWNkd6VdSSORCF65/uu72yKRlPb+65na814NEJUqEyS2fnhgVKoFDKx0jAej713681aRSzL0ibWZubRo4evT68uv/rq9Pyq73sxxTLGFKPyk48/yBN88eJF73wyKl9dLf/Vn/35syfPgJVK8unsEGydpGkxmiabxoWw7wxutNmfkO3mx8NDxCSyE6WUFKYyVN6yy25kzEmSGD0WX9N3331krV0ul+vV6vWrl4MpVghkbpj3EWKMru975yyi3zE6hE++e41MBHeO0gPhJx8XRbFuusPDw6dPn4ogShzGdr2l/F6WYqBQlBMAjpGYtTLGRRXIcwQ0pbaY6FRCaXuiGONIm+nRsRww3nsfvNwd74MLvfMtsY/RIzPw/8vdm/xIli3pfWZ2hjv5dfeYcqqqrKpX3XrNJl8TBNVsoHdaSIAgQHsBAvg3CdBCC24Eaac/QBIgQL0nyEYPT803Vr3KrBxi8vkOZzDTwq57RmbWq0d2P1KACoGoiMgIDw/36+ccM/u+38eEwCkaQmetMwgiOUVm9oVXK/lpiUoT0lajfajvxiGG9W7Xj8Pd3d1msx3HMYYYUyqKYhjHMYaz5Xnbtu0yXFxcNE0DQIRGBJTtgqjhQgIAhAQyZQ0xi4BkgcTIQIwmCrAYFEhomArAEthzdpEpASKhJL05BYUdGytasBIZ3REYkmQQoJSNMZYMETFAYkGidNy1HiIT3tetsAGakkkbAAAgAElEQVRExMwshIKQOPd9T2Aq571zckxnoslFJITCIsA80fzek9KjGsrUu4sCMQze0D/9yR//y//+vyPO93dvtqv12dn88y8/c84KpxT2u03mVd5vdy9ffFt6f5k45OR9ZS1IHjPkOPYg2RhBFCRk4SQZjXVlnYX6Ibx69Wa/358w5WqJOTVKmqbRBrzGHCuw5MQ5VNuSts/3+/3d3d319bXiDZRZp636pmlOZHaFdlb1zBoDiCkGX1QcEyJlQBYUoSSYwTAYZCbMIBmAcVrA2YAQgiDrU0CIKfZNXQKa7aG3BmMIh8OWAxvrSLLJkXJwJM7b84uLbr+v6zqm+PLlS2buh6FYF8b7yLmeNc77CWL0YGZ7GmmevqbtjxgzotWh8XbXrVbXt9d3l1fL7WbPWWazdr/dkwnnFxeIuO86T845V9V1N/T9MAzjEGI8cfwNIAGSALAgiyTOkoQzChCiM7awHgDEjIUFgyn22x56TvtPnz394r/5r7quuzpv+xBSGAEkMychtB6tA6EMKYW42e/X+13fj2XphYgBmqYBQGttynlWN13T1E3TzGbWOy1+tPugE5gYo/XTHONUp2m9hIhksKkbtA5Rck4A08Tsh0RSpAjoCdldlmVdVdqm/PbbF5mh7/p6Nv+bv/4pYnz69I/PzpY3N2+/+eabENIvfvlLHTlJHj57djGBXg2lFHa7bQiDgvKtNRmEOUHO3pgIoFbSEMIwDAisj79WKQopVSuXSumUUKIdN20OTmE8vwUM8TB2Rz/Sh07rPS3zdGylr6CqqmazmSXsDzvvC2cLRHPMMjrlXaPww3zU94/j/96nUGOm2ICMebm8+slP/sl2913dlCAZRFQzRWSEkfPR8XRcPi1apAkZzUBTAPrQ5xQVffmf//N/VpfWe5NiyMLWuTFmcMW2j7t9XzczRhz6ToCYY0pJMvd9f39/761VX5ymK58mezqam8/nTdN47y8vL3XQqlfjzc2NjvtOJj1dglQIc+qortdrragBQDd9Td3Q50VEttvt7e3t27dvx3FUC8YJlKKrlgpEZ7PZEIL6/31ZWGuvrq4uLy6fPH48PaHjWNe1yBT38uAK0YDKEMKIpBEmouhKFX+wsLAICBE654iMCOcsIlllFwAMMLWTU0x6Dz/oZf9OMPjfs977IOzgWO997AfDI8vxlHeEOtATOGYSio4/5GG58nCM9g4KCiCS3593TZYbeXc+00M7faDLomPY5AdV4sM2zPcWgT8EifnB7KbfS733QWWrz/EHI/6P/Xsfs1VPdePDb/5Y3XtMh8KHFGNEYImSs7F6YYElBmZfe2stAe73+912/bd/883Qdev1+vrNm9vb226/78Z9lmG5mM/m7WLWVhfnVVk+efwYEb11E11XJyAxjOOYU8qMiOjLYhySTrm8q9BQThI5F0WVkghznAYnRoDwWJsdp72MwogZCFCMIIhiGJAZ0KC+bHRoZk7Nh49gwe85KwXzcTVFQAbEd/k3xw8MgpaUx3tDAJCAiVHhNcdbFzoOFyc0PAKhKDeMQFCEgBX4DXg8CZ7YjsYoKklAMnMIWYRTkCF0IWRLRp0SOujjnImIOcsRSTyVQ8e20HS8OGamAUjmCEegLrAkYESTOOccGYFRjcUy7rO1VFbOeVfV1axtzpYzlhCHMYTAwoYMEnZDbwwBQj8MwzAAsCtcVVVzajebzc9/+bPD4bBcXiBW69UhC7bzM+f9bneoqspY+MM//MN/9s//5M3Lb/7mr/+yqMrZ+cV9N3Zff3t5dikZVqt1OZvfbfo0RCCyvkgPZpVqqDhBI9/JUXJ2CN77wJOKdepJW/sgLOSdZ6BtWz0TVFXVdd3XX3+t/T8E6PteRfZwtBnICW157H/LOz3Cu1lijJGJMmet33T3YpBHjx7N27O2be+3+2fPnv31X/+1HixOLeGT3mOCXjJatMa4GENKyXhX+qIoCoox5yyQxxDGsWOQuiqZ877f1X3b51GYQYCBNWYlAyeRJJKtTXkSLyJwSgmQCZGFsiCxvmQ0FgmKoix85ZwDIGaIIY1jHMfx/n798sWr9W779u7GOGet1RkpADSz2fn5xfX1dYixnS+Wy6Uf+rIsASAl9o5O1FAEYk4PIw2Pz6CAQGIQxDTVA5TAIEACl8hZKAQ8iBO2rEWdGMVyMiAwMqIQIOCUEQFgyQALCDCzgCASk/b4gGXKS3qf4Yn4ADkoIHB8ahIDERlrkSgLj33Pzlu/MER8fC0f3+CYoSyqGv8wr4lQF0Ay6I2RHIhTGrphvxl3m7HbHGwYh4UwpRCxKqh1pbfOtNvtrK1KbykGkcjMEtJIwCHEGGNIOcTUjVEMCPlmef7Z/FEShwDDYa9ekdMBIsbYdd1qtdK0yYuLC2utGkp1pKNKJ+2VqDFJWydlWT5+/FjLwq7rtCDUSnKz2ajiTi/jYQjH9QeqyicBNOa4QBtGk8EkRCMJJRtmIjYQHTgAMZj1bCEIJJwJEnPVNMMY+64rvLdwSMPIQK13KSdOYxpQUvC+rerq/u7u7Pz86uKC8DbGuNvv7tYrQVicn7WLubE2p3eqxY/q/IfTXWPIOl90XX99c9t1a5aBAb74/Cvv3ep+PZs1vqi//PKLdr4Yu1FtvTnn/eFAJ1fVgzROQrSAIGA09QgQlDWE6I0trPPOIchm6DiNnrI3UDoo2+onf/yf/fGf/9n/9q/+FRYuxJ5zX5aOAQWJwSA5IQGxYgwjJuYJ4kOcJlCtkvhUGIUE2A29K7z6i3TeohOSEMU6Ox0hclZMq0rjhmGIQ2h8pYgWEcYjtlFpCx+fo4wxKfNJ6KjoS12Bh2FYrdcMdr1eX5yfvXz1+tHlPOf853/+559++ux//z/+T7Jmvd2QLR49frpdvdGlsmmas/kCgHaHfrVa7ff7nNJpgH4SOunFqZWPs+9W/tNKrqMhbbqdaBnTHU7pJAL/4WHI6eOP6z0d0ej90QeZQIZu76xTEmNGAwDWupjesdM//EV/n/ke6290AMYYX7i0Hler3tvCWVOWxYna8FDELMI5ZzSGEFPKwzgmBkQcpOu7nhBVAvO3P/3pvj8objfGKCB9H8hZFjiMcbvbz+ZzEvFlUVdVtBZ40tBpyvnnn38+juPYD7p360RRjcH6rCk2dr1eI+JqtXr58uVsNru+vtZ1RumaCkE93cI7RYy1RDSfz9VRfBq4PX/+fL1e6zOrbM+T9U63pxDCvjt0XacOzN1uBwCr1UqlCs7aq8tLvTy26/V0wJb3UKgpsTHGOUuEOsrLOSPJyWhCoIF7mHPu+06bYtom09Q+EfpAUv4Oiw2o1sdo7cPr6veq53yolpMPGJjT2VveAz7SsaJ9z072gQT0naRTdHs8dtkQNNHhYfk32SIQH8xG5ZjI8gES6uSw+FDA+b2Tro/JNr8N5vnbPIf/MfScP1C+/7Z/emBxxO91J/72m2HtNWdmAPbeFoXXRbDrhsLwq7evt9vtdr15+d2L27fX6/U6xTHGKCl7b9tZeXZef/kHnxTekrWl903TXF5cESjBCVJKINmQIUNAlSFrrGUQNeeVZRVzCiGMIRlj0DpA0/UjoMFjAU9kkN5RYY+zMyZKwPmBKFhZPZqklQEYhAH5SBw9tt3l/bmqXt4oghrNeyLsEkxSB3r37YIIrPUeqo8IlULEInQKJBRAAj6JSQ0cvYHHMwUBq7qUVbN0fEMwqKNFEY2izkliyH2ICJxCinHcH7qmrtQSo5k5Vv2EMTOAL0pd7E672kP601RIaPgnqMSFBFkkx8hASEQs+Wg2sM3FHEGK0nR92u43w7j+5uu988Zaa4iaqnauAIC2meeccuYYx3HsY4z9N918PtN26fn52Y9+9OVnn33eNFe/+MVv/vanf1cURd/3SlUOMdTe/vznP7+/fvXy5curZ08yg/VlO19ePf3k61998+bt3Z/8yZ/u9uNms0lRp0LwkOf0wTT7FAcMgNaaiKitXGXJnCQ3D5tEALDZbLquyymoml9vv6oqayiGUevnEIK15al4tmgBnWb66RZy4rWcQld1hT+hQXM27zXLGbT1qEWjPuyn9v+pD22MKXwVQkohocWmrb3319fXqjaZL+ZFXXDKgpBTcs7YZIFEUMY4OOsZMoBk1ZJlYMhZOAOq98AgZIBJ+KhEZUBHhg2OMaM1xju0JgmHEPpu2O0O2+1+v+tWq83bt293h/3ibBlSGobBGHt2drZcnmsS7u3NfQxZZz6eJw0eZwH3YOkTeKCtRfgorV5YGdDEQAzIQBkNoxEwAFbYCKCgJQTAjMDABDBx5JmZUFvXoiACoBOPVFhQX2KqXxJBOupXVdRNH4ne30tf1IRPIiBKMYGmjRuiTMKctOmJcFrNvx/NiYaQEAwiWjLeW0ix8K6pitgB55Fjn6IBiSAmc0iJ9Fi02+zW6/VqvmIyAqYomrK0Not1OOuGEELdh9nZWTNbZnS0HiKa9b4f00CAw/b+sN8qUkXFmTrlOD8/f/TokV7/2hQ/6aP0FaFnfaUgqAakKIq3b9/i0Qv3saz6JJm5uDjTkbUqSMM4hhAAiIGyzreQAAg5E4IwG2Qj2UAGYZhWKmQRAhER7wwfU4a9M8LJO4OCRrUWwATiACTFk2pGuXyLxSJxHkLY7LZd11nvirIkVfDKe+TV39YXTpHHcdztDsbSrJ6n4LquQyn2h0PMsSiK8/PzEEIYx7OzMwOmquvFfB6O/51mqoAmQgKNJ0O002OFBsnqm8bSi8zbpi4dprqpy1ldjH0Xx8Pq618Jp7HrYxisvSSQoiy9KwF1CUJCY42jyUfsirpy7JumETYkgERDGAmVOJvruqrrKqVY1WXdVHrmnvCVZB6uqyeysfc+c4oxEqAxCMCn3vv3MuqI0BiTIOqVo2WG6ndOeZ7nl8+api29+/TZo9Xdm7/7u7/7R//ojz755JMvvvji/q/+NqWUQt7tdmVZMbMyMNOzT548eWan4y+ojvr0sp1EngB6t733Yez1idBAMxV61HVzQs6qtvnkUNWcoZR+x9zyNN/TXaOqqimMG+DY50paJ+92u5RSf9hzCuM4hm5ghoxmvz8wMxxTAeE9AdqHMVr/IRa+rPmgKic2xoTQOeOVqv3xLGTSL4nklASIjCmKwjiHiGEcRaSZzWxTM7N1bliHEgnQ2tJVVdnM2fmSQVbbnfvuddM0n376jJFefPcihCiZdZ3Rx1aVlilMXkdtKmmep65LTdOohtN7r5YEvcPjOOosbjabnVSdWgRqT0qvT21brFarYRi0M5VzfvHihSKFlTasN7harRBxuVzqcjeE8e3bt3osVorb5eWljnm9nzb6pmm6/V4PFbp7nBrrxqDGwEzTPGZj0Tmv5beeBESycw6ArdVwq4l7dzgcjhM8IEIAypk/IDh+L5rl91jv/SDvFQFRHUtyHKTw8Wz9sEB670dIRAhJQxsQSAGGOuREMALH+FoCYNRjNIshmsiIKHjyQBzDPxEMIAsDGSPCTAZVgQjEyCgkKAyCQhkyCWnPm4QYhTRWgASFGDMAoujPTPfQTHd7Mm49yJY4/fnf++DI9zggv6dBMxW9SN9Tk71rNyrtDSZvGj0IO/8YzYKnoCiWU8T9FKOgtcq7IAyZvPLC3iEAeYtG4uFwuL293W1WL77+5etX322323Ec4zjGGGZ1XTjTVnXbtldXV2fLZdV4Y+X8/Ew7uyklYU45FUVhrdfjtwHUNl6M0RWeiBIzIPbjoEuYYgCjphxkKSqntyZZF0EQRBL+OE4CQeT0bB7dc6eLE5jeM/c9SIs/PXE6ncapQpNjZcgo5oNDGorWk3zseuD7/3aqC/l7ees8zRmZQFiY4HgqPBpRTzd6aopM22wIhJBzDCHkFLzFwlsEBsnImaxBkJwTIVmDzpCi74Tp4dRXCxKDwiIsCSDBMd1VVX/a4oWchHV3LGdFWxSunVfn5/Oq9oWnod8XhVN0ct+POcQY43a3izFYQyd7hvNW0QXD0FW1rxs/jv3d/a+7oUfEWVtnjikP1oE3lrx8/c3Pw3DIEICkrme39+vvXr9+9uSTxLEbO+uMGjM0hW+/3++3BxKiLFONPx3TWUAP24klGWBDCMi+oLKyXdf1wwEpG2OK0qh24riYYlk471oAds7st51rmqoqdruDM9TpDME5bx0AE7BBsATeIlhXeluUnjN747XfBpJl4v6htYQEAqzPnfOGM6cQU4qSY85ZS3pmPsXWKcldQuiHQfUkzrmqbMaxTynVs+b8/FxJ31rv1VUVYxglceZ23tZ1pbSx+azdiTBnEszCOhtEMEBCBhyRNdZbZxDFWsoj5imu7mh8yVXhjCHvKgAahrDbdi9evHj58tV+vw9jAiIWKIpidXvnDZxdXjx98km7WJZlyQJDTEiSkqhQVhCcL8k6SHESfRxXoikqCwmJAFDACJhjLLwgMAErlA5YdLUSQFVsZj2qo0wvG2U5CWl04PSZCPNxvQMDmAXNlMuMJDjZa1FfnR8eqBAAGKf0Udb8UZKjcNgKECDlnCTqqA4BTQY+NijlAV5MHqwF79YNS6TRYITgrN3uN5awaarVXQppKGr/6PEy8WihUGcvGECckjxni/nFo8dxzMa4JJwY8YhFOew2u+0WTM3od4f93e39m+t1Aqp8UTmjsLuqqpxzZ2dni8VCmZzjOCoMHQBevHihyj09Y8UYb25udA3Rw5nq8fQkrdpsRREq2eXi4kJHiKok16B2xb2UpVdR1nu4LG0Bqwb3g40UT5ZrysBGyDgfQgpDdGiBXI6psE7tf0kYDU1gZ8A4Bp3tFEWhdLs09JaIM+92u+mAePSon5g8gsjTp1NkBwogQExxHMeUh5zzfN5cXbR1XaTYI2JdN4V3V1eXn332WVEUY98R0ThoVyt57wvvvXUWCUQgT0ZvfE/ao+QgHQWgmSaCYi2lFFMKzDYEWW/uf/lr+NXXvx7C2A1DSuCcCzlVdWEKA8BZkkhGIjJorbWFLeuqmc3I0qJdGLMlIetcynm+XKCBpmlCTHzMotCwuMVikVKWnACFjk9BynHoR9XdOecE64jqiqVp8iSEQiR0zOF858hFQ4jmZE7WA/Ssba213tqQ2Du/Xt8/fvz4/u52uxkBzbcvX/3P/8v/ulgsyqqq69q6YnfojUVnjGSZVbO2bgxaTjmF0DRNU1bOKEM4iYgAI4rOz4lAk5yMMUjW2HE2a6tZY62rZk0YAqJJwqkfh9ADokVihMoX+Rg/QMYAJDlNKPCDVtBx/2eJMcYQU04nu6NiaYkK50zTVG3bFp667doXLocYx8yCZB1ay2M+ppyd6G+A8vAXvN/lF9agZMCkUY6Mx+BBYEMUUz+OPRrI5NA3y7Or3RatK5MKpcmS9QKjiEqZKAuIkKBNLClzXdal9VqTNJeL+5ubMeRBWDglwDFDjlmLMV7v9oeDMY5BDsNQz2Ys+Itffy2Mqh8e0pBC3G23m9UKAMIwavzdyZ+m6KC6rhXhc35+vtlsFHyibSMFSr1580YnhM65m5sbVWCe6Bv7/V7z1lVT8+bNGw1wn81mas9TNItWg/rrzs7ONGBQ82P0XP38+XMiul+vz5ZLFlEbc1VV4zjmGJ0xh8NBFxlgrX2mVcoYAmCd8llrfWGP9tGJwGQsCVBOQpbKokSgmEMcU8yhLCpSNgVj5sw568wBp3kYq8tUc6Dz6QWGEzmQHh5eAfC9ek++Bwf0nm1ZjhD6B+SJ4/b8DvtxnLg9SIcUVsL9qbd32kAn9/+RnKj90pSzbtW65CVVwSCxTFHf0wOlVyQKMpwEi5AB9Tx1DAkMnAEEMWkJRUiAIpxxSoZR9tek09PX1nRoFAV9mGMOlWR9nWVJkCVP5RKqAuL4cOGkVQVDU9zk9GcSiLCeTibcP0zIRKN/qSDpg0tWpg2PTwOgmCNMBANBBGENohJhgUmGYRAgpGStNRMIgVn4mIPJU/UwNR8ECdERGSugqSDHbCnhzHGzul3f3/Td/rDbvHnz3X6zHseh6w9h6AuLs6ZelN4vZsvFp8vl0hiazWbz+dwYm3NyxnpfcBZBlCgE1qERADGSE6QcAYiMSQIpZiqMc6Q9ETS6xyMq+QFAJBORJ/RWJI85h8lmSFYQDaJR73WKBsEQxQiI1hxnWQBgwRAREGSdD4M4bx1CisFYGvpepw0552MLULz3fX9QGbIIA6O1johSlJiiNdYah4QgpF1TAcmsLQUi6zR8JqRExpDmOIkIi8B0+NPLTNTgyiychTnHTAQWgckmDkPIZAtDjpjm7cKT3R36RTVb3dwZoqfPnv7jr74Yhp1KDYUlxRBjfPPmzdPLs7p8MmUhpBRTjCm+efF127YXy/aw33/zzTdv3ryxzr948WKz2TCz5DSGcWkvMkdrhQUNWV8UkUwY0244+LJoqtmsbWez2cVySSj9cLi7vXn57Yt2XgMwb1hEY9YwJ8qJCkNFVd/d3UqWtm2Q0Dn/+PFVXbr7+5v9YW0ovvjul5HdZhP6sOv7fV0XP/6jr84vy3bhmceMxeNHz19+t3j96rYGeP7JZwD881/8P8z86Mn5z3710+u3d005u76+2W4Ps2Zx8+Zud3t/1rZNUe4Ou7Iqi7JisEDc93vAjBwgDZkh5d2+7zPOiqL4x3/w5X5/WK82gMZS0R1izKl0TUwMPDpLh8NBcrAEICnFsW2qOA6WQFJEQ8jS7w9ny6UI31+/nM1mnKPFpbfSHXYpxMIVh93d40fnIoLknHfGgiuwH2I7q511hatiOMxn80dXlwi5qaqnTz9dLs+vr29cUR76frvrmlmNxo7j2C7PjDH9cMg5hxTPLs51pvHyxUtDNJvNmDmntLq9N8ZURenrYr3Z/ubX31pLpSs39+scIxHlHGLO3vrZbAZASUaGXgBZiFPOmXEcTewlpqauV+ttYAzg9sPm2bP2xbff7tbD3c2W0PSHruv23dChFed9Ozu/W+12991/8ad/8N/+1//l3Wr3zXevuiGmODCasetiCN4b74uirKNATBySILkxxSzijU8pAREjZJEQE6Y8BEni0JgQQlM4y1x7mw7Ri3eQALNBEOEskgg7BCcpcdCUQeGcNf6OzDEHlhGdMV5rBgZN8SEiTDEmBshswRCBdTQtlcKTB+/Yp2QwDMSgCEIMGLORLgyzotxt+3rZzvwSHV1v9t+9unn86LLyPqeBUyAi5ywJZg7elZAmX4KZVjICTVcHMQiO0ABKiqV3vjKr/d38avbsy39CxG3bHPb9brv3zpXNrB+D98Y3iwA3Q5IhxMjsrU0pu6KJ4UDClaPKkcckPJZ1ZQmtgaY0Tx492m52MYktKiIqChyG4Te/ecH8G1XWnZZHDWCYz+eqZ1ksFic/jJ71tXmnji+t+rqu08a8ZjacdGJa783mbd/33vuzi/NZ23b7/TAMCGiJOCbJyRvDMYupwBgkRmI2no0lcilHo9W1CiNAYkilbTeh29zcOt/ImA3Z0rt9DKapUgZ2PiWQIRKAJWqbJsbYj4MrvPaqnn/66a9//WsZ49xX3TAYdS8DiKEMPMRAiN04igDHBJkdmRgjGls3fn8Y+v5QljCbPR76fVW4YRg4p8LaOMbl/CxJV9QlGAkp1XV9j5s4Bo7JCBk2lAgVAsIcLTmADBw5hjTksXOWYhpmbUUEOQ/oyJfO1aVQQkNY+LKdGV9s93vfLEw178fYnj9yVd3M68Wyirlr2lmIHLrOS/rk06d/9Ec/Xt/feG/vVvdd6vtx753tuyyAuM8scQjdOAZXVABMgKUv27Y1RBZZmB2ZYRi89yFlJCrqhpkPw6gnFd96ckQInKaeOmVEMTEl66x1LqU8xuitIcbYR0OGCJ0zl5fnAJA4odBqewgxF6V1kvbbNUkWBBZ8/sUfbjfr12/uvPcp53HoUdInjy6enp+P2912u93cbnZ3e4euXSy2q0MaIoiMwyhkEJ0AH4Z9Hw51W3ZjnyTfrlfWmNVqnWImW67XnXdF37MIEGlLnZyvBJiQUgy2LGLfIWEX+oKaKCwWyVIGcM4O44gEMUfhRNaNfXf56NHQ98RS2sI1s5xSjnE+a6y3IXbtvEGEwIMpsGBTnM/C2BdFfbe5HSKYohHn+kPwZUHOA0JRWEImDgaRURDRooZUo7EegTlHaxBytJAljcBRQASNzilIxFhTl7Zp6+u3b6VZ4uLp4bq3pR1C3G/2v/rlv97t9uMQ+z6kyEwmCw8h3q433+22iQiE5G4nTEdRHtLUFhck8c4aQ9KNIIBEzvnZxVx5exeuyMzz+eLVm9dDP2SY5teXV1fzpmnKynsvLDnnTz/7dAyBQQ5dR4icss5XrbVKTNWhqHaLdDSq+kytA7Xouru709bS27dvtXulhZ/3/sc//rFO1LU3CgAvX76sqkpJuVrmnfJjNIR9tVqN/bC6ux/HMcS4ub9n5sPh4H3x4x//+OKzz6wxKDCrK1RXHglOUXTysL3PkjgDpuNIhh92+9AiSZaYo6ITDRCZArKwTNp1EDFACAyZ66Icx9FYq9YSAAgxoiEhDGMyxueMgJCPE4cs0xjEPkwF/F6V3z8gi2Eaf0zvf+f340efvvd11Ni16V7JQ9/ZhyOQ42jswf04+QMnKsbxkcAH749OjXcf4ENz4gMFzsNf+7EuB7+H1KTa1OP91uj5aQqns0hBEhC1nGmRrKyyY+HH0/dOBTWJUDpKwAtrjSEAKAoXYwyh17mK806ENc9R90XvvbWOUJDIOAsGu3HY7/vV7c3dm9e3t7eru9vtbrO+v9lv1wRiDTpHVVks29lnz5/N2ma5XF5cXFRVdbKNaoabQuRd4REx50Rg359ifuxQ/L4LZmqrq/Xu1K8CQkxHYRcCMmciQjJESGQMAXImlAg6HKeyqSfqsfCJjCekrgPOU7625xgBoPCWmWIMKYR+OBA0s7qIKSFiZEAWXxjjnIjQzL4AACAASURBVEQYU7Tkxj7mLBYtEKYQyIA65ZjFkbFkjEHFcaohQIfuOUcA1iEKWhNjTikV3jrjEUzpCpakdSEi1UXVlDUCxDisVn1T1X1/+IOvvuTUM/MnTy7rpkAcqsqlRHVdI8tms7lYzi8uztu2zXHCOaacgFhxxsy82WyccylHZv7ss8/u7u6MNV/+6Asmuu865pySUuxjXTZFYRHBIz5+9vTZJ8+KqrLWYpYXL745dDtVYYkAM6TEMUZhsLYgMsY6a8180V5ePfLGIcKLF98e9vtruG1mJSC0s3k7r11Z+Wr5q1++evP6VpVgVV0Q0s9/9rNZW15cLrPIZrM/O7t4/tmXr169qaqy+fTpt9/+RmRcLuvDdhPH/e1tN/TJW+o7Zshj16G5QpTrm7fb3QYMjHmcmxkRMkBOjFaMpYI0tydsNuvd7hBi2O/6spwJqynahByQ05hZhMuyuL+/J4N1Xc9nbVEUXddpwPwwDEnYl0Xf9ynEQ79f3d3uD7vVahXCIDkOQxhjur1bDUOfQvy3f/U3RVHs9gfrYHvoqib24woAkkCIGZDqpnr79k1KyTlPgIQ0n7c60w4xFjk778uqQsQ85pubG/VN2cp2h8Nut/PeF86pwzD0AxCCwaapvPcGaewHY9EaY60rwGmQOnNGyN7SYQxjCAiWEC0LsBCiQYlhfH273vRp229+9u+23/7mjTeATJZM6GNV22dPFz/66qurJ0//5m9/8eLlDTL86PPPn3/ydBwjp8A5W1cgWWOMQUKFzMJJrH/kHR35lg/2QJQHs+7T0ozT3JO1O5gBGJHVAYCg+eone/iJa4pHnb+1lLMcac9TrzKlqJ2wEMeY0FlTl6S6CfVOPPTqyDQ61kGGnnxEdJ4hBsAAOQu2KmG/376Kb68uFsvFbAwHARYmQECgnNh8uLdqKi0jCpLCsAAAFEnXztsvvng8hk0/HFbr+8O2r+sawWQQ66yxlmMU1GAaBDSARqZZoiG0QJEQSMCgmc7l3ntnJaccw34/XD56rE1xrcpUUNd13TAM6mWqqqrvWQ1I2+32BIhTqaeacGazmZI8ld6pe1BVVUVRKNZF94j9fr/dbqumXiwWZVluNpuYpsThlPID0ZoCs9ToQdP/kSbmNhpAo3NnQTYGckzjMOaYrOGcAueE6GNKQsYXVT2bkfSDRpU+gEx+gB3Hj/nj+OH7h8cTgxhjPBz2qnft+z7EUFUFkonjUDX1fLkoqjKPo/feWqODCB1yTk4h7WIToiGJR5L4Mfi7qGtnsWmatp05ZxDRF9YZ6wzeXEcj7H0BzWxxfmGLsqwaBtzuezIupjw5wRGQJxM6IRJAzjmEkUgE0RdFCCNC1rlRjKHrOxvDcnnuiqrrutls1swa5S0pe+pocMqZGRGtsafEjhAjj70FX1hniAgpZ40jwZOA6H2zieioR6WV1tqcGZGcw7oW731ZNyK54+i9L8vFxdkZ5/zmzZtxHAAkhuHRo0dXFxcG6eLqCgE0knuz2333+nXXx81mIyzGEhMREmdQCPIwDH3f5Zy9M2EYcggxxLE/jGPMKeKAbVsLTyYrNwXX23Ecm7oKY8c5jkN/OGwBqOt2aII1ZWlc4c35+dknz545yc6bkPnJs0+fPX3sgP7gqy9dYYdh2Gw2dVMPYWiqqig8c7IIkGOII+ZE1rmiLKsmUw6ZQ8hkLRmDRIhGJk+pPp4giCqZ1a8L0PQmE37v+Gif5HXY7bubm9uUeNYufv3Ni//hf/yfhv2tpG7sw+rmfr8ZdHZydfVkCBGIXFEVVUneNcsrNkhE3pZVUTvjjTGOTFkUTVM5T97bsiiMQTJmQosRAZLqw8eYr6+vRaTr93cxZU6cJ/V1HIa9cQonOxwOq/V6GAfrXWKuy1I1n13X6TKyWCxO6NT5fH52dkZESt+pqqppGhVnnjKWFOBZlqUuU9p16rpOJ9IKd1FdzPX1tf6U9/5wOMQYVZugaFY1aFhrm6Zh5ru7u3EYnz552tQ1HT38D0Lh5L1i4XcVSfCuRnpX6sCDcuHkqvjA4YDv606OMNVJ1PK9JZX9D6aJ/L7/+/1G2H2QSfC98Qn/UUPzvvev022Kj5TxEz30SG7DrHMipHfywnfsbz4dfpCOJxWSFKMhzT5W7P6ArMIPmJVOBeLDvgNk65xD8rWrfWGABHIIsTsMN3c3b27e3t7f3d3d3V+/3t2+3e12Kju5vFh+/uzRfFbXdXlxvpzPmrIsZ3VVVCXaAokUPqHK+9PerxZYZs6JgX+fD2OMo7HOFaUubTGLipRQMgBYgtIZMGYaceSs1qyccz8M2932cDiM45iEp2yrGK3Bi4sLyMkYU1aFSH727Klry8PB5Jx2u7XzxpCDlGJKKQ7WOgASxlGGnAURgZwRAmJrrROrDi1StKWgNcgscuLekHG11zNMEs4i1qAxhSiTGlgJo6eDqffeeZNzEuGUQnRY1/6z50/vbl6v1veZA5FmVQBANgbIIHM6HHaz2UyXpOmUS2CsPVnDNdlGV66Liwtt05ZlGUUCTcYMAE4pdt1+Pp9fXp4vzs/Ozi9cUaAxRHR/e/fy5avDYbfe3O92hxbqmMKkQ7NKap6MkZv1NoRgEK21fT9sN7vVauU8LRbtxfnscBihT7jL+8NeA9bGMfZ9zzwMQxDIu92OyIQxXZzPYozOGWPxfLlcLGZdv3/2+OnTx49yzLe361ffvSEbkYgBMhAaMY6MNxlyGKOIoDVqqvNVQYZQkDFZa/s+6EVSVc1+N8DkoAaWFMbBWIac4Bi+XNf148ePz5dnmnff7w/MnHIWg4qySCmNwxhjUC1cDDGnNOFSQ0x5mM+a++0WsUMgV9ZD5F/95oVOUfr/6/8+Ozv72a++ceXsL/7iL77++uvtdts0Tc5Jz82ffPIJg3z9m99cX19bR1fnF94WV1dXky0zc+G9PsvqfEBEMgYI66ZcnJ01TdXWTVkVADkes2KZUxxDjDFLNjanlIm8NQUBQmY0zjnxZVlVVdMEqLAKBcJ8fbfar0cUrhq6+uT8Jz/58dNnj7786kcXj5+++PYaMmSB+/v7w+GgbABjAIkYDaIRNA9Nkr8NcPeOd//DTKyHghRB9fV9YLTWffr0svrgBk8fK0rh5JA0NKGbfqd3mgHUQzjpD/GdC9E5h2i6w3goxnnbGFPknNXVS4jMYN4zmfOxghB8X/DJzOM43N7efvnV0xjjT3/60zdvXv3o86+0RW3Jee9PCRaCwEBAR23MB9yv6SumKIqzszNDft7UhKaesS8rtTANw6Al38nhpvO9YRj0mqyqd24u3QUQUYVY2vhTlbVmtWspqDuUwl20S3I4HNrFXM+Fm83m+fNPNa79/vr1CbP026wp019yXOA0tMkYk8KYUpgwY8zMbBQWcqQlMYtGLz704/0DDwNkSP26dV2Tobv1KoW+LL1zhhGKpp61bdPO7lavgXlHO0kYQhiG/iGvZeoafMQMJ6L9duMdHQ6Hw+HgvSWizPb+0NVVMQ6x8BaRCG1KuetHMt64whdFWVVFUZwMr0fxkRBOiXOaqFGVZVVVX331VeFtZmCWsizXm5219vXrtzHL4XDQdXi1WrWz2RRPl+I7QilP3vXTOefEAFPk4O889elzPWHGmEOIIcQYRGc4hbEA3PV7a633Lo7j7d11VVVF4efzNqfw7NmzZ8+evX3xcmS21moxoDeu/jprrbE2CgiC994bgwBNWVW+qMtyPpvlqrLW5piV0e9cIYjr1S0CMCCJpEjMMUdKkixVy+Xs0eNHi7aanZ398sVrSwaRDKAIA6f+sE/jgEZgJCYEYMnp9dvb+y8/b5oqJU4pGGqef/KJtbhcLhPntm3qut5tt0+uHr1+c/Py7e1+35lydn62XB3ien9LaHPO1gpOOSH8cQYoI4hM76dPT1nBQgCT1q8sq+1mv9lsEAzI/ldfv7i9eVFXbla3s6tnT543TdmUZWVNIUTWFa6svPdAFCAa78qyrMuZtw4YRYQECm8LbxDFoCCCtSZNucwpjywCgjB0vSAcDrsc8urudrvZ5hBN4dRIWhZl7UsFbDrnzs6WIUbrXcy5qerCOTVVqq1dVxglcG42G23nqbZcDcPKaxERVX6uVisFDhHROI7OOW02zefzq6srZi6KYrlctm3btu1isdDF6u7uru97TV1XSEwIYblcjuNYluU4jop4OZmWf5iN+WGM9t+3iPhg5/qBUNAfWNYs/P/xv98GVvlPWdY+5OQeq3NF6hIiiegpASYUI5CqVHGSvfP7R4H3cpq09jPGOOvVpx76kQw4RyGMcUwRJwt12RTWOTFCAATS7Vcvv/32/v5OD2Sv3ry6Xd11Qz+Oo4Nw2VZffHoxbz6vqury8uzRxUXTNN6aqiicIebMzFk4pph5anhrxoj6X/WlouXWvz81SoBk8sh90PzgDx7MnHMOQes9peFVVaVGAktgjt4fHW7c3t7u9/tuHJS834+DnkuQCEQKxBTizfVtGA7e+/miNQZz6s8vlnVdz30zlNg09eHQed+o2qc7DNZ653wI0Rongrp2owgkBkJCBOY89nmCGNPUiAOjSa/dviNriGwWDDmQccZgZOachaMRnmK1M4/9IYWY0+CMWS4aY2ac47ydnS1miPGwvx/7DS69sRkpC0TJYwbKHIaxD2EwBL4ujDGEliVZawiQFL+T8mEYwzCKyPp+td/ulsulJQMi3rvu0BtjCufadt4289lsNm8X7XJhnd93XTcOMeTbNze73S6loEOAoqjGMZy8JsZYa7yxmNKoiQMppaEbUsjzxVnO0Vnwvth342HfkbOuBELT1K33xTiOm80azXy+WOY8vnj5m8X8vCjq1Wpz2HVVVfTddizo+fPn251PsXv27Om8mR/2/c1nT+7vV9e369vVHgXHMGTgdtES0e3qnoGzcIajpZgZEOqyKUtfFaVzrj8ES6Zw3ltHZJCZAK21SImsK72fL9rV+r4o/GIxv7i6AIHtdnMYOi0SvCsExTjjS2+dadp2cTaNWK1a240J47g7bJumdNfXiOh9eTaOiLjfd865w+Hwi2++Xaw2+zE2Nv/lv/nXelBmTgDQH7p+HLquA8KnT59+8fx53/chhM1qvVwudbfru05YprNOzoqI8NYBydNPnswXC+9dznkMPUfx3uMx5Mxb4wwI2ZyjgEl8SiI2nryBrAlyiROiNcZURYtoCOHJo8XzT588vjr7sz/7p2XtyroqLXWHfeGKikDRo2VZAhrVRGc6+myRPqBSPQQefrCx/cBZXLG2LIiCLJM0RUQAlApIgNN8izlrEaL/SmSnYuAIK/qAXXzk7wsda6ZjFDu/qzP17R3RF/nogFbfRo5CaEtX95mHYey7UJQGAWUKmhCZhBsfSh8eAEKURiYhxKqq7u/vX3/33dvrb//qr/6yKIr8Oa9Wq5yzo7JpGjbvVkskBO08kR71gIgkT0kezrkQoyLI725X42IRxrjZ9eHInzhOQa0u6epmSSk558rSt207n89Pe6iKqZThqZel5mWdDkNa0el3LpdLZS0sFovz8/OqqXWziDEWRZFT7vveWnfKHTnxEj+GMOE7jjROPhF6Rzs09hhchOKcjUQhhL7vwxDIFadQ+Hc4338IXE0ABQySPlwhhhBCErZk0RAQDjlu9/urqysC8MYiG8hwdnZmnEVr0BogPJo7v+dqb9vWminAjWh6dqqqOr84a+saJIvkzW7HIMMwGmMdg0xmCJjP523bVoUnA5CAmcUwEXljvXXOOUDhFL978cI7kxkAsK7r3b7z3i+XSyCrehCtx7quU4GureqJ9QWScwbGh/RL7z05iwIsyrxFIpKPHuTTKZlIwxhGfUnGmIZh5Kxgw2wBnDMhDkR0OIhVzfB+b62ZtzMS4Jj6/WG/3zdF4cpicX62vrtXR9Z210/m++OsJYQwxEO32++2291ut1mv7m9vVLkHIjmNhGBIBOSzT58RIhCiKJ8lI0CIsSxst9pu16vrt2/Wu21dzpwhNGSICIVTntVlO6uJ0xB6EEPAmeOTJ48eP7pk4O1ml1MMof/5L/6dSg2TpJxz27br9frb37xiwcDAApJ4db9ZrzfHy4yn5pL2labrbsqdYgFReJXg9F6OSgiBd5IIIWvtp59+dnl5uVgsNf478FBVRV3XpfUWjbOFtX7oB0AU1IuTck6FBCJ0xuqOk2PKOTtjJFvIirPIKvViENZ0Vp5mkTnxerOJY39xdvn5Z5/UZfn1iyGL6Ljs8cXl5fJcp3Pr9do6d7+6ZxDu+xDGMAxEtN/vNWBd1wRtPyk+R5t0bdtqnHrXddpaqqrq4uJiNptpy68oCo0G7fv++vq6aZrHjx8r6GW73VprT8WbhjHoiE8ZB2ph3e/3q9VKl1CtM29ubp49e3YK1jsc5JR4/h91HnZKiOHve1n9cA/rd8z3/hOMwn4bIfMfWOw9PDR8kPfw/8kw8xgh/OE9FCL1CR7N/WJF4B2qZdJz4kQUYHwABWFJ45hSCpxSbYvSu7PFPIwdp6QRJgZxs9++evPd6u5+s9ncX1+/+e677Xbb9z1LygBFUz26WMzm7eW8enYxPz87q+uaCDyZqqxEt9ucEoOGgSSRTASIuiVrgadbgq6nesVb63L8vVw5goKC4JzT+Fk01lhbWm+9d94gi3Du97v79f0wDOv1lojGEPRvTMLafFVwExElzjkmJ5Jdss54a8iISO778d/+5b9xjryl+bx1ntqmqesaWKz1y+XyfDkHoBQzY5rVlSF3JEq7Q9fr2VGtKWmiDNs0YSGFmROnkKMi5ZyxxjpEB8aUZQmSUwyFsyhSVZUHN44jpziGIRM8e/rZrK3vb2+dhxAP1okvECkZw2QEicmIQAJA723bNnVTTaZhlVqlYEw5RYETiYiyClQ8c3Z21ratnsb0rFb6ovLF5eXF80+faxhRznI47PaHw2az2W739zfbnKUsa/2psqzGcdCiVVWIzrmidIdDPD9fnp9dxBhXq9Xq9tY6rKqyLFyM/e3dtbdYNU1Z1wB+v4vW2qEPzGLQztuzmIaqvH/y+JNhiN99992s8Sz1MPSSx7opbq9vQhxSHu99RUTGUjOzVUe44cRxu18zUdO2vvBlX25DCGEcwjjE4IYh5tE6AJRx7EMI3vvNZmPI6tMEgCyJgOq6rBtX19WibZumub29VU2aiHDO4zhqtph+BSTrqXrUY2WKk7QJkFgycEwsaDNSe3bpjkEFIYT5+SVnsJuNkHvy9Gk9P6uLYrNePX78eBgGXSzqumaQi4sLAViv1zc3N8pFXC6XChvw3hPiYX84JQo+evTo6urKW4co9byCiawQhmFwhMaanHOMSXL0zjhvyBrEoo/cjZKyoJDzpeGAeRR8V0QR4TCkoWMi+OL5sz/6gy8KL45C6A8pjM4WEnNV1KHjsiyLuoJJtMbWFoL2NAR7MHD6nlHbB+s2INMxdPshCoHlvfQUpYZ/HEWTUmLOWqrpq6AsKxWknQYUWt8+BLrqGVTeT7L5bcNGQZLTIWxyQKtxHauqIRDO434/WNsaYxmSMCOdhIHy0bwQPpjvpZTathXJP/v5z16+/NVqtfoX/+JPRXi73SJiyiHnrG2zd5UwKiZDcx2mhRrB4NHXYK0viirn2912n1IKIQ0hiohGgakyUzMV9GeVtPn27eumabThrXA/Hf1pJrvWIXp54xGBq4ICFfvN53M90+spCg1p3okesDimGKMyG0/zvQcpsu85S7ROQDglZAAgkgHvnSMD5LQgkel6oJxDDArf9x/s/n+PXKUPaIcKqtFPvfd68M05o7V9DK/evPn5L3/x5aePqrLsQzRsDofDfn845YKqKliLJkYw7x/p+sPeWVRMTll6Hc0NqU8pRc6VL9pZXdeztp3d3d2XZWm9Y6D5fN7WzUnqAgBKRzNkyICxSAYAmVMax3E2mxXesiCRmc1mRVkXRXF/vzau0EwCQJhSExG7LnjnT0M5Zj75gE7MZyRSBemUx4XfU8g+LOBzZh3RGGNy5nEM1pTe+5xzYi6NL01JRDEG3cqdMcZQVVUkhR61y6LQCr+qqpuUdrvdrG2Ns1O6gElMhgCcLbyj/5e4N+mRLLvSxM45d3iTze4eHpERkZEDyWKxyBpUJTUgCGg1uoGGdgKEAgSttNA/aW0kCNppo0ZD048QoI0EaGCJ1V0jWWSRWTnE6OGTjW+40zlaXDMLz4jIJFVQqx2xMLcwd3vm7717z3fON1CS+WS6mM3HTaMNGVIohkhphaCosBUzOz8AITKySIwhpVRVlTVUVcUJzh58cL8qbNWMvnx5CSkSaU2gUEB4u950XUccu26nShuCTz48v3m9XH63qipAqarqZLH43m997/LycrGYpZSG4JVSF68u62Zycbn8/KunvUtNqbL9jEiXZ1z55mWJQPTemDTOKiG8G4l9XGH23+527cOHD3MTp+/7Xd8VTZmL0eB9H5KKThGnlBhQJAoQKNKoisIypxACx0SIiqhURhFYQ1odHIwQox/yDaytjiE5732MRKquCpaIKMBiFBXWtMHn0JeVWklIWQN8c3MDiOvNmrTyMSrEFGLmBeQIPkQcjUa5+393mJy5l5PJpG3b7BqVUjo9Pc33ZvbqzAkKbdtuNpvc/c/EztvbWwDIae9HG+G+3xd11trVapWJnVnENBqNqqrKAsLRaJTvgjxCfC/Ye3e+95svOG9ti3mGdJeb8N4Atm8Bbvp9roHw6578N8P8/HtM9u7Gjv/ryE74NUfydXi5ty3NbM675v+55Zvpd5l8K/xecQESwYELqhQisFJYF5U1Knrn3O7m6mW7WW1Wy7bdrler1XK5XN0OoY8hxBCM0rPx5PEHJ5PxpKqr8XxS1pW1tqqr0oLikPegPAvq+s5oTUhCCElEFBEZpQCIv1ZOcYY6+esYWv33u0jwzqwPD1R1EUgiShmFysXUdpu+H3K7MXgfc9Z78pwiHFqbpFTdlAefz70Fc0iBU1KIAEqQtdK2aQATJxfD8O/+g3/7H//Tfzy0m67dhtBvVuvcW+rb7i//4ifPn7+cT2cnZ2eKFCfO5isMIolBgDRZXYAiJFRklFLaGqWNLYpMcVSIp4v5crV99eqiG5y2lbEFCyAqY7XRVJcloGy2GxAjKcwmI0SJcTg5mY5G1cXzz7t2aLf3vvvph/fvTSejMWLQlKyWcWONNlYX42ZUGjMaTYgg9AGIAJBTYo7eDzGSUqquS0QZj5vJZEIEdV0ao7bbrShFgPPZxGgtKVxevFAg9+7dM9bEyE+fP3/1+sp5Fzw35Wxwvcg+YzelxJzh/zFWa2CJ3sevvnp2eXlrlGZmbUujFCdZrXe73YaTlGUdIi9fXcSI6/VWqyolbupxUTR958uqPDv9oGlmWqXvfDrabq+uLl7dOz+bTaZ/+/NfXF2//u3vfw9SXK+v+6FPIXZdr2xz73zx7MXrwfeD9+vdar6YF1WJrfjkQ/JIgho5JESlEUTAklGg4hBSCIZUzj5nDIWlk8Xi0aMHzagyWm+3W4RkC9XUhXcdIRqDo7ogImtNHz0hFpaKQm+3gihlacfT8XazM8YiqQz86tFo1++apuHE26432ipbaG29Dz6xi1w2Y9RFU5qu3Xzwwfl6vQ4hlFVdj5oQHXNEVCeLhQ9hvV7f3t42VZ2dEhHRGnv//v3ZbNY0zWQ02mdYARJB125ZpKjKo22xCx5FtAJjTfJuvbztu3653sxOz+vJmSaTEkdOEBOmZDkJgtYqSEopaWWmk+n162G3uu13U92gShORZBSNSlUardHcdl3w2fIb9mhLiCXnCAHkWRxhNmfa17t3OJxv73MsAAcPzjeMAGTYB+sRUsomhvtozaNLbh5nqRDY+5hS3OciHjqjRERk77ZCEEEpTUScYgiDOvjCfwswECARw0ACig9JRSlFACUCSqmqqvuWu90waiZaFyjE7ERIawXC++giPHI6cI/X8M2GpTTu2u3g+i+ffvX69ZeTyWixWLjBheBGzbgqCw2giEDSUU0ISAkxj1IRAd/QaDElAY1lWY5GI2OsIqW1FQxFVefiPveDchSVcy5LZZRSs9ns/Pxca33MJVNK5QneBx98kEOu+r5v2zZDviyYWa/XGVR3XZc9zY9Cvsls6pyz1s7n86Io+hCJKIR4NBl/l8X0Ft3xLt4TYK3VaFxp1P2QkEQbcswuhKQgxwBC5HxU2TDm6FH8Lcb6v96QPCat1GwyBUnCgVlQ0XK1Yoj3799HRS+eP+/61vIPnjx6lJMGCJEIc0sopBiFOZ83Omo83kTI7Pu2SuWJa1EURWGBRZHyPsSYIqe+H0TpznlBbVEBSNu26/WaJQGnbBKHCFqR1lAam3ugeVpb1dUOoCwMC6bEx6ZtWZakbXH4yiHXe0SnVYb0ewLn4XEe1Q7DoKwxeeKVsx1SercUyDUDM0N6O9Q+p5lVVeWcRwLG7Icm+dzlzHdJuLq+JZLL169XN7enJ4tx06SU2rb1MZRNo5Q6Pz+/WS633RUzM6Agi/fCLoVESGVRaEWu6+rZTFgB5kpHCJg5KBAQRkEitKUhKhCRWSnkFFwY+qHbhuiroiThbLoGzIQyGjfz2cQgb0uyVX12djafzwzh40cfFGWZJ+GTycQPPQpn1aKIbLe7i4urzl2aqjk5+6CZnE7ncxZ8+eoqbQInLRJRFEkion1e2V3He0CGnE9DSfaPYf9P7uj3qK5H3vu2vdlsdkqpqmm2mzbtU2aEBAOwQMKsYthbv6coHLuQGfMasTDKaK0VGkStUKEAswhjdtKVxDFyFE6MAlYRERpVdO2u3a6uLi/W67X3jg4Je865nnRKKVMuT05PJ9NJWVc+Rk2UQsyLyWg02m63m83mgw8+yLAtX5AZbh2FeavVqu/7qqpE5ObmZr1eZySWu05HWofW2nu/3W6z8+ejR4+eU0nxMQAAIABJREFUPHmSV6qyLI8m6Dlo4dWrVxcXFx9//HGeNOaU9jxIzCrcw/aB//qgxDtuIPLeeJj/F/O9PKV561e8j+2Ab+3Nd6dn7yYBHNuoxwn+W2k2b4Hgd9Lz7n5meev7Pcn90Pt7d4h33MvvHsneJYX5yGD5JpHGG5XAIbTnnQMWZgbCd8ExHo9uf5xQ2nJw3eAdkSqKMgrEGC0ppGyvHAGoKsswBKv1IYYrZhIikfZ+QMGyLKuqKksb4q5rt5vNertePn/29O9+9cv17Y13vR86jtGaLJQ3VV2eLE5Ho9F0Mjmbz8fjkdYac/4UIdPRZDoJKclesoCIGq1JiAkAhUC/4ZgKcG6W5L9ebrrs3ZljDr5OCJKCmKLIdLXdbndydpb/5unQa88XQGIApGyECACjppIY8ri8KjNYQmvtaDy5vFn+6b/6i4ura+ecNvvJRn4NoShbAkDwKYTAwjZPUXKOX98LHkTh2jCzRCmKwrneDz0pqUo9n89PTub/9B//o65dx+in44YItSA2DSD+N//Ff/k//I//04N7p//8X/xzZUsIQVeNb9vb5XKzWa1XS1Po//yf/bPE8Md//Me/+MUvdn233azWt93g/Xq93nZtCrDcuP/wP/qPXbdbLdfaFpt2YBARbNu2KAywxORJQBJ8+umnT5482W7Xz55+oSCNm7JpilEzVZjGo7IwklJiCdqQcCgLzYm9G0RwvpgiECRgjcwJQRXWKMTpeJw3Yz8Mmui7n36auaM5dShvzE+ePJlOJ+NmdHP1+vLywhb0f/yf/9sf/dEf/dVf/8zYwvuBmZGoH/IyF/NSeHV1ZYzSWgNgCBGRYowhusgxpCRDT0AxRqu1994W2hAyQ0zQdgMNw3g2vbi4mc/n1toYOca4XG5eX+4A0mQyccNrN/DJ6XQ8nmy2N6h03YyrZuNf8WrdLVebUVXeu3dvu1vvuu20KK01zNz2m9Oz023bvr68qKpaaXK+RyVNU6bkT05nRuN6vTRKz+fzXdv96Hd+cLtcSnSffPT4wycf/8Wf//nTZ8/+rd//4WI+qUdNu92Nm0pSIODJqOr7PvhgCBDS0HcopTVq8M4YE8Owvr0urFIkhFIWpu97kX4f9qpgNp0AgCiibEmfeL1r7927t9sWQ1ls1itrbQz85MPHbugIJSa/Xg3CsSzLPFS8vb0VEaVMYcrdbnd6ejqfz2ez2Ww6q8qy6zprrULMVjoKKaUwm05jCldXV7oox+Pxdru5d7pot9vou1cXr/7VT36sMK3X613n/+E/+Q+m83v9EOvRqN+uhQhBOxeVKQShMlYRKCpdDHUJSqEbdrO6sIoNCGBi1yuQtu30wXQEADa7XT2exySOQ4wpJmGE4zaZK+894fnOVxYXJfH7uDzmFKPWynuf8QYQGWOFaDSZbbdbU1btMEybmbG6bqq85vR9673/4osX2+1mubzt+z4mz8xNPT7ITXUuZLO3GxEdq9u6Ko0Co3Sm5Nd1nbFNXdchhPl8URTlzc0tImpdFnUz9ENZczu48XyahFe7JZpRHxwhjZu6qsvlze2XXz794Q9/wIhK66HfaqUBkDmpA0tCIGml8xYSY2ya6urqNaJMp+OXL1/8zd8Y5v7s7Ow73/l4126ii+NRfTKdGcC97jCEk/lCWMqiCs7FwLYwlnSMQ1VVN1crpVSIYWSMY/De397eEipErOv67HwaWeq6zrAt75U3Nzer1SrGmAd6y+VSqT3H0jmXozLz4r/ZbLI1ea6lyrLMcYs5m/gIGIwxucbKxkK5QQ4A19fXxjys61prjbifmOX+eo4StlYrpUJwubQyRrNEQiKgw4bPgIzIWqtPnnz8t7/8vCyL5XKVilqRBqW8j7PZLFXN9XJDRIvFom3bHKDcdd1xaJl1iV3XHQMgUkohpOyAPXQ9MxOnoijW66XRZIxJPiKL1qSUShy2m03v2qoqvv/b35tMx9770Xj88P6Dn/7lX/7ub33/0+989yf/10/+7x//yUcfftp1HaeEiP0w1E0TOIFkMZtkk54YY0xRHYLaRqNRVRWZq8YxGWvni1NjTEghCQ0+ki2KuhmPx865nIQxG0/G45FWJJK0ItRK2COiH5wkXq/XPjitqOs6YQu4d5PO4l4iHRlyRymvYOv12libNVe5F2BMkVn9IYRMGIkp9X3fmCyXGiwpqwulVHQhm7vkCs1aK5Lu1ocZQHrvAdB7b03mj4S6qpxzzHEymWitUkquH5qq3KxXP/yDPyCCn//859vVejYee+ND9M9fvvj000+fPX3+8uXLf/iP/skXz54m4dzjQSVESEAppvVqtVwuU4zMfHt7qzVZa8fjkTGmLOo9Xwk5tz+M0UoRM282mxgDIoQQqqrctF3iUpgLY5DIDX0OBH748GG3W44nTTke/+4f/P6/+O//u7P57Ae/8zsxxpvlbdbEdkO/6/rJ4J1zz1687Lre+egichQ3tEVRTMeTm5slR6clGRQjbAkTQYxe27qyZtd1xlgiHIZBEfqhm06n4/H46uaWtNHa7hOVjMktm70JuUgu9XNpOgyD0sgxpsRKkbE2G+YDC1HaA3IRAKUBMzo1GhWyIlCIBNmpUzA7VTHzoXzMNbdCSSAgGIOvq0IEnzx+dGF0BOiYqWkmk8m0GTVFZYx5+vRpXdfZSPPZi+eCWJelH1xOxsvy4Kwxzh9qtVqFEM7Pz/MnytbBZ2dneR3LRM26rnP0Qq72s4FnVgPmYjXTmm5vbzNP7dWrV0qphw8fPn/+PIfy5TGg1vrHP/5x1pSenZ0tl8ujUUIuLPPSlPEkfB37HONzvyalBkA+ADZmAeA7GOotEfvXwNQ78cK5FFdK7R3ptc4626NwOj+/13u/RWz4BlTza+Z7bx3Te1uh70VTd0Har8XH/6YcZe4Czvf+ieRbD+/4fNu2SFKWpVJaBIADM2tFZVXmsxVjTIFNaSlJci5fgmVp80R7vA9E6q9fvfrq6RfOb9abm5ur69V66foOOKKAQlnMp+OmaqqqaarRaDSejou6tNqUxubqBgCc7wkQBGkfXwwieMeslSQHCO9pR/TGGuGAEO82G/KFnoF0URSICIJgqRuGoihOT0+n06mPcbVaISJplW+2XO3ZoiIEZU3u+xaF3fadLTKI0FVZpBjadnt5df35V89eX7zU2lJVKdKkldaKiCSGEFx279TKKqWQ98IMlH3mtRyAd+47UJ7al6VRREoKS9YqEEghOufC0KMkScmQalzUWrvBE6D3YbfZTk6K4L02RmtazKfn52dYKRi6Tz75cDKZ/if/2X8KwwBlwbu+H5wgXl5eXt1c//Rnf/Nf/df/rTVKK0RJwkkTMChUJFKNRg1IijFqBI5ijArBdf2u69vBdUPXnZ+fIUfn+qHjmDyiaDGC+/wPIpUDLIbBEREmzOxEIkFRzsXcAztyFbIyPoSQa+uyLHVZVbP5YjF//vzpv/zTn1xfXf/hH/6w6zavXj3zrkWFCkFQSBOJTimkFFlitpMhModWNO2tgX1EFGOMCOQxrCZ1enqSpw2Frfq+Z07j2RgRkCClFOJes8E5GxiRWbyLwxD6zlGDIHq7bV9cvN6tO0WF1kXfhU0aQN1G5xFUu+sTLq21zXikjBERTfsrhGOyGhUCg2zWt7NpM500SungfbdrR3VTleVHHz558eLlz3/+M2NMVWrn2ujN8mo3Go1SiMuby9cvn83G9fe/+73dbtcaagpjCZQmJImQIHISCUPbbrul1VVhmDmHuBESCgcXjgs6kbZGI6LRWji2u7VRNBk1xpgUHHNUiuq61tZ0beecq23hvd9tt70brLWjUVlV1ZMnj8/Pz6fTaVEUwQc3DLkyswdCnSROKX3x+dOb5c3r11f1eLRYLLa79sVTc3X5aru+scj9bmuN6lvX7iB6p7U2lgEgxGQUMhBn2zDJAmMRhGPIJwkDJ5UHcNm1JAskARLI3isSSPYcNRTImXX0ayf/d4Vbx15bXmbzAGG325VGF7YbvOu63lpbFGVOb8vX28XFxXJ5k7OVjFGTyWQ2n+y3XtkvVln0nwMDMk/h2JQkhJPZTB3kUhkP5KFWzgWOMWZIk1hW63az2cbgq7IYjxtTNx1TOarHtgFBQ+gGqOvKx7jb7RBlVFfGGmM0B//eXSazJbPQVERWq9V8MWnb9vRstFgssjSuMuW0mTR1Oa6rythCaxI3dP1kmoi0yECIKQpYgAOcRiQECiGgNnU9ms8XwhT6If/RNrs2UyszUSqPiDMsb9s2V/ObzSqnHj948CDP93Jq31Gqd8xBRsT1er1er3MZlAP6cn+Jmcfj8Ww2W23WGQ3m6jOf2W9qvP5aBpT3w6isOBYhuN1ulw1pOlAiFMg4F7quS0PKtddbPKh392t5632/+d3x8NtSSinbOyEt5nMCfPbV08l00nXdF7370ceP0+Avnj7b3C7HVR29TyHGGFOIxxUPifKE7c2Hlbf/CPkSNcYQKUEsqrJRk8mYSanddlsUBWkV25h9d0II0Yc8YX8TG4iSYxuJUJNSivKpjEkyR73rOqWU1vbo14JI6/W6rqq71epxkpCLS3WQw4rGozL2eC/vJ+oihyTyIyGN8TBxfz9ZWoSI8t0JIsH7qqru3z83ROPxeNzUQ9cj4mjUIIKxdeaFzmYz0urFq1fL5TJxKrSOiMJCpJqqIYKTs9Mc4jedzmbTiUgaXOi6zg1duxvyFVtVpVIqRcndmBwpqbWezxcff/xR3zsf+eXrJcCPnXNK76sm59x6s9mt10liHdPl5WU39Os1Pn/xPKaUFWhVXZ+dnsfAo2bCsKubUdOMm0l6fbtTuhLeioh3LvjBoBQKCJMkFwNE52OMffJSlikGldvxnFTunqcUY8wNe3gjD/62L4WCLBqEABUCYcoXCQtT7kbvRStgsdCKDKFCIAKCPX9171OPko3v32NoJACE2XtzGPzFxcXz589vtjsoS9/2KSXf9b4Z51Za13VI6LxPKWWrsMVsngPZRwfeyng8Vko5566urrquOzk5yePofOlmL6jtdpuz9bJdZ94acm+ibVvvfW7w5TCDYRjy5ZeXsrIsM+EzM0iLophMJtlJOLPcm6b55S9/CQD3799fLBZZCwP7XHX195vd/f9mcnkH75HgO0Yj+C6fU9S3YLC31NVvzvqha3h3ybj7zFsi/vcSlN+dBL5npX4fevyW539DJHmYc/IhxvFr88wk8O2Q9SjGMLrIPdQYoyZVFCKcut36yC0hAIiilK7KsiyLxNE51+66rtv1fX97e317e3t5efns+dOuuxYJKKKUGjf1bDYpjJ1MR/PpZDputNZGU1VVZV0ro/fqjpQ4RBGh7P2Cd1mXdEi0v8tWUseL445e5WtLc2ZG5UX/zWllUGhyp2G32znnBPH+/fvOubbv8k01mUy01krbvu+HYVgul33ft7uNAnn4wQND6sXLZ6vlrTAv15vBp4RYlM1oNPIpxsiUoxhjyqQYJSKSyFokYgaQlBITkdGK1F6aHzgdY6yJSJsCtBKIGa52/dC2fbtu+27Xd0piUqg2dldVVdt2RKpt++vrG0S92Wyqqs1X1GQyqmzthn672WilQBIwg/Mp+rIwajYfnSw+4SQJCqtLa4iAOQIrIkBCpBzcqjgx74eukqJzQyscSkuSUj+0905Og+9THCSmpFApRKOOFvFyoMSQ7JtGKPukbAER5hRC5rhKYudiJmsppWxRZF8NXTba2nxZzudThSG4Ibjhq6dfCoNOVpuCg2hlOO29czg7oxrShoZhcN4VttJahRBC8KigKCyAiiHZoqiraj6fO+cEkkjiZYoxjmEMAEQQvGNGEFLKkCJDJvPZUgI3hO22VaZAMs7x9fUmhiBoQ9J9Dz70m+1gNFVVsWsHAVLKWmOjsNYakDkFYYzOgzEMrAR3u9UHD04Vys31klmqwiKLxNC3Oz/015evHz58cO/8dDIqhP3Qd3VlrMEf/PZ3f/E3fxN9p5VoJeNR2ZRmb92JMhywlhJu23Y8Hk9no9ybC3taVkpJYkrMwsycHKAmotKYbnN7+fL5eDxGPiERH1xKARRZUyoipSiE1G62Oa9iOp2PRqPJbFrX9UcffZgLpWEY3OBSjFmSsV6vs9Jgubm9vLx48fKL5Xq9Xq/vwQfT2SKEdLG8efni+asXTyuDmmU20hLAakjJxTAwaxEmbQRSzgy9Y0ySEsKee5ZzMoWQCZAP+rHsKHCHXpJff1xbZG9iKW9bUn0d7KU3fJAj31JrpTRBqDJCMMbYomRmERRSkaVt287558+fL5e3fd/lP05dl3VdjydNBhV5nnN8o9zi5Xe+hHm73SJAVqllh49jB3c8HgNQ04wBYLPdPX2etstrhTIaNX2CSHq8eNAFFlVykqowlTFFqbvVcHV1NZk2s0lDqGKM7y/HkDkBgCilTLaVizFP/Bbzxfn5mfOd69pqbJC522xPmxkkRhJLyrVdChGIgFEpE4IDa7Ih5yHQFLS2fYzb7fb6+vrq9XXyoSgKIN07f2RnaK1DCKenp+fn503TOOf2Q4lulh/kwqvrupubm+yMt91uM0rM3ndZQpzDGPIMMKWUdS/59BERw/7GefnypbXWkKrrenUNd+HEe9Qvh4Tbr/M5c6ubb5fXt9fXry5eAijOWdlkxaqcGo8R39rQ7zamjwxPRLzrL/IttNKjkZgWlJhyCT5umtP5oikrV5TTZqQEDOBvf+d7o7K6enXhdt29+cmud5qUIXXs0JMAAqbDzfMtb8fMfdd1fdf1fV2NdFHmeaALMQEmEBd8/vFj44AONxsiKqJcaRjQLHLw6tRaUATKsoxJtNbGFAx0enp6//5mcXIynkziwWr1LbyX75Gjnl8f8J4iApb94hdjCCExA8WUEgOg7FGo0kgE7zWfAICYktK0R4MizrnFYrZYLPrdDliM0rPJNItk2qFt6urevXsPHz5MLNvtdrN7o6vMV0nXdW43RO/6vu+Hoet7ZU3XD4hApObzhS5sWdTW2hhDUdo8ATNG535EjH673W527bOXr169fA1Aj558J0XRGut6hIjrbjcaT0xRlvUISYqmAcL56cm0LFGpwhQCRERVUwfmBHCzWl3f3Dx9/txqG0F5Txhcu+1CdEpgu90k74lZggs9etf3g0/MvUjwFSJCksiJiExRI0JKIUSXTQEP5W52fDiuzLne4zf/JaRzyihiZt/mGhc45EwzRFFIVmujlSKtDRLl3j8T5rCrPUgQ2FuDHhwFBYQZSECAGYm0tkolVErbwhZejBET8+WUZZnZCCrEsN3tbFloa09PT0/mCyK6urrKXICiKG5ubrJj58XFRSYL5AZTXrVyR4mZq6rKU3F1cE3bax+s9d4f0ePZ2Vl2bcl9rvv37zdNo5RaLBZ5LJGJoNnLIPfKM0nhOCnN2YDHveubIMBbmrKs9jp2dfCdUdm7Yry3tGnfhP2+HQrqu4zqt3zSvgHA5KDz97zmXUbpW1TJYybGe9V0325+jQev6ndevP/fu9vD3Ze9O2x863jeHVG+F80erY2z0uMA/ODdH9sfw12VHgAC2aISSTnugxQoIkS0Womw1tpoDQBD16XYu50fhn65XF1dv14ul23bdl03DJ33A5EuS3sybT55/KQqi7qqqqqqyqKuq2y6ZTQphcde4DAMPIACzPlLcNjVCAUOgYYJBIFQDOwFcwegLyhfZ6rmW/s4tceD1XVO3X1zfhVFn/OUYnZh8jFmLUf+qaurq0yebrshD8FjcETU7zYPH5w/evRIofz5n//pz/76rx88uL9t+wT0h//OP7hdrWMInJKxxV4Tj0kgFcYWJlsmECliYR8CHIgiWmfGbEySIdV+eUJCFAqRg3eQ/Hq53izXm/Vu6HdlYXiPaGgy4c16UFStV+2L51eERdd1Mez7muvVtjIYk7++XHEy7ev1ZrcVxhiCIMx2Yb1ez2az7boLvRMOmiDXwESYgK3V3rsYgxv6rutGdYkpxTAUhVosPnhwb9FUhXC8vbkpjNKacqSSCIQhJTjUO7LvSOfSSlhEi3AumuHonJ658tl1yhiTLa3yGfF+WN+koiwKo7//W9+7uqxvbl5PJk3X7yazmSYAEqUISVzf98MuBI8oSmFZGkQBSMwxJtd128QppQACApxYYorGmqqqdu2OmUNww9ABYlk1g+uHsB3c0LeM4MqirmtTlgUghRAQ1Xg8Dh68D5sdJNHaFNYUSvEwrDeb5IOOsWz7zmqqmrH3K6WQAPq2F5LSGC/c9a3VSmvi2AXvZpPpB/dPrOZ7Z2eTcb1a7Za369XqxjnXNOWPfvT9jz95+PzZ0+ubl493p5N7Z2eL8912iwA/+N7H9xeTyWSyun1ttZmNyhzsYbQW4FhoIirK8tG905iCsXa33e4NGA7LRmKQHKgswil7lUtKEhobvvO4LOvTWUOIzqrBeR8Ds48RFVE1qRGpLOuT03uT6VxrnWkG2+02N+YzEZG1vri4AIDg3C9+8YurqysC1JpIpfF4okx57979k5OzGAQ4jSfTy1cKGc4Wo8cPTo1Rjz/5sJqfcfLMEqMmymINFFACSkShZE9JSSgiwIIgCtiQaJHEQgAoKIkiEwiko45g33w4BtUdtzb8Ng+MTD3aD+dFBJIkDOx9iswgQKi0sYUgFEmU1m3nLpdrazMDHE5PT4vCHrpskiMN3lrkjxaUd5kmcmSZJ9YHB6ZjWZ81q0f3yBDCZs0Y2XW+tNT3/e1mve4dlc9U2Ygqu67DlEqjq3LUueSG7nd/70eLWaNIgh9Kq0HuJNPKoTEqQERoSEC8d3Vd13VJhNYaa+3gWmOMQnz59Flw4f7srFLVzc12cfKAkhggTsKJjTLRBxCiw1SfaN/OI9RZHzWbLZJ3xpiQsKybvddr3zNzRm63t7e5i5fdFKzVubRyzh0NNmaz2XQ6zRq8TPAGgOqQB3DEM5vN5urqKjcH90/iXi2z2+2apkpKH/smd0dDCtVbCPAt1Jergrquht32V7/6Zbtp54v7jx486p4+kyEgISBmXTElQmPeknIcy4ajqlMpFZm/SSHzXkM8ROTEbnBNrTVgGJxTNLJlaHu3aZfrddOMS9K3F5e+7Wazk769HhVlaWyhtMohZbw36RTYxxjckcTjW4O1nGRpbKnLShkTI3sGn5gMImmljdZaG9JKa5O7nUACMUVAISKjtTWG1N4Irays1SZEzh3Sowgl7xdd1ymtb2+X08nkzoW0L2/1164uSMzCuPfozlmYLDFG75zzPucSxRgjs8qXAII2ZIz6lu6PRr2XdKYUnRvXzYePHjfGWmtEpCpLhdgOPRHFlNgNP/3ZT588+Xg8m6IqJvPZzaZ13onS2pRlXbALkUmXRVlXZCyAXpydpRSH3oXIceAQHGAQiaZ1jOD7vqhKpSmFYArLTGU1np+cx4hVPSrrMaAKUUJgbQxps9puv3r2PLpOW2W6vo8/cyF5Iz/7xd+SUu1m2znvve/6PSN62/Y3tzdlUQJqhkoEo+tDGFbTKSevxNeWkEBRQkQqNBEqUlrrru+73XLwQSs9mVNTlYZQYjQKBmGQBJAAOU/e9u39fSYNADAiIQogA4OGHO6XOVGAwASgCRSBQmU0lVaXpkRBIHmT9gfCwEfxcQLCbD5xsJLP3qEHUpwirbUtqqqpm1GXeEgxkwKOuS+r1aosS2208z4Jx7Ztt9vVbJmXiAzn+r4/8sPH43Fd16enpzmBI1OyMyUhr1rT6TSn5+Vn8oPc1K7rOpMw80hwuVxmHW/u6Dnnsiency4vZdfX1/mts/VrtqHKae95xTiSRI6U7LcG9G+WGvgaXTPf8fJ10PTWyvNehPXWAvUbrlf/X+K9d/1k3oJzb2LB3ge3vgV37fHeXSwnX8N+CN8G1X7t47emju91f8nUucMzR8/PfRrse34hHNqQhy8WRqSiqKralpnCzvHm8qrdrYc+Gwetri5ebZev+77dbbf9MJSVrcvKFHY+nU0enS1OTkZ1U1S2rqoiexMJRE4xRKWVIp3FD4CQVap5qqOVJsmeBoLq4Ep3PEEICEKi6OAv98b+Exjk6Ld8sI/LYAn3w+u7Ni3HRD4EaqpxacwwDF3Xee9vV6tMtdrstl3X5b6IMaZpmnw3pohEoIi01nVpU/AI8PHHTz766KNfffZ559O9e/deXbzWpjg5OQGl98GawsJaK7Qq36gBATQp1nvWsjCnmC1mRCGBUkcL+Lxdaa0NAitllDVkFRkFlkCLJESVkmhVuYGNrruuG/qwWu622227c5mOUxSlUcqQ2qzT0K8/++WL7W6Xt+9m1GzWcbft2o2sbvq+6zh6QlbIiJzt5EEEEYrCZnx97/xUQ6oKYzQWVltVW03Rw6hujCLmzJ/UiKgNMkI+P5xYUjrWpgpJKQUKmLOgMeadO8eGnpycZNblEagrpUgbNNV2tX716pUi3u3W0+mkM11ZGSFgieyTLZphPwQIzAFJCCjXq0pjVVtCHZMTEWXRORclOechQW6XDkMsCoMoRPTRxx+fni0Gt3OhDTG+erFst1GAY3LOMVIahi7GOJueTCbTbuhDcJ1LhZGyrDWRtljYqVJeJHEKMQbnNHPR77qTk5N6Mt61Gx+9BmzKYrGYVYXdbdZKTyZNff/8nlHaGOP94Fzrff/gwUOtzHe/+6mxRmux5sO//Ks///KrX/3+D3/rqy8+/7M/+7Pv/9b3d9stADx/evXhw0flbFbZKnpOkhShEjAEzEn6FggxpX7YWqWSpGwzQoqICMEQmiNhz/uYUupCf7KY3l/8KI/pdtsuiBijq6o0xqA2xthRM713fj/GOAwxJDlO0W1V5vPY9/3LFy9vrq9zHhHHmC+DUd2MRjVAVNr0btm1ru88A0yn881qOXTpw4/u/fv/3h+dn8wTu8nJZNWFXUhKWxFOKfv3H/icoACUoDBByt6bX4wLAAAgAElEQVQpQiIKRQEbQAIxIDngO8k++jzvZAB7sEeMb2dZM34j+52INNJR5Zuv1eAdAMxms8lkZDT5GJXWSIpZQox1XTdNkxu6iJgZdjFGJESE/G0IsSzrXO7nip8O446jY8Qh0XhPuDjqIjJmyFzZ4+RkNF+cn51tVwYhGMPluKmFVTUJQGiq5Ot2uwWOygAFfvHy6UefPGzbTVnostDveKHlPRH2MxPvu64dhp4TbTabk9PJZrNeLo02WFZVXdh18KOqvn9yosB88fPPZ6PTcVVXpoQkChUCamXyZG9/j5M+CP3EOTf0frPZdnkuV9aCUNd1WZbj8Tgr8bIhQUZxeRnP+r2ct75er7OQ5sihyrBwu91m/UzG7VnLl0u0s7Oz3Fbf7Xar1Yq0yo6g6/V6Op1Cyj7PcgQP79Y6b7hCQohISCL7vPUQXN2UJ6dzjapp6uzHkF8cmImoaUYYYYhv0PvRNeRYnByD5sX733C+l6V91lpFlEI0VIAkiyqFePHixeOHD0/G07/6k5/grr9xl+vr237TSZDovGv7MLjkg0QGAbwj+gE8vCm8KbGOFtBKKceslbFFVdcjZY3zUSnFAkVZlWUJHK0tjDF1VZS2UIpE9pQcQtRaGaOS0ZA4sVJKDV2fTPQh5flu3p21tgyU366qqtEoHI0Mjicof3s314RTAlEppQg5HFIh7eWpe5Ge0lprQQTODOp0DEB5r+NFvmLzW4RhyGN2a+2jx4/73S4FV1jbVHUC0aUJ0aeUXr56ZW35Uf3Jy5cv1+s1CwNqzN4eeyos1OPRdDGvmlHn3Gg8joGVcgAEtPeeuV1eaWOVggRxtWm9d9777DO03a5fXlxfXV1pa8pyTKTIWOfDENLg/K8+++L26nKzvonJF+OxNsWLFy/GdfVXf/XXSinnAiMoZZCoqpoYY1FWgAqVjQwCEFyorDWEldG6VJPRSY4bUdYIKSRFShXWCtCXX311dX3jhft2i4h1YUqrlLAlBZwUIVJ2tZWDkwRjHrzlIpzkKNdB1IjIkphBEFEpY1RplVaokIzCQpsi3yCcABmVMESWvWEWI4EoAGFERkY54L09oAQkFXw/eB9C8iH2/dB3nYds6G0Wi8W4avLI7vz8/MEHD+qmKaoyMne7nSaVtb45TO/58+dZ3Z3RGjNPp9OsRhaR7BeV+WIiMhqNAGC9XjdNo7V2zh0t5YdhICLv/enpqXNuuVw+ePAgL1OImI0984R8PB5baz/77DPv/WQyyaLiTOzPN/5dscw7PiPvsTh5g5vuvuhbrTW/aQl67/O/6XzvLlb5ptHh0VHluA1/E5T6dvj3Tbz5b8F7e5fZb5jvfRPYO86g7k753gKcv4ks8NjTOriEfw1wZ6+5X0sTJVRKkyY19MPt9bUfuhT8F59/dvX65Wa17IcuxshhcN2ltapp6scfPjo7OxuPRkVl59OZNlppQgEg1CSu3WllrdaaSBkVUwox29qqdGxPIik6qu/4GPx+OLZDu10kO9zBnpQFAiC0p2Ypgbeige5SrfLjjPSMMdPpFBE5ybiZKmM+//zzzz77bL1eC2KuCUir8XhsDn3Wtm0ZIDjnXV+WNveGjTEp+JyGqRH7brfcDu2uzXbzWuvehyxuRAYWZObAKbd5mIWIsr+6iKTkYzo49yilNYkgMzCziyEBACYNIiJK6T0RRWmFWggJDaDYokoMSBpQaVvUo3HkfTOJgjOm6LZ9WSrCoiqb6eRMxMYYh8EpqoKXGHC1bC9e3x6oNLl1LZCD40MAEa31IZub753NJEVgdv0AnPTBLUoIU2Q4HCciABIzMEdOUTgxCwKJCAsrQBFJe5i3t+TO9uiZrnBsR2WvKrK2rEc315dVVZ2dTq6vRZK7ud6NJ5Pr5YqoEKGqmUrvEMEYpbRRCrVWSJxSFCGlUCnbtf0wDJlkUo9LpYgDW2vrUcUxKaUEUlGVeVygdGOSgKjtOni3zS723jtjjz22jjnThGySnkUlphjYByZdud6zQGkqpfXggoAmsszAMR0Ld01UGksgSuPDB/dRGIE/eHj/iy++ePnyRd/38/n0ww8fMQMLO9f3fVuU5nd/94dlYW6uLv7sX/7pV1+9rK2dz2Z1XZfzWV0VRpMiUFaLKK1UgUoSh8QpBURIiihQUegkGHLioUROgJJYYkYazjnv9smL/W7rnGOGrEQXXTNpAF0UxWg0qeqmrEZ7o6OUDvBEA3BK6fnz56vVar1eb9Zr73xd15vNJnr/+PHje/fuDV2/2220gmNrUylTFJVGyTLeoihG9VihTjzcXt90DFFNGDSLoNLwhl51jHKiBIn3oTI5g06DKEA58sD3yU+Hbv3X9x46LuTfMty7U1Di8YOnlIRT3/eaZO9W5Yd+8KUpmKkfBu+9rcq8l4fg8RBAqvRxHTjujgkgG2yYIz8tK1oPfU9SpOIQMwbISuNjLtNBPUUHAts+Py1574bBjivRFiH1bsCUKlvUjVVoRvVscWKvby6m07EtTIyeKgOc3tBe5c6GAkkgZTLS+fn5Zn27d0YhbNu2rIzvIprgBzcbzSSltnNd261ul0ZpozSxZFPcN9sQHM3GsCiKCPuAxPv3z4tHj4qiiAy9G+7uaJnmt1wuLy8v86xVRBAl+xPkuIUjTFJK5Vb6dDoVkclkktsQIYTsLpZddjLZOO8UMcbNbpsLvu12++TJ46asuq7LfIS7A723i6Q3W+qb/L1jtGDTNOxFGxWTz04MgNqDKDKz2QyC+OUKILzlYfDWpO7dcaJ8q6lAtjDJHmZZQcAhkralsQ/Ozx89evTZT3/2d7/6lSZyw9BUdWTWRClGjrlSBMw8/NwiwbeLueNRHfHedDqNKYXeMzMyAGAS8d5rpbyig6uNORg23Pkld0aF6sBMms1mxpjEIAJN04zGnbU2hDT4mDlvu93u9vb27PT0UMbQ0SbvqN/bu1IR4UG5B3cqpWMzJTdwWIS+vjgcOzvvrgYphUPbJWW11e3t7Ww87vs+uB4ForHOO7Aqxnj//v26rru2v7293Ww2x4mx5KxFYWV04tB1XTYTMkX52edfeh/6fohBcug8M2sDWhvmuNnsUgohuOwnp7W+ub221mYlHqmybEb1aDb4hIgFLRqbbKEqX0UxZdP4xGf3z89PFrfXN3VdC2NRlWVZa63rZrTdbou6McYYXXgfL69WPQ7TUUnI46YoNU3GdR4tkFYx96CM1kigVGlNVVil1E0I7W5bjyc5vSafE72nL8qh2KPD46xOzV08BlC5tZUAImNCzG02bZS2xmpSSIRCSMIJhTkFIhBkAWGJmVGFh+adHHKkM5/zCHwQUQC1srahyWy6bbut98hRMYxGo/F4fDKdZ+C0WCyKojwiKK11CvH29vbq6ipL725ubrL0jplz4OdstieZV1WVN4u93VdKVVVlE6YcQZExXuY6Zb1fCGE0GmVLz/l8nlf1YRiapsnk/ywqzm4uWTee17FsY5u7Y/P5/BADGL6Fhv2G0ghvN7DgDtp6i9L5TT2vd0me7+VXfhveo/0VQCIp+7Di/rKQg6nrQQOaaTp3iKfHQzg2fuRNJFIWBAIeLGhwb7V/TKI4gLZMz/h6VHemF+5d+Y8xIvux2l2qJ7yXt/n381jeT+/29EVEyChLsuFsTkbdHxiA3FE04uEjHPH7/jQfpAYpcje0f/fZL375i59u1rcpOImBJCmNhdGTSVXaydnZx2Whcru6ruuytLknqhURYYqcQggiddUAY2SW7P+jtNbIIMYYyolGzEohpBRiQEQC1BqJNCJB/hEABOa9T4vc5VQg8uGWPSgKDidCABiyqQERkoCQys5acLqYf/TRR0VpQKjr/IuXr7puF6M3RUGKqqbOpWeuovY2DICGCIxB4KYZqRHnvcprk1Ia2jbXWPcW81FT5Q7Z4JYJ0GjNwYMkTgEAPHN2CWNhA9n0DlISTilJAiFtiJQhQmYBwZSidx5TIGSFQiCcHdtTAmECVgh7xovdp/cqpawph24AFquVVmAIEOH+/fsiqJQJPqWUCJEQg3feEyfQCpHEaK211aok1CLCkhgQQJQCbZQ2NPTinNvt2l+tbpN3udUEkkZVnWHheNQopXK7C1GYkZQiIlJoiBRZhQwKmDlrNFNKzvveeWZRStVVXVVNdn92IRKRMnbPxlEKgCTJaDSaTcezefPi2VdXl693u3YyPWnXvSkR0RoyJKiIrUGiwlhtrUbidtdlhh9plcO4+t5P5xOjtAbdutY55523xoQQWCIBXl1db7abolBdvy7rOjv1GZ3NqdlonUxyQ+i6HkElAVMaq3RZWIXQ+8ENbUp91y5TSnpSE1EMA0IajWrvfX/Tk0FCTMghhMF1wiEEN56M+t12t9uE0CuMD+7P3TBq297oOHjf1KOUJHJ78ez6937vRw8/+OB//Z//l5cvX56djL744gv4+MP752effPJR13XCLOxz+RJdYjIEmISZ2RbaaqM1OT8gokZirfV+noASEiQhgdLYypaICELe+6vlawAyxjRl1cwXA2AMbKw2lkhjkri6WQtSYcvS2ExN9N4/ff7VdrvNjcyqrKaTadd1Z2dnVVVVZfn69eu2bbM/Jwsf/Eii6/ueowgqo2MMu83SpAqJ62kJrHvRPcPggzVakARFIPs5HYtQgju50CKS4xUEmfHrKI73yzUdGpgE8aAhydLhg1o4+0ZhjotAdZgb5Ja/SBKO0YfghturS0hpt12PRrUkDimORqOyLDOA6LquLLNri/W5l+yjtTqlmFISSABgTDEM/jipYGaRJCJlWeaJn4ikJDl3NDsKsiApk+V/Xe+AxZqysFV2Fx36vm/bGCMzRGbFoImYGUGmo2Y2m7Xb3bDbusHbwmikUVVXRdmzt1p5nxAYAPkYvwZ7MVoucBeL2ZOPHn/5hSsrPZ2O66qKMbgBut2mx77bbMfl6Pb6Juwcet+ubnRRG2JENpoSx7xUZ11OBugAMgxDSBlYpO12/Wq9ERFUJiTOn9F7n9HvvhOUYyusVUrF6DOd6eTk5O7YMy/piDgMg3Pu9evXKaWu60X2pt8xxrbdTaeTqiqUUiF6792HH36QhTHr9frs7AwBiqraZxa98bt+w/vNIreDZ1guFA5GA8iFJYAEKRpLZ6dnxez05e1qF19LWUafjFVNVUYVReKeNinpUB0clfn8hvOWsYZksXd6k5wEkG2H9qpUTHn8soc6gASKQ7x4+Xq+mFa2lMRVUY5Go//9x38ya5rHDx+dfXjufbSRsyg0d2sRUQT3TcCveV0wghAwChPue6yEmlMYnNvtWiRdggCQNUXU+zZQDClJVoGCiACzcARUgCyomLSQYSJBDRKAZdf2WgfnQ4qx7YZMFAegJOicA+CqKieTiQCJKAYSwP1tKtmRMWZmL+2d7kuDmUodc943AiWRmBLnLN8YE4AhyoeoDWltiBSiRJ/9QijfELlk4gRaWSLNjMYY5xyzKNKAStAYrZUue8+F0QmUoPZRblZrIGvLwppSuRQTE4oCAQFJvNlsvvzyy/+HtDd5kiy7zvzOOXd6gz93jzEjcqqsEUChSQIgREIkJZmRNFkbTepuY8vU25ZpLbW22mihP4O95UJtPUgLtpFNgCLRENlkEwCBAhKoKqCqcow5fH7TnY4W190zsrLAJtmxqKrwyoj04b177znn+35fkelPHj0+vn3cLJvUW+w65723vXfOzRdTDtHH0LddVZWJJsIQdnZ2mqahARqlQwgkaTQYAkJXt3lRHB3f8d1ykGk/LKWWZlAuljUivvH6a6fPT8qydD6mCtzHWJaltTbLdJ4VRunO+qvrGVCQWigSWaa1kibTwTsAQCL2IXKIPtoIyujIUWqlTLZYNc1iaYqADJBiSZmFwPXNj2mCvc1mwM1JjxKzQSAmASfEQOgES2LQJI0gKaQgIN5AiVLGAiAQM3D67RtFWHyRav8qrwWANzGn63xOQIjofayXq3M+61ZNXpjnz0962/JjXDV1VuRSylRja2marh4OKiSUWpVlSVIgQFEUgeP+7l4qvYpikDYQrdMxD7SWbdvPZtOjo1tEcj6fOueZY7pcUyMgVXGXl5dVVaXG4mw2S+TeDYRWJdBgwl+nlTDpnO8c3x4UpUCCyAEibzznwLR+Q/Cvy4pLqKKb6s+IawFMRKCNsA6Tz5I3oRnw4lh+UyDzNyS43MhjIGQAjhzXBQ+lI33ksJb/YSrdIVVb2ybZyzEMqa3Ikdfiv3XlRACRSUr41JIGiJFezPQQgdB5/6LNRkkHCUrTy0YyoLWMeB1uCxCJEIBuJjqkltuntLCImA4xhEhrD0C8WUwiIAFGBAG4SRVJb3oaeKEAyanWWVe/8CllaURATEGkvBGjgvNhkGfTyeX/960/Pn/+8e7OsDRyd1Tu7uwWWZ5YQFVVjcbV5s1AIgoR2y6SyCND9BFAEkkA6HyamRMSbieQMbJve0KUJEgqImIOSorNnBMDR46MBBzZSCUlemtj9MIUkWS6yoUQ1vZ1Xae+hRBSG0NKCkAmDJERKYTQte315fliPufore2/9KWfN4oe/vC7o1G1WKy++90f9N4D0Gw5u//a66umnU0XSimTFV3X1U0rCKSURVGECIlhw0C98x4IhFbKFkURXd82q1GZN23fLBfDalx3TkjlbR99IEWS0EcKDFIZFAYhxuibzqaoQiGU0pmhFLnrXO9D8EQiRFJKFQWFvkUIWoJAkMQC3KDQ4FcSY4y+7uqirGbTC2NoMZ/evn376vK8Gjxw3bIXnjBgDAgAebZYtlmmo48SQZKP0O/tauuWuwd7z56dDEd7zDaCcBF+/JOP6rZWmdF5ZoPvl32MwDFUxfDe7Xt9Zy2D1JqRXBBE+nq5TqeYLaeJIJ+WqhhRkgwhRN9lQvyf/8f/3jS1914I/Nf/97/59ne/t3d4UJYDEObwcNcYU9e19dH6TimV54VSSkp1cXHxzW9+8/Of//x/8UtfWzV2d3xwfXn6yU+evPuFX/h/Pvg4BOoavn38ep4P2t75HspsOJs88sFqrXNdCoaL8wvnfABmz4Ph+OryshoMjckG5bCtOw6QeMwE0HddKk6MVM71fdMPqqLvond9vWiNyrUybdsiklJaiByQm64ZlJUEWC2mVV4Q+G51XRqz99p+NcB33/57APDJxx/2fVMYaFur8+LDDz4+ODzwzmotAeJoPCyLbDTeM0b9+IMfcvTHh4cff/SwyM1Xv/ru+++/P188X9XPjm/fvrz68OjW7a/98he/+93v/ejhd6JvgMOvfO2XEPHq8vLO7eOjo8OizKeTayFIyuSQhUAAHELSSgG46J31kVlpk4oHAhVj9M41XQ9AiYBvnWtXbfIaWGulNNVgtE4T8i4fGFFmvbVNsxBaeQ+j3VFk7Nru+emz6+vr2fS6rltAsbe3l+d5guWkzC5v+8VqKYXITJYVBQC0PkiBg0ExGpeZEWWZ+2BPT3qUwrtw52ivm192TTOfg9k9xnwghSly5SJ6jsxBMHsGJkQpyEfJoFGFuOZ7ebB1t9KF0DpbNcvIHADLUg7Ksm873zsI0NYdCA6CGGxRqqbnullFOASUWV6OxrsXl9cMMTDrQmqh8jzvbbtqlovZ7Pz8bDlbrFa1MYYAx8Ohdw4hEhEpHEhZL1fGmCIzi6WtqhIFdLbXyiBJ4MgcnUchdKZl3Syd66uq6ruARIgUw4uRke3TFie2eVYkyccIwFIZG2LTByJiUAgQI7HH6JkCGkHAThvZhF6YApXKBpXUJvPRtt3p4hly6molfpI4fXb6iz//87mqONqy0F0XlVJSZW3b9UlQ5zqAOJlOxzvD6eLKxS5Cv3+4m5XKRz8cDL7/3l+VZfkLX/zyrd1bt0d70/NL5blELgU0dtU3U7u80gdHtul1NVhcXxsBZyfP9sfVbAo+dNPpZTXeZ3aTyeVysTJKjUZjobLUL6yqCgCePXuWFplEOffeL5fLJLhaLpfT6dRam/rciWKXUPUhhKIo+r73PpZlebB/S8r16RwR9/cPqqrY2a3yPHOui+xIkjR6cj3trlePHi+ODm+98eb927d2dZbt7u2ZPJstF1VVAEDvfGak0gqJlRQE6FyXZRlRZCEQhbMxtNb3rm3mIYCW6G0/KMosy5oYB0UeTOz72gitJMmAEEORF972mVbWha6pq0FxcX7p+o6j97YnQmstghBCgnPAtFg1Wuuma7VWNgQbWRniEJGACE5OTq6vr3d39vIsWy1mWVYIEIcHB0eHx08ePc6Kstwd/ZP/8Z9cPn9+dXL2lS99+c//4ts7ElvfB4qrprWOx9lgtqodgZbkgg8hAMQYnEQXXYih97bvBWid2+AX0/ne3t6HH/zk4ODACPLe39o9vAxWSrmzM1pAIJRFNdSmQBBSCCKquzbGKFXGOp/1HikT2reLWZbnQikpjcoKiCy08Qx5nq9WK3au6xsf7Gq5uLq6unX8wLOOLE02dNY3TTcajxlYSMoy7aOzvePAJRmtNAJG28tBDjK2veXE69BKCBGCj5Fj8CBSFcF9a9PgXQsNAJnSwbqlm2ZKOcdEKga+OL+O3kcWg+FuRLVs+6vZKjoPAO5i5jE+uz4Zj8ePnp875+ouzB4/TRQSI7XwnhgksixyH/rhoPqzP/uzb/3JNxH5D/7w67k221niWpsK4mBvVwkhlMq0llImfzwRPn706GB/P8syY8zx8S3nPSAAE792REQCECEHiASDpGIodg0ALOeLvCwCRxKAyIIEBYze3TrcA8K+6z34ohyUg2xZL0AwU3QQMm08wBpVwKyVZMBAoKQAIlnkoW6zLEcSQIpQdp31fs4cpMDlbL57eEtHiCEqrWKMLrCUOtmSASOB8NZ5bwc6gxCAudCUl0YpBQKMFAgRg4OQ5kAQYkSCpHuKEBCAcD0ACdsqgDGmbklMHgBMEx/vwyDLp255dXX15MmT0/OzzkZpcuDOubBcroKzRaPHw0G7WkbAYVWZLLu4uBJSFVU1yAdvHrxTFeWqqXf39oLr277XSmklHj19IgTtDvdyUyhphMTVsvEuLJbztumVFoTy6bNnbdvZ3nd9wwwJSLv1DTIHa+3x8fGmnIkHB3tN02mtd3d3rbVEdHx8nDjYCfh8cHDw+PHj2WS6t7MzKIoyz733q6YhAKX1phgLjJhaSISfplRGjrxRJoQQbfQhBCk0hFR3xaQZQSKOwYcQvIeYyiAUQnrvW9tLpRghL4veWSBMLcukp6jremss3AZiJyDNDf8eATMxMbFILuF1nRKRSDDzhvGVyoy1TGTLL9nOgeAVBopcl3zrl0v8shtw3XncFGiB8UW+eJqyoYD1wPE/FQT/n/slYFNF07r5TJuiOj3ttQUVYfst35w6bh6hG3RaxrW4YRsc+d/8V7/W1Z/PM5lJKHOlhSABhCkXUm+J56mc3sJR1k9w809+MUZMCts1CEFrJYnStIqDX+M0SAAAoEyfqc4MhOi8BQ9EIAHrpu6ZkJLeHo0xR0dHTdP0fV83zbxunHN1XTdt21tr+7UvFiILZG+dyeSoqhbz2R994w9+9Vd/9Stf+cqv/8Zvjnb33//wJ//qX/6b2XK5qvt8UK4RSWCEEAhrTT9F5s2MNzIk9WlILweZGAgiIQiEGGPvvEhpzcgcXAjI7ElkjCIiYIgAhPSiAZH8OIgxvT+IhCg2jB8SQgAzQBSEk+ur09Pnzja2acpCc4whotfC9szshcQQgza6Gg7KXDarmZKkpfTeBtfFaAmjkMTRBdc7uzQKnF1eXzUCo1axLHTf99/7wQ8mk0nre2216hsQ5FwInoNnASLLUodfROYYIDJISUJmJJiZRSaIUqOUY4wcUSBzCOCjMUJKZbQRiMaYg4Nbd+/eG+7uCKVDcC6EbrkCgHJQaqX73l5Ppn3fP3z4wWw2XS7ru/c6ITQy1PNub+coePjRww+//OWvLpdzpeXV1ZUOKtOibZfT6SQzfHjr9uT66vT0EXPQxlTDajqdzuYNEB8c7tw6PCYUnfVd1xKJpJKfzq4QMYXthBDmi1CV5Xg8dmE8mU7a1gFrJYFQIhJHAgAhVPC+6TtJqAQhxHq1kgL3dqtBmVvXzuaXmdE6I0SSku6/9lbvJDMSAQnw3tbNSklxeHDYdaumbutVc+fO0e07x91yUpV5cFYr/I1f/zWpzMnJs65fnZw+yQt9eLB7fnY6m04ePHjgez+dToSgvCjarnn6tBkUOSJEDkmLRYQROPmZU/hQjADMPrD3IUYG9gwcQoSI3vu+a6y1PkZBkoQ0wgip82Kwu7MLRME5yxYEM3KWG6VzJGja9snTk67rZ7NF3/Xphs8yo3SedC9p60qKzcQfE0JE4BA8MzsfWKL3noOPMQCEm3JKgiDYSYgIKWoYmTAgMlDc6oE2azsBCNhEdiapagDrO9eBR0Gs0mgmBNd1nbVWkCiyAZkionLEbdP50DF6rbWQ2tfrKLa8LEjo5XI5mc7rur66umqblbV99CH4vl7VuSkIUAkSRCzWWc9bkVsaQCkhtvQa3vYDEXk7IWICoButbroRroObgv1m4HsCSoiw7V0CIFKI3jsXvYvRY4yETBCYI0mUuW77vr48z4sBM8QAQmghhBSKUAkhtJRZpiH66exCUJSSrLVX0/lkMj+6c/fw6LjvOsFcVUNjzDf+6A/Pzp4dHe1oo63tv/3tvxyNBrZvjDEc6eTsYghSO6ZlVyllhBIUR2VhlPir7/zlL//Wfy8wsrPDaujquWAItmdnBdJoPBRZhgSAkQgQQ4w+WGtdaJom9d0S4jVJNuq63qLtEp0lAQ+SrWutvQ/h1q1bCYj3+PFjIVSe52U58C6kmRURLpaz+fz66TNvjFQa+74F4gi8Wjbj8e7R0ZEk8fzZ1ezq8sGd24RCSCmE2OiD1njGGBkjI8UbczkBEAE5xGC0OLi1F4O4d79lP24AACAASURBVP/e5dJOJpPJ9Ko8OCqqsm76GFwACMFZa0N0a5kfuBhZvNit11QhTMEj6QQUaXseSUPplDXCTAxEyJE5XclFrieT6eTq4mB/50s//3O5Ft/4xjeCt63t/7t//A+P7t7p2y5ah0RZkZMAIQUKwQIYYlKgQ3I94YthehILSUFSCq0znedE1JpWSFWUA6MUAjf1ajad1KtlkRfRex9i3baL+Wq1akbOxhgyI5UZ1k1rrfNMjkXoOy1Am4yEkDIDqRI92ERGEkLILC+GIz08v8iyfFCVOz6Od/ZCFBGm1nkplVIyxDTWDojCGK2NcSFyRIiAAkmqwDH44NexbxyDi8H5EAjXPDiiFCaEYm0yw3QCWE8FkJSUPkYiMjoHDiF0F1cnTTPTSs/nSyUkkQzes8TL+XVxdSWlIABk0MkLClAVWlKGSIIoYhTC6MNdrbUUIrGr88wAoiRSUoh19iBhFLAZHQBziIEAneuvry+RgCGQQKkkpOgnZGQGYlpLKimpo5LLOYXQ0PYlJkMjxfTSCSlIEoKUIFLEFF3sIlOOoLWWWgXv1+y/tCanX5gGoIKABJOQUguprPNd3xujM5Onkw8CAW5G4JDeW+jaFhCM1nmWKQThvJJKSpKKhIyCmBAlbmNI8MZUEDcDpZdGLwQc12vo1uz9gtkCDAIwMCilhlW1t7dnvbuaLDvvCagsy7tHt47294oiS0MzY8yq7bTWzLiqW46wquve2mmum6Y5OzuVUnjvUxDi1dWV0kqSQhZpF16tVjs7O8PhsG3b1SpUVXV4cMsYw7HN8z0hqOvbBBfMsjUEK61maZwYgpNSTqfzpIhJGTwhhMvLy23hNJ/PF4vFarHsmoZDrMoBSaGS3uGFKDmBatKZlpHXGd28QbO8yBkiIRWSiLiuEzhwZM8ASViQIJEIxAI38VsgUht9S1ROUTfpTJ68hds09XQqSKt3COFFvZcE6K+KRLfzsZ8lIf1UrPvmQUxkqNT2uClUfaXeSzsubwz+sN1gbjjhXq3u+NX4vo2gH/8OYs4N6nD729ZS9c9U4t4MRsSXLQUv/uqX9aVJmh9CqKrqq1/96uz6WdssBDuINjrHHCJHZva+TVfGTW/0TZvBK3bHNfacUAJGDnFbhMcYBaCQhFIgCmCKGzTQarXSQorkZwredb1HGoz3ktFiuVwmAO5sNmu6drlYBcDkVwkxhhiUNGnWZJSShPVy1fV1Us9/9atf/a3f+q0vf+1rABKYHj15mugRVVX5wOmEqpTKTQYcksmKbzoqgV/W8ePNyPukbGRMAdYYXUzzXUHIRFs/zNYB8ip8SAgBgEIQMwOBECJukM2TyeTRo0er5bRdLo0m2/cgJJLsrFssZ9WwqpvV4ydPfuFLP7/omw8/flTmam9v12jx4M4tPr0kZK3k4d7esDA+DLNcRHAgxaAcOY//9t9+PUb38OEPQghSk/dusVqQStsVAwgtFCIJVFuh1PZVwyZyd2u6Q0QhSCslkChSrhAEhOh622SlvnvvuPVOKl23TdM1wbrBoEhppE+fPP3pTz+azWanp6ej0c4/+Af/EAAuLy+73imZh+BXq45ILpf14ycfL5aTw8MDQK9D7JvOWuvjSknZ9bOmm+icDw5uDQYDHzjEHpGlwkFWKo3MoV3MU1IzCak0l6WKMSI6qXlUVlkhCLAcZFk+cD7k2VwpHQKHwEqRtS4CS6mFyDwH77wgTqdPQJxMZ1eXl9a2kcJoUKEkI9Xp1dX1ot3bvZ0Zc3FxRsDSyPu373z5q18hit/84z+ywZ4/nyiSGglC98lHn5ycnMUYm7pPZ9x61XkD11ezvndGFzHQR48/EYghuDzPtdHpc0l4RoYQnU+1Vtho7zeKLGAA7zwzhLB26/W989YREqGUQppcKWWISKssAiNJDxycDSFEiKEPKFFpahv76Omjk/MrQBk8M3NRDLSWAiUzb1cJrXUqqhMRMWEkt3tYOSglMiLrdaP6po0ZbgYevAj4Iuafgc9MQv3tlh9jdNYFH31sFeZJ2uB9THnZvXVpVY3AEcAGb71DFMoYpTQA7O7uzufzi+vJxeWk67oQIXUoM6PyPB8OKoTw7Omz3BTVYCjwBd75ZjRfUtMl/hNJsTUCrXUcnwXWf8madYMheeNxvIFOS4ajhLoFF10EALIEgYMXAqQiGxgwhuD6vg3Al1fXe3t7g8Ho+urK+7i/ezAe5871DJYE+9DX9WI0ykmAVLBcXf/Zn//p4dHtz33+C0TyeP/O/fuvfeMbX//33/yP/+x/+59Pnj85Pzn5i7/4/muvHd65ffvw9QcPHz7M8/bO7Ts//av3sG55thTOvX7/Qd87IRwjfvTRR79MFCP4uoEI3WIxGlSFEZKES7jFKFOqxKAc2r6VSscoz54+r+v6wYMHd+7cOTg4yLIsxTBs7Ytp6U4glsVi0fd9lmXpzJBSLhIXYTQaLZe1934+n3FEY0xR5Frro+P9QWW8d4g8m1//4Aff77pOGQ2RqmJUZIN6uZpdz0+fn8UQgSH4GGN01uYqe/GhRQjAgjd5jAndiQIg5IPh9PJMZcXe7uGiab7zV+998JMPISulVkpr6mwEjhu7+kbtAriGzwEzAUhECaCY0wWWBJGpP0iJTp9sqxg3vXAABs6K7ODoQApGCNPZPB8UJjezxfwvfvQDgfyVX/yy815IMV3MO9sKpeqmJiGWq1XT1tZ13ltmjxAFscq0UkJwZGOMyZTJNArmoHQudQYkEqiyqnZciNP5/OT0ohzky0WT5W3Tdswib1sgMRrt7e4fqMwYk6cToTaaiJq6N9oMh8NuBcQ+ysy52PRO+JjklgDY915KhyhCgK7r284VJUfmuq4BlVCyGpbDYaWUnE4neV5ggty6iBgjihCgdUKxQQGRQ+SAApLcKt2OxF4KIYRcqwqZMRl9OCJKABapQBKAiNJQUgtL0kZR6nV23TxGrXQcVoM8zyGig9CEZZ5LY8yoKndG453R2HYdEUkiuVkTCEGIdB2EtaqXQ6Y0Qww+xBBi9BxcDExSbSiWBEgRQmDuoq1dg4a0ynWZZ9WgaxuOAGsS3xpjRxDSuYo5DXmYRIqASnEYgJgyjKMQigiYkUiQVDFGo7UxJjifLMupPtx0rNZ0vdQRSPa2pAomKbI8975ZLObayHIw6DobgidcJ+BsDEeBkIoiS7rH4C1zFC6qzJgs01ogxSTLDcFtFkzcLKd/s1P0jQPwlqIohUix6elXOed88MxgrW3bdjKZ9PVKCHTOLZfL+/fvT+aL0WiklJHSFnmRlqCoRG5MbzvPsaqqPDeDweDe3btSyq7rOAitTIzx6upqm72eOJxd162NrxJTKF+KnJFSptZkIhLneZ5YdESUZUUIyTXF+/v7McbZbJb+uyiKpmneeOMNZFgtFsm8F4HXBvtEyMGXtpsYAyJihC3wIlVC27DNEGPkSBtXGtLNjDpedx55baIWYi3l247vUuxZOgakn0ot4C3nbBtuyczyVSTJq/6/TxV1PwsU8ze9Gj5VZ9EadAm8MeVtpJ3rBJD1ZRdfnendLPnwRm32d05m/5v/4M2S79OPvPzcts8whBBjIIxIPkGEMgnsPcQoJEmhkpp/e7kko/w6IpzoMzPvtwUuQkwpxyG4iMiREQmFIClCtH3XWe+EUGUxUEqxiYO8MErUi3nwvLOzU47HIiustU+fPv3ggw+ePntmTJYccVlR0iYOHhG1NlKsOeZ9b/vohRA7OztHR0dtu0jYTAAIvU0NsrIsVZYtlm3i/nnvA2IkwdEnZzkDCoGfyVm9WfJ/5kewVqNHZojbQ+qnEh1vgt143bLCZLRbsxxiCIDJN5jnuQQYFNoH21mPgkzI89xUw5JRFlVRjcYuepRq1fX9xcVsOvnOd36Y5+V8NvNd+KNvfL1pF5kRe/vDrFTOO2OKrocP3v8xYFyu5lprBdmai60UMwYIa0df9IgopdkewbdB9s65NZM6xgRL0FpJQdHbzvXR+bpeNs3c9p1uZdc1q9WCkVZ1EyEG7xnBTtyTx09/9KMfXV5e7u0dTBfut/+H//Z/+Wf/68OHD3/3d393MplkZi8rsq7tsrJ4460359+/6r1lCkJCJNe6lQ/WcSdBee4G43w0Gt27dy/EGALkuemcr1ctohRSMGNZ5ukC7romhDAaDouiuL6+nk6viaCuV5fnF3leHhzemc/qdJAKnhHRmLzrOh/CoDJFkdddEzjGYIN3RVGYwnRd52JgEkIqqQsgDgw+sPNMDEYpjEACIUZkcF0fo/M2HBwcUGQGfvbsbH88cJaLfFg3q/fee1iW+f379589ubh1ePC4e3Z6ej4ajnvjklxNIN++ffvevXscw3Q69RFIsBQ64hqJQfHFwhhD0vBzCGyt67o+tdzWIAdhUmUitKGkl9OapHDet10PAEorozLnLUqlTRbb4FwQpKrhziaQWcbovQ3O9YyQXOkpYCPBxLZLzTqhTuvAzJvdKH3Bq62Um80R4L9+MV/7+RARRbrrQgjovYgpYwJThRVjdMFHJC01AEZaRxU5H2OMzapuVm2CXE8Xy+lsKaWUyiil9vb2jJaIMChKa5uu66JnJbVRcs3tlPImT/9mP+hTi+SrxvdXt7PPKvY2i3ZE3h62IFV9gdEJobQWkdlH9r4PYa0Hk0Ls7++bIguRd3b2pFQxQF3XUpIQGMIGlwcspcjzvCzz6fR6b3/3V37laxGht810snj4vR9dXFzkef73//6vOxt+7/e+frBX/Mp/+UsXl6cnJ+dlUb7z9rv//lt/sjc++K+/8lXVu9Pmp653Xd8xwLKpM9s3XQfOSSk5wmoym19PdqtMICkSHDidKhL4Suvc204pM5+3qcDz3if2ZoJqpm7F9spJqCciqqoqkTbTYDlZ/lJTr6qq4+PjJP6s6xYAIvtV3YWoJ9P2+voqRq80Oefn89Xu7m6uC2/j5GpirQ0+KmkGeanXPgK1pgoCRt6mFWDySjAQAgEQIgFSCIAqK4bF9XT24x9//PxyUVYDNRijFDZ4zzGjdZM72RQ3HzcRSWYESAoSAbyGDXIMNzBsKICIkTYao8S7RgYfY+rhhr6bXF8qLRDYe399fX09mbz7hXcevP563TbMgYgGg0Hn2a81Wr2PCZLCMXrASBDq5UppkrGvV+mrluAQuWl764LUJIVGQRcXV7dvH7/x5tuvv/7mwcHe1dVkd3dntVoSSWPU5eXVsm6uryYpGqFtO5Y1A6WYjdTe6r2Lto0+aJNnWSG0IhIIqI0iWedFZq0TJHb2D45XbZ5ny9YOx9WqsX3fnp+fdX07GJQkSWmtssx774JnCFJIk+coJSISU4g+RI8ISskQohYAQBBJayWEBIzAWwsYEUciCcBSpCh4IBJayxAKIjKZMkZIJYTAlEpknc2zkoicC33wV4vr3Kgs05nWUgAJljLpCZ33a5MnMkXGEJg5EENCs8XgAaIg0kKmyX8EiAQRXoCjBIsk8JJZTiZjpRxin7hWuDbeIjIAIglgfOEaSt6ntJ8LQiAS6bDGkK6mNPnDdVeXhDDGWAZmttYaJWgzVmBCeBlov6ZGEQGAyQrrgvXOeqezovcuxijSchNjcqVyDICspAgheudDDEZrtfmSkgBDCny6sUtsT5r8tzgY8yuP3DAobUD9Qms9GAx2d3erPBMCU+7CgwcP5qt6Z2dHm3y5XGmTNU2zWCySycgHJyVpLRGx65rEkm3bvq1tCok5Pz9PzM/pdJrUBxcXF3fu3Akh9H0fY3DOKqWyLENk732e50kak0jC6UmOx+NE50oImRRC45xLaaLz+bxtWy1V27Z123S2Xw+ohMDkCX9hbk8fNSNAKvQTC/VmAbYeI2/c7IiMkLKl42Z8laoblbSZAGITaelTP26bVZuQyOnb9JzTiXedj8L8sp5zO1WDF968m5ivl4nV8LMCHz6VGLiO9FiTnfBl9CgABASxHZQRvjC/bfNUN+KNT9Nh/pMRC3/rUg/xRUoB8M8khb4S446fyTh9tSRm8M4F33e8znHKMoUsMEaGwDEVhC851P+6gIoXDyZnKAtETrQAxOSeTp+3FFoNMyLJkb0Pzrmdnd3pdDKftaVJYLEwnU6fnL5/eXk5nU6bzlaDShvjnBPaqETaSNlEUkol4ybgWxJJqb116XY6Pz9Pd2BqfMpNsnzihaadhoiSFi6GNTcSXh6ivtpQuFnVb7HUHIGIBFIKeUtdkI06i2+eBW9ijhBfnEcjIiN77yE6jHi4Ozo+PvZu7LtuUOgQXe9cXhY6G/z0o4+t47c/94Xf+M3fHOzt7R7uF0Xmg+379ifv/+jk8VPgAMEzQ9M0V5eXSP7R4zov1GyxcDYW5ch7u7e354mcc5EwbNTVkDIyBBIBEjAH5pCEZ9vbLd1xfmNq3UBEBRDbYG3fCgnaEHKBEJQWIYbetiiNNBoZrpeXqQH/3nvvLZftF77whTfffPv6+ve++MUvHh4evvfee8vlcjgcAkmlKQcVoiWBRZGNRhUSL5cLhlwpJJLOAwCbTGsWRDCfTyez2e7OvnUdolqtVlIahl6INa3YOZcOkePRKJUf0fm6rqfTqdb6+Pj4wYN3fvDDD0KYGS1BQPABAAklEWamMDpruh4AsiwLdt3OVEoBMiKOxuOyLC8uz+bzedeHwUBZa6MPAkEALuaLx313eno6GOQQYHe8tz/eWdX106efHB4eOzve3z9aPfq4yAfHR7fv3nmwmHe7u/uz2WxyPc9MeXF2mQJ8hoNiOBx2XYcMUsqEOkwfAmKKP1jfuUlWsQajxNh1tmmadMYqiqLMBwJF3IBz091Ut43UmoETZklnJjmgAkOWFd5bIVRVDdOEIYRgexui4wDp3JtuOmvXG9g2PSzP87S+W2uRROrubioiAS8rBT6j5OOXOIGfDuOBNTNfCEG0XpMxyY02N5oglYRLWmtpNAD64JXOirLyga210+msruvpfNI0zeHx7bt37w4GAySZ5kWI3HUtARKtd7JNOzZs371XV8VX141P7U2f2cT8WT/OL7U3E+qYGQIia0PEOgTqQh/ZpcN6CC70QWghhDC58t52XauUzPM8BNf1XZ5VKR5TCJFlRfrItM5sbwHiZDJbrhpgIYVaLBZvvvnG7du333//vSwT9+8/GI93s9zMZte7u3vGmC98/ota6Yuz89vjnbff+tzs/DzLMqGV79rIXLft+bOTWw9ex4hm1aymi4GCKAEiKymromyZ+qa9vr7urW+WC2PyGGWWZWldvb6+nkwmKXd462hK6IKyLFMXOaUPpxMqAPR9n9666XR6dnaW8taT1ggA0nFtMMiXq/nFxRlgfPPNN+7cufe5t98dj3aZwbmwWCy0oCIrV2IqpQyevQuJV8wRgVJCLAdIAc8UgQAloACkCBSRms7m1bAw5ceffOfps9PbD945UOZ61fZShhupvwgvddlhbRZJczxKbHoAimv8BAMiI93oQiZOC92AzYa6WTJkdbtqmjrPjLPdfLVEZKGVj6Ht+6qqInNeZhJ2p33PAUhLEARrjjQwhBg9c6jKXCohWEJwZVkWZSXAIWLZ+bysikGV5TkT3rmdocD3Hv7oyePnn/vi58HzfLGYzmc71XjnYBdJGJ0JrbIi1ybLshwjdk1rfYptYCHEsBpLrOrFTGsZVj1EtrbvO8sYZ5O5ztRivphcTz95/PHJs9O8yK6uZifnk7puz87OquH4ejZN3SVEECmuzjqHThsIwkQfEFErQcAkqTCZJfB91EJoraXAdb0HvBlRkEQB6aSLIDariyAhBRCwlKS0dL53oQOiQVUiYGeVUmbdw4psXU+QVAzJ3+5TCijESOuQD+TAIUYiue6orp07SCCFILmhBEWMKbk+rfaB2QUmYg/IQCgUSBmJfGIcJjoxJhxEKvCSSWR9vaUmBRElrumm9FmLJTmuZZ7piur7zrlCCNJaInEMkTakTUyUCowMG1nT+ohHgGiMsdYmBIgyGhFjcFKrdcxCwlVA5Bj73gZvOWJRZONqYFAYrbSWJDjGlFtzk4i76anD33q+d/OQnLrbUso8zweDwXzV2cC4SVbQWguBs9msrutnz54tm3Y+nzsf66bN8yKRq6WUPti+77WW6ZGua+q6rqoKUdjOCyGzLEuRCUKIoigSVmo+n9+/f18ptVjMEFN+CqWNJmVsJCVnSqNJC0XTNKlwSgVV27bPnz/33k+n0yzLJpPJ06dPsywrTZYGiVvsZwghja/ghjcgrSX0M2qlrbgmBF5ft+utKGwAwmF9pIgBAInETWz1Daz0+vG0Y6b6Ir26m5/IS/O9mzDim1GkGytUvDGjjC/0P5sN+GZ6UgSOHJhfirKVJF6p95ASdGT70+s7Ia7rXnxh7IOby+6LcotuSjr/c4Z7nz2S/tuPAT/z/64hpSmuh3RVVbavrbUQrFEycnQ2OYKEUPJTr+hntdoTVRWZKWEBGJQQzrOSSmmDJHwIbb3y3iUnz7KuF4ulc7ZdrfqufXDvzrDIfvLhB2fPnzEJlRdFUSidZUajUChVbnIfYtc7jqnxQ0jEfLMERWYuioLBDwaD/f39588zZvZ9j6ij98kBmGIjrPPrywYYNklHidWbwi63lsVXAdzpek+DCyGlcy6EmBuphOxtsK0DAUyYMp22E9EXObAh3Jjv8TqrHZAwOuei71lgVd0+PDwMvmsWC0nROkSBWqvxqFrVSyHp3XffffDOOzFEH9zR/fskBVA82N9/dvzR7HKaZWZYmp/7e+/OJnshdoB+1cz3+z1ruap2Pnl8MpuuDu8dzmadUiaC7G3Xtl1RlCk+VUopBEFMYdP+xYsVIq2V6dSbblLv/WI5lwIQosnkqMpG42HfkzY4Go/3DnaLJ4X1QCikFNkqHwwGgiQRvfPOm//0n/5PAPD7v/8HIYSz04v5bBk87+yNT85OlrUbDHIXrPftdDa11ratqFcdCVHkJs8KKUzdLCeTGQBI1c3m9Xw+f/b8qmm68WhvNm/KUjV17b0viyrGCAhEmiOfPL+oV72UEllOrhdd50fD4WrZf//77y1XnZSy723TtELq/b1CCo+CBoNhb9umaQQGmetRlccYtTEHBwerpn727Jmsm/ly+cknj5USR7ePu9a1UJd5dv/unfls5lx35/g2Ej59+uTevTsf/+Tj1XI1Gg+X87qp+59+9OT05DLL9MH+sZT52enl3eP7gpSmfPeXbmV5sVoshYDxeDgcDvu+Pzm7HBRFWRS2t8tl7ZxD5hhD03bOrRX5KRE4XeDWuizLBtUwfbJaay00rnVi4DnyppmX1Bd5UQitvPcnZ6dX59dFNbz/2utFMQCm5XIpVRBCccSu60IISkipZDUq+77r+15KOR6Px+PxbDZL20ACKq5vIiKJvPVtf2o5eUkJf0PB+LPWm+1MLIWCEEVElEKlgf/aFA6AgoAoIroQfNct2/56NY/EKRIlOB+kHw2qVYtd1+3t7Smd53netH0yHiDENByWUqSVIT2ltL2l4d7NtNgXDyIQScTPtht8ZnX3mSLPJJ7aCGnWuy8zhuCE4KLMWIP3ffToXdf3KiD4YJ0PTb+a17OiLIkkoWQmpYQg8t4550Ng7xhAZGbgLHdtjJHe//FHkSMpvbe7/+ab79w+uDedTmez6WBQnp6eGZM/fvQ0BHd0dOv87OrrX/9/33rrrbfeeqc02Z//hz8/Ggzv7ux//y+/99br9/bv3TfFYO/glvPhhw8f3nrjTe6tGY19bykwACgSHGLbtk5kiGiMEVJjDHleSlkoZbZxw6koTcKnpmnSRVLXdd/3Kac4Ta23Qv3U0UjWkfF43DSrrrN1XQ8G5XhnPB5X1TC3tkeq+r5tu1pKdfvojiQdXLy8vALAzOSsmEh5zyGw9T6EiCCSpg2YBBNEjCACiAAUQUYQAApBJIu9yKvpYqrM+MHb7771uV+Mwrz/ySdnqydCa6Vz7xlJMqN1obc+xDSxE5HZh0AkGZGBACUDMdD6LlifzTcJZutrAgCYmGkbcES4XC4nk4kPQUWKkWMMjbVvvvPOO2+9kQ8GZTUAApMZEXlWN9GHxvZM1Hlrg4/sY/QIjjC6vuUoQ3TWWmt95zwGjwSt9b2P0gdwAQkn0/nR0S0k6SJUwzEH0EaVIZLOnI9128/rdr6onz8/06YUQuosa7ouRbV+5zvf/ejDD5eLmRIwm1wKwuvpHEn0Xd93PQpcLZYmz9qmjSH2rl/Ol9qotuttqkqjc75XSox3RkJKBJLaJPamUkpqPe9j3VvvPSCH4BWRMUZR1oHPjR4NqiLPtJK8Fu+sDSsElL6FtT2NkICAJID3njlAYIkiokQE1/VSaYEi/XlSygiFgRxEBGlMrqQiVEprTL6uF3AIjEkQmWCnAIhgrV0ng68NVJEBUQiIMdVYIWBkCkHYgH0AwzKSiZQjGR9cAsoT0MYth4xrjt4a2A7MkSmNtrZL6DoDGVgCMkOIHH1m5OXFGQZ7++jWzs440yranjCuT44Qkq8pnaEFsyAkgYKQELXWUql0J965e3dYlRwdcXJEOgJCQGYvUDjvcq0Gg2o0rJQU6Bg4JLM3YARIRnSfxjDb0iBy+LscpDcifARM/dC6rlerlbMuAPZdN5vNou3rssgynU47s9mMlHbOXV5NQkiEEjEoiywzIQRjVFKVR143jvf29qpqGDzHyOPxyDmfwhJj5NFo6H14+vTxajUPIV5fX1VVwQwhhBADMAohlstl0zTJg5C6yamiM8YcHh6mOL4sy95+++20S5Zl2TTNhx9+qJS6dXQ0HA7XVIU1KGJzul3/GxggxMSFDQDrOckGnMubQi7ePPrCDZzJjeS7FyFq2xIxHQu3Y6ftITkFUXxmPJ58KYhgU7xt/+51XfmyBnT7x7YN16078MXpgdIFg+t5dXpaIcLWHZ9udCBBxBGTBpqTyxFeVBNIz6OfgwAAIABJREFUAEyAnDCem70ZmFkKdTPWaWMp8Z/q5n5KV7l+Cfhi9LzlczIi0bbK4k/NhT6zgfGpUdLGhAY3bWnbeZ1zPtMa2BOG2Ww2HpWlyWeTi8VicXC419TTsiyJROCXaun0swkRe8O+JaL3QghvO0QsM93US2YuslzpzHt/cXl1fnW9Wjbe2b5rQwjS6CwrrbN91xDHalBy5INbh9/8kz8+PT35nd/5neFo5/a9e//hz//jH/zh15+dXVXjzLoYYowMWhspJa7pJyCFWpdhPnBwzjmkOJlMOMaTkxPvPYaACglxuVxmWWZDWK1WCUZMROngiITJUORD7LpuPYiDF3Ot1MBIYyKlFDP0fW9MHhiKogh927ZNGxkwap0LnaEUgmNSRaZfsn27th0RIjImb9oeEReLxf646vt+b2cokdMwamdc7Y1G3jaz+URrdXj7WKlMCjGZXf/pn/7pL3zpyzv7B4jctLVzPRH09erg4ECjGg2rvhXD4bBrZibLQ7RAfryzA6iARdt1XdtcXp43TUetIqEAyPa+72ZaZ6tV29XdrVu3qrJaLfs0M076t9SISu/PtmUupSRCBk8ESFi3q3/1r/8Fgk+xyK3l0fgIeztfNiHK8d4uIkpny+FotLOXl1Xf901nIxAIEloNRsMff/Cwd9Px7uhicnF5cS2lLMpiUFUhhP2DajabtY3d3R1oXQ4GeYzh/mt3vffn5+ejcX56epHpkQ8iz4ZdF4XMtVZt0ydOVAhgzFAQZWYAAM71wcsY1M7o6Pj4uLPu7Pyybs6aplVKkZBd1+V5Pp3PrO2N0aPRKDfi7PSZUjsHBwdN01hrvXWv3X/t8ury4ux8UOQpyeDXfv03hPdvv/H68+fPjNHT6fTo6Ojq+vLo8PCdd9751re+FWwos0F2+0HbuLffelNrXa8W4/FIC3lxcfHB6cdt3dreeZ/MJJgVkhQppfIsz4xZF97JlLwRxUkplcqapqnr+uDgwDmfUsjSybgsy7TJJbG+JCmlCCFEH6UWQojSaJPn88X0449+slyt6ro+Pb08P5v8o9/+be/iuCq63jrrDw6PZ9NF27apeel629tuOp0Oh9XBwUFi6F9dXW3HL6ksTGK8u/fvQ3B93yaNRxJ/JsN6cgJIKZfLJYgsxEhEkmRkTAnmWqAgcWPdW2tKPbNz3vbeIyASQyQSScdRFOVyOk+5atP5/L2HD1d9NIOyC0FkSZApENBI1fW2aZr0FsW+995Xw3FioBmt8zxTQs7n14g4rNY91KIoUmrWphpcS3HSq5BScnK6QmRGKXXKdvPeIeosy0LjtinbSZ9zc9Tz6QknYIwcIyekKgAwe++tlPHi4hSDHe+M8lzVrpeKbN+dn18c3T2UWh4eH73x1puPHz0dj/dOT85nswWHmGe7jjxHahorKEOwzapGCGcn0+Dlr/zqr925fw8Qz8/Pv/3tbx8eHiLiP//nv1OWWYwRhfy5n/u5733ve8aYq8vz+ey7f/Wd7xSy/ML94/ff/6DZm4RgH77//td+8zfr5fLwwYO9w8Pr6QRCxMDQ2/F4ND46qi9PEACJuq5rolssFhcXF4tlrQiNaQeD3ba9TprMFM3HzJPJJI24iWibTzUYDPI8XywWdV3HGLMsSw6Z1BF3zt26dev8/PTJ00dCiOGwevb8iVJKaxljIIG7e+M8P766uv793//9w91bB3uHZTV0zrexs9ZrbThCnpXjnd3OWqE0KbPqbJZlHJgDz1ftYNns7u4IrVoXTa6LYkBCxbpp5s1w954nkQ/VW298bt50P3r0xDHnSre9azu7XLSSUSmzupoxY56XtvfJ/COEMEZHDt47Y5TWclFbIAaMtndd13KMzvaglNJKEFCMgzzv+z6yc97t7+/99Kc/Tb3MELkPwdu+Go3e/vy7jz75SJrcDAbsrNCZAKmL4sc//HHTdXeP76ir2a2j23fu3rW27/seOFTFsO9727ejqqrrOnhWKru+vuQoPnr0eGdnt2k7IQSR/PCnH/kAs2X9jT/6EwDquhaA+94tFrPZbL5a1U3T/l//4l8mPkIKKBNEgPDv/t0fErIiFCLZ2Nk5b/Ls6vKyGlTVaGhMLrSpdCaFRLFOTE+jKd5oBLYydim0CzGEkMzDKETm4enpmfcu1XNNU+/vjguTffCji51RVeTZaFR564R6KdA4FWFEKYxh2x+PhDqRVxAZFRZqSAIZ15MfIIqh00Kg5+DlcDAs81G78qPDsRbZcjETQigCBCACJSRIzSgwpWal8zYH0jL1ssKWis9AuDZWaZ0xszJKmXK2eFwNdlar9uDw9qjanVzPdktBjJyoLRw5RiKRcPqQIO9MiMwhIgBzWGeaIRCikpJDcMGNhkNgnizmV+dnk6uLB/eOX3/triTs24aAOfE2mNYpCgze2cAxM+Lk+fVPP/wwBMyLarGYGa13dkar1WowKEJwELmtO0Eiz7JkPvcQieOwNKPhcDQaNU1DSWuaTqzAwElvFQWJTWjzJoSE1sEBkV/w6F8VuK1hHEnSyLDdM1L1G2McDofjpp4tW2fXYev749H+eLSzMxqPxycnJ+Px+Go6y/N8Z3f/+fPnAJFIhOAnk9q5XggBGJNH3TkLAPP5DJGEEJkpnjyN3kUfnBCUZ+XF5QmhPDjc/f85e9MmybLjTM/9rHeJNffaekU3Gs0GSWEgANTQZkYyk8b0TWYamT7oB0j6VfwD1Awl05AjzgypgUQCBEEs3QCI3qq7srZcI2O5cZezuOvDuREZVdUkSKW1tWWmZVVF3rj3nOPu7/u8TVsJVJPpEBHqulZKDUejshwIIWI4LopCSl1VlfdeCJUiZ7YanN3cSyFEVVXL5XJvby8FkKCU7SZgjBFijIFi39XdjMSEkrf6mk1keJKhJ3l5j/nZ6GY3JibqqyT5sjXs1U92GSvpE2NMypdPiqEkrwsh3NZ7iZaeSrttIbct+V5qiG4Hkbt1zpYz8Rv9e1u7RRpwo4SE/0woSrHhXG7AQpQe+ES+3DSj/77J26tZhH93giruBkOm9zi1eV4tGl8Vjr4a+vf3uBnTfCZ4ihBTkulstpCIw+FwewRBjJw40Eqlcihd/8VikdgMqeXgnBuPx1Khbw1wLIwelvl4PLYmO3385OHp6fn19apqEWWRZ0WBniKCBAQhhDYZUwAUqKTWWmlBRIv5LO3ip4++qOs6nVadj5s01dtWOuCuype3E90sy4RIIiUjtXbOmdKm7N22bY0xxP7WsylE6iRByu7Y1syAr75x2+tMREC0Md2DlBIFoOCkYuXAIfi0Ir0q692qmRNMPGVlJvhS0zQSqGns97///Wp1Q86NR4VSuG7r0XhSDsdXV1dlls9ms5/85CcHR8d5kXEMSomiNEhklK7rOkQej+3du3cHhelcVZT62blerauujdrYB/fvH9/ds4PB9fVNG2IkElJbq50LQiit2Zh+UU7ZR+kIu73Hdvsv6f82M63zXdNCbK0M071xkVkfXFO3X5w+Xy6XJJTSVivZx4LswHO7rvO+N3xba7XWzrX5UDXtYrmoVtXNeLSXZXlTeyKllLJmFDw1a1guVlLRYFDMZ+18MZvNbvJyEAM611HVCWmUzJihiy4zGYBMoTtKmTIvpZAxhvFobzSadJ17/PjZ559/sX940HYdIlqrtbaRIMZgrS3Lcja7Hk8GkQlZHh8fr6v5t771rT/4gz84OTmx1k4nk6au7xyfjCejHiBRr0V0F5fPR+NBXdePTr8kjg8ePPjyyy8//PDDm5sbKWVd102zHk9Hi/kKEY2R1uauaefz5dHRMUQAEAoVokQQ627pQtd1frlYXTRXaWEsbBZCcJ33HphBClgsQGuYTs3+3uHx0d0Yg/deSbNV3qaZSWYKwdi2bdrzyuFACHF6ehpns2fPnjx9+tQ5V3ftYrFmhjQ/SRloO/mwIuW9GqWz3OaljTGkM3pan6+urpLBIDXgiqIoiuLq6op8V1XVwd40rT8uDZtCIDK7nop/DPIYX6IP75C3boUqWmubZw6jsTlxkFoyUwRAFokVKqX23t/c3PjAzGyuZulWN1oigtUmxs573zRNDMQxpFnf9sLuqk7SjquMzrJMChXCJmBKJJEe/sYg2q/kcokX9zVjTAyNVEIJrZRKBcDFxZmnOJkUr71+//Lq+vLyXGq1XC29D4vlfDAYCESBVkmTF3YymSilEOXXvvbuo0ePinz4n/3uf350eCd4XlbL9bquqlUIfm9vYq0Nwed5zrF7+PDhycnR559/1rbu3r19KUSh1KAYZAf4zQ++WWb22ZOn5XAQnbN5ZrMs0mbzFCi1BqWkVslVZIwBYff391977bUQmbwjgiwbLZdVqtIT0Ts1j2OMieq2bfuuVquezAyQnjtjzBbXOZ/Pf/jDvzw+Obx//97e3lRr1bkmvTVvv/32cDhMkOf1upZSTqbjw+ODohis101mi8VicXXlPNO6bap1XdXtYrmaTCcgDCgjlcyHxfG9k+OT49F4YLXqnGOWKA2AQE02n9SuDa7r6u7p07+4qeonz88ur2Zy7QNj2wQIUOa5VNkWfKVkTK7XFCAhhNBGCglCgpCIEqRWQggWJLsopTJGSxQcXPBd8I4pAkcpe+6rc6Gpq65VRkuhTFkM82JwfPfBvftv3L1/r3WrYjSENpaDkTJ2eXX98w9/cbVcjacTIcThwV6Z56tlVa0W6cERQtTr9rOHXwTvmrYGYmEMAyzmcx+pqdZN294s5hxiCuAOFJXWWkhCsNpopRDEeDzCPh9QIyIIycAMLACFBJng1Mypneq6OByORqOB1tZavaHoRWZkJgKWImHRUr4sigRY2Tn+bZ4y3Dn47wwSgFNCVUoPN0Zvz5nbVQhus5hTLx4BJW9I3SmDmRgQpDaZ1lmIMQYMHLqOYmRglSDnTIIZMzsQAiQSx8hARECRSaaHemPN5Z5aybfhw0lVxgqROQIBhQioHLfNuqmqqus8+aCl1DbToo/Q3LqNhOBkxtv5jdLwD16arCglAnAMvq2XSX45HpZvvn7/YG8kgKPvondSocDEGSVmAEJKNYVkoOC7uqmrEEhIFYMLyM16VS1WMfiitFpJBMHMPnQcQUpplRyNhkxRKRRMgiOy3FilkguR/m6aIb+qX+MdZ/MmhwBvw1fp1tTE1C/Rib4DDDHG4FzTNCspYtdW1fLp06dnZ2eTyWS+qobDITGuVqutpByAvPfL5XJvf7JphcttEREjpY0vycQSpBpf/kjpmsm1K0LwMZIU2jknBG30yf2haLfG2e6P6TvJ3cfMmbFlWSajAQHHGFHcqoLlZnvkjbAmFXsCEHeejj6DIE1wX7jUop9C7Vh7XiWq/F0QzTSrTM9XlmU3NzfPnj3b29u7rfeaptkO91416W0fS96ZzvWG0U2JtbXL90OtV/RD6Uu5g50UQvTPG79yW/UAl1ua3G2+agLr7yBLblcZFC+7B3cEpa/We9TXBowbXEH/RxKOG+jvEXm+5Hv5B0pJk7PFWrteLz779a/efO3eneOjtLP2Bi0lt9Lh7a26v78fQkjasGSKePjwISD5tityOyyym6vrsswvLq6ePHseQY/3D4+Ojogxes+kJHOMHInSo+K6ZmsGM8YQ8eX52bqqzkfTx48fM3OeF/1vJxX2BK3+4u8yXkWa9YfIgeq6DqFZLpchBNBai94/Op/Pq6YZDKcq8nbiLBAR+jPEVp27+05tjnG7EAWKMYKItIGFih5ozBFEiBSJyTnEXsn56ug1jchCIClllmW+A+dcVVXIXiEvFkJKWZZlVGq1XF5cnmlrZzfzYjCp6xaQHz89/8EPfnB4eGytpuikwjy3EMOkHFBgRGw69+FHvwy+WVUzbXg4yg8Ojpra+QCBILN5lpd57mLbkI9KZiyQopBCK6WsyRClc54pKeXE5iwStkrO7Q2mlCLipm6tkcbkZQ7vvfeuNurq4tJo2wXx+NlMCE3MMbK1OtlUtvd/ym9USkmppFRt2z0/e6SKOi9zJmi949Xq8ZOz6eQAQKDMbGaETCm0bljq4ckBxbiqHKAdDfeEtOt1U69bKYy1eYI3sLYpSY8iCJG46mIwGN6/c//y8nwxXw3K0f337v7z//Kf//rjT37+4S8uL65DcCCk813T1AC8Wi3eePPBbH7Ttm1mB4PR+OOPP/3ggw/m87mWoq5Wrm2q5QLIl0WhEfbHo6JQT56ceu+tzU2mq3q1bqq6XTvnWtcET0VRON/RzU3b1l3XheDOz86i948fL+4c3RS2sNYaZaXUiDIflRnmCPLo8CSFMiHixcUFR44hpoZfnmXEPJ/P27Z1ITKIvBwgMhGE6OumU0oxAxHUdZPZYrp/WBRF06wfffHlzc3N5dV53TTPnj1rap9lGAJTgL29cWpkMHNKznTOLearEOLBwYHWOvrgg9Naxxh2Dxaj0SgJPNbrddM0aYHtvA9d43237SCEzQfRizbXf5AMXrwoqkfYCT9I9ML+eWVhTFYUA8etyTPkCAo5Rs/MxMEHJlZKubZr21ZIk+5255xSyjsKwUsUSkGPZunxfZiWjLRwbcf4aRnpug4Eeu89xBgIcSthxVQz//+o93CHjSylzvNyXbksy6yELMtAyTLLn3anStnJdKq1NFYplFdXF+fn54iqyIeTySS40Ha1MaLr6tVqfnMzo+i7zhNBUQzuvXbYtO18Plsslz50RLGuq6I0xiopleuatm2Xy+W3v/2tjz78RVnm3/72t60xP/r+//PbH3zzYDB8+Mtf7b35xn//P/yrs+WCGCJgkRctI0gJGiBGbQxoKRPXnkkyp5lz13WRoKlWXecBqlTvbclv6YptfZJp3U5ZfEqpg4MDa22Mcb1eJ7Oocy45ck9OjgbDgpmqavX02anWcjgcSonX15c3N9fOBefcalkxsxAQYrdYuour2f7eUdXUy+WyWq9H0707D1579+vfuLg4czEOhwNG0XpXz1fE8ep6prWKIazruqrWTRu6zld1e375rG3WWkiJ6ub6GrURxo6PT9ZtG1n6LgYXFOrBWAllGGVSNwitUMkQQoQotCDkxrXYiM7VqIVJCb9MxJ4DAUWpUHJigaT4DuFItp0nRim10lYZZa01RtuivL5ZzOers4uLgBzC8sfyx27dfvq3H//qo199fvr4alUHIbpIH330UQ/lCk4r06fbC3TOPX121rS1lBIixU8/q5smhsAgpBBSKWNztKCNSQMcqZSSEoVICA6KsHUaJ24t9M6fCGJzigVKXAohhFmsTFZk5UBJo40UQsZAxIEiMFMCYKc/uAUu9E47ir2gsXe5iqSITWKtbXkjUCilUApGCZKlsRBjBE8cEm4AE0Vz11PMyCAxDZqQ0viJOZ2fZYjsfWRGCRIAtDSIklkqpZmRI2shhQSJgvuFYmv63bWK9JIuuHUOgQDGGBMpMMZAMSitu3rdrFbVfN42nasqwVRkRsH6JTiJEP3wgJnTxJCJ+zPubr0XI0HkGKNvg2uUUhhpbzwoy7f2p2P2ne/WHAJBj2MBAIpAxATRuc5kepCbg+mII0XCYjQdT8eI8vLSVqpCjoJJgFQCk3xRCMysttYOy6JtagHEFIFJSKTwao1H20yFF6sI3oWvvJS9tsV9bc/SuCEpMFHSbaVVevccvk1gTyICRBwMBrYox+OxkJophWhR+oGbm9nFxfl4PJZSaq16xxoHZk65fyGEtImljNzdIm0zlmCbaYEq0aqZESGNVWSW5VKq1GohKnaHBOkAlmwFKTI6dUmAUvoTIoh0E95qhTdTEEaIKVsEb+PoetpTf5NQKphR7m6yOxDsmOqUuKu7/I22ssQgTfiMPM9T2242m6mXxJzbcu4rnQ+707OvnOnddotFj13ZhK7fTjPl7nDvBYdeX1Lgzpe0NT32fxNjurIoOfWqXqn3tt7CV8miv3GP3ySoc2KI7AbK77oTX0az7FSVO3/Vy0GBMRL3Ogpprb04rz766KMiU9PxiCFuajn0MaTDWVEUW8uWMaZpmvPz86ZpmqZZr9erxSL6zrv2jQf3eTL+T3/+H5umKcuShTm6+5oQwvlYdw5jzK1GlCAiREjdO4o+ctzcZxIEXF9frVbLofNdXVtrA+KqqkGmiA4kxpT4klopCNvOnkCBZVmioKIoFou6qqo0c+jqGtCtVqvFYgFSph7wVswthOBNzxiF3CXxvNTP2P1+qvc4lfTbAI/+XXthoJeOd7uZFolcHEJoW6d0P5oP3bqu68wIRr5z585bb71FsQttC+zvL+6i1CazWTH64ounZxfXUqq96bQsckRuXXSui13tuvbx54+0ts8vLudX8z/+4z8eDLOb2UWWS50JIcV63Ro7+uzzz2az2Z7JpJTW5gABpY4MiYOSlrwYyHWdVnk6cW0jMpN/r6fUbB9PAdbasrCuWXofdGabdbVcLvf2DxjAdd6WpdEikE/R4P0Ozb2J0VoZQvjBD37wwx/+8NGjRyy6DEM5GAzGkzyjtolN7cYjIYVGUABRSYWgjWmIQElbN1WMaG0OIIbDsRBKSC2FNsYK0Te8rbHWGu8icaiqihnOz9t6VV9fXzrn16v1cjU/u3i2qtZ10xFBkQ+kVtbmUqHV+XRv/M47b//q47+tqrhu6szqq6ur999/7wc/+EFbry/OzoLrgFkB3z06LIoMIY5Go6ZdPXz4MM/Ke/fuXV4+f/jws8Vi+Y1vvF9V1fXVzZ07d7LcONcSUYz+8vLCGj05PDw8PLy5ugGGum7n7aptXdu0tWehQGuRHM8UKFHsceMHUUplpiXguq6EEJktiqJ0znWuGY1GaQyyTUFAUEiwWCyePHnyxRcPz8/POMblcu6cqyoelLA/nlRVVeTZ195/b7o3Tpo6KUWiCpycnGitr66uz8/PkaEocxBkjN4t4bb8jHSrb8CC0gNJ2Yd/xri7Uu1uhIJeJBvxb6j6bllRt1bb24OAYGaplTIGWg+IUhkQFIlTy5lDFCC0kGnLHwyHUsoQeyEKAnUdALGSoigKAVIKeZtHEkMqtne3nlRyRKam6VznEaXWNl0HY/RuQsM/rt7b7HEoNjN3pfKskBCBUStr8txaa/IsRPfrX/+tMubk3t3zy4t13UzG4zy3q9WiaxyiDjGg8CHWKPxoUD59+jg91JHCo0ePInCIEQVPJuPZzdV0Or53787lxVlZ5sPSdl1zenpqMzUoR8fHx/fu3v31T392eno6effrVVUXxWB6cvxsvkgL5nAycosGUAISSIEmge2lCx6dI+8aijfLxcXFBbMwqkcHjsfjhCvoui6pDNKCk9reqSpIguHxeJw0nPP5PEmGlsvl2dlZMnJbqzvXjMeDSGE+n02nkxD8er1erZZ13Vhr9/cP79+/33VdVmZZaYwptLWAarVaRYjj6ejXn37yb/73P/rxX/3g17/6RV7YLgoWyN4364XAoCQCUL3yQoFSGoWWUkttpwejbDAdFmWuzPHxPVuWXaRl11Ega7IgQsNtMlVuKiNpjElGl7atlRLWKq2R2TN7pREkAgQiJgrMxECdc5aU0sooCVq6GJLd4ezsfD5fdq2XUgshXReYeb5Y/ehHP53NLj/99PPBIIu8/n5R+totLq+vr28WVeOEjChMUf785x9pocu8QIbRaNw5x8xSIDM3TV0Uw6ywbd1Eis7FRIRnxrIstdYpEqYoijTcSFtk2DCj5IbGl6ZL6QglpWLc3tsyBaT5ELvOFzlttNxktGKGdIwWUgrZTxs2+7685S8ITr1+IgISyICMyCgAiQH73EsUSittlDYoBQcMCTWxOS6y2Dlf4VY1JiDl7/a/BTETMgML5x11fksBibFNOva6rofFnkAG4BgjA0mlEsEFgCL2y2miFjLETTYYb6I6qM+T48gUODpmhRy1gDY6QZ1GIkmCnaJWocHgEV6slwi3b8RGJRflxrm3aznuF+REV0ZC5tyqyWQogFxbxeAQmEOgXs8mIJ2OmSVHYJlbc/fksCgKYgnCotJMkGdmOMi0lsBEwQVJSsg8M1lm8zzPrQ3BBdcJVERWCJAItH39eBtruTmJCwDuhZ24i43AVwYYm9IOJHO/eSD1rvC4s5ZukOy8FeGneVpZluv12lo7Ho9R6SzLfCDXubZp0tlYSpna32kULwTuEuylMtv5U9pT+m0XsWfaCAFAQkJR5lJKo7MkpCJigYnLimmUmLSUu0Ov9Bemx+qWF8gMxD4EJu7/XYGCb4fY27kXbyoc3CrXdoIRv1IhuDvce4ns8tJ3vpJVmZqn6aUmbOlgMHjrrbf+9m//9oX8vV3/3m5R9xuBKNtDw/biosQImzw07luGMtXKKHZLpheeBEjBN7wbTdj//kjUS2OTGVb0tcNtydeH3m14r7grbL3FrG3CtvtAtp06IUmPX9AQEu/+sttz86tv0ote/xeHrS9eYYEcQ7TW5nmeUozSv5zluTFmva5T7kca8a1Wq8SFr6oqre/pHJlcFmAkFNndO3eGhVUKjw723n//A0+iJVE71607oeygKJRABsEhAIoUPS6E9N4TU9M0AGCMXlVV17TWtF3XgrCd8xGVxIQDYghERPhim2ozDuWqqoTkNKlPoZnUdbDB0AkhOCFot7c73B4rUyAe3QZd0VY7lOIrdt6+3X+UKASOPiSssUShDCBoa9Ozmq7hbqRBqp28913nhdRd181uZqPCDgaDsiyjaxNwvGvZN42WcjgYewJtMmvyEHgxr7Q2d47uTMZDKcB1a+RgjY7RFeXezXz9wx/8zcrW04OD999792Z+XtcLEr71nrDWptCmMCYfDcd5Vq6alqgR0kTAhHbU2gLIpmkpkNG4nUtvV6ttds0tT1+gyXIhRd12ZZ6XZUnB37l7L8sKpZ8TYdd6gUZoJWSS0wAxgpBSG0aQWhHDn/35n//lX/5l27Zff+9r14un85lv6yp4EMLqMLieAAAgAElEQVQqWVKQqIR3NF/cSCmzzGqtlqvFoyePu65pu2Y8Hs6XN0WRI5K1ct2s5+sZEyKLwpQMAQEZQgiOyBPzeDK0Vma5CdHdf3AymY5tZoUUkahtuxC7yFEIQRSG41GeZ6enjxaLeZaZ73z7Wx9//PF773+jqddFZk/Pnx8d7B29doIE3rV7g/z99957fvH040+eayvf/+C9n/705/Fp6LqOIt+5d5wVdjgeGGs7315eX4TosiybjIYHBweua733bdtORiOjLLDgCMwohQRjPFAIIbhAoe8E+S5ITP3fFKfOTV3HoHSmpNRE4H0Mnro2WJOVgwKAk7tvuVg/e/J8sVh475q6adc1RMxz3BuPX79TnhwdHh4e/vKjD1dRfvd73w3ESmHbrrVRSkkheLGcEUGRl8fHR8G7GEOMAUBvuaBENBgM0u2RasW0O+Z5biR6r4gomdl6xbWUSepFWwPAi1KFf2hdtNssT6JrAGZ2waf2UOcca6eLvAshuI4oatRp+OYpblu8iOi8S2MirTUAA7HWyMRd44Tu5/npQUh9Yi1FeuXbDTj1430ISmLSR+R5LuVACIjxH8cb2JCkaeNgQWaIITIL52K9nBMFLeD4cLy3N8kHBUrx5vjNZbVa1euqWr7xxv2333oHUVWr+vz5udIyctWF66tZ+PHffP/k+O43P/jtq6vr0gy6bq007k0mkbmqFvsHE+JuMhkdHx+23coaySG2bf2n//4/HB2OF8ubP/l3//bN19+QKLwPv/jFL+qqWi6Xq5s5I7gY6q6dTPdny6fAKVFARikgejTKUeTgIAYhdfJ5KmmO9veMyYTKvY/pDlksFklssjV3pNCFFFRVlmXTNDc3N6kZPx6Ph8PhdDqdTCaJbPT06eM7d18PoTs7f8pMZVlM90ZZrheL5XA4yLI8y7IgeTwezecXn39x1dRdiKBNntvy9bder9f71/Obv/jhX3nXff2DD4o8CyIrhsNBnimkzAprlRKCYrQ20zpDYRgFCiUkFrkBT8vF/Hh/v4vxBz/668XFuTE6K4dRscJGg/KeY2Bm4VyoqooorOulc+1iKZqmbt2yWsdItadIgDGS98H5SARSSC10dHUdCaNDIpFi0LPBoy8fV9VKG61Z1usqxCAlEsjVagHMOFtV6wpFd0MzxdKAOji6e/Kg0MXQMZsyv5nNh/kgM/l6udJaN10biVKPqXUuy/JyWK6Wq/niZt24YjAejYeuC3lZpgqn6XygOsv6tKReNiW1NTKN7LdunE2W+SbZHGWqnwBliMH5CEJKZRAFpXRaAciYIgSEELwR/qVJzwbyhAKRUSg0ESIgCCJBKHqNVJ9fL6VKwEEWAoSM7JvO9QodY5N9LDIk3nxvYELk3opA0CPqmTgNS0BpZEZrrNYmuFCtFzfzy+BcvZ7cPR4rzdowCUIkFF4qZGCMBBBEBCJmIiYGiknG2Tfw+pkUpJoyhuC9N8YqRAVymNGDO6PjvXe00cPB0OouthWH5iUV/C3jJBFbEBABOQISJWlsH2pDHDpkNkpohRRbHyOQIMVNvWbvM6O0EsG7SCSw53cjC4lsNQTf+BhybaDMO0fL9fr088+rulk3ndRaAGslMi2BY2btaDTMMitQAFDrW4oOCKVgQmbyO6//FhPC3ANq4ZavyLfvPm6sXrcTvw1kkr5CzhZDABTGmLIs66ZRRgtxRuRT/65pGo2Q53Z/fz95qiPRer1uWlfkWVFmqXgTAkajwYMH93lzRN/m1KXuZNrUtgf+3RDmzc8kgemGmMMIIJlTML3S2hDxpqh7OZouHblTZVHXdS8xlQhxx44EmDyWvQkO0kwZeCPn7ctgZsFAKY5jQwyGdDz7irBxkSoaACFFks4G+KrUsZc27jzPk6c6y7K0Mlhr9/f3X8hj2N04v1IG+ZJce/fz3eFeqvd4w5ZJUSfbek/CC5R8ieJWftkjbmh31+2n+RxiTMkVWxNgDwfv6z3uL/iuMnA7o3tZ+Xqrsu3zHnqRbQy9NlW+gFr5yt7wbTv8lRr4K4HmiBhDVEZyYGLK87wsS610VVXE4bq7YebFYrmsVml/TYkfZVkmW3yayaabr21bIJKYgD/knBMIr92/d3x89Pj5OTNOp1MQ2brrOEZmDDEgotE2Rr+uW4lCKZVluQ+OmZWSRMFqKQQSx+RayYuyc55RKOzPcGmZFwK3DANI6UODwaqaL5dLpsDMy+Xy+dOnF1fz52eXP/vZzxBRKiWlbFq3daNFigI5HfUisfdhV6BMtCsrfiEtnaWMDMwcQ+QYlJACMVkKCYFCUEqkwnhLN+kfp81HIoWmOzDZnKy1je9SulT6U2WRW2sDSB8BALMsV0J2TbdaLMvMomLynUQShAhQVbXOMpSaQKzrloTIh0OTyS40A6lGQxLKmo8+m0729vcPus55vllVzpgchCIC55zRmUAmiqPRCFESsXNuK+NMleor9x60jetaj4gX5xd/+If/moNvmsaYrOlEUYw8yeBBGYW96aI3DWutB4NB23b7+/vf+c536rp+8uRZ8Oxag9aiHQhAZCFFTiQkIwowRmW5kRLXtSuKvKoq5iiVKgblnbuHp49PEZGgq9Y367rJsizPCxDduu5SyQEAeZadHB7u7+/PLq+me2WItfPVhx9+BgKNzYtylGWZUrrtfNvWxpgQnDH69PGXh8dHQoiu6959990/+qP/43/6H//Vt771LSVxfnVBzr/9+msHe9N1tfzkVz//9acfxxwa3+7vH9wsr6um2tvb01rPV3NP8enZ03t3HwghhVZvvnYvhFBkVim5XMzXq2Vd11HoDp3vgmtc13pm8FI64hBCcHGrUCjzgdZGKa1QCKGVloMBtC1LKREUExJxjNQ0jTF6VS3Pz88fP358fX0ZI7qOkGE4LAprMyW0kPt7k7feeHN/MhoPypOTk9nZ2eLJ5fHx0ZNnz0P0nQvGKK0VIjATojBWIaJD9h5sbhKDKz1EXdddX18nIcAmmFUWRTGbz8l3zLGu62QKzHe0wVuAbZrv/WOLvW036yVaVaJLEwoQGGMkBqV16zvvPTIoo43SAFiHNnV5U802GPSmCyWRmYA4+K6qKiX0dpSXqFHbfX33+1prlAKAM2uLYuBcWK1WqSD8O3qof9/HNlGgD7EAZgbvg3ehirFZN0QhtK13q6+9fZ8Arq6u3n7v7e5x++EvP5/u72WZvb6+mkz2B4PyjPlmcTbZK3/7d9/+2tvvtlXzox/+p6urZ3fv3A9havLi/oMjH2NkMHbsCnF4NH38+PHDLz7f3598+cVn6+Xqrbff/N3f/a2HDz87Otzvuu6zzz6zHsYf/M7b9+7+1ff/IsRYlgOpZs7H+WIlte1PzFICYgAiinJQZkVOKlNKgTapDeecu7q8DIE6DyHywcGBUmowGDBzquuYeTQaTSaTdMETfPzi4iLBWsqyTL32GGNVVZeXl/P5XClxfvGkbipj1Hg8Io7rddV1jZSi82G5XK5WawT1xpsPRpPBWBTWZMcnrx3fuW9NiSiG5SC4rm3WudHWqOB9S0pIzRzbegHkEYiDz7KMWTBKBM0omLHu2s41GoUQtvP8/PLy8mbufIhCri5mXRNi6xVrFtB5H4narls3Veuy1WrBEBkpkmP0XahD04bIQhhGABTGSCGUlLLQOVMQRLkeWa2s1ih1FDqEeHx8XBSF9/7y6pyIAPjunQfx+M5wOCAiIaMxQUWWJIAAIjhCNCZISYwnJwNy3rVOKaWELPNcSgUJEeG6uumkc4FJGWuyTEqllQ0RUEqbZUKpEHrDcxrMpp4mETGgTLp9sfHmIBMz9SIPgVIRgCTSMgIIqYzNiiwre/IqSiGl2DlECYEbVQ2kUGhIh1UAQCmEBpBIjOAFY/oPNp9IqdZ1M7uZC6mKciC0QriVkaNA7MkNAjeFRd/mFZFF+hFgiOk47XxdFmVwwbuWKcRIxN1kXISghqMsL5QPNQpltYwxdM75QMwRIkEEwX2xxYQIhMhEJDYjvnSEZKS46RApid675WI+Ho+HJZhxWZR5jMH7pe8aqzT+XZ6dW98Xb6aTPZufCSL3dEJGiq5lIonoIUYHFJxCVoJ7i51IXIsE8CAGUArZRwRhrMqs9aSKQXh+donABweTLC+1AC1wf38qgKSURmngyBSJKDOGuk4iKAEBqM832WESA3x12N6teL432fT1Xl8ObZ0+hADidr7HwMyd9yClsnYymYQYhZLmky/Caq2FGI/Hbz64Py6LPLdlWSZIpjQWANrOHxzs44YnQhQ2MR1psue3Q6kkPNseHdOpQ2v9coAcREROADwiQERrUou2o5ioMOS6EMlnmdl1tOGG67FBe/QRQV3X9dYhBEq2AiLYjjpxq45NTv/tHQ8pxlNQEgAnRyFSCK+KaJhpx0nbTxVfbcu+lCKbdv80GUqvsG3bxWIxHo936j0EAlBCgBBaKa0UI1IIlFR/zAQgU8AIIm5fCEBkVkKkoirdlTKxiST2kFIGKUDKW1Zn3zulpPje4ll6YLlkJgQJSLvCA2aOSVuYohpSBwIBArDccoRQ9J143Fzx/oFjSEMk0U+btxPLTeg7AgAndcLGuIG0M+T8ysnpP9y2BwBt1yFQqSwK3VbRNW3TNKePTmdlnrzvMVJdt0VZSoXW5EVRAnDX+rZtpdAh1swkUGVZpqRmChw9UygG5bjImblq1tV6OR6PtMdVUzu/1vnAWLterkKMWuvcmhijd1FkQihpMruTfYdSa20zbQthS4wtE7Rtq6VCKZh6gnzqEt1mhhATcNO1qZsukR8/Ov33f/zvfvyjv/7hD388X66K0XSydzje27+ezTn6xF5O7TWBOp32IES/vZIMjEAoiIEAidELGUEHIO5t4kBEyMRABAKlEFKxEEzMkbxziDpN/7eYgX5GL1CQkFplWVatamZGpMY1XdfmVoZIeTmw2cC0rcsCCFnVzbqribEoBl2InhP8QEmtQTJShhiFyRhorxgvq/Z6dhFDu3cwmUxG1ZpCkNQwgEALKHWkuF6vQ+eZUQut+iCK1GQRya4lpSzLgllsy6StqioNcLYHXACQRq/rVbdelZmQRL7xJ8eHUspq3fjQsBCuda0DnQ8YZXpkUs9RomjWdQygpJzP59fX18658Xj41huvex+klPW6YY65ReQOhdFaT/cGg2Hhva/WCwS1WDTOtT44FPHoeO/q8hJlqsB9OcgP9/Yn473ry2uWIKSULr0FICVOJqObq0vvu65rfu9735Pi248enzZN19SuaZroGULwAF1bt03DSOt6ba05ffLk409+effuyZ27h3/4b/637377nwgB9x/cW89vlFJ37tz58ot2sVjt7x/M3cpmxd543931OrNGZ6enp3t7B2+/9c7zx+fVojo6Ojk5zGez67atjdJCsBRiPB7u709jF43U3se27trGUYQoFSittVZSceQQIhHVVeN9aNtu3XUhBMHQdqu6dkrDnft3pgfTcji0hV0ul7GNi/n84vxqNps5xwZ5WqjBaGxNPruZI9NoPPjWb3/zna+9qQFj8PvTaZZlFKIVKgmhmBmFAoEAMJ1Oy3zQNE0KewUAbVUCJA6Hw5SfqbVM5V9dr2c3V1LosixdcK5rJIoudJisuExMASIxI4EOaKMwCIr79hal/wSEtLwKJgQWqRHOG9czAiEwQkQBgBFlktkzUtqAI6TWG6MAKVFphYiRUaNAKVDeFmDe+7qqUAopVdiIFzhGmewUWhuZpScaEYQAkLjV7WwcDUIKrYX20bd1G5nzvEwS1q3DPDHugJAxMCKgZNw2rjcsMN78hgwIChghepIoUDIQE0ZOSgTQptBS1LyMMRwd3lnVq5/+/KPhL38ROCiNUnCIzbp2V5fndd2Gzv8X/+x7b7x5EiOPilHbdr//z/7pO+98/aOffURL0s1aKnk9vynywXRvDLm4uroqSysEnZ4+VEref/3Bzz/67Ju/9UYSnC8Wi2FRLs8um64up+O333u3iXHZtvdfe5PM2agcLFhwjABEzgurAYBQCJNrO2Bti2LM0g7ycm+yX5bDUVm0Lszni0jw4MGDoiiWy+Vyuey67vx8uVgssiw7OztL6qD1uhFCeN/Vdc3MVbXM87zt6pvZIpIv8kGM0Wb65OTkenaptdzf359MR5PJSCl1c7OIAfK8LPJRXbdFkTFkTbu6uVmslp+Wxag4KoTg5fxaK0UUGMRitWZilY1CcME7QBwMBlJAjDE3tu2c85GB0kJalJlrWmNUOR49eXL6Nz/9yRdffuEZGGVVdb4LWppcZcIIFqSFF8IzeQVaSRCA1qgiLzJ7mJWZkar1QaCU2mitlTJKGimVAJSAWkqFTCFG37lAUeikJRJCXF1dratG6X7CYE1mTV7XdSCOFAwKyYwkAAQoQUIy42q1LsoyXd7xeNzVdR+zBQCIypgMQUiZzmDETMAgEBNElzEShMgikPPRh17nLKQUUhqtoycA4NjXaRFos8f2J6g+YIKQIlBgjhBCCM63rlNSppQE0VMTGAEZkwUkHeZTm5sBEARjL+Jk3Ow1DEi4babH0FXtWvuBRRpJrUzvJ0fmmH6nZBTdGXMAR2IkyZiMQAIIOfW7WyTVVMuuafO8yLJsOrJvPDhijlmWDTI5v5lzEGhsjD76TghABiISxNtEBJnqTCHY+9jPDZCQBAMhBARiUkohcvC+Xq8HZd61dUNUr5eMYJUmilJmyGIXc7ItEkIIW1tPyicDuj2OJ69sQtanFDiTZZ5ZCRRGJR0tMwuUQmLSFu+I3UCiYADvO2IBKK2xo9JYMzk8PrFZPi4LpUSuTcqmD77bRrP2zfTIFBNABwXF27ESA93SdjYTPuzZV8nHkKKit2XebWceUi3YBwkCMSYNKkDXOaHVwBpjTJYbqYxSkpkjRGOy8WSaW6UQptNp0zRKSiGlc66r1+RaIgreUzq3M0UKvnKMIBK/p6/PIQJvm/tSCGVtrxbeoZGhYICYUNJJJysEKqVDCNyXXkIpJQGtzYnCVhe9FfRtcwpSCZrQvlLK7VuDAEzU1xLQ654lMGMSOaJI4BGOSAyy3202BtKw4RJtnREEAOnW2eYObTTHEHcUc6kXsyvPbLp2MBhYa+p6nWIOlZLOdbf13nBgtpcPmBE8IwjJaXcVqSba1FKbH+vLqq/+EgCkeGEmQWErJ0AA2d8PW49cX33JzePRy4X6uScbJVJUfY8N4G1EEu0k8sXIMTKnWHtkkCipd1ICAkoUhPCSvU70MRB9guatelNsXxi+lMa7TQ/cZXi/IJfnzUwZ+x/JcuO9W62rgYHTLx89/OSX1aK6Or/UJ0c6s1lWamMGw0QKImYMPikoBAAGomRtlVKnRZYBjcmb1TIyBKKb+fzd994dTUazmyUy+q4mxrpqIRtprU2ieoZACCbPUIAUcr5YvvPmG9YW1pTGWGtNG6Ithh1LF2A8yPbHkkLo2nWIERBRaRBC+HYrnvYhCOTAlBV503W5hKHJZmcXN+fn/91/+y+/8/v/4v/+ix/+6Z99X5o6+CARkIMI6eJLQGQQ6/U6za8Sd/Tqcnlycryqau/DqouB5LwONStjzGy1nu7vdZ2X3scYMqOVyjZwLVZSoFJaZbsuJpSCiHwMCY/LMVIH63YtmGxmTNZPoQNgR/T+73zrt/7Jd4G9b2rf1YQspPYUB4PRX3/4i//3Rz9592vv/Iv/5l/O5/PONSE4oEgU2qZazy6Dc3fvTJ4+Xg+H5tnzL+u6fu21B9ZmzjmtrTZmWOR7473gotZacjK8EyLG4Dm64KLNTG4NYIzRp856chimcc1kMiHqIToAoJV9+vy0W1fNaolBn0xH3/v2d42S1zdzhHXn1Gzly9EwrJo2hFKNyXdCWYqspKyrJUc/LFRTVxTD22+9GYm7dm2UK8vx6emplv7s/LxulsejY+J6sVoAcIilUHI0KmZXC+SgjSoHmdX2y4ePxqOJtfbjjz8eT0ZFXnKEp0+eINNysZxM906O9vf392ezebNe/dl/+FNr8qqqQqCHXzwyxtRVC4znz89ya4FFURTGWBd923aL5fJ7v/d7je+ePn18eHzAIgaMByeTf/1//sl3vvXug/tvHR7uTQ8PqtaPp4fO8Ycffbho6rfeeevs6YxIjPf3QIr791/f3zsyMrt350EMOMj2zp4/DdFrlQKBvNY2H9iTo6NHXzy+mF2tl5XrCEBoZUkIpQxHLbJcKS2VAoD9/b0Q4hZiHJyzmazWi/l88c7XvxY5pBXSWEtER0fHTdN+/umjtoX33z+eZLKYHI0P7nz48edffv7pyeHecnZx+kmtkfLBsO2q5xdnrmnPHz+1KFeNG073Ln75SYg4LUau9ZfzCwZCgVlmAsWqqqzV3nfeG4b47PmTELwQwlq9XC6HozKz6tnZF0WRv/XWm59++umyKr73ve989tlD39S5VpmxIcrKqctrx1COB+OVi9IaEVEhKqXAeSMgdm10LccAxKPh8OnZlQSs2tj6jgWasiSZgRCLNR2MhyxliF4ZEEoG8tqqrFQ2Q6ZutVwwo7W5QiGUCiJ65z15pRQHnw9HOrNt41zb5nmeZZlvuyTJlkITQYwckVDESJ33bYwhyzIUpigKZtHUTsqsrbvheDAqR1fz2c3NTBottESFPnoMQCEqlNFHFNFRAEBATUnVw0JuKj4kRhRCCY6GIyuZ6Uy2XdO0KylhvV4X1hRZtphdn19dGWP2JvuX58uqXY1H408++XTvaHB0PDFWffLJs5OjTKI5PhyVeVnNr1+7952Li4vZbHZ4eBT3BCOMppNHp0+Oj+4qpazS89kMyP/6k5/89Kc/Gw7L2Ww2HI4Pj45Xq9XXv/F63brnzy8+/fzRwcHB3mT0X//T33//6+88/OzzbDqc7B9m073J/tHhu18H5+n6xlUVhCiUgLrSqB5+/rirm08//+L6ZnGzrC9vFpezhWDhXfj4+aPZzRVRNEZ9/vDXeV4iYlWtvfdMSU0TndOISARKmouLi2+8/+5wOPC+e/L0FCCc3Nl//fX71XrZ1B0zr9frwbD42jvfvbq6mM9vlDTLZfX48ePhYDIcTB9+/ripvRBaCDQaEalZrw8P96fFYGhUXdeSAnuvBXvXCIEgBPk1ACgEQHZdk3ZY59xG2kPMAQA5gtIcISyb5bKpnl+cnZ09l1K+9vrrb79+L3qCSMaYrDRoUKHSmc1t+dGHHz57cv71d9557Y03Dg6mEtGTpxBQqtR8pt5Ekk5WJBjIB596H0paqT2jc8FoRUTj0WAyHl5fXx8dHSU7UNt2xlgUmtEwU+zb11IIKYTkyOVwQJG0tcxctc2G8AjEHCjGRA0RkJV51azb6FZuXdDY5iWA6jyiMDbPhAAXCKTazIACM/vOaaE3Z6N+Fpf8VEZrrW3SEI1GoyY6CiBQ3VzPh8Phwd4BCKxWS8Stf4kROYZAEKXQqKULERikkEShzHIpZb2umqY5OjxarOrovPdemlxr7FwVQ3P+7Gmobzq1zu+NrWy1Lnzd9TVEH4WXvIUYg48xdaOYgVnFCHSblJDOipFWzRIRcg0Qlm21lIj3D/N0CKtmTxUI7rht6nSYRCEEoEQJQJzkS1sdIINQqj/B0bbzwxQZUAbPi3kNwNoU19cVs2DgEEhIEbxDlD520PM4e4b+jvH5dlyGhLumNwGAUhEzRQIiEIIA2saFGDjp4ACDJ4YIxBwYMW7aUsiComdGRowsArAAIRHdm68dd51HKUfDYn9vkueFFMAcKQQJUgrJzByYiMrhFADqloiE906yB46MKSYOKJV8KIiQgCOnRQC2ns9dLH+aJyujkwMTGRhNEg5jCg0EQMSSmQGEFKvVYm9vCih88Eop8j7LMh9DBmo03bu5uRGIsefzwLjIYlcTSoXIUoiUF8FkVD9bkmk0JSUjeu9ZqM2hHQERJERgwRB4U2dHYuSU12WMQcQYo/ckhFBKpMi+VPU3TUMUtvSE1G201i4Wi22OOQBokwGA3nBBpSRI3hnu2WDIDECCgYP3IUSi0GPAYCf3jpSQUspIfgeFyBvXG0ulpBAAEMhBZCUtCClRoJaAkOZ+JrerVaWtBoGLxWJQlqNxkTone3uTbZ2PyLt567d5G7f3puxTEwEYN9b8VMFsb+yNLPWrv3xZhYYv4FVedX/uhCT0Hdjk+twGn3IC06LktAQgpPsREQEiIEhkBALso6MwITs55f4hA+3UdC/kt/9GruY/Wuz0CvZoS4jq63LsX12MMXgGjM5H4HQLSrVdiTaG1400EZgjSiSimDox4jYQzGY2tEFgZCEQlBSQbvOI6WFmQO4ah+wPpiPv/Ww2c86NxiNtzWh67E6ff/yzXxWjA+ecb2qBpJCFNhEwIjKxlFIJ0etfpUBkCj2XYrW8efvNt/7X//l/+Z3f/oAE2MH+X//so3rdMlYx+NGwQA4YiGLPXInAQqhtrayU2tvbE0LUde29F1K3oVl3QeeDEOOyqrPQy7ekgBBi2/odtW14AeuSBNyyf1YZUSUcsHc+BCEidb7tGqN73EXbuA9//ovn/9Wz+ew6+KbMbTkeSuU7H1mqLLP7+3vD8dBk5hsf/BYFD8hKC60kc8yMnp+d/el//LPnF5dvvvM1bYz3/k/+7f/1648/bps2SUbPLi7n8wqEzoqSiJSUgAjAMel7UG7nKswUySNIKeVwWOZ5mWAJKUYpzeityec3cyantTZSIbGWpsgyV5KStvV4U88BkRA4ROdjDBRi5I0xInongFPEUFVVq2rduXVwc2vVarWSQt25ezwYD9I6L41t2vby6kIpk2fZZDLwvpZS2NwCQlUtp9OpkuJ3fuebdVM3TR2jL8tsvaimk8nRwZFz7unT/4+7N2uWLEnOw9w9Is6W613r1t41vWi6ZyMGHAKmISmMTC+AyaS/Iv0H6UEv+i0ykwSKNAJGGd0KGXQAACAASURBVAjDRnJIdKO36qru2u6tu+V61ljc9RAn82ZV9wxmQOlFaW1tVd33ZubJPBHh7t92Op8vOMBkMjU6GQ6Hw+EIkVardde6LM3v37tXlmW1XhMU7J0CGQ1ykXB9ddl5d3LrltZqPMoTo9q6vnWr0Kl5ffF6MhidXVzW669nV7NhMR5Pju4/+uDg1lHXfbmulyImNVkyHeztHQYXVquyXLcaExFMk4LFRkS767pXL8/PX18f7h8OCiTImsYKgzYJIHjvmqZeLpfR54CIuu6FCAhv57hclkuRgAoEOB3kwQcXQhxlBRCFlOdmWKgP33tvon3pExbgwAwRrBYQpxUoksDBeT8YFG1ZJaNhVdf53mExGIXQ1VWrgRCwbjohKYb5sBhVZWWMrqqqrFZa6yQx4/GgKAqlsbP18fHhdDoFdK9fv7q6uuy6drGYPfn6KyJiDnVZLZfr4/3DYnSQN74sFy8vFi8vryp+2TKSSnWih5qKJDEItu06J5atNNx1Ps9zmOQ6SZyAZXBCRT5Mk8FguMcBrQ/MoJJksr9fnS+vZ5fO2cloKjptHTvHlpkgiOKA/ZBOBJgDhEDABIzMJLLDKIroRJzXEWKcZcYtNAhLCBy8IASdoLN2U7fxrhEfAJBQfC7GHt/YPDsBoIhiDgBMqADYexcaq7UWQNt5QLd/kKSZ8WHmXbWul9ZXe4f5sBjMr6+no1ylRik9zscnJ7eQQuftH/3R752+OP3Z7/7+6avXTdl+/uUX/+P/8L/s78PJrVtHR8fvvvvBYrGajPem0+lsfh3T0sqyFPBVc3VycnRycnJ0dNg07XK58D4450Rg72Aavb9fn1/+7//ij3/5H2/naXowPfy3f/Mf/s1f/M16WZI2Wuvp/qEH/F//5/8pyzLbVPPZfLFcaTTz5dJ23DiPyjDqxtvOi5DK8oGwzfPUGJ3ngyRJptNpVLIrZdI0JVLOeRFYLcuiGCQmu7y8nM0vmAMpef26jJ7PgNx1XTHIOeBstjg7vVAakyTVejgaloPBcDLZy7MxgPIOELGpKyJu0rJINDtvq6ar13meCXLEGQRAhOjXHcm8Pb2JlPfBBkdEt++e/Hf//X/btu3XXz0ZDoej0cio3rwBtTBGvSsIk9GUKpUlSW5MQkaEKVbgm/xdFFGbOXTMx974LMRgIAFEUqCNERHrbFVX0WROQFR0xUQQIMAkDtEjlAVIBEogRDWKQD9Ilw1NSSAQKlGevVekSas0y/K8SE1utJFNipGKscWMgizIChAUKIW9x4ZsWinZjK0FAotwQPYaJVGoQLJEXXfN7OpiOCyactpkCYCoDSfvxpdJMSAi9jVr9MZOTLqu1okxSuGgyJxtNakiTxnBehe3WZOo/ZODafZBkSfDYd5Wy/V6hV6or7oEsGe4KU0iDCI9+Y2QrdslHGI/3WXc1ZuJ9FquHi8glBvhWXDMvJEmQRDgXxcVtmGkx6DoTSEbPSN6aEFE0EfkkgFC3+1Bv+H0UWo3by9+jEp23hKwxC8uIn49yhDfITERhR0t1Q5bHhAhEth3LBD7ehJTlaVGqSxJNLu2DcGzi+c9C/Z7pQiRhihVQgIElBAdJTZh2UioouQsBgvwJmtWhHmLhmBEfTcYCSIBcEQHtz7PArhx2sF+OQsBQ1S0bdiJIfZVQUIIMYlOCaMEESGQAP3zYQ8l9R3IdklKCJ33W7+DSPIPvocwN8oywp6HCUB9iLH3HAXOG3WY6WN7IKr13MZaAkSk67pog7SVi3ddJwiJKeqm3kYibRMctxY+CgQAUmMobhxI3H9sDMDaEKEWkBCc9a2wCJIAcmBmL3Gm7BzHDGwfAjsO0nQcdYZtV1vXBmYRqTvbdd3777/70Q8+2jvYDyHEVDuOMWUhKKWUxtF48IZfy6+yKXvrz7+5y9l3rqtdfd1v6Jn27fdwo8IUoe1K7/mxsflTm1+kHX//bXNLv+G7fUu++KvSSb79d3wzo2/7byKKOuTt8GBD9eZNU6feyKvY8Yn5TgHhdtwSYwYEleMyMowBDRJB6MNDo11W9KB1XRfjUPI8K+7evXv3bt02IkyE0+lU5/nF6/NxUSBF36KYhhHPLtolskb5bPRSb5smDkLaplmUq31ImTnaoFlLXdfFfs9yAE1Ko1KKAzNjpCxGL7jVavXJJ590Xee9f/DgQXzyvb29rQlhnKZEKdpuMH1ks3z7s+oFB5vhlFKKEJFEKZUYA0k6LAYa5NXL511dXl2cetvOMOR5Op7sVW0zGk2uX79eXL5+Bfz400/qu3edc4iQpibLE62188wMlQMzmM6qbvHyYjKZfPzl0ydPnxNRCKK11tqAoviBb4imXrZY/pvCIUT0zsebx7kQw7uV0ruuX0SUpLlRkJAgQtu2tm3Ozi+Q1GKxmM/n+0dplmX8LQF1HMttlbpVVV1fX7OEuinH4zGZkQBkxbRqwnq9DCGoxBAmwTdG68FghGKTRBljTKoRZTQ6Wq1Wr8+v79+/v14vrGtDCMNiZHTqXPj4478bDSff//73l4tq72Dy85//nIjm8/n19fWLF6+qqrx1+05g/N6Dd2az2cXr8+l4bNtuMpmMJuNXr16dnp+XVZ0PU1LmoprPr6/TRA+Hw/Vi9bePX9y9c3iwdzi7mr1+fXG0f5QmOZ1e3J6vg8hocgQqaTuHiLP5nD2v6mo+n3vvNOmqKZ2PFBcJ3keuy2Q4i91gCIJAacppoZWC4XAUzS2i/noymXCQLcSHBCB2tVrOlwsRads2TbIszZxzAYA3P5akxhgt7EIIFHM4Aay1XeecM4PEIClmAUBr3eXl5Z3RsLOWRbQx3lfK6LprMYTpdAoKXLDL1WoyGh8c7J2fn786fWGMOTk50Zq6rktTM5lMzs7OyrJk5u89ehREiqKo6/rTTz999M77WZ7vHx3fuXe/6tr/81/9yXq1bLpap/p6XVeiKyuitCJly6UGweC9dURZmg4EQQJT6DDA9WzRrOdfgR8Ns8AgJnn3+z9arKrJZOLb+vz8+unTF5ezNQilaUZkrBcEraKUCFVUBQC4WJQGD2xEGBWZrVPY7pBQGOM23wMjInEhS+SxkLB3ImbLvdmyPb9rkBg9+Qg4phjj1lQgZq9pnQAETHzX1W1Xk6YH79xOC7VcznTa/sF/9U+Wy9lnf/tp3ZT5MEvNZLVaOrGI1LW2XDf37p/85Ke/U5ar2cX6z//tX5Xr6p/9l//s1dnl3Tu+rttnz86Hw71PPvm7J199/Qd/8F9HMe3+/j4ArFfVy1ffNB0t5ovo2rW3t5/nxenpaZ7nxiTW2kj9UtrovFBJ0fhQ2SDKJMXw1mg/HwzzbJANByIAiowxRPg7771blXVbteu6Pjw4oSRbLNePv/7m8y8fr6uVSnIWv17OJqNR19m67oxJmNnopG07a32axszARESU0nmumrYZjUZJSnfu3D4/P51Mx+PxeLlcrlarxKTey2AwTJJkPa6sbdvGM9u66q4uF/NxaXSapnnTWAQympJE96otRGNMnudIb5DiWJjwNzqpt3488WgoimI0Gj28d//q6mo2m0Wlq4iwDYKRa0eEBEKI5BzHQEpEAFEIgL2uXzaj4X6avDVviN7gkejIIiwciZTWOZMkEWFQG4fArUWcwOYA3oyjcRM4FenbkRwJKCgKURC1oDUqBQwYsFqsDahBmh/sHW7oRTESensc96N5IO6xDUHZdB3YJxsHYJAgBGCUAHcogZTNM8xTArCuq6T3R9lwtXoxlhP0zooNIqiapluuKwLY29srsjx421a1iLiQt21LpDRpFrZNqKrqZO9wkNwCCc6G1nUqzRMFCKFv+ahfk0gCHOLl9OK2N2ueSGxCJBDGWJAgx1w+kMi6ot7Dc2MMESUkG2xBCYa34qq3989O0DTC1oB041q5KVnf8gzfmoLwrj5o1+syxpXH4f4G38PAN3tc7xR4wzzELS6wrZC3gkAhjAhGzMWI8RgipPJEm5xIC0dFUxDkeENopSnGBsTIHCLEXk6CwCg9x5Wld4OIUfHY0+CVIBKi79cX9bTiaCCJ29KbCEK8pEj0je6SO6tIYnAw9kZ0oJSCECLEyszOe/ABURIio5XGWGX2wqu3cgG897EH26bzpWkaM2Y8R7BEm5g5CcAgscdjZutbgNizGQQlAsYYBEUUY5Oi4SeEwFvkIHZ6VVVFt7DlchkBCZMmbeOPT45vHR1F0aAi0Fo750LwvV+07eKwnpmd89Z2kSMKwvES2rZ3ZwTCLggLbvWHHBwz0ya1gW52RVBGJ0mSpDqI7+0bjUak0+vL9S//Q1mWiJjpNBbeG71ifzLqvzfMYdtWvdX8/Oc/fkPE7C3h3I5kDm/GPtLbBEG/dnBzn/Qd/K6T6W/b7+26lf62l9+vq51f7AHTHYPKzSN2aAo3RO/oVkQ7GVBv9sz97rPNBY4e06STZdnevNaG7LqLpqZpqomVUk3TWGsX17M/+dd/sqqWnVfLNhSjwxzN0dEReI/AyC4wS+QeE0nwIQQfByHCzD44jxC01qPxeDgcJklirR2Nx3GFxO5iNByW68VOruKNLdBWCBvP0a7r2rYFgOFwOJ1Oy7LcTlm2CVG9q+/Or28/3u2f4+bd525tvkdEUEojMBEqZZwNbdsOi0GWZYlWzrYKJS0ShJAkytkmdK1kuUHOjc6NybQ2CIE9sw/oHNhAyoqpGns9XzWd/+b5q2++fn58fLxcV8PxXqzStNZN0yZGx3Kkt2m+Sdh847H9xLIsy7IszwfW2tVq9e1szHiNyugHD+799Kc/JZBXZ69Jafr08aur1SZhBbTWIOEmU3tTEMc7KqrzdZqQHpApAMB23bqy68oyGOuZ2GdZliZFqhKNurIlaiRDzB4ADg7308wsV9er1cJ2DRH44K21mR6lOr1/Z3T37t0PP/xQArRtOxqMSUHXtn48hnvStDafjD/77EuWYNuu65qDZG+cjUyiEWW1WpTl8vbJ3bTQQmwd1cl6WGR7kwmwjEZpNNoZjkdT63SSdo5Xs1ln2YkdT4cmNUmii1HhOCjANDWj6Wg0GCQmTdJsU19minp/yLZuxIO1vmmarnO2Y+srFruJquN4RlZls8l+VFrrPM/zTHW2absOBLUy29uYSEVZY/+VheCDZybaMRCKlJLlskmDKiY6gCDRrTu3i6KIeURd1znnsiTvveyUEhLxEh0yZrMrInr48OF0Oqnr+vLyfG9vL0n16elpDJu6vLz4Rz/5Qde5QVE4t7q4uCBKDw+OrOekGIh3l/OFBHaMtvP33vnewf13K8ut5aqqpK2BXWjbrmmsRYDEe2/bWnHCrefAlW3Yuqqq6xZsACfp6el10Jkx6X/6T19Uq1lrocMEVcYCXec7b/t7D8gF9hygd91DZuEQK/++793QMlhk68Ac+XvUYxe9A5uKGz0jEd2kwsaN8bs9OUUDMEp8HqJ+4B5nwiEOhxWBty2ApGmaZJqDe/bs+YsXz7//wfcGw/zlq5XzXV1XCmmUTpyzaGg0HA0wA1BV2V1fLctqBaJB1A9/+I/u3Hlw72LOrC8vLx/cP7x75/5kMgkeq6p65513mqb5d//ur1+9epWmeV2v8sKs1+uY2oJI1lrvg/cBJESjf60hkHz9zQsJ6oMPPrh7/53nz58f3bk/GIzyPAdB0Hq+WNy/e+96dqnzdDafv3593jW2qpvzy/n+4a2ms+v1el1VLDzIkxDU3v2HeZauVuskSdIkJyJjkuVyFeP19vcPo/qf0IxGo7ouX756Nptf5nkWfV+urq5evnxZruv9/QMAWszXk8le8Nh1viybLEuHw3GWFWmaKTJpmitKiFSWmqLIwIci14PBIBrfDYbFP6yWiEfD9nTYxi1Gt/fg+v8bgD0E0iFWyYAqMCBpQCVxLgw9kLzFVmRbWrACEOnpGDfRTSF456yIRoTo7BcFPtt6hIii32Vs5zju/THwW3pzi01ACglHViYCcCx6FRJD8J1dzRfIMsjyk6OjmxRiRKTooRE2Zytv25JoWIE7zkrxRz13vSTJOWttluKD+8epSSI5NIh4FxCIEaiPVAsInRfXtZ5RmbQo18uzV2fVurp7995kNDYKg/NIilEzcxAQkui723Vdua6JG4QQvAhqIiVgQThs1nnYnGcRMkXZOlWojaIMaNMRb3uXmxQYgQBA0u+3UYUmKtLQZGsUH7/bLdK2W8ox9/+IgAhvU+9AIl6HIvxdkXSwa21486Z6Ud821QwJe5e7WM9tdsJNHA68EfT1nbaI/e2NjES8ubUwZr8JGpMobRAVBxRQ2uhUp9xTgoE2YmYXDecF5MYWX0WYjkHiRxkVojFOLbLswk3ZHymI8WaTWIMjRcs8EgAGRg6wGYf05W/8a498cp+ljb2fv4ki7SRRBgCYmIXFigeWIBJ2BHhbVZgIAGlFG6SEiIMAaZNqAxBFe977SPtjZuFoksJJkvYmLgFCsF3nVqvXICSC3oe27WL71DSV9z72XbFgiyBekiSr1aooiqqq8kFR5OOr2dVjpWJ3J+x7D8/gYlkl3gWQtrW9/9CGWRqsFeHEGK0VCVhrGxfS0ShID1eQShOVISJIMEZt7xnPLk1T7711ru6s1pQUA611YO98ODg6fvTo0XK5/OLLzwW5qtaz2VVd19EJIjqQ6e9MFPg2zP2rcgj+wZ3er8H33lg53/Ur39n7xU0ZiTZ2//jtdpEI/96kwjfTM2kb7fBrfvFX4Xu77zO6v1DEzHdi3LcJFrFeUQCEtEkj4N3uVN42j7np2jczFkrTNEGl1CLyBDZFf0wXIYnMT2SREIcizrmqql6dziX89WgynOzfNiZNksRZe7h/0KzXwpaDsAhjr8bsxx7Yb8vMnKZp8J0xZnZdPnv27OLiIjXKr3ngqKqq2KeBUJqmKAoo9ApFZvFeSX8qx8UfQqjrOkmSGAZVVdVqtUrTtK7rpmni7hCH9xEr2/bK2xp691vbtpW8iZckRf0sVSCmR5RlmadZQiLM3zx54my9vzdKE1QogyxVArnRbLtyMU8VredXx/vT0LUhOHbAVgtSPrlVN+vlqozVw4tXp18/e75YrQkpMFhrc1KddYlOQghBIHDoXU6JgvB3T1gAI17EDLHtj6hmnDb1IKHCrqvBq+FwdO/dd0HRnXffA6U7Vp989UxrzbYLnt+YMW8+kPiEW2K3McZK7kT5zoYgXLXW8Xg40arx3nNAwgRAt41zIcTg6ahXtp07Ojqqqso5lyVZ57pEJWk6EJcUo9GPf/zjLMsiXa2qyi+++EJpXC6XcZYfEJbr9bouOQRF5Jytm6bI0mZZpalJEq0UHR5N67ry3u2Px0VitFbOudZ29+/fT4xBpDzPp5N9QJLWp1YAtTYqL8agWKdmNJkahcvVwgUfgltVSw0JB6WUIdIIGkBCAADOs6GmJE4e+xEPdYA+Dhqqqmpb670fDsZxYhcdZUMIL16ckgKTZHHa4pzrKf4b38sN8J7mDK4DIYo0A4U6TVPmcD2bH5jieDgu8qF1/vd+7/denp9rreu6drHSD0FrDcx1XTMyaRwMBqlJhsPjpmnW5bIs10mSAEBZljmnk8kEQCInUISVwsEgb7vu8qp++vXTtrNt3Sxm8/3JJKAuBhl09Xq9dI7rql3VvgscGa0JJSod+MJZy86Bc04TcQfC2XiYjPODPIHDgykpXXW+mBx8ffbvgUyRm2IIaZKv6woNBQbnggvS82uQEBWD7xUp0M93t+Hvb6Vu3pgHCL458YizHoDehEbe3LSFd8yN3sT3QICAaScPKSZSCAd2jp23KKAAjVaolG3d2elVbbs0LS4v5n/z179czK72pgd5WjRlFQKPRqPG1bPZ7PDWwd0794jg888ef/TRR4ou16umbey//bM/BzJ37jyYz9eTycHDh++2bf3P//k/r+t6MplEAOrqanZ0dNATNIS1TuI4QwSGw6G1drWcIarbt29NJhNjTFU2h0e30GQ6zfYOb5Wt1VmwVdN2XZLlrQ+O5fJ6vl5ccvDO+jwf6DRJs9QGO96bfi/LRenLxVwnme06COxsWK8qrbs890qpLMvjmMNaG9MX2rbNs8F8niFx01Tx/tQGX716NZvNQgij0WQymaRprijf29urqnI2u55MRsPhUPYleiav15X37EPn246D6bqmWZdFYR49ujcdj4wxG5Rmsw3Kb8okivf/jamVUrERjbmvMc2JmWMTolVCpBFUng/yfJCmaZJkSmlmD0LMPtp57Nb0fdjrm0bljIBBtptz5NSs1+s48dwxhhWCzcWgkEjvOSe8ZX9FQ5Qo0ZJNVjfGsQQHDp4gZFobRGJP4uQG79pAJBww+swzc2BBhh2/vmj+3lPyRJwIMxOisOm62ig8PpoqinCCRxDvOoSoJOzxPYAWSFC8IkqMIhDbNVW5fv7Ns+l4vDcZj4dDpYxOEifYBba+M4mJ07H1ep2S11pANCO3bQeh3lx+FM314VikMH5fsdEON/lvTNwbsHMvCpIdpYyIbC0a+92g30kYd4bLsD0Gfz317M3gqT4j+q3AMxHArVH5W/jeFhuUXqVIiIpUfxxs+jq1k4AKLFsQAn/FI1pBgiIF24y3+OQaSfcxfSB9wqTGECCaRm6G3ehvDDipr4hIg+y+iNpwZXFXigZCgjeg6Lb921z1punlnoGFceawGz3HoqCPVoQ3nTMRkUgrhSSAEiQECsTILEzwRmjhxiqW0jSNk53YkrVVTabPS2jatu3auH25ECItwnMQkdVq7oPj0Lu1WxtU1LgyOOe7zsYSK8/Tt+IGJpMJIu7v76/X6zzPz8/P80FxsH/rbz/529nlJcQB+oYFuo2n1giMZLKc+wEDAgcRIWM0gtFaKaWRsiwbgnKknUSDTO5pfiCIN8nywXtkbts2MHvvXfAuIDmO5mekICuG73zvveGo+NGPf/Tsq6/Yh7gpRbFVvLv+nn7vrZbvZhX95/E5f1vc77u7rJuV16+z+N2w8JYpHRf5zkvTb0VG7Z+Qefed/+aX/ytfawff2/ZyfegcQxxbfDvk/U0+N8iutG/zVMYYVCa+ZxIBkSAcWeVECKiYGICcs8E1xqjJZHT37t2T48N/8rs/Oj65devuwycvzv/u86+vV8319XWqlHAQjkJWZGZAwf7gxE3AhhBRY23kN0cn3OFwOC9XadqDMMx8vVwc7I1xk+cQnwYZgaVt2xi6FRfhtnOLvtJxbUc8Krqub6GtbSrdW/fkNoEDsC+4Y78X+jbaxwUZPBvTt44ivqrXXz7+/OTWwXh4MigMIhwd3bLWjoaT46PDg/3pya2j+/fu7E3GRZ4we6WUMZoBOiCt0Gjy3idG1eX6iy++GAwGdVsrpUMIhMDBB1QiggqQkAg9R1fg754yCEPMhUOsnHPHx8fO+W1CQ/ys2tY1VVmzOz199frZM+CwWK1H48n5xXld19lgXBRF23RvQIIbmfW2D4mbJqIS0NaJ9zAYjNum6SwnaU7K2K7rmlqjIlQhiDBplU4nB6Tg4uLi8vWVa90wG1vVDgeD07OzLM/3pofrlTU65QCnr14/f/HN1dUlc/jss8+Go2I+nwPAnTsnXeDT6xka0rlJlW7buqrXRWpW6+W9+3cfPLxfVuvRoKjWi0TTMC8mw+FgULw6fdE14eTW8cXFZQitMaYYDgTQpMrbFZkkL9LxeFp3NYsIKM+hbVshzIpMmIP1IFBVdrFYnPJp2zRt23ovo0FmVBKDT4xORXgwTkyCSZJFjoCzoetsHEYYk+R5kef53t40+/CDxWJ2NZtb6x3Xg8FgMsnquiTEKEvYziAUKq0x+lptZ2fRRuzB/Xc++uGP//bx8/Xnzz788MMXF+fKaAsxKIW99wQUGR199RKg7Mr5/DpJkuFoACDX19fGqNlsNpXxw4cPnbP7+/tZlj7+8mNmJNJZlg2Hw3XZuMDOBxdC50PbrnBKTWvTNHWtvT6/mFUOtEmM6cplqikhJT44RsSEmU2altW8XVe54kQnGqFtujRXpBNjUiIdBLzn733wwTsPbr84u/rm1etl48QFYaWTNKoytnMuH+IIHJmjtTMiKhG/s3OKSIjMfOi1rcAcyVdqtwpnDgLovacNoxvkuzdqYs0bYQ5umFcokmcpqcy1jbU2MGs9Do6DdQLEQEU2PZgcX8/OT1/NFBAN865p5rM6UfbkiNI0ZQiAuFgs67q+ms3SZHh1tbi8nCn1rCmb4Xgv8PXZ6XliMv2zpGnm8/nSue7rr7/+4ovPjDFFkQwGedvVi8XSe6+1ZxbvQ54NvGNhVMoQUZrmw+E4z/OTk+Lhg0fz+ZxJndy7BwwhsDGJRvIMxWD0zbMXy1XJIHt7k5cvTv/u088vL69+8Yv/RllvvcxW6xevXr6+vLSe5/O5BszT3Fo3Ho8jb7mu251xJIzH4+ie54OdjibDYT4cFV3XXl69Vkrdv39/MpmMR9OyrF48P8uzSfDQNPVyWXWdu7yct20dR/irVbk9Up1NQnCr2Xw8yuLkLssy7x3QGzsh/Gan7Vsz2biyYhPYMwVFvPeeXXDMAYhYq6Svz1DFuJqdE7aX2+/GUfVx1zu0DEQghQnqTVUgiDKbXQHw3t6ECIjQOR9CSKLdZe/j1s9dBQNtMgYEMEQTSmThEAVOiKwwcLAgflAkD+7dyvNsMh1628QNnQAEUSH64D17BcgRoWFhZGB/k1ki/ccSpYzOOeecQmIxwXeoyGiNQN4LCgpGpt/WiAHjuzIJEajOMUpQCAQyGQ6d43K1Dq1t181oPE5GCQMppcTd+A5Ya5VhDsLsAxAoZnYEHuXGpB6QiUghKXLbwolBb1Ayjt/iJsb7RiUVTXt6YSRAzCEBgOA3thmbjgWId7xVvlWn7ZSmxBtOQUwd7Cf2GIfyNz8Wu6xNy/qtZ34Dddhh9qImtW0nNhPYnSI8vtLGJh42LxCtd6T3rmJvJwAAIABJREFUgaBtRbvRlzIDI5EAhCCOO5EASEggwjb0zRIq3UeKgwASg0TLnMj1jInTiBiNUm9GYtQfXLBj4Bmxvriji4BAlOYEZInbL23I0Nx/SBzNKgFEfPDBdrYpy1KcRcThIKceBGNkiU57bpOovi0Iu66L8p+qquq6js7waZLEutGHEEkxsV6NUBj3PDjI8zTO0CPnM0kSRQYRI8qYJEn8QkNwkRew8YXG2D0eHBzMZjOl1Gq1yvO8KIoiL6osi1UuSOhZptjzzmK/F0gREjNLiJOKYBRpwOB819UkkJhEJSlLEEDgwN5tDrYwGg4lcIhdd2AEiHyxQVForVnEuRBtz7x315eXn37yyXBY3Llz5/79+8CilBqNRhHX6brOWvsd/d63o+R6tORX/Nhv1f98JznzN6RxvvnG8I0/yg3k9VYN/WZkwm/ds/UUcKJfdbFxbfwqfO87+Zy7n0M8/CSETdBHCEFuwqZ2YP2tSq2/IurZ7cyMRNFoaDwet9bvtL5itJKwCamIGyNwlielrdu2W6/XTVPdOTn5+c9/rozaO7rz4nx+eno6mBwiQWCHIhGSZ5HAHGJKaZSWiuDOgCp66aZp2jRNDGhyzi2Xy9hoFUURQkAJ4IP0BjsQOatxDUeJReTIOeeapmHmPM/TNI1RKnmeR2A9kjmTJEmSZKtn296lcWvYSnW3u7Mxpm1b61zgIOwBogRIF8XQGNOWdZblRLRYLF6fvz7YH19dnH/1+Int/PHxyeMvvlgtF/fv3j99eVquS++d0UppSpIEFbLK2rIsjJqXq8uzl/vjQehqyhMMlpCNVsRWifcetE5DsEBofTBp0VkbhJPEhBAATC9Fj9HwoCJXClFFk4Z47/Xh1IBa60GRD/JkNbv03rdtCxwuLi6Wq/VyuYxMXZMPI2MwaiC3N1uSJE3TxfjBpmmSJHHeC6BCZRLKioH3gYM4F8kUisiAMJFWiorULBYzowcC4C1dXSzLVXf37h0DhcFiOjh03gWHwQuTXJ5fPXn6mIiMMkcnJ3fv3VmtVqPhcLlYAkuWpEhwdHx0dX5xVXZFpgF4uVrYrl7Mr0jhZFLs7Q+NOVku5svF1Xg0gtykRg3yfL64FuHDw33nPA6NMRlhQpgQ6XyQt9axYJ5kHODs4nxUpA8ePEBm5jAeTRLIrq/my+Uqz7IsS4UBkCFAcI6UUkRd111cXpxfXGutQuAQOEkSBCKiO3fuRsSDSCHSixcvq3Idgk/SNEmyJEsjkSNJMvZ91eI9hOCDDz604pNkkIgIBGQG51hrSNL8x//oJz/52T/5v/7vv7DhyXA0ijuDMQZJKaVIK289hJAPCvFd09aeeTIYDgZTZm7bNmLsi8Usz3Miev369fvvv+ec+/jjv23KWTYo1mWdmOL41q3xnpTrev/oEAEJqbEWiQZFnhKPhrkaT6Z7SSCq6xpSNMhsfdN4DkyKRal63TrHQKSMSdM0MZSkqTJasU6ywWA4KOfNqi1fn18+uHc7TfPOMbMgGepBPA4AXliRKFQAxEEiZhunJ7HIsbaL69f5LgRvlMqLzFuLiG3XDItsXTYbhV5wznnPIACovfdKa61152wIvD0yQgg6CnIEEBT1Vi4BIBAiojB4pTFN9LAYzOcdoTGQvrp6PR4PD45uLRaX2kBVVV3TIXLdVC+aulqvxsORVsBsJ6NRMUwvrq8Xq8o5p0zyH/79J6PBgIOez0oIKvDKpOlPf/q79+7dOzs7Ozs7PT171bb1dDpO0zQvsrJaNW0lIoPBUATqul6vytdnV1orZj0ape+9985oNHr58uXV1XVRDIMsPvzBT0bTvcViodLMdq5p2iSx4/EYBcqmfn1+PpkMDvYPTk9fJHnywUcf/Mj8+PDwSOncM6uqVIYODvZb67MsO5weSOAoexORxWLRtk2SJG3bMoeyXMeiYbmcp2ny6tXi/OKsquo8N3v7ExG5unJPnz4xJj08OEqztCiKohjkeT6dTtM0bdt2NrsGxCxNzX4Wq08AcJ0LAff29oaDJFYkPritZmlL/McdkO3XTFHbtt1ynqNCO253IYSmaVD6galWCjVWXVN19aAYAfB6vbq4ODs63JuMB15YKUBUICFWrAgCMfsNgHuH9ZiK0JvOIbFCQKUIYF2WWkNwDpGNAoQQgkcJ29hwRgCWIDHsW4WtK03vb4GBW2YACSIBhIVFKWEvAjzKMb9/YIhQY9csAQkwckQlxFGIBBHc6PVQYt8IIV4EA5OQCHt2BArYIQtQEMcolr1YT4i0VZn0yCpvBIbMAZzyihnZh6aqnW0NKZMl02HOITRVfXFxMZvNs2kzPTrS2cAYYzuHiG3baS1K2NsueAGlKUEEUEDRgakfWBOxJx9NODkGKDCo0LcMG0c+jMxAkI1iRwiURA88EBBRhLChTMWF3r/GRisICIS9cfrG/++NSjJOoN6IFEXZ+rTvKoGiqD66GGxZZm8UaTuV3q7/Rd/Ibcx0mCVEgbJs+Qw9JtYHg8WEBmYfgtYJIpLaCgIxpl/0XvcIQYLzIUhHBFqbGETQ18ZEiJhlmXVeIwYO3PujRhCCISr+JVqz4LZd3rhgyG5cmQADSGDYOiTE+ZliEIDoVrSRHnGSpnVdv3jxwlrrbAcozrmzs7O6rBKlsixl76Enn4U+vII5iBBpZq+UqeuqbZssK+IUKEbtEGmlUYSUSojAB5sXw2maACoWn2WF805pit5GHHxZruu6UUolSaqVJlJlWWqdxD2k62ysJfto6A3Prq7r8Xg8m82urq6yLCvL0gW/XjURzEfEpmk49PKrOKzx3rNwQPKArBQRGSRQJlEKhFkkSZIUUwIGEQ5Ba1AgqFGnWe/IIey9I/HiRQSUIm10rocxFUAYUVAplemUCBdVczjaH5rsxdNvvvrss//ig/fruinLdddZrfXFxZUxNBqNvkO/94ZV0XdpW3ebkO/kXv7meNevEQ3+fT9PNy3fDr7HG2+3nZ/8ji7xN3zPW7HTtmF7C0r6e/vV3Q8uIk7bNmnXUaCnOhERCUcty5uw6lsH3pauGV12iMh7if0er8o4vUAi7/jmA+rnQIHZt61jCVExyMzWtvE42z5b5MQSEQJrpRUpIWQyKIC2E5bI54w+hSIS4fXYjzZN47333sV1Esd7WqvFYm0UZMroxBAlPkh0kkDMtzyt+MNbbmo0aImk6m2K+taiJh7nuy10pD5GtYlzjrTqI8tF4qx341gVRdlUlqUE771hwDTPSSez+dV4PHz3g3fHe3ujYsQM+/sHx3futDZcXM//xb/619Z2o9EwTc1qvQCQf/pP/+nd+w+efPn56cunw8EYvP357//unVuH77333q1bt+bz5fn5+atXr54+/frjz548fHTbsyxWS+e8SaFpGlSkFNZNpRTu2OaisEQVX5xFWWuJVNd1sSV2tt22BDHn95e//GVTlY+fPGUBT4lS6vz8vBhbrfRkNDQ6iXVPCGE8Hs+vr+LL7U33B4OBdf7Fy+f7JyeRntJUZVWuWFzTVMwxUge9c9ZanSaA3NT+8ZffeO/zPH//vR/kafo7P/3J08dfXV5efv+9jz7//PNq2RweHj1//vzk1tEf/eEf5nn6l3/5F8+efQPAq9UiIrRffP75+x9+tD/da53NEn3ve0eT0RgDr2bX9+/fWS5nr169fPjwwfX1+Scf/ydC+fCD909uH3766acHBwej8eGXXz6+/+AdkUCEwt57iyCr9SzLCkE/3RvfffAozbKr2WVbN08ff6k1DYtsOhknpFft8uzs/OrqilALcxRMF2mqCI1Rcftuu8Z7PxwOmfn6emY7l2XZYDDI8zzP8ydPnvzsZ793dHR0fX398P69r548Pj07Wy3L/SRFIARQSknwUZkQl6/WyoAGK1op2JjoIKHSWkGaD8bapG3r0ixbr9cRwg1KtV0LhBzV7YjaGMdOGTMqikSpLE1CCNz6qqq6rgWAy8tL69qyXO/tTeu6ni+uHz28k+WFe/aSNI3HI6q6s9PXe5Oxc/bk+PjRg3vj4YhtI+2KjGq6xou1IuVypcQFQgyBnUUm8SCgtFJKqwC9rNwiWeeYyLE45+NMQRmTphkAOh96kwhS0dW+pwCRRIgbPYb+Jg/eW2MUgMTstaIYKKWWS9u2gVTwoQH0Vd0yO6S0KPKu66Ioq59VSxCGrusEwGTpW7PzEIKJdkfMbdPGbQEpsFjvnEDI88S5djKZTqcjoNa21kj46MOH14vrxeKV56ZeVQK2GNLsevbu9+7sjcbL5TxNEt+6H//ox8Px9PGTJ/PVKs3Hx8e3GtvNrhd1We5ND4mgyLKPfvhDneizs9fPnz/ruu7y6vzsbFYUoLQMh4Pj48Oua2azGSIe7B+VZSkMRGo8HlnrmHk83vvoox/MZjNC8+id9959991vnj//0z/9kz/4xS/yYjCZjF+enl1cXxhjTm4ff/zxx7btBoNRW69f2+XHH3+8Wq3rsnn06F2tk+m+1jpJU9M2VdW4wGI0LZfzqKBaraLXazIcDnywzGEyHU6nUxG5urp68PDu3t70/PzMc314NH7//fen08mnn376+vVr5sDsmrY6PBghibXtbDarqno8HsepuXNuXi8Q0flOhPf2pu+88473VgnYroxbX5Ik3jt4CyDZcSb7NSd17P+3p2SchGqiuEMSYKzArG84sCZJE8wSxa6dXc8TgvLB3ZPjg8woRmQXXHAs3IcM9xnlCIE5qupEAghyhIY5SgeVUob43Yf3jvcnUXrd1as4oVNKfGijhd+m38OodyJE5r6bZJCw8e+LhkIiIXgJvaM4pxoQAwIyYbzE6DESwkaSvSNipy2oQrF0IWTZXA0jgtYxlS5EB36RwBFG4GikRL0bokReT/BgnYtO+0bYBi9aqapqW9eORqPJZJLnuXWu6xpEtLYFray1iVbedpaDirIKUIjae1aoQNSmnpFNPxUViYp6x03g6MaJSqKeDAlQbkKAIbY9GkkBYvAswJpUmqZEYKInWdg1Prjx9dveLUTfkascgtzkduJNXDMg37hubnLPdoR8tCGfS+zQEFREzzYkG37TeyLItnohCtwPEkggcJ/hgETxntFKD4oiVaZtbW9JiypSQoEIeiAUBQhEAQqKjjOB2BaTCJACAOscoFosFlobAPHiiSACWUQ9x3irht3Cwm3bRQQs3cQP+BDeBiQEPMfakYPzVdu6tgshZFl2fnUZU/Vmi3nnnbVdkuTep13XdUlHSdo0XWJUkRd7k2mapsCeGTyzC14hNV2bmmRdlp3tsiT1HFbLVde2QloLiKAA+6ZFxNlsFvOQvPekVTwRkjSJWiFh56wnoizLmrqLqrarq6vxeDqZTPb39733WuuoW46Ct7g1nZ2dPXr0KBrIK6W892megeimba6vLmNPGCFBESHsC1SNIKRcFFAialKq765FxRkCMnKMo2YkYfbBe+yFkQFZIKEkMSDivWUOhCjMqLRCLUCeGaUHXm3dFjq5c3RYLq8/e/7sMUjdNPG7u7y8XC6rn/3sd37xi1/ofwAn87cKGf//6+ONTvhNfE9wIw3e+WvvPC7CILtmUBGtiiOi+N/VZgO64SXuaHl35JS8VfHiDp01sh9jH8bMzllgFe07kWiriOhjIYC3QQ6kldakNGLf7oU42/GRLQzowaGA8g4BRZFSKgJowfcxlNIfPyHSoLfQaGRsx52hz0rGaKrQJ5BsrzeC9dsx7a5JydaOKT4/9GHlatdGaNsKWmu99zHj7tvgapIkJAAu1K7zLC4wkH72/GXTrJtq9fTZ02cvnysi17ksy46PT7588qxxcr1cffPy1b179/LRdDDILUvb1bfvP/jhD394dXU1HY+apr04P7t39/aPf/SDn/70pw/ef18aG/u9v/rrv/mPn3x569YtBnTB+81YMTY/vcyXuW1aiUJHUH3Tjmo37nPXJrgsS02SGHN5efnHf/zH5Wp5fnnlfBgd3NKDvdPzK5UWWZq/HBRGU1WtEXE+m/3Lf/kvp+MRET19+jQfXNZ1rZQaDAbO1XmeDIuciLoGXaIGRbahyAdAgMBIFDicnNyuqqrrLADcuX03NwkEaKq2XFXsZTQYe7+4vr6s63K9Xr548YwILi/PA3sRef78+aNHj0Tk/v2H+/v7q5evri5e37t9+/vvvk8oy9l8eOdkMh4hSJ4lxSCrm1Jrevjg7uHR3mq9uLw6m0wHj+48TNPk1q3br16eZcXg1cvz1fKSyOxNi+89evf4zu3RaJIWOTMfHu0jhxfPn9frVaZNkRUoOBoN7OFempksKRJj4sgluG61mFf1el02SlFR5Me37igy6/V6f+9Aa71crl6/Pn/27Pn+/sF4PP2zP/vL6XQgAn/38SeIsnewf3BwGJhDcGma9gPlzdYgG7bit9js/RRmPp9fXl03nQ3BPX78+PzqEhXFBNuYNmZAaXVj2xsfq9XKWtu0VVmunXNKYdu2w1GBCKenp2maPnr0SKuwXq+11vuHh/v7+7a7So3ytuuaZn8yPj4+SLVpK64aJhFFkCgiwFDkkYYC3gGHLnoZsAjFRk22kWTb/F5mz9LP0olItgZ3EMtjiVnlm/1Q4iAXYiA7qO0mxuJDQOeaEKjrGucbBO887E8nPkiW501TJ4lOEg0iMVA4BGkbG1kAIQT03hgDdGNmu2WpxBkKIAo4RaAQAgoLX1+9evTOvQ/efwAAzFVVSkrq+HjSPTn3yzVCd3I02j8YjUaDJ1/JwX7GXcWr2WLdvnPv/ene8Ok3T58+fVwUk7Pzi/l8ce/B97zn46OTP/rDP3z27OsvPv3s8y8+Z/Ac4Nnzr8/P3b17+Qcf3F0ul2VZVlWJiGW5MkYdH5/s7x2UZZ0kmXMOkVar1WCQrVfVelX96Z/8VQjVRx/94OjoOEkS27aj4WBdVk+efpUXg0ePHv7Zn/1Znibr1SJRulzNjNHL1eWqXIpgWZavX7/OdOYCjIYTb60EPtjbH00nzOI7v5wvnHODwSB6BbVdLZJorZnDarXMsixJ1NXV+enZs+vry+Vy8fCd+y9fPfv8izKEUAyywWDQNM1yOQcho8vBYEIKR6PhaDTM80JEsizL8zxNEx9sCH5vb5olOQBrwNnsPMsy4eCc/3+3pohELOeciZMKrT2D8y0IpkaB2MTg7Vujg71pnmrvWqUQFQg7CV6EhaXv0KK6lEUwQl7CIijEEEgBgbBnb1kpNR0Xh/vjyJ7yvkXEwMAuIHVxqA+McV3HtOgY6SAbt3kQRiGBsGn6OIQgEuKBbDcaDhAVh0V9jnGcIvsbg5BIsuPoj7+DM/WrljdlS+hdHAMGEdgkDW7Nz2hHABhEgtZakLwPQsQsSJqU7qxt2zaGeuf5QFgnSeIEAr4hfQTeli6KUEdx4IY/1k+CCKIdOGK/HyAhCzKBiuHtMUOPiCLK1+N7pAkJAMkgAPc8PbURTxJvONsRkL2xV2Hmt4K5dhpmtdHm8beq3R2nwJ3H5nOPaTK0sVNRCAIsBEopDduCTfWm8aG3i1QaKYQQ+z2Mk4DYCxICC3LgwIHBJCoeJoFBAkdZpiAgekGCGO4gAigbiLTnQ/ZTBsI0y9I0H09JKe2cVRhiO7hBIEIc34sELyw++OC990BovW26JhKy4vXGpKK+/fPeWl83oc9wC2zbrmvayMlqmiYr8sFoOJyMp9P97GrVWFBIiTaDwWCYF9HaJ8syVHpVVnW5blvrQ3DBg0hZVYkxznulVJokAuCsZYHgQsfOWpuQJsQ8z7Ni2PMwjR4MBk+fPh2Nx0VRFEXhfFdkmQhEalhZllFyH52u4mAo4gp7e3ta67Ztq6qKAEZZlpHJ2bZt13Xz+TwfFIRJWZYRUfDea62KolBK0SarMPZ7YXPPKaIoZyBEjRt4NrC1HQcXnZRAUaz/RUTYE5ExCpgtUNva4HvDByQEBEUU/X4Dh7snJ69PX3bN8uL6cjTMrW0BmUWur6+vZ/Xdu3v/+Gc/rZtS/wP6nLcQp98K4vv/+nGTwgK/Dt/7z5Qg7tYQvyq5b/sSsmssHh2cb5x/ZSc5JGyFgt/lNENvtdlb7HErcogbR3KT/6i/TaPd9D9hV1VMRNoYnejtmEd64A5EPITgmb2ABw8syvcjxtjvMXv2gYO11nI0qt+Y2PZxnHEDNrrIEwlWrG+aJqAHVKCoaRqRsPXYjNYU26L2LT3GNmIlxj9kWRb7vbcsKzedEkaFcSz6Np8taUJgv31FiuZOSNbz+cWMxXrh52ev2qoE0UbrIh/OZvPb9++lSd55ubhezNfrwaBommo2m/1v/8cff/rZ5998/bUL3Fn3xZdfZfng+Pg4L4ardaW1FsHxdG9v/6Btu67rOufrurbWtbaJW0lRZHGb8N53bTMcTJIkRVCxp43lvvceAGPHGy/EGCPMCrnIE1+tiOjRo0eHx7fmi+Wq9XE+h4iLxeL16StFMBwWRVF0XfcXf/EXv/OTHyulvvnmm6rpXrx4cXh0vL+/9/L0aZGS06HIiiLT66XVBo0xbWPX61WSpABYt/VgNHjw4H4I4cWLF5eXl1qhNvRv/s2fXp5fOOum49Hh0X5ZreaLxcN37t06OfzzP//zaLFzcnKS5/lwOAwhRD8eDqFrWw04SJOL87O9ySh4OxoOmqYignfffcTAi8XsH//sd4yG6/nl/v7+hx99cHl5+dVXnx8d3w7BO9/tZ/vHRwfj0Xh2PXv48M7Dh7cOjo6TtFiV665pR5PJe++99+rFi/OzM0BeLyvb2PV63TRN8DKdSJEXcTDi7a6/MyHi0dHRelU1TVMUxUcffQSAXddlWbZcrn75y//4+7//uwcHB2en5xzcbDar67ZpmvHetG2hbdvBYPD2VoCiABXKrkYfETmA7ezjJ0/Z/D/kvdmPpOl15nfOeZdvizUjt8qqrK2X6m42RUqiJFKzCCP5ZgDDwMiGDWMu7T/J9h9gGzYwc2XAxkgzMEbiUKREUmK3mmR3V1VXd1Xlnhn7F9/ybscXb0R0sknNaGz5YmaygQaqKjMiMzK+7z3L8/yefDwel9Xqo48+Ojs/U51egEBSJEnibZBSxQiHuq6rtvLegw8315fOOQYvBOV5Hr0lh3f2y3I5n8+IKNGDk5PPlstl9CXmaWZMw8GZtva2TrXQiN40tq6sMQGFBwWkhBAq0Wy9RAzIwkkMngOENV3WAmFEQqeJ6HQ6MklrhyrRQoi4f2idtbb13sfQJ46CI976YWKQFm0mWXF0BYiAxETgnGlaT0RIIS+SVCulBLBB9M55Bud8kFIJlFsYo5QiyzKSKhpdpJQRux9LqC8vdoQsT1ywEVIoBJNAQBj0D8eTi8Vy//79+53e/R/98Ie9QfbFq4+Xi+uju3tVM3vz7TtIYbEYP3nn+PL8lZC4f1BMx+3uXvHzjz/84Y9/1rTwD37vCcn8+noyHI46nZ6pG6J4Z1Xzq9mqXmRZJgQeHcmdnf477749nU6vri7Pz88Xi5ncfEyn0263q7Uej8dCyE6nu5iXcS2/u9thLtq2ffXq1Reff3ZwcPj0k5+/fP16Mpu+//X3f/D9H7Rt+8bjBwf7o48++LAuV3k37w26u6NdrbQSkkiWq6VtWp/5VCejwZB02tZ10zSzyWw6mRtjiqLQiWzbdrlcFEUW76KdbnFwsF90sssXp5eXl0Jif1A8evRguZyPx5dKqU6nWxRd7/1kPLO2ffLk3SLvEcmqarxbC9Qnk0k8XOq6ms0nSaIkKYCQKQ1gB/28yFKp8O98Jhs1JhA4er+FAO+8dcY7YufuHh10OxkC7e0OORjjLBF5b2Mo5CYmIcLQo+BtrWEjBoAgAAhASPKebQiuNbUzUX4fQhCIguJ00ijNMYSM1yASRhBrSuGm/SBg9CHOhL9ss7zbhO1B9M8DI7PFuNsBGZVBESIfZxpbVz8TbkJ/CZEFiPiSQMA4zOXAgRkFBqBbJYlj5uik3Wqa1v8nRkDn49MgotA6SVQKAE1V1quKUMi8J5XgdRLbxqIsYhtDsehllJv0c0TYAjgDAdJ6Lk1EG/Yehk1sA4iNTBejmm0b/w1indkMtGE0rN1nuLHWbZO6fiVF4ssXjXnttt4IFH+hVlyDN+Er/d6v0nbh5kHIO4f0JRQFNuCTgAC8lox5XMsu1+F6EcQSKQlKJERVVVVNHQA5AAN75+PULKyJpYLXPmcJjJELBBhg7cKDjQYZZrNFuaxBkNZJXVdaCmYPgY0z1hrvfWBX1bUPwQcX/W/OOYHCWxtboE0mOMbeb0tGsM57VgjrwaSIGK3A1tqsyFtr6umkcTYwW+MQlbW2LEvnXDwTnXNaa61UvG9LEkmebb1UJESRJLFSipuAWKnGYINEyDzNhsOh4xDVlda70Wh0fnExGo2iS6gs13uTpmlieEMUPV1fX0cpWcStxUos2l622VdlWV5eXm6jO25ubrI6z9Ju4LAlRQkhsizTWn/pLF2zcSlKdjmsnUcI7IlCDOKLqx9gZMccSJCSCteTFoHMzMF6Y0zjnAGSzHH0LmLPF1e4nn23272Z3FRtyeAOj47Pr64DcIyR+PVff/L48ePd3d3vfe97/+/3e/9pfnxFwrpOBfiVvM5fepXW6/Jbu6bboqPtzm37r/G4/UrP8+VJxkEQbF2qcd+VpinJEGcqqdJSaq0SBHQ2RDUKYyBCv0FcxQcUgtIkkYmIo5HYQPoQPCMhCyItpUQKJJABrYUALt5JEQAIBQBvUuM3BFtjbdM0dV3Xda3j0I4dBA+RnUcxMYeFEM592ehGlNBWhbU1fG8Dtbb0mu0fb/9NxLpEsx8RRVZHuCXGF4IAOFgUBFVVWesPDw+SRHvvHzw8ZjadbpYkqlzNbq6u6rLZ3T9ghnfuP5JCt62Nukprm5oDpLkVyw9+/vTlybmW6uFb78Vv4+X59U+fvvirnz7lEKazWV21x8f3FstnrYUGAAAgAElEQVTy7r3j1Wo1mc2jWs8F6Hc6jWkRWSllTOOcAw6EVQiMICLhjUgaYyLff/vjr/M5mFvTUrCaw5MnT/7R7/1D4/zrk9M//f6PXl/Pdnd3ZVqMbya7O8M8S7y3rxbLTrf79puPCbjf7+/u7hatvbi4WK1WdbN8dH9PKWrbuYFGCQZul/ObJElXdWNsOxwOjLGmnGlHQodBt7tYJuOJ6XR1VS6Gw7ypk3plRzv5aNghPDo82vEhnJ1+kSharRaj0W5bV6ap/8t/8oc/+MEPQggf/NVHDx7eT7V48/2vd4r8+9/7N4/uP7hzdGfU77189cXF+enuwW5/2K9frVpbCymX1ZTJ3b1zlOdJXTfGrK4uqzRRHGy/V2hpxteXwa8+/+Jn3/uzf/34zSdP3nm/28kXs+lyXu4MRu2qqcrS1K5dmQCoRJpqpXXGgYxx1loCYFaCQCReCCASz58/J5QRxfn06bOoEI6TZ2PM61fnddXO5/MizxGFlhJB1lXtvN28CW8Telkgkoh3aN4MleMVzSpJLy4uWXeubsbG8LxcbhfjJMh60zaGEvTWtm27rJaNrbM0Wy2WCGE4HGZ50raNUkopsVwuy7Kcz+fRN/XixYuikPeOj6WUAHx1fbFaLtgZSSGVKMGRb9kZb2upVZDKABrrrQ3lagXeKAEC2HpvgVjIgIwE0X8VgvfBWe8b20pk64X31rNlCAwhlikRKHCLUeE3Tpg4fsZNXevW2SToATwRkyClBTCQYMbgudod7r549tnOcNd7HuzvlctqNpulOgMA54L3XqCImF8GaJ2NoOPbEolYlwCidy1iNPObuqmAWwbjnez0Zetmf/3Ts9PT0+V8hZ6Bqdcvet3i8Zt3povLq+uz4+PDbjc9PTG//du/ZW373T/5rrX1YnGzt9dloE8//ZhEB4F+8pOfvPnGW5Ob8f/4P/xPJHCn32N2B4c7RELIMBrtVlV5dnbyrW996+2333j58uV4coMI19fXH3/8dNDf6Xb7h4dHh4dHSZImOv2TP/mTsixns7lS6uzs+qc//fnVxaWi8Pzjn99Mpmk3feOtN+pyMRnP//Cf/OPx+OaHH31cZLrf7T777GnR7wZmQZKYgEmynE0mddWQVN671Xx+cnruvDs6unvv3j1EtNY4Z9u2nUxlWS5ICESwtnn27FOAABgCt3mSp5ls2mWSioPDUVU1zNa5GlEICYvF8rMXnyRJ3il6CGpDmyMhlDFVFDreye90Oh1v3Wq1dE3rvYvAXqmwaeq/w8N66xtfzOar1UoIoWQLsBIoAlNTV7nSg7v7TdUmCkzTSIGBnXftVjPDBMib5oE5RG49hxhFyxAAXfBGACiNQUkfvG1LkkJLQYQBnCZkrdb8//XwIw5TY9AzwdY4w4E5giogcPAMITDFMJJ42xfAjEiMwTEHYwxzu1FgRmEhbh+ZEYAiQHvTF8F6bba+2gCQJMUAO0SEQOhDiK7FCM3fsD3X/hFNqAEEEiMKQB+AgKR3NkvTLN1J09S0xpRlr6qYFGkZYflMJKWQEtk7YEEkgaRYL5SQSBKhiL1Z7IQJaYPEBBQc15gItJ7mRwoIxXiWdf+ExCCi6QsDGusRvSBkZgyBN3kMX/aH65bqNr1v6wOKke1bGYWI+RZCiM3n0IY6uc112NZvtLEZrp2QvEZzxZUNMqNzgXH9TEREQsA6M4CjLW6LEY6csLKsAKAoCgAypkUwSqW8ThHl9U9DiLQOqgkgtwl+kdUplNqgQSkA/Ovv/umLF18EH4qisK3RMtmEGTIAB2RAdsEhRZVt9OyEYDyRUEIJKRgEew4QtMwYAmMQkqSGnKRn8MzBe3YeGCQiIqV5IZQ03hdpsrO32+/1X55dx4SDNE339vZ6RSdOuxDRuRARLMhAUjChEEJGyoC1rfO+NdbaxWKBiFmWCSHAByVkuapXTVvXdWtMVVXe+4ODg8lkRlIFZiJaLZdFliqlJpNJlmWj0cg5G23GRVE455Ikcc5E5M90Ou31epGR3ul09vb2tNZ1Xa/VYUQq0Z1i4IOvVqVbp/jGdlUB+60qbU3ZXUfPcwBmZASImQ3RuiUkaaECUxQDBaKIxgnggaE1rmka02yIVt4BERMwc/DOMyIGx/ZsfLm3v/Obv/nNwPaTpx+3tul2+/v7+++8885wOIxYjcViIf9Opmj/qe33vrp/+1V6zm1f96WeEwkZKcBWrxhFJiEE2GylAvsQ/O1w9q80e19JpABm7721ay9flmUZyTRNae1mFevtAq1vMswc1gS8eI+Lek7UiVaJVFpKKYgQ1sUYBA7BOxvYAzpACJwgEAiI1jgpEJUz1oJHRB/WktStgO0WadMjO0mckEzT1JPy8e0cfHwFNnRg2oaq30rZQq117CTXUeNax8+MlBe9oTNFPMntr412LM+slLLWsgNmJ0l0i3yZlmmavvnW203TXFyeJXnHe+MBqtYH1LNVy4F3Do+appEqXa0a64PQCZCQSgmBJFCVq9HOzv5ot5wvmDGE0Ov1BMlBXcf7+bxy5AXL9M7x/sOHbxljdspVp9etjAtAQsqqqcfj67zIrG0BwLTN+GZmjEEQkfxB5DdYTsG8fufEUNE0yavSArCU6tmzZxC8UHq+WHrvi6Iwi1WcuhnDWom17s45a+3B3m4UMwwGRZIkgKR1ePfJg0RLIZRz/uz8Ks8fzmeLVb1UOv3617+ldXJ5daMzIZV/9vyn733tXaF8gMa4Za+fvPfed26urq+vLh4c37fGFJ1dx3B6fvbiL58fHBxU9VInYj6fffvb39Zaf+tb3xqPpw8ePHr27FldrhIhR93+N7/2/tXV1e5wWGT6YH9/OhtfXV0+fPTg/fe/tlhMjPNZoVGE/cPdd7/2pK6q16/OjPGHu3eGw9GqbM5Pr/+rP/wvWrNIi7Rp/WfPT3720QdVYyeTWfBUl834atI0TTfLgcgzCyERpG0BlRIkQSqCYJtg2pYE5Fnn/v17+4d3xjfT58+fM/Mbb7yRZUU8/2fT+cnrszfff7yzs3N6eqplsirr+Xy+XJZ7xW5gX9eNUjIEFht/vxAiHsz0i8FKWqWuXWWZSnQqpdYqJVr2+30naNq0nrhpmsl0Wi0qU3Rta9q2aXyLAlKEPM/SRB8cHEhFV1eXiBiluVmWLRZzKWW322UOaU7DwbCqqrZtADhNVZ4l/SJbaeGaVTrqyTQJLl1WAtNOIjJAiQwSyLcVSmLvfEDjg/EcHGtCBmbwDN4F6wNa1wKh4zW523NA9OsbFyEiw7qw48imoC9bPg8YmNl5hwghIIAnwUIKpOBc2zTNZHLTmqrbVWnGJPxwVGiVTcfzVbXodjuSdKfTif7V1y9Pq6rSaUab6WwkLsY7pzHGeRtvLIEdKRSSfWhJ+iJL06zDob13fDgaDa6v2tVqcnh02FTeGUiL7KMPnu/f3Zkvr4UMx0f5bNLkyagu8ep6pmW/qptevwAhjAWdjOqG6sqNis7l5aUkJBL37h11stRdrbq97N7d+0Li00+fG1s309VPf/bhwcGBTuT5+VmSJIi4u9u/c3j/xz/+wBjz5O13Z9OryWRSVfXu7p5SyfHxg8WijHXP0Z3RsFtojePZtFktTdvd3Uln05vZ+KYqp+Pz1e7uSCA4Zzvd7v3jhzv9HfbAHrudvlRJ3diLy8tgHQI4Y601V1eXxjTR0FJV1WIxd84MBv2mqU9Pz4Wkt956azDo+PDg2bOnZTn/4MMfW2udgwf3j3dG+1qnVVUpJfb2d7vdjlbpwf5BnvfKZbVatd7xfL7IsiwSOMfjyc3NjUCytqXAiG61WgkEpSnm1/0d7ve01t1uVyC1bUtECEsMHpmMtY1zwfm6bJHRtY691Tq13nq2AtWmTguwMZfhNjId1npOxsDBAXsGkCSEkoiSExWYgdlaC8yCiEgYB3Ght5VKRop4nJOuaXzAFACZiSl2PYEgrjJcYO+9s955ZnCCAoPbQjJIyNgtRvMw8Ab6jeRDYPC4rYtIIJG4BfxnQgYZYKu99JuCJmzWVzFfG4MXhIqZURKTahoXABrTNlXFzHmaSK2V1r4JiOi8dyY450giImmVKBkzTwQKxSiEcBhnvsAbIA6g3OBV1ou4AJxsTPeb5GKIs2reBAvjrdR6il42WufzBQAICBhoTWr5pdpvywP/SiYzAkWVR2z5vvTvQfiFuAVA/gUOcIxPBAAKgUN07wBLEmsbC62rrtbZ6N5z1nsO60bf+dvulfjqTyYTIjo+Pt7Z2REueIBMqvXvhUBEW01UjzLe7vfiPNE6Z+sWgCKlXQilZCpIE7K1oa6MzDJiGVG8UhEKQmTLPhCHiPfj4L3v9DLnnDe+ra1QIpGJkMgeAnjPHuJ/wee9HJlBMGiQSDLabZyv2iYAkFAAojaWAdJUxxt1jOwiIgFiGxYVQnDOu+ADByFE27ZJkiyXy6ZpDg8P4zIt7gacc6ZuVNFZXyneF0Wxt7fXWlMUxW+OfjMwW+8AwO3uahStqaNwvd/v13XtvY0asc3Srw4hzOdL7/1isYjUlqqqnHO9Xi8m8imllssl1aKp3WQ6kURxxUdEsRwF9uttRCyDQ4g2SEKMKuTAznMAGVmzKERcaCgbvLWW/BaFAd45FILSIlWZkKTT1NkVEAJLZ0PrvXcBgFBiIDx6eM9r+PiTT744efmd3/r2G4/eHA6HbduenZ0dHR0JIc7PL+V/yMu2AF/qnTc5H9ttO4ZNRG/4G772b3VkbEGbm6fY7t/gK1SbrzSVUUy9Vojz2orMgQUB4SaJIQYGMoYQN2+E5IL7ct13m4z6VZINrzfGgYUP6AACapSZ0onUmZCpoCQAO2dj/A8hMkbDCgggD4RRoI/AhESo4l2J1mGzGJiRECRJSkkwYfTkSM/O++hCjLFmgsBaa1xrvLOIXmCQBKBEqtI0TXJJgoDRW+8dNGiCswFkYGRmrUTU+cQbnBBitVrdmsOt1RRCiOBjjIyLZkMhhPc2SgvimJCZSSIKimvGSMXZdtRSSklkmTFwVZedIksSRVJkeTKZ3pycnBwc7KepBpRSQJ7mktSqXjVNM51Ou52+1jrCQuu6Xi7nQqQhhOl0SkSDzsA47nY73oeqsVKyTNK44WEU3f5Qp3lrLCqw1gshEqV9AJWktWm9sRz8zmCYZUmapquybOpPY0KoEKJujPOslBRSCyG2BzyDjxyNtnGkxcqY7/6b7//Jn36XGYVKHr39zujOcdTjJmmiBCiljPHGG0TqdrvW+qpqCKWp28lk2u30i27x6tUX9+7dOT4+bo37/OUXqdY3rpmMr4pOd3env1iUy8XEmzZP1ItPP3n/yVu5VqvJZDkbD+8en5+eFEWxv7s3n8+zNK2qqnW+rpskSbTW77//9d3dg08+/vTmeqJV2rbt/fvHy+ViPL7+4Q8/UFIpqR89fvP58+dVVRlb50Wxv3f44uUXV1fTNM8S3XFhNegPDw4Ozs+vv/e9P8/S4p23n8ym13998cmTN9/WKj8/vxzuDF+df8Zsv/HN39Jp8vTZJ4zUH+xay93OwDNPbm4wkXmax0wDa91stnB2Et8tRZ52O0VCaVkuTk7PL64uEURa5ME6Inr58mXMpdzd3b28vEry4vzqOi06OssTnQ4P9grTLwa9RbniYLVWzLEEYR/VOySABDgC8ggB0SF5AK9SNa9sqHyfWWqRZtIG65ht4HJZYRKcMaauCDe+OUFaaJXooijMarlYzgI7Zi7L5Wg03NvbWyxnzL4o0iQVk8lkOh3vjAbz6dQ5Nxrt7o12g7FNqqPku26awEhCMVDjmG0w3hi2rePVYuFNkyhBgNY69ihQAXnTNM47RiQp0yRPUup2+jpNjcc8z7UWomw5+Ih+di4wI4EQSII8B8/okUNMSCZWt/JzA8dcY+ZEk3OWIUgBvW5OIrn/4NDbtioXJ6eve8Xw6aefcRD37z1g4Yui+/D4PiKWs+pmVsb5GTKwDygAghNCAwdnDTvvjAVgBA/OAxvP9WCodwaj0W7vnbcfn5x+sZxd7vTyr7/71je+8RvNQv4v//M/3z3YHfSLVGqriufPn5bT6vf+4d978sbx9fX16at5v3+UJklR4BcnH716Xf/274w6/S5ConTnRz/6SScrmqapqlJK6A+Hz54+dRa+853vTMYzIcTr169//rNPnj39LMuyIu8eHd0ry3I+X8yWC52qRVl9/PTTum7ee/LOy5cnAHR+fh5z2DudXAq6uLr8p//0v/2LH/3FX/7kx4Eds//mN7++WCySVD189NC1brlcLm7GCYfBcOfu3bup0ldXN59+8un948eDwU5r3Gw21Tod9HJAt5hfd3tdY6tVaZIszdOi2+mcX5w5Y7Ms29kZzabT1WpV5PrJu0+0kjc3lzfj8c4gjcSsz188T9J0ZzgsCn1xeW1dZY27vr7M8753CKyk1FIkAOCcNcZorfr9PgESQaqlNU2vN0i1IIE+uPW+ajMq/fcczNKaWs8IGBBF2xprjRCq30/zvJPqUV1fL6aLurFSZjpP4vorhLCytjXOOecDKBLrDow5MtpCDExH4AAQKABA8ICBIUQPdgihbZqYZbod7RNiCMG6ELuN23VC9LfDJkxoPe4EF0WeMV2AkEhIRFTrVVCMs2MXVs7ZaJ7Y6ALX+70QAoctQ1+IEDwKDn4LL5VIvwDkQxE2y3BkYBa3EsijbY89eNo0YiEgEQURVXbsnFVKtdaulgvv/d2jo8Eg73Q6lTG1iTpAIh/W8j5mhxx7TIEA69wsZg6eicFLlFug5lpduU4t31RZuN7swS8iWyNTcyvhiYLCiEkMAWkLUkAMGAhEwBDWQYcgtgM4uBVxzmul7ZYI9StiomNSOnPYaD4RRIBNeEFMRYTATAGF88E2dWuttbY1bWD23rfOWmtba+JKdxvwHQF10bq5XPqdvu71B4d3jkLYKLyYfNTYB+d9IBGthhQQgN3Gxrnmt0upSQoiYkIEkeYFIxjjhBAkI8cSObB3bdP6NZaVAkiByJtke1qtaiLSUiqtPYfI45NIQso0TRQJJgRm5w0RCJKRm7p+qwN3ez1AsN5P5zNZq7pttFp7ayMvjYhQREIB5Xmepmks3pg4VakHP+gOWtM2pjk+Oi7r8vrqOrigUiVAOGdM3SZJChCMMXVT1c0KSVZV2e8Pr64ua9NgQCJQUs3ns7Isi6KYTqdN0wCEqqo6nU7s6OLSJdqYq6oKIeR5Pp/Pb25uYgWYpulwONzd3U3TXKrEBT+e3BjvAEBI9N4Hb9dib0QQiAzoGGN+2GbBH9hHHx4jAoMPjM4CkPUhDiWjOgYAWx/yPNO0vjxJkggKCDkgYHDsPHMItlt0xuNJ3VQXF2enp6eD/u7D+w8ODg5Wy7Ku6rfeeqvX6X7w1x8qSfJvSpz8t+ee/61S5v7/FYIGuDX5+RVIr22+7i886brN++Ux4lY6+Es8TP7Kw/6KK1/wL506ADG4mfk2rRMQgvdKC2vbsqoRxaquhzsD61ySJE1T8a1szTjnuC1r3I6gvA8A2BirtSaZzcrl3tGDk8v5D3/y8avXr69vxv3hft003gcilIqk0CFAU1trHCBLrVKZEcqs6J5dXfYGnU6/c31xPtw7bMol2yYrOg7lYDAwxhrTKi3i6sxaW9WN9S4Eh4hKCaWFMa0LtrGmDq4hfnZ20jkYnZycXvzpv7kaj3v9bFXWrbF5XjhjjbVEKs3yuL5v21or6QPHSAYpZZoVkcNpnY9BuojkjE+U6nZzxCgmcz74JFVKKQCSKvWejWk9WAY/Go2Ws3nwvt8fxL1H27ZtW7MPpqmdsYnWbdskWXJ6eooIo9Hw4cPjLJVFptq6ro0JWr376FHTtr6qulqHpjZtw4R1GSOMsF4tmqbZ392RQq5WlSJlGyulklIBADv2zkspq7J0znXyvN/ve+uk1FqnyNRJc0ZI82J5M1GMGmhY9Muy/OzpZ6ZpQwBjvda61x+OpzPTtCiVDa6pKq2UUkIgeBtaw4nqBHZSql53qBOZZRkDdQYjF5BImsaGECpr+v3+dDqO0HPTOhaQZ922cSHA3aNH1apZzGcvT55eT6+ny8VgMBjtD/b2DqTCNx7d7Q13Xn7xyaA3TCkszWqvOP7db35zcXH5+NGb3X/0n1ljbWUQxWK8jMnRWZZ1+7282znYOxx8Z/TF569WC3N8p5vIIlEZsujk3fHNlffu+Ph4vqiXVfmXH3743nvv9PdGL05ePXr8YDaZiCRHSj57dt7vD07PT47vH45Goy++mEzH11m22zRmuQzd7sH9+6Nu0fv0k+c+KJV0pC6efvbp56//Rbe/Mzo4aIxzHCyHslkYdKqf6yxhJmGYPeo8O7pzWBSF895a64OdzSarmUmKvLcz7PW7w+GwaZqriyvb2rpuLy/GMWhE6mSwM7q8uXn24gUTNs7HwMnH82WqVHAuSXNBmiUDBA/SIFgSLLUxjfdeaQCoOHCWi8o2Ms2s9zJLgLgzyBwIQ1qkRZK1LoDwnoI9vnvPMwSXXV3fMKASerWsyuXYOXtwZ6/T6Zyf+el0en1ziRg6RTbcKepm2rZj5hqhGA13sywry+rTj39alXWwvt/pH99/qLPO9XylBC5XljHVOp2PJ73BcD6+2ilyhxBBbcAiEdqjMN47AqmUt8r6sFit6sqD90mSOkCQCRujBUDANNUBGAKY2oGQ1WKFCbKvkpTath70+s76m6uLQe+ulwjs9/ZHZbm4OD955503333y1hcvn52dndZmKSl416wW0yRRX3v3vdevzsHLb/3G75yfXdk66EJent6cfXHhvSdBSqkAfnIzHgwGtq3jVZ8l6WQ1t9YQolIKOIApq2bubDXYSY73j3/9G8fvvvdmlqvl9FlbTk9fvry6umnLWVH0/rv//h9LqX/w/R8pGc7G027aX47b1y/G8177L//l/12W0B/A7//BP/j45z/d2d392jeO5uX01aufdju7wSX9bqJVSlKcX1589LNZXiSezWDn4Nlnr37jW9/5oz/6F1c3zWiUz5eVZ3nv3kFrYVG2L19f63T+nb/3942xX7x4maSdq5vFnbsPDg8PB93OBz/5mZJeCrp//x6D/V//2f++Mxo8evMRChAySAUkINH5o4dvC0p+/vNPdLHz1pPHH3304QcffjidTD7//GwwSD9+9vRrX3tf63TVzO49eG+5qO7e23/w6PAvfvgX9+6NMp13+8O2aheL1XQyPXt9NhjtvPfuO+Vy8dc/+/Dq7PV4fNPrdB/ee5zoYrWcG2sbU/c7RdbJysXYh3Bw0K2qCsBlGZfLm93Rnb3do/29u4gSkay1VVXV9YrZ6zQhZACwpkmyLE0Sa1uB6IMNIQTwvA4hE786oZT5FyEC2x6G1ho/wOA9IkmpAwfn/GK+rDQLWaTdPOkcNE0zn8/rpvbGCiGEyKz3gFolghGBAnNwIXqgEAVBgMDsAwfnPceQBZSS2sbxl6e89C7qKmOedWQyslBxtUaCNiBEFJvvHIRYW9bdpgnc5vHyLWhKCI69deCdb+ODx6ikyASBtcqR1uUHo7OAEmWqJOGGucLroLVNJcQIgqL2I/ZHkfcHHpCEACEDQGDHwWkKFLzhAKhQSCG9oLC3N6pWKyEEpMlqtbq6upZ5P+0OSCkikeedZrUslBZCgG8RWcjof3Pg1v2WlFJIxQED+qZutNakxJpUIkQc40ZOzlY2KVAAinWKwPr9wLDeFoKHKGCK7TYS0K0IZkBBHIWTm0oLBG2aYbVZ0oEA2K734rZQyKixcm3bNE1tjLGBGckzNq2JGVqrqvUmOOesMd5YXIeEgWHvNlaXaHfZJjDf0m3F9oa0VjJLBKL33lnb074xTdYd+AB1Y/I8d7HlW2uOBSL6uN3FNQInrKHlYgOC9z4EZOQARHrVNjrPHbZI0rO1yFmReNN6G5QiCKy1QkFMuBESU0AQG9DI+hWJTxAnCEopKWkdguIDO4lSCIzY2KgXuJlObWCh1OH+QZqm4+m8aZ0QOBj09vf38zRVSl1cXOx0B3ujvaLoIGLbtqvVygVr20Yoapvq6vqqaet6WS7KuXchTdJmXPc6fWvbxWKpdVLXq9Wq9t4JQd1uv65XZ6enRZErLYWUUlLTtEmiOp39qNWsa5Vl2c3Nzfvvvx97zrgwtNbGkWhED5ydnT18+PCtt96q63r949zczGazfm8HGIXUjoPzRoEUggQHBYhILNgRY0DfevYMtPZnueCBUSoJAI5D3FgorcmzAG9ZeGSi+AbnLM9a07TWRrxSqMN0OhVCAAkXPArK01wnktkP+53pzTWwFw5/+xu/9uStd7744lWv6ECK4+vJYjx/+fmr+XTxH/R+72+zqQtf7QD/Hau8293j3/SFv9Tf4i9+Jocv7b0YjyLeSBGYeB0ds/7nuJ28hXjaKsIjQCL2eLdFj5uLTimVAMDrk7PZbNZYuLie/R//5x9HqkQUCMWBnzHOYYhW5lSnSFCWZZaptjGNaTu9btYpjHOdTmfQ746Gg26WueC9x7punGdjXdO0GDNYEVWiwaL3X44DlFJVVZ6en6WpFkn682fPTy6vbm5utsxOJErTJAbKSZXEs9k5BxDi0D2OGuJBGP17WydeiCGrCKY1Tb3y4NdTNwIkSbg+KQmFUKylXK4Wi8ViVVcAwNNpXdcAkKdZkiSevHYu0bKtm3iTHQx6WZYgcZpp760zyN4HZ6133rbGGMZbXkqiKLWXiU4TpZUIISMSqdLxlLXWOld5H93XIkl0UWQAlKY6xmUG9s5x29YhrOX73loK4FpTLctysWjqxtQmIBjrgVC6AEhCCueDFCIeQQBAApQgAq0kCQmJxCxVUhETuhBa6xVZZpRSqOC9N79kTIc8z3u9/nS6cK0xxpCgwbD/5MmT4Win3+2V5cK1TZrq6+txXVWmcc8vL5uVgeDZNIe7I4yYwj8AACAASURBVGaul4vFbEJEP/zzP0chsqzI85wRlsvlclWikGmW37lzL03z84vLV69PJ5OZ59A0jdQyeMPsfKD+zrAyRmliwsq01lvn/aqqykU1n63uHB4P+nuXV+Oz03Ga91+/flkuZr/+699MNJyd3VhjV/smSSY3NzdF3hvt7U9W4+HOXl2b88ubk9PrANjrDgLg9XgSOVp5yFxllEOywIRVtUrTxHpnjJGS2rZurenkRd4phoOdnZ0h+zCfzic342//zrcHg8FysUqSzFj7v/3zf/b+137tyXvv/uzTjz3SeDotZ9PaujzPOARjXJGtCdiMwECM4BlJapkwIgvyQoJjQ1KgEK5ukMgGW9crFirtdF6cvLbWdorecNDXKlmuVtb4+bJsrOv3+0mS1fUyTaXzzOyNaaSUu7u7vX7n7Ox1XS/Tmiez67pp8kIJDFdXF91uV8ts0O+mUo1vZtPptFws+/2+1mnbttc3495gv9MfXF5djkYjrZQC2+3miNiaUJZV07RAShNa5rZt2rrqpILyosjyTrdPUkrHiVQEgN4x+xifXeTdIi1QaZUmDs1kPu91Byfzq8XcE+BoONBJUi5N0zRNU2VZCqETnP3ss2c3N+eCYH9vZE0zn5unT1/t7OiqaurS9rqjfqdb5qtJvciSnIgqX1VV5bztDAYILlHStlXbNEWW5Yno5Hm32+108lQnSiln29AsBPmmXRg3ffPR0Z39oRahWsyacv7Zpx8/uP/4+Bvvj8ez/+a//s8R8c9/8JeCTKo7zthXn08Dw5/N//r99x8/eft9Zn969vrHf/nT2sxGewMmt1jeDHay47t3BfZefHYaXPJrv/Zr1tXPP/t4sSwvL+Bf/vF3d3d7jx+9ubd38J3vdBDx5OSkLCslMwTyDnWiOr3uj3/yV4PBcFEulUh2hrtPnz59/vz54wf3iThJdZqm1tqXrz83thrs9IsiybJ0OBzGu+Wffe8v7h/Pu53R48fvXF1fPH36fLlcLhaLwK7bV9N50+kIkly35bKcffDBj/O8Oxz2X33vZ1VVZWlyOZ2dnZ3cu/swz9J7d44iqi5NkvOzZbNqbq7Auhe7u7uEaNs20ZmUsshTEmE6vrm4uH77yf1/8Pd+Z14uzs7OJeXVir2T1zeXy2VFmITAzrm2rZfLedNWddOkaZomir1/443Ho2EfIDhvXYjQyAAUOQcBfpGKsc0UvY2rjSFg8bOc8xzTFze7u7CxiAdAEdb9lVQgVas8pGkOAOx801TWBmaP4GFj+vpyZLw2ZggSSVy4IQKyAQ6/nFb1ZRIgxRRrH9Ydy9quLwRucDBABOuNUtRhMkN0zd3+DjZfqxCN17eRbwDE6x8/9iTxEUAgRF/X2igbHAMACAAfEGBDcmd2gExr9D/Fl1EAWuMDeM/BoMdg2ftEEJHw7Nu2qqqqrFZhucqzLJHKuIDMWmnY/lJuVUXrfAIKvEaRooCY7EokRQBgCMCUpYVQcj3mjg2RMbfa3XUEvJSSAKNgZw3ophCxc4QbnwyIDSJBSJLRD+jZM7vIvozJ6xEX6r1vmta09bq+YvDGemdi6W9s673DNfvNGtsa08Y9sAkcmKz1jEIIaV3MWATBQAzB2+C8C560YhIkhCQCkkIp07YBUCAyolQkiAKA90yCTAj1qg3gAUAQCcQAxEhh089HEw+vWaBhQ0JexzdspWdbG1GUmMU/RtSOsba1Pkm0TpI0z/MsBaeBfaIVsI/qxLjaCyCAkAFpU3dt39Vb8MRWg+qcTZRERuSALJADrD1pazJFlNIY75CElOCtc86VZemMicBMa+34+qaqqijpihd4XANEPSciKiHjF87qqixL07TOuZ2dHa11nqc7OxxDxe7evTufz1erlVIqIuullG3bxt/pOjiBKIaORtFmtBTGPLBYoMafa7FYRETn9fX1lqIHQDfpdDyeyDxJtECDAckFlzAGQIDgvG/ZMiPaqEGOaB303jsOglkIhSgEUeBgjZfeSylFmta2bUztvWP2JGkzjnEcghKyk3eY2QVvoyQ4mBBQa+1ssypLJSjXSbtq/tUf/atYmZ+cnMRlptZ6d2f0H0G/93dn/PsbOJz/Xx7wV7KbbocrbLUc6zt6vPffQrPQ5uM2DCpeBnH8cHV1FUL43d/9XWbehndtT46YWml9QBRSJHGzrLXaqp8FSSnUsqwV8/X1dLWqFoulYyOSrjEmMIYQvLPMLChehEJKIlJRjRKjJbKsmE4W/X5vNDpcrdrZ7BQBtU5FNGoHcDasykoIKYQCYGOaqNeINDNEihTPmF6ChKiSbQhBxKIhUWAKMQCH4uqcQQJzaKsamFCStwYRe71emqZSSmK4c+dOkiSSRAxPc85Z10bo83g6adt6uVxGv9N4PLZ5riNd19qmajqdTgCOy0ZjTNi88tQ0W02Oc37KszVmmhApSomYA1QVSUWCZFUtF4tZsGv0KAdGFGmeCSmKbqHTBBEXq9WyqrTSRUEemFobYL3z1Fq3bSvyLNYu3nsOYX3QITOHprVtu0RkRmitmy1KlWTGstJpHCPF434jT4K2rb23y3J2dXOxqGblsuoN9O9863cG/c5kNi4n89VqdefwjhLy/PVp8OE3f+O3V7PPR4PBcrkYz25UKQJAohKpJCMc3ju8mYwvb85ISJ0m3jrr/Xyxqmr3+PF4taxPzs4ms5kUipfctBVI0FJICS6gkFma6vOLcw6tD2Zhmu99//tKiE6nX7VluVreu3f/zp074/HN5cW1EEqrpG3bPM+YcTKZHhyOrm/Gs/m4P8gRvVI6BBSki7xXltWqXAGXQuqd/qjIOi74JNGYBO0IPCNilqVSCuec1dbZFlXqrffGzseT1XwxvsoRoFouMq0//Ku/ZAZE6nR7Vzfju0d3Li7PTi5OpNaVdYyU53kM6wOAyArCgOsqcX3RolQKbNuYlgldgJvx2FqbJamUIu8UQknPjsHujAZ5mlgp0kzV1XI6m3W6vSSVxtckAkHrnCWygY3Wqm7Kpq6McWmStI0JAarGyFLs796t6rIsF9dX836/k+dFolJj7GyxcN5Iid1+IbVYLmdZlt1/cG9V22U5vv/gTl3Xr05epWmeJEmW5SR105i6MkIlUsgkkVpr1usPpRRu7ku37mEspXTel1VlvBNCtWXVutU3f+PXj+4elOUyWN/r9kMgAI9oB8OOaSpkRYSr1Wo6rqVCIVVwEDxKmdw72hECZpPxYLB3dnbijfWMKKwPlQvsfIPUZooy4VO0O/v92Wziufnmu+/3egUiFlkupYjACmdstdL9Xsf5djw9HQ72g9Onr6cvX35WLtxy0Vku29n07A/+4PerVTOfz58/f04k8jx7+8kbjx+/ASQW8zJJpfOuqpr79w9tsNOF6Q+6g8HA+UPChNn//JOPri8XSnbTNJ1Ox51u8ft/8AfnF9c/+tEP8zw3trXWLBazwWAwHPbn85nzrSKdJPLhwwetXdVXi173UGF/VdaL5aTf77z33nu2bZfL6Z07BxcXFyG4V68uGMzBwcHD3QdJqs7OTstylSb5t7/9u1p2xuPFixefP//s07xQ+/v7V1dXnaJz9+7di4tzY+zrk1fdTj/PM2t8CH65XJCQiU7btq2b6uZ64ix7H9rWFEVnvvAvX0/ns1mawZ17neBtCM10domIUqqzs/OiSNNMl+XSOijL8sMPP8y7ncuL69HoTq834qDKZSuFrFZNlhXdbkepUeBD50xj2jRNIPDV+XnEQjNDIjQF79kxrKHKW1XYV47pLR5sfcKi+MUkW7nWJAKEgAEhBGRmqQSJ9ZmrVLK3t7cBpbBrTV2v1gsY5wAirTfyNDd5P4FDQA60zRWRJG/ToX8Z/BjNZoJoK6QkotsaxRC26FqguItCig1QCDKEsB0D+xApi6wFMXvvw9o8xrThc8ZaIraCgQQyskcb5Y/r3AP2274gNl/kPWIQIJEgQioZMPJiPHgkkBKJErABiCBAQCIh07zT7dlyWVZVCx4EQpZmaaJLL2iT2hJPnMDgPYu1cI04cKAgkAJDrFuFICW10jK+BOFLmBOQUBihOcyKSBAhgHMemF1g5zyDBQbAwBQ4hMAYvA8+xNjAuBTxzlvvgvORGhUC+GC9Y+9dzCtY42wANp0LBx+n//HUDAAcwK/fKsAUkTKICCJAQCRa10UyhoJKQAIWOpIl0fKauwkhDv65k2UR9RogcGAOPuJ1BIKHABAiyVURcog57AxMEKLCNQBudrKbRg5pHSgPhBBjAH9V7bplkBpjlEryLB8MBp08o+CZnSQK3q7TvFAAAKOM2wm5TiFh773ZNOHbiMINZ2ETx4fIGAXBnoiCB0TywVljlqsyDd4YEwI455qmQUSfpjGypdPpKCEjGJOIiqLo9XpxuKOUipG/EeVgjFksFvP5vNPpxBrpdoVsrf3888+rqoqElTRNozM5joomk4lSKk3T2WwWm8PPP/98uVyGEOKahIjato3/FJvDPM+LokjTND7RcrmsqubBwzcaDuP5xLvWByvTfFN1r5MeBQlmRE0YwHtvvQkhuGhMMnHQQ0opnWgh0LN3yN6FuimNswCAkpQQJNgbb4wNzgUZggveBxdsCEErtSXqSyk7RfHw/oPD/YP9vb3JdJ6maVVVR0dHzHx0dLRYLL773e/Kf98u6D+CRu7fQp35d8pZ/3ZP8ZUEz202PXyp1CS6/US3z4zb0bHb8Ul0gm57RWYeDAbL5TLepOq6LopiPp93u924GYtKSKUUg/PexvsJkfQ2OBecs9fX88ODEYKsqhaAuv1hoTUIeefo+M233rqZVuPpyhgTv7FoUfDOtG3tar/upoicc84FRDEcDKbT6XJZBY/Bk5J5kiTer++owQMzSLmessSKcG0nkLJt22jAjU1sTG2O5LEvfx2Bb70m3rsQGIhEDFfFIul2er1+17NZLGY7w2GapoPBoK3q6AxsqjpeulVVGduYpg3B30zG3tvr6+tytRgOh+ydJurs7HTyjJgb03jvGeG222E79YnbyHjrbJv4DWMIfisvElo1TR3L4FVZh8ACkUgzozHG+rBczb1nkso6P55NnfNNbZq2dd4xobEeBSHpOJ2q6zqCm11gYxA2UB9AJgipFlopjPM065I0lToF9FIpIvJ+jYTFdfCZ14kIbJt2tX846vSy5y8+14ozlXvDL5+/quvq/v17RVL0i/7VnYvrq5vp9cS35uj4UTvovXj96e5op66r07PTots5vHPn4vJ8uSqNb7OkQwoBiQPuHu6fnp6fXJx288Gde0fO+qauvQlVs2ptE4IXxAGwWpksy5p24Tl/5913gf35+SkzZjrTWi3KxdXV+XQ6m0zmu/v7UgrmcjAY7uz05/PxfE7O15dXJxdn56PdjrGr3d09/eLVcjEj1L1uKiiTKjHGZGnhnF+VVbNqJAmoDTIIIdq2kVKw8977PE+Ms+h9prNut7u7O7p778B7/+mnn05upn//O9/Jsmwymxnnjh/e/7/+6I/fee/dx2++/cnzZwOg6XxZLeZN02Sdwjnftm2RpXjrIyr1fcDWBYXi4OCgrButdVzAJ1mmtNRaDYfD/f1qNhsvy9np6em94we7u4OqLYVwZVlW5TgvOnU9tdb2+h0AwyGUy1arXOsUEVerilDlWW84HN67d3B2fnp+dp2nydtvv9PpdC4uLsbTmyRVo92hlLqcL3r9zmDYkyQCo4c5eXz56qkxZrjTl0oeHu4plQTG1aqqUskoEEVV20hLj4kv1qI1lhG8Y2utDz6uKVACSRHF9lIp9D6gevPRWxeXJ7kuWrZaZd7DwcHBZDLpdDrLxaJpKtM2gqDb6U6nEyHwzcePd3d3fvLBjyeLy52dnlLJm288pvDF1dW5ad1oODJuqbUe7eRZPizy/GB3P0n/H/berFfSLDvPW2tP3xBznDnz5FxZWUMP1d0ski1TLZIS2DAg+ML/QL6zf4HhH2PolrAhW4RtCqQkA2zKapLdVc2qrinnPPMUc3zTHtbyxY4TmVVstWhbhkzBiUJeVEXF+SJOxLfX8L7Pa7YGmx//4qNnzyZ7m53NzeFisdCKvSuJSEhMleLUEIFA3W1vTq6aq4sj52yatTaHnf/uv/0vR6PLyWTy4sWr23fvHBwc5Vl7Ol0isnP1vXsPlE6IuGlqT26xnG1vb5VNOV9u3b5z0/ni7Ozi6nJSlUGJtlT6rbfuZFnr419Mzs/P/s2/+fOqXnlyfvKTP0Okq9HFs+fPHzy41+60ZrNxnreTVA0GPZUMpOQXz78iBzdu3Hz+7FmemOPDlx9++GFdLx+9/fa3vvWtq6uLh48efvXV59Pp7Be/+HQw6H3/+9+31n/xxZe39m/Wtf/0k5/Wte10Wpsb21mu6rqeL6bL5XJvb7fT6X7yySf37z0oiopZnByfGaN3dzY2hkMKQJ53d3acq2/t35ZSZnmqlMovZadtqjohbpI0zdLWq1dH43Ho96RAtbuz1W63j09odFWTZ2PMq5eHSZKlSXZxcSlFEryQIozH834/1HXhvY8mH601UFBCIIL3znsnhGiamkVMz1ZCCSEAQqy7fwX1/s0sSlqttlbpr84HItLrtJ5rQx0REYNzjXMueL9i+vMqDgEApdRCKFb+2m4TmFlIFAJCCCiEkkIKKaJTXAB5x/y1fu/Nqe4bp3yknsBrPucb/R5frzAlvA5kIohOXwSAQMBMgSkEYiRkXLWd107/65FxlLOyFIqBQATGsKrTYRW//mY+1HXx4SQwChTR8UWrJlKKaKCkpraBgtF57ck2DkxickOoXGBAWTclOacEKsBWlooQW4/Vei92j1FqhDFsEIFBBEAgYkZP5EKwnsE1IXDgQJHrFG2TxESeHPlgnfPBE3CIRy17HwKH4DiAI+vZSUACsaq3GK8Dq5SUan0jlshCSESIzSOiIO/jZa7LrUCg05wBr9HrBABarabPzllPIarKjIwbRc0Cg+fG2tSYKKlsmoaDiyNyFJoRIimHEQUgkgeBSghUWkmphGSBIXhGNmmaJAkjOucWi0VdliEG+63mAvi6MoQIh+cIa4nEFryGjv7KXQUKkSRJkiRK2fiYVYgxsPfsnHO2vu7ZJACs93tKcDRAYhTGryHhX4+mIEBCkCBW7xyL6JaXQqWZNESdbrfdbl+OxnVlvXKrrAUhImuQmSeTSYz101pba6OVMVa/8/ncOdfpdNaW1/iAsixjcxjr5PiKhsPhYDBI0zQeVW/uV5Ik6fV6Gxsb8fSJ8/T188T15nQ6jXFfdV3HgryqqnWBOpvNyqo5Pj2dzKYeWCcGA0KUpwuEEL+UEdAhhVRAgCF474BQswAOwfsQHMbFKQUicOwb66xzWptWJxVKoRTB+aaqnHMMAqUGFovFIt48Wu283e3EfbiUoibc2735/rvvdbtdCqFVu83NTQC4uLjY399fLBZ/9D//80ePHqn/UM3S3/V+79eELvx7X+m/o9/Dv9k0fqMK/EZkZ2Qfv/n4N8UMK8TTG9C5uq6TJImDhzzP1xEO6010VVXE7jqelFZ0YoBWqxUHBdZaKRUzvnhx4Op6tlgeHp0dnpwKlQGA1so5H9szFIwgiERwNk5f3rw8a71zQalEp1nMP0HQ3oc1ZVRrFVGZ8dBdvy3rSL11wt56dhvDYeOxv54haWNMkhhjkjQVUimlEpOxkO1Wp9vrMPqvvirPz897vV6e56PRSErZ7XYRcTabnZycHB8fMwSJAoCtd9bWi8VCSHDOKYGxIIv3GpOa6Kl9M7F9fWHrAAlETBLPzBQgkOeoYUBS0kgFRAFBojBSKiDSWgJA00hiCAHqxmptpOdAQAGUtCiwtA0AEKNQ0mjjqYmUORTrA0wycRR1RMhbCOzRx9neG9fpGMQ1RVrga3kzCSEYSSdi/9aeD3x2cdrUhQSZSD0bz2aT8Ycf/IB8UNI8vP/W/dsPFvNCstje2kIJDRX9QX+2WFBAG/zZxcV8UTCDSTKTpswIQiqlhNQ3bt4MgdqtrjHp5eVlmqVEwVrLSMSeyJMLWmvn7L179waDXqudaam2tjaePn06Gy+EEO+883Bv5ya8fNU4Loqqqhepwel02jSlEJ4oONd0ulldtctq/vjJF8dns+OT83arJ6SWUiPoJEms91VV1VWjpM7yFDyBMiJiDjiUZeMb64OtStnK0kQq8uHi7PzF02d/Mqtu3GgDiMW8+N//9b9MkowBslaLhex2203TnJwde+9B6ujfy/OcgZ1zXstf8WVHtME3zsqmXpZFUZaA6CnUs5mU+uDgYNM2IQTn3XhymeUmy83V6Kxpmn43v3nz5unFWVFOb97cCEyL2TzNkwdv3ShLOxlPEbUUCYKQUi8WI2vr3d2di/PpfFZ1e5ubwy4RnJ6ePnv2bLFobt3cHY1GaZoupgtmiKtvTyFtZdW83Njs7u/v9/v9JEsvLq4AuCjropgvFoVOcq2ymDZbVUUhOdWik5okST15YFpBOIkQua5LqYVJdFEUtWdtDEo8Ojo6OHy+s7NXVdVkPKUQzk7deDqBczBKa62tbRBhYzhM05R9qMrm6mp8eTGaL4ssSxDldDx7+PBhXdvxeHzj5l5i0na73eu08zwXCFmStNKs1+sYjc6WdbMkn7umMKqVJjIao4i8lDHpBNqtQVktvUOtTLmsBhtZpz388suvDg8P0kz/5Cd/7pzrdHp17Z2z48mo2+22Om2llA82yUzjcDw5K+qKkY5PDotigYAhhLqG1Djb2NOzwzTN09Q8eHDPOkpSePTo4bKYv3r1wnmXJMoYlSS61+vOZrOiWCRJUjdms9f9/g++Q2xPDsd5K9m/tTnsbV5eXj55+mUc5D1+/Pjk5OT23VtpmpdlWZZVWZZSflrXzeOvnh4fXf7wt//+ixcnDx7cEUIcHBy0O0mcGSLizZs3W632ZDLZ3t4+PT1dLMo0Tba2tpSC0Wi8mC+zrJWm6enp8XDY39jYILLOueFGZ+/GsCjnVT1lcFrlrdbbFxdXSZJMJrOyLHv9zs7ODiInSXJ+ehFsMJ00TfMQ5tEmBUidbqvTbQFA0zQqQJalMdg90TpNTKfbUkoJAYgJQwhxHxXIhSD59UHzNZ/GG5gTIsKV0eva9hYIANy6yAurE4ctC4lKiTRNYXUbXwktBfB6hMfEwCFmkTHHjBC4RibG5HJAJEQEgYJFiBl912dzBEcGIk8krhNZrgFvMh5kdK1zE2LF1Vg1ebH7jAYvWps7IgJ3ZQcUK6dGiPy/N2L3rs2NsYMRK3QLk6CITWSOQO5VKNjqRBAUcxxWS3ogXjkkjABGkKwCg8BEodApCGNQG1XUQmqTYivLBNFyvljOZwgMWWd90a9/W1IIEhxfPgpESSykkUroRGBZl8tFWdbFdDq3keoGAoBCIK0Nc4ibIljt3AhZIAIKECvRq5BSK2nezEOPVT6CBCmFUiBQgBRA6jXYHJiQkZgwkItpbHEALaT2xMB8vX4j4gD1tYsQV/kKiAgsAVEIxYgBghCSCJJEt5KWlgjsxSoAUK2xDKu8BxHHYSskjIgcdXCOQpKlaZIzQlVVdV02MUCQrpn+jMyvpbLrkEB8I+fn11fja7HxWi4UQhBE65zS6/2eWJsAGfD6M4VvLgnfzIuOIwyKgR7wRkY3Agt05BvvfQhlWQamYlk652N/5eP+wbmmabIsS02ysbGxHuVkWRbvXVmW5Xk+nU673a6UstVqdTodpdRwOKyqyjkX11mR4Rnn8nFWbq2NM6AQQmzeyrKMeUXe++PjY2PMeDze2NiYzWZVVcXt4nK5zPPcGGOtjS3uZDJpt9uxwFZKZZmIH3GUApVE8hThOTHKkn1g75EYhcIkglmjN0sIASxYIwotAJlDXZVlU7MCx6S0ylqJNNoFsq6Zzxa+bohICW20RohhmyylTJLEKM1xAxHQNk1cWoYQlotFr9ebTCYbGxtpms7n8z/8wz/s9/sffvjh/6/n/Cau5v/NthPXMxL8VX3d+hrWkuj1Qu+1sv+NA2+9X7bWzmazuOZOkmRtOQOA4AOJFfeZyEtUcdOYpun5+fl0ppQ0i3n5v/3xnzZ1NRpNGudPTy5v3ronpTbGxPIohIDMIFAZncAq9TsqH+LHOATWOmm1WrEhIQKtk2gvfPOuFALFiWmsvYjIWr0OtRRCCOQsNeu3QimZ6gSkiD49Y4xJ43wqMWlCAVig1rppHBM75xbF9PLycnR1NRqN6ro+PTqO945yWUyn08Vi0TQNCs47XUTopr2Li7MkSTrdVrvdRqYQQlmWQKGVpp1ex1taDcs43vWJmSUKKRXCKmRCCJRKMAQhUUl1baFmAJGYTgg+SnSV0i7YaMIUSmZZW6qkKmuMdhKpGUTTNOfnl3I5IyJlvVBSm7RsGudcnufxYNBSJUkCrJx1HDgqOxiori1xABQ2ELGQmqraCklpkmgtkb+WDOuCD+Sds1HzUzdlXVVGp4lOdjZvUBMkyOVsMWkmANDv923lb+zuNVUd2A83t6TSqefuwI8nk7Pzi43NTSICFtaTtY1SRhusy6rTG1RVtaxKLovGN1onta2ifiOKNBaLRRRh6SQ5Pz+fzkZSyju3by0Wi0VZSK07nU6rkw+Hw/G0vLoa2cZ3253Dg2MGe+fu3nI5lyrkeT4Ydutm+eVXv3x5OLNe3rnd0YKllCSBGYxKnPBaKUTMkoyk1yloKY0xrbyVGS0RmcNyNl9MZ/P5zGg9HPSHg0cPHt45OTl+/vzF7vZWp9NbLIrG2aoqz64ud27ePDw6+MuPfpm39aJ0Js367VZZlkGiFKLT6XzDzyOEABQkJAlpiUfT+XRhkzybF8vRxaUU8uTi/PaDe/PlfDSeHB0dSCnff//d6XR8fHy8vb0tJd26ueVtcePGlk6TxXTGgtvtdgiopbJNqGtaLGoi9j4Qi/miKssFM/d7G87bs4srpqkR9AAAIABJREFUIm9M2u9rRgrBad0ymVklRyuBLlxdXVxNJ3fv7ZtE/PKzjza3t4MHrTUR+1AX5dxQSBOSUqWZCbUWEiO6XUrJyMHztavEx5uZc66sKutdlqxcvFdXV9HXRz5woOl0WtViMOiVZQXkO+0eAhljXN0kKvHcXJyfN00DgDdv7EKgEEJi0rfffufl81damlu3buVJGoFpSikKztYNSLDBBiIQTBCk0aik1EIgBI6JwC6w8t4jyiRBo1tSJEKAwKJY1B/9/JPgUclESVXX5f7+flU18/nSWmuMmM5Gr45e7O3tAoTMp3VT1XVZWwdCNLYEoA8++MHp6flkPD85viKqXr56cXIMN27g7/zO71xdTYKH7333u2dnJ6lWj598+Z3333POMQTfWC0weBcEVtWiKPitt+794PvflfTXF6dH5+cWbzGz+/TTX7ZaPRR8eHCstUaBAGJnZy/LkvOL05/97CNnfZa1buztE/He3uajR49Go6uz83kIyjkbJU8HBwftdjtJzHQ2jlO2jc1Bmpm6LG7s3byQF4vFYjIZSYlFOZ/NR8413vvNzY2d3a3ZbOSpEIJ1x9y5u5+3sjTJ3nuvXddN9AV0u912OyeiNOuEQGmS99odJVMiVDLN844Usqoq39SNbcrgETGQa2d5mmoIVBWlUkIqSRAlSxRCsMGalXHga8XlevQW439CCFKtS2oUQsh49ll3bSW7jjUCiGgfKaVAUEpKKb1tiAgCKf26CI6tIHOEcIbrM9nHvEciJiYgBERmZGTiNxHhTMQhsjKJmYOWr20ZqwEivW48MGb7QVhZ9BBCzOAmIEBgwRD9AqxQ8CrCN5Le1zeZ69BmZmJCAQQUYn4dc7QQg5DA1+zwFTyOBYQougwUZa2RIR+ZgSE2tCAEo6wcoZQEYMsahPOepEmYWCAbY7qAkomCByIiDyRWEQurLkeB8EJE4KNkVAASkBmFUEpoQ1A1PjQuWO/jqYoIxFiUNQDFI1VLLaVCwRE0KQRKVIiMKBk8XYdZB1odc0maI0peSWEZKSCTfw0FXT28nXcAIDFCAMR+D4RY1LVEJSQoJVAolACBWKBCIbWSSklAAFjMFi76sZC9D8zQ7/ezLOlkaWqUQJIYrTfhegwbk+5BKX1tTV0nWJFSAgMjk/NNiJIu4tVKFDCC1FdGEkZAiauP9HqkKBGRopCTUfwq/AS//myv1uMrlmxUFaNYp5lf+/fEyr+HFMd5b2ZFRFnW2s4XZx1EsGIMgYAVgV6GQN57YiQC7wgEZlnGgXq9Xq/Xy9M0TdPDw8N+v3/vzt3YtMQfFGO0hBDdbncymRweHmZZFr+/sc3z3hdFYYwpiqIoisViURRFXddxSh4BwnFSFldzaZpWVVXX9Xw+j70cABwcHHQ6ndjERr5utP8opaIWdLlcAkDcImit46vTWet0Oh7Nxk3ThOCENkKI2HWvM1Z49TWLIE6A1YY5+mUpOGdtbZuKgmchpJZJokGB9U1VNU3T1HUtCICFdwTekZRKmjhUjR8J520EnDrniEgIpaVWqJRSVVXNZrPBYPBnf/ZndV3/6Ec/MsaoX6mMf7Op+I+l6vzGlOL/9jW8uUr69ULNNx/27zLv/Tsug3/tanH9tBg5q2tnWvzCRAty/LWFhrR8nTa+GjhdYznXJTszx1FE/MZGkWT8GqzNe3HIIcTqjAAApSQQMAdEnee5rQvn6MGDt1NjDo9OmdkH0jrb2t5VSvvAwVvvg/eWmGJjI6TIssz7lYJFKQWwWiomJqMAIXitUUlD4bWfPraa1/p4v77XxElklCBH/15iVJ6mxNRut5XAtfM7oNA6AUTvgw+hca62ARCIWSvTOKuVLuvls+dPXr16tVws4v8Ye9rJZHJ0cNhqtdrt9q1bt5xvvvz8iyxL+8NBzNBcLBbj8VgJBO+BKDVaAprUCKmEkkopBEyMaepGSqGVNrFciMGAWimtlBKBAgAkJhFSKKWstWmaOuvyVl6VVZqkZe2Uls77xjYmyck5IaVO0rK0nVZLKVMUpcBR3M2u+4Qoi9VaR+hWlmWdTqdYzpWUKNk7n+dZarCphfeOESSjUDJNE2JkiGPsIBCNVHola1mNXxfFfFkWjgILkFrOpiV28N1H79/Yu2kt1bXTStnGzmdLIlKJWi5LF3zNIe+mUmTL4mo0WkrZHo2WWdZO0oSCBxCBBFt2AaxzjbXzKHTMsjRLlRYJJHmedru9uq6zPMvzNiJsb22dnYmry8sQ3MZwYzDY7PU2yqL64ssvHj99KlCfnFwAYLvdTRKzXE61Ae/85tZQCLh588Z8Nul02lnef+tRMpnVT588c64koixt9Xr9YjknIoXCOXt+ekLkWlnmbBO877U7ABycM0pKwHK+bGyVJWnwTVUuLseXWkNj7cIWvf5gZ3cHEIXU3cHgky8+397de+udR8uyydq988tRaGrvfctkvmmqquq0cobgXGiaxvvVHoARPXMnz1nJrZ1uf2MotAoIrVZWNVZpdev2ratiXlazly+efec73+10Ws4tf/azJ0Lg3bt3b93a6nWz8XhcFuPt7e2jo5chiGLZNA0Ta6V0U/ted1NqtZjPAwmlRVWzrcs0U91O5733buWt7PLiXO7i9vb24cFhluWD3nAymYwmV4ON7v693YvLi9Ozo7KiyXTc7XY3t7YbG3b3tqeT+VdPnyepzkRaopfUUsRSCgC2trHeJkmCgnxww42u1DLJ9dX4YrYoNzb7Js0DAUpZ1Utnq0/++ucAsDHYMAY2hq1OL0lTrIpmPrtyLpBzmdYXpxf9frff66WZaXceffXkycXFeDKdffCd3yyX9dMnLzY2ht12R6IQKIJnYB8C5Z2OSlMPgrUGZVSaizTVWeYBgTkABhQyyUTACCt2zkuhEJRzttfdWCxH/+P/8D8pjXfu3rhzd//hw3fOz8+Xy+L09NSYtNtrCYE9mTM3BH4ymzd1VdWlUGZnb5+IgOGrL5++fPmqKBwTeA+PHt1rt5f9fhICjUajne3dNNE725u3b++h8B9++L2jo6PJdJxniVhNimEyHS+XF74ubt+++8EH7x+8Omm1KsTGOt7aGkyni2fPniYm6/d7UspXT1+12+27d+8kJs+zLuaYZa133nn3n/2zP1oFsWZZmqadTifL0u2dTQD44ovPLi4ue73O0dHxcDgkoroOy+UCGcqibrXSe3fvzOZT75w2UusMEYUEY/RiPnn54vmNm8M7D2532oOvvnz87Omp9/TwrXtZ1mp32nu7e+fn5xJ1u5Mzi3JZzKdXwJBnWZa1s7QlpSHibre1u7slpIiOSuubRBstpRBgrfWeGRgECyFiCLhRGl9728SbJ3LUgK27qOgjXYevroK/krCiuTgfT0mplPOeiJzzwTkphdIyhswiUQir6FcfaJWPB8TsA1vmVTjy658vBaKggAQAHBgEYJx6oEBGJXV0saFEIPLudRVI6NxK27kGrkTQIkoOPvgoIWEMdJ2cGxUC115GDiRQkogNXgAQvIpKe90GIwhGBQiVd3XjACUAehc4MLCHQBQCBy8F+ND44J0nYBH7vcAQYlhriAkVjplCEFJrJiyaRplEJQkAVIuFb6rM6NyYVquVmKQCoZRyREwQ80ZBxN+hiGHqgAJQAorA3FjrmZlF1m4XdV01jdYqJi4gKiFYaylENFASABIxB0qUZIbgObCLZU7M8RNCSKlUIpXUSikXfGMdMWillRQQiJ1n7yNY3xgDzErJ+O7GawwheOdDcKbTEgJjTSKVjDEb6+R0v0KmS2S5WBZCiADADII5lnPW2qYqmJxYPbnE62T4+Kem8o3akde1tg8BnANpA7OzIQQKRLFdiUmLAILI82ptHleEgq8Xw7SKrPjV+IlVKbVKeuBvYCailXEVExLf0BgfKJARicN6gb02HK31nK/tSJE7GnPD4wo7iqQAtUl0mm5sbuo0vRyNbd2sny0WkFtbW1LK6XQat3DXrIHGWht5LePxeDwet1otAIh1UVEUrVZr7feL7VmSJKsZkJRSysvLyxs3biRJMp/PjTFpmkb/YXzhnU4ndon9fr+qqu3t7agjXQdHe++FEMvlMuaVF0WxAr0IpVvtpmk8kZJSKaWlYmCM6Y9CCkQpVywlgaykIKBAwVqPSE1TBmelEhJQIBuDToLQiAqtrRtnbeNDYCWlFIpCzN9yAZwUSN4zQnCBiIAw0hk4UGZSDgQKlFJ1WWqlpBBHh4fPnj79r/7JP7HWFsul+vWdzOpz9vVN1P+TSIa/jULyTfncr3ny/0ta02+8iv+wORN/A9j5jTZPXD+hwGsM8Po7Fhfocb+slApMWprXupRr/97fvJg4uggr9u7r6JiIM1p/JyNGLKxoY3zdZ3rnhJaCCaXQ1gaUKSK2ciOlbLckEQNgYJRSJMJIFSeTwMwSwZh1Pp5ghjhNkQqVkqk0AKCNjK485916fjUYDGL8tNY6yzKlRNxrJYnJs5UhEDgghdl82srSpmm8bbSShHKwORiNZ1VVxyQ6BEVMQihk0tq4ENIsLSt/9+5dRP7qyy8Xi8V0Ot0cDNvt9p07d+7cun14eDgej6uqKqul9z5JksePH29sDG7cuIGCX7161TRNv92WiMN+z0iJEseTWXz/Z9NpYpJyWbRaLSmlaxpE5EBRXG5trRPlrCVmHdFbzAKx0+02TdPtdIqyTIwRqXn33Xd7/WGaKiHUsqyNSbnxBweHWTbROrHWzucL74jYA8ooT38jk+P1vtdaKwQKAfPZEtAzSWQWAmeLuVCGap/lHQAoikKAFMi2bq6zfUQIjMjdbjfPO5Vt6sY+eOvh3ta2nVW15bJsAqvKeqmSSKepmtpo44JPsjRBgT6QRwqyKOxy6Ywx3/rO9+N9eTqfM0FVVfPZNMnNZDppmqaxtVSiN+imie712/FmfXx8GjeH3W7/Fx9/NJtOO51OmuetNNvb2weApqqnan55OYLGpkmr1Wqdnp5tbg5u3rzBvA3ojo6e57m5fefGxcXl1eXF5ubGvfsbVV30+4PBoH91Nbm8vOz3g0lUu5VfXp43TcMctOLN4VaSJGW1rKpqY3OQJ+l4dFmW5fbmZqedzGaz4F3S0ttbWwRQO6vKqqiq569eKmlarVYArKxN03Q2m51enC/KWpp8UVQ3treccwBZ/LQvl0shV0MNrWWe54hCJklvOOwOBjrRi5Ib714cvJIodvb2RtOJ83Y8vpSK929tA5dpCk2zsHZ5//7+dDo5Ono+GHx72Ot88ctPXr58ieR73d75+dg29WxSMOZbWzcpNNZZJZPASpuEiKqajGpxYO+xsbworo4ODpum9MFfXl6EwOVOnZh0b+9mWc9m01lZlg8fPnzvvfaXj5+cnp5452fzcnt7F1d1Zlgsx6OLS6rLjW7LJFmeJyZRSRaJ3Pjgwf6j97/14O2HStCXTx6/OvrrAJLANc66uhxNFwJpZ3e4s709uZpJkaYJHx0/2ehtvfvuw/Fobms3Gc+ZPXOjNW5vD3q9rhDyN3/jN589f5kkycOHj05Pjre2tm7d3jfapCZRykwmk263i0odHJ21OvnOzk7a7taejs8vW71BlnWsrQEJpGYIjMiBiaJwS5dlBQDG6Nls8vzlE631zu7mvXv3925s//KXn2qtf//3f//+/ftffPHF8elplic3d3YaW52djTq9DoBZFrPp3BbVs82N7e997/tffP4VgtnZ7gFAt9v9nd/5vX/5J392cHB8fjaWQgo4+6f/9L9fLssf/OA7d+/sP3r08Pz81DYVAOztbRLReDwti+X+ra3lsjg4eIUgz8+PiVCbhKFWuj3c6MxnxfnFyLoGkM/Ozu7evXv37r3PPiu/9a1vn56c7+3d+PM//z8uLs6ztP3kyZPBoPv++++/fPVsuVy0Ozkz1XUtJYxGVzdu7J+fn2dZ32h4/vxo2Mn3buymSVKVRZ4m2bCXZUlVVTs7W5988km7ky+Xy8QYKcTZyTnuqg++8737dx+OrqZPn744ePXknXfufPdbH2wMNgE4BBIq39tVTd1YG5IkS5NcCAkQnVTyetbpGAGgBTFhHCDP0tXRj8QIISaARxzh1wedUW8fd23r89Ffl3cRABbvzOR8lKhENVcIQfjgQ1izoImYAjjbwGonQW9kPYnV7kQoLQTiKpjbe+9c8N47GygEpRIhpBCr64nVIQAwu/W1MQcjhcSoKkQQACyZSGqVmjTCjVzjAzkhldaYKYVSMLP1IfaEsURvnI1TfInCO25sYxvvfHON+V/xJIuiqKrKEwcUxNh4IhAgdAjsGg+BEEgCYvDkHCPJVAWiAEIKjUIxY2BigJW/TYAQKFA65wCQgJ21jDJJUpOlqdKTizNrvUaBXkwn8439faUUBCBkH+IeSQEgQeRXCUIZSZ1SSiQCRAbQxsSscSEkkQdAY0x8t9bKw5haTkRGqtUW93pqjAhrUz0DR2lS2dRFUVS1FVpHZDZxECykUlmeJ0ninVNSaiWYA15rjpSQHNDaJRIY4EwaBHLBxRsHoEQh0HuBqLQA4utObIV7aRob8xKBUaASyCvA7IqgKWDVlMWgSHGNz8RV/mEIIFGAkgKCiOGPrJSKZzFIyQjrdMrImLnOqMTAq47uet93XTQirK9QxlwC8drjdy2rEnEJ9U0nUYxHxZg7yf/+Ah6RGOKG0VNgBkBsrFXGNHU9Ojur6jprd2bTmUCMHRQAuKaJu7iqqiQK732apsvlsmmaqOTsdrtKKa31vXv3er1eRNBba8fjsZRyc3MzKjYjjiV+ByNnJYI34/w9mhGm0+mbve7R0RERlWX56tWr5XLZ7/ejmFNKGTd+EScRbVNa6/jWVlXV2HJ/a7vdbi/rgpkTpYzW7ENgHz9KgMTMjMHbwCCAidlz8ETE7BOjhdZ1U0nANDGLaiGTFgjBYQVKYiIOzIGsa4AQCSUIjC5g4igoliBBgmajtSLnDg4OBMDWxgYHKuvq0aNHzPwXP/3pj//gD7qdzng8Foj/H9Vz/hrL6d/t7AgiDgFAxPPmG8hNKSWCkEKum+r18v3NXWucZMSDLT4AEeMXJpKForX0+vyLn9FgrbW20VJpLVcDjGuS70oxIoRURimFLMg5JpIIKFGhEkpGmC8zhxBH+6/JJcwhakSLooriz6g1zfM8SdI4JOt0OusrjO3o9c3oGlrNIdqF2bvgfHuYt/PUO2e0qq178eKF9dTt9bM0C4Eb5yPqkzHoJOWqdBSk0VrL+/fvG62vrq6SJAHi4XB4fn6+OdwQQty5c6fb7f7Jn/6L/f39Dz747uDJ48lk1G63ib21VglM01RLmed5r902qQGpQChkLpYVMxqTdrv9bqsdvBdCILG11jlbN0WAUMwXQspWp92UVeNdt9VWRp+cnk6uRq1up67s4avJ3o39za09ZiQQShkp9LKsRqMx4kwoc31aAENgIMGkWNE1b0oKEQdO0VuMQEKgSZReJTNoa2273TZpXtYrl7NSKjFGAqdJkmiTKJ0onWjjgq3KuijKVre7XJZHR0fHh2f3dm/t7WwneUYUvKuYnVF6Oh1PZiNnp512G0E6ooDaJCkRGZW0s3ar0yZHlW2m0+l0MlNKu+Bt43Vqgg8CUEkpBGaJcc4KBNFuhUB1WeV5ezkvZrPFZLoAFARorV0uSoYnMSrN2eA9ZVlibROjfYSAs7OTre1B8G40nrfbu5324Pzi1FkSaL784unL40uddoILzlG/321n6dX5mTFGKzEcdPr93sXl2eHRizzP4+ezborz86O6rLSSlW0JxSwIBKMEEjxbFlVjl3XT7vWHg42YJnTzxv6XT57U1u/fvpO32xejSUAxmsxyoxGxburEmF6v1+u0G1sVxTIu8JVSLHAyW1zOxqNqabIWTcbK6Fu3bwfrOt3W1u7W7v6Nn3/8MetBp2WMkUIwM2WpVhK+/a33JpPJfDb5/LNFmuh3Hj3M8xYIcefWbedhPFo8fnJ0cnxmTF7XjRAyeNLGCCkFMoD3wadZO0nzZbnwxEQ0Ho8XRekdtfIi2UjrqimrerEoonjLWt9udZraF8vGWn90eDIaTXqDTWa2rtImA2iSxFhbj8aXAl3eap1fnAXg6WL+8S/+ajy/+va330tTMxx2Xx1eplnW6aaNC3e3Nyk0Vb188fJxblLn66qBREOaCGDfaaftre3tjc2Li6vvf/BBUS6ePf2y2+188MH3zi6nAvnG3k5dlXVTGSU7eVaXZaL1ZDL6/Jdf3Lx58/btO0cnx51er9MbgBSNdZ99/kW313vrwQP2joglims5ANauASKFwodKa93utOaLsmmK2Xyyu7d19+79L7/87Kf/9i9+9A/+flEUUXg8nY3PL5qyqjY2B03TvH/7fa31wcHLwPj85dHh4dG33v9elnYvL4s8zx8+fHB1dfWzn/3F02dPgpMISVksbRMDqOH07NiFcjL5rtZyY2NwfHz8+PGXTePTNNnaGmihF8Vy4RcAsFzUzsO9e0PygZizLC2WJQBsbg7Pz093d7eZw7/6V3/65MnLP/iDf/j22293u72PPvrF1uYWonDO5nm+v7/f2HIyuXr+/HlsZnywg2Hv9PTYWvvtb3/ns88+qyr43f/iR/3eIEnNwcFLY9SNm3tKCWvr58+fZ1mmpHnrwdtPnn61XFaXLy6eP7t4791Kq+QHP/gtKdJffPznRJAk2XA4nE4ni8Wy3x9KoUIg74MQChFjIHj0FxBRCCSllFoSeQ5A5JFYrtVlzJFgcl0+8t8sK+u6/gYVs7GV1hqFUUIoISLZItVp5HVJhVHhKYRUWq+2hVIReSGEEi1AQlr3k8SABNEgHUJw3nqG8Fr8FovjmD8e7U0AKKQ2UpskFoVfu2ZibRQSeyYMEICBGEEEYB+orCvrfFxNVnURmEII5GPUbdlYu4bQWGvjmduUloi9dyFwtEXE0MJ1TF+IiV86aWwIKJM0J6AQWAAqIYBBSk5UIlPtg/cSJAgCZBTEGAgY5HWEN0UZHwMJYBF/Od6RVMwBKcQYVfBhMZ9W84X3vpgvWt0eqhRRMAdgca02EjEHglEwCoagBKzUirjaJ2kpOQQgSpKk02olxsA1Fy2EoFctOikho5JcwtcIdswMUnjvAYXWWnq3Bkiut0+EQCDojVTD676GcPV3IA5R38gUKDhEpOCiI2bF3mJCQISVBPcbSq7XmVoADMiMIVrsVplfK4HNCv8Z/wYABBUEE4JAZqSYq0HAQjIKAMFRqxlfzioZD6KMM/6glaVQSFijW9apg9d/+OvYiG98rd7MtHwNl75OBPnbBJshIEHEx7yGAyll7LJElP3ecHtnR6fJdDwBZsqydru9ubm5tbGRZVl01qUmKYoiTVMhRFz05Xkej+woyDw9PY0gzfl8fnFxgYij0WgdrjCZTKLT7+zsLM/z+DBEXC6X0RAU0S9ar8xK0ZJ3584dIURZlvHfn52dCSE2NzdjejMi7u/vj8fjFYMwhPF4PJsv2Qe3Wj9KlsJb1yBjII1CCgAJREQIENgF65uGKCgplFJa6TzNiHzdVEXdAKLUJktyB+RWQY0hNMF7YmIghMAYMGZ5IyKwgOsxUAR+OOebphFCDIcbrby9mM0fPHiws7Pz2WefzWbV3bt3x+NxnudVVan/6MyVXxOE8Cbt6j8NfyARUwgAej1iiXzbuMwhosAk0X9jFclfDyB608ywapa+vslcs0/W8uX4J8KL0jRd/9cY/IoCADRLJEBrPREJBiVlDEjwRD4Ev3L2huD8OgwwjlqZWSmhtU7SDDGPvWiv14tfWgDQKmm3O01j3ySOrpQDCLGB4ajzhIAUnHNFuTg7O3ny1WPn3GgyfXpw9P63v/ujH/2+1kkIDQBoncSpbXy9Sqk0y6vlYjAYTMbjr776qq5rcv7FixdCiH/0+/8wNn5VVZVleXJycufO7X6/b209Go3iiNSkCRHVzl1e2qYshRKehdSIzE1TQ9TrXEuGRAS1SZmn6cZmvyyX5Ehrtbu9E6Fhm5vbP/zhb+/t7RZFJSX+L//rH7/65/9a60yrtCgKkJAmeZJks3mx5vrEd1cpGT0YQBgoxIqDiNDo2PjFU18rkFLleWqMrqtZU9N0OvWBN7dvCKGstdZ6qYw2RkFUxcRDEb2nLG85Yueh0xkUpb24nIyvRhvt4c19o1UC4BlSBI8Mlbc8m8xnRQAGEHXVgNStdid+PqUSAHR0dJAkSaJkr9+JTGqC/tnZKUhutTPE3HvXNHUIYbmcx7cuvtizs7Odvd1ut9M0zdnphfc+MYZpRD5sbm5mWdLpdI1OptNpoKCUyPLkyVefjyedNNX9Xne5LB4/fvrDH/7wuH00n8/LyiqlnK+NToqi7Pf7vU67rBY+NO12J81kt5c61/K2jUrOZrMElFRQVUul1cbmsHYlMLOmNEtkKl4ev3RBMMiAbPLcMYyurpbL4vJq1LhABOPx+PJidDWbZt1eXdtWYpIk6XRaClYqXB+slDLLsna7jYiLZbGcTEazMZYLkyVCqyzLhsNhVZaNc5vdzsbGRpIkDdfzxfj07PD84rjT6Qw3unVl67rMsmR0eXV+ft5rdzY3NyeTSdrqzReTpmbnEVm0Wq0QEFEwrqqgSAjTqOp62dTB2iBF0m53sZUBCKVUp9Vqt7sA4vj4pLZlf9j15F+9Oqzr+ns/+H7w8uDgoLFBa33zxu3f+uHvlFXx1ZPPEyXAbnHThKY2UhitmB1iaLWyoDpHZ+eXP7t4+uyLvRv7AUJRFdu7O9u72+PJ6YO3bm1t9i4vzj76q79ybllVBYNIMtPt5UqBcyGEpm5K5vDOu2+9fPn8k09/vlx2v/vBtxItHr59v9VqVfVCSj47P+r1s7ce3J3NR+fnl4Ch1+t0e93d7a1ITNRCpmlyeXE+m061kEgBAoEQCBSCFzoRQnhvmb3SrHTwoWCsG7vWJbsFAAAgAElEQVT8rd/+DaXUxx//vCiWt2/fHg6HH3/88dnZWVEshRBnZ/Vgo9nfv9nvd2/fvl3X9YsXLy7H46psxiP78uXBq5fHwPCdb3+fuL68On/1clEs4f7dTa3ai/lMSG9tzUxXV6Pnz0f37v2ltbbTbQWyy8JrDVKxAHBN8DYwodKi0zY6STqdljHm/GJ0fn5pjE4SUEpMp4vhsH/r1u3pdPqP//GPDw6O0jv5T37yk8lksru7VyzLXq9nXX1ychJn1WVR9wedO3duL4vZrVu3fvZXH/34xz8+P7/Msuy/+a//89s3bz998qzXbwsBSsu9vR0A/uSTv/75z39+//59KXXThKpsGGg46EhpPv3ki7L09+6+3esNAaDV6lRVY60nQiKIMWfMEMOyr3sk9N7R9Q5HawUcAAAFK0aUYrVLizxhYoRYU/9qV0VsHd80XySZubaFU3yA1pqcj4dLFFytRW1ryku8tWqpACRieEOeI4E4Vl7OO2vrEFye5yEQgEiSLEkSJTVKVVW1sz6EALz6oXVdxzKXXnvcw/x8HlmCtlltGuOS0FpbV7Vzq1AvVqJp6qZpyPvY4zVNcy3YivhDBhaJTmPDs2ZvxKe8ngUbIQQICTJRjWeptcmtJyIwSktk7yp2LpCXAji44IikBJABkBABBMfEQACGAIGYAxKlAok9gkiN0qkRyN46Z+3UNr1We2/3Jmy646PjFU2RJQkVu4sADCiZPaKMkd38q+jl68ZMIqbGtPNcK01MQikBEAV70f27grfFqASi+G+uW2sK3hMAM7u6aZomeC+ljFkYiDHtHeLfRMQS4i8IiXD1KwsrZCpgBLsiCO9IKcEM0ZAWIXSx/109YeSyXM8fmOKMg1et37XcNIZirPpGfkPLCQwMhBG5KZiQAIhFDAmMswVGiP+8bi6ju/L6bVxt9WI1iCBAxUU1C16v/eDrhfTfEO7BN+rMdd8Hf4t+j6+Ne/wmaJA5tuskRJZn7V5XasUI3rpYv8URNgAsl8vlcqmlKooiz/P4fYkcivgJL4oiRjIgYqvVioHs62I4Vpvj8XhzczOq2fM8jxkPrVZrPB53Op0V6hwgMiDWbqkIt4/RDlmWRWdgXGlE2d1oNFr3e9776XS6WJbCpMtlAcRKrEYStbOCGYVCicBASCsUk/fBOUBGJZUSrTz33jrn0iQDxrpxG1sbAZEDeResJe+8cyE4AgbJEog5RIySuD7eBQfyq8+2bJoyhPDeO++++/ajsiw3hxs7u9s//cu/+Pjjj99998H5+XnUVYUQ1N+JNuk/bU5MbFriHc0FT/hNpsvqPijlm/9LFPutIt2uu4X44IiUXVkRvF+ff8xstIkzDABQQghUq/NNCi/e9Neh1joyqZ131jm/ci8IrU3c7yGiMTrPsyzLopgzDk6SRMcZZ0x7DyEw+6JYRNQn0VokLBHR+TouM5XWUspECYm8WCwWi8UvPvr488+/vLW/uyirt956sH/rVrvdRiUJAEA4T84FIVEI0XjHi4XzRgJH5XdMU+l3usvlcjgcKqX29vaOjo4iNOK9d949OTmZzKZ5nl5dXTnfxHgWIqqrat7UvmkCB5XkOkmMUiEEgSJct7jBOnLeAYYQBGJLtZwLVdlY6ZbLMnj2weZZ3co777zzXl1ZqfBnP/uklYnEtAlUbckYIbVR2kgppTLR6BDvPkrJQJGiFuOeKH48gPWaphVCSIwWEgDYujqEsL25KaV8+erQ+UYblaYpYKgbt5zP88TEW2pVVUJwXVkQCCykUMWyLssmS9v7tzoqbTWBm6qg0HQ6WafbDq7p9Hu77LNWnqZpU7vZbOYaV5Vz51xTLxu7cL66uLjI8jzP29f2aLbeay2JAwTSxphEMnstMQihhTTGtLIMQTjnqrIxJhUoHXgARBDek9ZGKS2lbnd6ACC1rqqFVNzrdaLMTCnc3t6czyajq+nBq+PpeC6lnM/K3b1dYfSwv/Hzn38UqJGKhxvdQa8/n46vLk6rYrqxMfh7/9lvvDw48r62tvShdf/hfaWFb6ySaV1XJsiYLJeS7eUbjNo3NjMZxaW2MgSiaeqirGPIRVmUdaD5siznM2be6HU0ist2fpAYQMrzLJ4lzHx8cqKpyVptkZqFLX1gEKqyTbvdZqbLy3PQWNmSOIzGF01TlWU5urq4f+/e3u7Njz76CFgIFkaq46Oj89OL6by5//b9k/Mxgm53hu1OO28N68ozSJ0kkbgbIAhPickQ9WQ8ByAhqa4bY2TTOAoQPSsoVCBYLMpev4+gx6P5eDz+4d9rdzuDunpWN0F3s/39O3nePTg4OL843d/dyhI5WxQQvM7aQoKQMNzot7qd5uJiMOicXV6OJlftTuf0bIwi7N/a29zeGE0O/vqTn92/t39rf/fD3/o2EmxsbgyG3aZpltPq8mI2KZalLy4vr3rdwcsXT66uLhGgrss//hd/dO/+20mW7+/v93rt+axEAVU9Z7BXl6ez6fTBg7fu3b89nU4fPXhQNXWm9dag997bD48OD1uJ8q4KzjJ7YkFE7H3to9mdnG/STFb17PxyOpmOUDa3bu0ZY5rGnZ6Ge8N7WZY9ffp0NBrduXPr2x985+bNZ4GpKJanp6cHR4dpmi4Wy2JZDAaD87PzTz/53OhWv9c7PDw6Pnk5nRYmAQGQZS3vhJDSSCjqRiqRGUW5/8uf/rTf7yJyoPDjf/TDPM+fPHny5ZcHm4OBd3Gwz1KoLEkuLi7u3XuQpNnFxedZlnqGl4cv+4MMBR8fH9a1/fDDDxHlYDDI8+x3f/dHv/zlZxeXV3krJfbGyMPDQ0SSUt67d+/+/XuvDp7fvn27qiqG0DTV7/3e79rafvrpp599+tm9e7dfHbzY29vlQID05PHjQW9oa7e92Tk/v9ja2H33vYda68uLq387+isjoS5dK+u+/WB4++a9prKjy3GSJInJnA18TTZ+HWkgYnY0CwFRfeeDR2SFMbQUo5vtjeNerGK8kNajzG/0fm/Cq9M8WfttQgixwFe4WhHEadf1lizEGSjCyk8RySYCaP1TiIEQASlCiYTUKAWjcD5MpxNrL6XQWidKqaIsrHPXankfudnrmLL1Rs65WL6uLo8CV1WllPo/uXvTJ0vP87zvvp/t3c7ep/eZwezAYAAC4CKSIkVRpBaKsuW4EidVKVfikiv/Qar8R/hLkj/B+ZDIku2iSMkOSYcSRYgiCYgYDDAAZu2Z6fXsy7s/y50Pz+nGACRtyUpcjrq6UF1TjYOexnve97nv67p+l/J+TmPquq6NY4F0BEJwKQTnyJAFUYwrxIhlgJwBAq9rS0S+cM8PEFLyJG46Mqd/x5KQWVc4YDJsWFdro7W2VQmCkasLXdRgIeRADlQM1iARAyFRSIaCM3JkpeCMcREoxZlkwMit7JNByIO41LYoiqosdVW7WoOjJFDdbrckp5SqjCOkMwfsatmNBIgO0CHjYAH8VOS8pxHBIVmfeRQMBfPnX+MNkNZaYowsI7ua96w7Q6B8CFRHzpw1RMyd0rYdGYAACXytICEQOgKwcLp6BvQnc04Azjhn7MqICpzQOi/koSPuqw6RuCMEYr7yzxN9zjI7XgYkAme9OZkRWffRadAR/XwIBDFnGSBzCJbIOL9k5uQFSYSzmoPVe4Txs7IfBgwYf2ZyXpUWrmY/xoCt9L2fFVFWeuPH31kfkfv+mkdwzxIiAgJPvUVG6DHyhTHj8Vg7G8WNutL8VJj1tRMeLmKt3drY9IKen+78pOcF+UajkWXZ+vo6Y8wPb/7SklL6XnX/dm61Wu1225cxeNygP/16v2iapmcSiL8AjDFCiCzLvPHbz4Te+emRno1G4+TkJM/z00QS88JgIFWoVGmkEEJ6CL7zNzFHq04QXy4C5CwCkSNnrEFW87ooikrXKhBCBUxIAlYW2pDTldW1McZZ48gCEnIEcMyRRUecrVJhyJhz5NEADFgoFSatIIh8JX0Uhd/97nd//OMfn5zMfvfv/f0333zzS1/60nw+J+v+S9T3/q7OeCvRWYgzM6SfxPwF5Gmq3Bpn6NmHGVsZr/nHVL6zQqGPDYf+yj7rPHi26iAIFAPUul6piwQ+UssADYJjDAAdOueM1roqCyDHBVdxlDQaQkkRKCllwELOGffCtORC+hi9Q7YqsTlNQGCW5avhk9h8vmg2W+TAOd8Mu3KfCyE550JwIOucqatK16XkGIZxGIavvfrS7/2TfzKeL5r9zdkyGw6mdVFKoeK4obWRUiJnZVXt7e2NRsNal9livrbWZYi+pMW/qweDwb/4F//7c89duH79+vXr12+8+Pzu9s6jRw/TPNvc3IyiqCizuq51VZ4tfRuNRq1NXtcOEB0FKgyCQFeVc563Bp63xJAh4mK2NNZKIaVUggVMWM5EnhV/9I1v/fG3/sRa12gkJ8MREdcanGNSRpyJqrRAmnMFgMZ4qARIJREdAbPOnW3//C3GnbY8+f/LdV0TOWtrKflzz53/+td+2xgzmkyMw1tvv1dWkDTEfJHayiglojCMgjCKVCNpJEkilBIiUCoWMjKGLbOanNMEIoiAo3USpChqLYQQcRSZFgjR7rSWi6ysy6pYlHkulLx69bwKryoZSiWPjo8PD44qXbdaDca51aSixBhzMjjMszROIgCntW4kcbOZIPK6KuvK9rprSgWz+dKs+lJlXdVVVXa7wdMnh1me9XodZ502tZKi221bp1+4cf3w8MBaW9d2PsuvXLnSbPTqEj94/8H1G1fGy+HTx/e2NreTJIiixNgyDEVVp9rk2ztr21ubRZHevfdes9na2l5D5FmWhlG71W4dHx+OF2mv143iIM/z0XREiGWRcRmTIzDaaWcRRaC0oYuXLgshq9pMZ1PGpWq3oiRFa4wxk8mEtJkqoQSv6oIxXKTz5XKZNKITjtVyOi+qVr9ZOC2VHM8mtq5KlT/ee6QU39jdVqFyWGeZ7nQbV69drstqNBwPB8PLly5tbGy8/dN3FZfnd851u2v7h4ePDwcMGecqz8q6rsuKkeNZnitLda25lMhQcOmIByrRthQ8bDSDPF86V8VxwggAWJ6VgoeNRqssq+k0DULVaq5VpX344KnWdnvrQqvTy/Ni/8nx/QcHZZUmrXh7Zz3ivNeMG2EQII4GJyqMiCDP06pKt7b7Oxe2njx92mhGYSSfu3Sl00nG42Mh3WQ+Hwxsnp+c395SgTw52guCC9YSgKt1kRdLxaNGI1YB++DuHSJz6eLWcxd3mWD3HjzKj2lzsymkunv/rRdubCZJYzY/unJ1d33ZaTUa88XJbL6UTARBkJbLOFCvvfT8i1eei6IomwxMXXPmIaIGCNLSCiWROcCqNmY6Ozw4erpcLl579ZPGZsPD47qy+/tH/Y1OEKpr166FYXj//n1Dpt/vjyaj0WhcVXWaVUnS2N05F0TNTrd/sD/Zf5pevtzu9db/6s27KoQoUlEkkBq9Xm9wvCjSorfbq6oizTLGxCuvXJ0vRoPBkHH28ssvMA77B0/SLG021WKWEQCPpZJhWc2PjsZc4r17dy9fufo7v/PV+/f2suJpu520GjHn/Pj4RMnwO9/5zm/+5tc4k7/8y7/sO1fX1h4vl1mv1/7ML336hRvX3n//3elsPBwO03Q+HA3effeu1gVjuLG++a//9XfbTXzlpde++tWvdrutdqdpTPXkyZPh6GR7e7txtXV4eCxF+NWv/JbW+tz5neHgpCrwd//+f9Pt9KIorir9T//p/xTHsXM2y1IlQyCOyLxjU0qfOPDBKnbKu1c+FWOc8ThBRGKE6MgBIDKf2fJ6hAPA046ZM7/i2Yb0jB3vT3X+WROG4VkBg2TcY8zKovC0hm6371zlH7tKitXj1ZMsTxNKRGR94etKuvFyEQSBIpeOR0/v3PlgMV9aQ4wjcvCYtNNon/Y/28dZ35ydqjCSS8UlqKjlnzXaAZdhI2yiYJUD7Uu9HdXWmLoU4IAsOOsbIwRHIMZQnZ76/NoUAEj7pm8h4jiRkiNnUsrauel8WZkyDPypo7506bmdzX4kgTvdDIQUgrFwkRbD8bTUjhizBNYRl5IBMiSOTCBwJHQkhEQuNWDpaJ4WztkkjkrCLCuW80UgZLPZaG30wzCk2lWnpYJAHAAIfGMFW3FDVgZE8pqTLwh3vo8RyO+zHUNnLaw6h6xfFfi1uOeVML8oZQgEBMQAGWMIwudljFJa10SEbGWhAVzxSVdnIjDOoQUgcsx5qKo3M7maOAADEgwUIjOIhJKAEDgjbp1DQsHAkT4tSqRTNY/IMYfoLAGunt+OCNiH+tipL/Rjp0PmHHiyKhAaQuO8jw894NExdLjS+k5hEAgr3dA7O5798KcUdqbv+fwe/jwv2Icz3kfIpX7x4QgBkLlfnN/7KLYCiZ5FoAIRIRdVliNn3W5vY3tLSDUcnKBzoCiO43a73UwSIUSj0SiKwgfzhBBJkvi3kke2eLOMH88QcTKZuGc+PMPTOTefzxeLhSc1SCmllKPR6Ny5c8aY0WiklPIz4Zm/DBHruh4MBq1WS2vtu7s8mdO/rFcO/b/b6/W8x4qIkIkwbkRhuMiWpq7RsQB5GASRI+aAgdeZDQFZox05sNY5V+m6LliapkwwY0xZ1a1WO4lbxycDhyCk8Mgmox0ZQABGKIQETs46ABDIkHFi6N8IdVkBSF+HmGX506dPL54/34iTP//+nwGDK1euPP+8EEIcHx8/fvx4a2vrI35OXEmy+B+BTv71Bzn48BXpbzgB/ixZ6P8vWT5/HyNkZ+WYZ7sfIuJCIGMW0DgyDhAYco6rHN3KcWetOXuw+QfJak9mrTbaVzj6ZwwRaWu0NZ74whh4gpczFgk440opIVRZ5lVVETohmTa2rusgiMjRasdFhARMKWBSMFChUI2g02w148RHVHkgLZFxq6AgR+nvG4hYllmWp3meATiGxDmSNX47MhgMKm36G+sXLlzsdLvGkXcYCya5VARorXVEQqy6mxkS5zJqqKrAMFRKCAcYRUmr09k/Gcz399u9dSFEUWQIjHOy1hIQOLesy6ospeIEvKqKw6NsOVuev3DOWjuZz1577bU4jv/8+9//4O57ly4/N5mONjY2bt1663O//Pmtne2f/ORHyywNAmmsBcSyrrOiqMty9dMic9pUjqxzjHNtbJ7nggAtqdOh2jrHpWAgGBdaG6ONCoQnRGldcR5GUTCbzsmR4BIZFzwIA9LaVFUtBHeOpBRBpICYcdoZ0to5C0TkAQH8FD3NCBgBY4wjQ+BW5wIcR6qL8s6d98jS0dFRVuTr/c3ReFZr4kIZ4zgI7hrLJJxNhuPhsC7zwUlPhcHo5GQ5m21t7wrOFGMWIAxD4FhXVmvDONPGYGVns8ne3l5RZjdv3kREi4ic1U4jMaGEtebB07tEVJRlVZfGmJPB0hhjHFiLly5eDsOgLK0UrCiL5XJprTHacM6zbJmm6frGppKs1YqEaPrbOkO71lt/8cWbjx8+evLkSavdHA2HUrJK5xv9tcHguNvt+KtouUivXr1+8eLlc7uX7tz+TqvZ2drcvnD1XPbj5Ww+sZqco2aSXLp69WD/sN3tckGjybDbbX3ta7++fzi4desWou33+8fHxwdHh8vlsre2lte1CFVl7Hg2YUxGzUZVVEWWRzLstNpr6+uBDC9fvPjWW2/NJ4tLly512hfeee/OeHSMiHEch4GIA9WIgmYSM8Q4CaTEo5Ojg4MDRwa5W9/sNZ3Z2N1+54P3+2vtuqr2D/deefkTN25eny7mk9mk2+/uHz5utJQUgeRSqbDb7b37zp1Ou3/xQnLhwoVmozEej6WSV65eCVpr589fJhB3P3j03t1HebHY2NwmAVIGWQ5AhgwZcEEclLl2ZIyxWjshgrqykYrQ4e72rhByOpnPJtMkaToixrh1fJnWjx4dhmECwLRLZ7N5krTKotrc2rl2bWs8ePrH336j14bPvHZzc63X6XauX7+69+TxdD7r9br39x4lreZoODs+ng2HcOOFTyyWs4cP7m2dWwuC7Vdfe8nosqqzd9//4NOf/NSvfOnXvvGNb/7xN7938fz5tbV+HCfj4SQMg2udS1Wda10dHT/Z2Nz8ta/86rVr10aj0aNH93rd5ic/+erm5uajh4+0XUruZtOjTmctkA6p3ljrjcfj6WjknOv31qbj45VhXQWOyGqNjEkpyqqwrg5C0raQSpw/dx7QIcOTwUkStxtJm4gPRkfff/3W7m6nlcSXL11tNpLxdDw8OeGSCyEvnN/qra2Px9Ojg+Nbb73/9AmcPxdNRpPpGCR3G2vdKImWy8VkMkMID4/GVa7TdCEkv3r1clnm0+lsmc7X13vGVtbWR0eHQRD0+2vzSXr50hVA6HbbnU7r4eMH7955EAZiuVw+3ttb6+c3bjzPGHv77Xu7n9wIlLp48eLdu/cePdx/+PDBf/ff/ve///u//wd/8N1/+F//Wl7l+0dP8iq98Nw5KcX+/j6gGwzS+Xy5vbMWxxGRKIri8Gj4K7/yynw2u3nzeWQ4nY5VKB59cO+9D+5sbGwAwJd+9av73/gmMDabL9fX1zmTjUZrZ0dEYQMAAZjRdX+tPxgMGs2Yc8UYJ6o9mYBzISRYp7XJCayt7Gg0IoeNRnuttxGGEbd8lT0zxqEHmSAQAUeGp95LII5IYMkheYaLr3utjLW2rnVVVWVdVWVprNFu5Q0rsrwqS881mc/njMN8Mi/L/ObNl3/rt34racR1UTOOK5uZc8IfhVf1aoSIdiVSMAJ7Gl5CIiZ4EIQJFwGyChVIpThaXRV1UThnFRdKCjz1mq6cZtZaIGctIp6C9FYITh9m5zLgLHDOkgUVJmWalkWquEjiYLu3ESvB0AoELlgUBEkUCq5CFQshgyjw472UMgyVUhKIABxjyDlDzkQYPTk8+uaffHs6GPXXN8MgTNP5ua3eqzefbyeqLtI6nZvKchmDpTkScBSBJGDa+vIhh84igSVDDqy1QRQzgkWaz8vSOgaOWs3m+Z3zeZ6PBsfz6cwuFloIFsQ+VAbOcYFhpFZ+wpX8xJCAr8JkDHw1OyIgQ2SAjKzVxhhtlFLqlDxnT5s2/Dd9qMQ6R4RAFvzvE8laIgSHDj/sgls5Kk/FsGdDbEAEPpboTtGSdkVGBQfoGGeMEwNiwjmHyAnQACExX5NIhB8FnZyCV2gVYSNACx6oeUYegp+rZuDqZyWf3yNHZ5KcT+N9hDN/Ou/BitNJp8BOAHD+0OArFomxM7/nytsJZ7sM7z21BBafOfx7bc+uvo0BOQLA/7iesRoa3NkblcAhaG2EFIYoy/LpdBZGETkHRFVVLRYLa20aRUKIqqqqqmrEiQd653lelmUcx2eyW6fT8WQ476ssisIbyny7ut/+XLp0ycuJ3vaJiLdv37506VIQBPv7+2dl8WeNfP6V0zRtNpuDwcBDMSaTycbGhs9Ycc4nk0mapnmeV1VljNGVr0DA/uZ2nuWCc84Z5yiQh1JERKQtWW3s6jeijQFwDDgT3ouJTKksyyxBr9dvNBrD0WixrKUEjkKFsiYDpibnHQ7IGAMi4NyRA9/1hwgAxp/8rRAChRBFrjvNVr/X/9a3vpVny3/8P/zj/+V/+19//StfBYT1zY379+8/f+OFoiw/nPcEIsHpVb9iO65yIOQcnUEmgeHP4VH+7J84v91wCIxWTKEVZ5KdXvoAPzcGSmdFNs/Mngj/iYrfWTfIzy2c+JuyQ3/RhPrhexYBiREwY62SoS/cMdpqUwdxnJe5RHTasiCKm61lURqHQRjXupQqzMvCGkfOntWL+zcPkdNaCymbSVty7gAcOce4t/chklTSgrPOmqrgyAKuFBecS+7QFNoZx8B5YzCXIog5Q2ctIcHmRj8MeChFkETWuShMrLVhEJCDVqtbFAURcI5JFGtr0jTN0jxLi2W69ENdWWVa11brssq31jf63c6ffPOPEFGpcDadiyj+7Be6SaNTadKWOJMIgA4JrENAjr7EhlZtLmCMscZxxh0xLsNKW6EYV1FZuyCJdFWny2W/t86lnE3TbqvVWevdvfu+DASS/dHrPzh3flcqtlikURyk6dIY02m1GEfrzK/8yhfzPD86Otzd3VVKXrl2dX9/P8uz8XTy4NHTjc3eq69+4vHDR8s040HQbTbnWcYBQ6kAwDqHgi3zNIiU4EzXZcS5M9agc96oJAJwzBIQUqMZI5KpqyCURtsyz6zVUvF5VgEDYGTJaFsLJTmt3E2cgWDobR7GaiKUQVgsFlGkgFxdFGEYBkIURdZttSXjw+Pha6+91k6gKkZlrZVSldaz+aLb6+uTEwS4dH7HaY0AxuiiIJRy/+meEGxro2OMPnjy4PDoaGerOzjau/X2m3EjMcYVVT2dT/pZjwgEkwwFYxwdOSsD1apq+uDeY2utqTXV0OmeF0K88cYd58z6en88GUkphVDtbmu+XGoqWq2EAebF3Nq60YijOCir3DfkKCXq0oQROGKPH5+89LK6fmXzU59+7Yc//OGbP338xc9/ZjLNkZmXXr15/cVrt95+U8XIOeNBmJd5mmZMsN3zF57s7e1snx8Opu3GTLKjt95891OfehURHzx4sNnfpDVWV2SMdRYe7R1OxhME02iGnW5jukzfuPXTSxeuXr969fbb7yxm2ebW9nyZQkOVJZZlmWW61W602v3xZNrhwWgy9xJxp9NJ07Sz1oxaYavbODjcq916r7PV6yfVIAtUBK62dRo0e7UuZssyCgWKoHa2rmfNFrbbvURxyUCFwcnouBlDno4vXLjQaioNFRds57ntdbs+Go3arRYi6crmaT0p0iiKv/yrv37nzp3vfO9PX3zxxu0P3n348PHaWusLX/zyJ1597cGj/eF4cvPVlyAUt995bzw/TJImEAWBCxVKHmhrFumoLMt2J7Fk7j98ECqxtdkfDwdGVxMx7uFfAZ4AACAASURBVPU6cag2+r2jk+HaxuZ0nlpwYdIjHqU1AIAkx1SS5yaKWyeHg9H+kwu7660IA5SHT04GB4MvfPGz3/nu95rNZqPVyItMoLClffmll6ra3NaP3vqrNxZpvr29vbNxcTwZPLg3qE21XC6lXDse1ZNJeenS85evPPqdr//u470nWZZ1eu233nrr+rXLxtR5kY6ni7WNdbD8//qTf6+U7Pfbv/Pbv7O39+j1H/zg06998vXXX3/n7b2LFzd2d84/fLjXbDaz4vLm5jYvodPopsuFAyuEBMK8MnEcc5TT6VRFUioGGo2xw9G00Yhfe+0zw9HJ/v7+aDRrXuq/8MKLP33rVlz2LlwolVLT+bLVLj/7uc/OF8Pnr118sHe30vbzn//cu+++/4d/8MZXfu35a5de/M7sL5izv/2bX/vGN/5ofX19vbtLDI+ejLvtNQbYSISSljNKl/kUp6+88onvfPfPrl5bG4/Gz13carcam5vbf/anf07EXnrpE0ePh77iaX9/f21t7Z//83/y+PHjvadPvvnNb29ubh4ePWHc/YP/6iuD45O///Xf/vO/+KGu6q/91lfCKPnWv/3Wn/3gzz7zuaub2xv/9tvf63TUiy/deLi399Zf/fTll1+cTsfpsnj55ZcGg5PpZNlqtV5+6ZUwDDe31m/dmv7Fj//s8pVLf/mXfzmZTL785S8Ph8P9p0df+cpX5svlb3zttx4+ePyNb31zd3f7N3/9y0kjTppRusw4V3HUOHfhwng8uXLt+vHx8YOHH1y7dsVYvVyOb9++1e32PvHKzb29+0/3HyJzSSPgTB4fjcmpC+ee1yVtrPestbffuVXp+vKVK9deuJFmmUOGiLo2WVZkWZbnRZ2n4KzRp/ZIAiKqalOWZVFUxhjjHENmYaX+WWutsc5pIvJcaaWE5MqSmM0LpUKrSyWFc8YDyc6e8m411K2OHpx7fowh6xwBQ260U2FU1FWz2zsYjgmhzHXAAavS6SoQIIFXpUXGCRgROWs5ghIs4ByFAgTGUAqhgiCMIi4Fl0HcaBoSf/mjNxqNVhR1tK5jzgFI2PLi+tbXf+PXJKsFA8FBIHA/GRE4DVKo2tqiKIwxyA0Hp9M5WYvkAJ12urbgVOJKcrXttvu6ctZaqK1ZZPloTHOmi4KRAxRFVuZZLXhgHJWFQSZ8dbVzDhk04ijPlkzwqNnJ8xKciRpNmXTyohzP5oPBcDgcdzqd889dOneBHj64X2hXWeKcGAMhWFXoMqtt1BOrBAdjQOS8tZMzIM4VkSEiR4y4dIwjMeSKcQXETF05rlcHIYsOLCKaZwsAAIBWJAIC8K4pZMwaqmsNhFKGBqCqqqTRyObzkHPBOVhH6DiT1moiJphwYBGZEEFhimU65wydpVAJhrYsCyaEBXvajUjcH8KBGJOBYr4DF5kUghHCKlCIlhg68I5RfupWXtXBI36E1edLfpED+fQgMELvMYZAcq11LAOJTAKLZaAZumdcnWw1BIIPoPrsNgLjK2KKb4Sg09GPn40xPsiahAJdhQCOEZFDziw552sFTg/BKywf/HyA/0eIL2CEEITMEwGFUNqYlbbpnDO6StNQirosT0OnljHm43bdbreu61AFxpher7dcLkejkQ+e+T4MRPSbdN9DNhwO0zTt9/u+ziEMQw908SpfURSeyXlwcLBYLHyo3jnna9Y9Hsabrn0R33w+7/V63u0JjhazeX9jvdvtLrN0vdU6OTnZ2toKgiAKwm6r/eMf/SgIok9+4tWf3Hrr6eAQAKqyVGGc5ZlzJJEJwVQQOg21rpFxRM4Zp1NaVZWXiFwysZynk8msruskVL1eTynliMgCA8zzsqrdWi8JgjDP8zQrAKGhAm20lLLZbAmja62jMGZSOG3iOAqC6Ac/+MEPvv/n/+yf/c9/9K1vXrpyZWtnOy+KuNG4fetWWddMcPHRCQ0JVxqsr3Kkv0XPAq4SnGeri7/7je2rsRYAAIIwqkutrQFAKVUQRWVVWWuTRhwH3C8tnDZZnlVVyzlSkgUqYiHzSKgz7IqnYoZh6EtVjXcD4EotjKJISs4Ymbqy2knJBTK0ri5KawtnrJSBjBUXKuRcBKjCgDHGmIzDpN3sNGLlTKXrPIpDX7VHZEMVKxkSOGttVuTDvXFeFtYH7y0s55mDFe4FgUkp/X40VAFZ5wy1m41er9dOuiqJ+/11JmRZFs5BIARzhMTI27yJHIAA/NhIbQF15W0Y3BEUlQ7jKAhjRxCG4XQ63d8/mM2XcdxoNn3+ir/26itckHX65OSYC9RVbZ0GpKLIHjy412w2e51uGIabm+vW6v39J85BURRhHF19/jqTYjAa/ugnb7QaCSJyKRlj2lptXMAkIjpy2hgCCriUgQod8VOzAjIAwYgxIiAEcuDAcocElpHw8Db48Ip49mu/5uCrO4AFxggdObJ17SIplAyVUnVZkjVkjaE8iYL19fVsmRa5aDbiJLDChoFUUgUOeRgkWuu61Fvrm5v9DifLGaCzuWEk4roowzCwpi7yFAGEABmoRqsrpUiajbw0aV6srfXiODbGgLMCOVlrrA5lHEet6XyR5bmKwqTRPrdzPhJ8Oh1vbZ+fTseDwTDLUgIrlbrQOt9d68AUa1t3m60wDJdLD46TnU5Ha13XZafTOTjY397ZLIr81dc2Pvnap997/923b/0kyyfXr21cvLRb673B8DCdLxxCt9MGrMbj4clh3e2IZrPJEObzOWNsMZ9PJtONz33+61//+mw8uXXr1g9/OOlsJotsUdcuCltAzBhHhEIGUgVCydq44eiYHdOTRweb6+tKhQeHT4wFLgJEVpV1XmbdtW5V2tk0DYIYgDnnOGNVVR0c7U/Hk8Ojp6+//oMvfOHzO+e33nzzx/M59PvR1eevRGGy2uWTzfOlkCyJe9oUWZEZmzsqas0CLquqboqmdRW5uiiqB/cyFYW1zqM47vRbzbidNILZNJ6ORrNs2T3fXbuyfvv2nTQrt3fOHx4fLdOSQCSNxDp2cDQYTWnv6cFimTIuRtNRWWfNZlO7wmrnXAHEnTPW2E6vKUU3CKTkLC9iU9eL2UxrzYDXVVmVpZQyCIIwDH19szVOa8t5CA6FEHEcI6KpaimYoMZao99N4kglQSBarV5ZpvtPD4HxRZo5jk8P9pExrW0gorrKOYe6Nkg0n6d33r07Ho+BARGFSby13ZvPq9m8Wuttb22dv/9gr6qqIi/3Dw/PndsFRCYwzRadbrK/v/9XP7kDxM6d28mzblVlTx/vTadjxfng5KjfD3rt9nQ8vHLxwnAy2dt7uLHRf/Dg3pUr16IoKbVO81zK0FnAylhrgXFjjFs1E3AEeXI8ff31H9V13W4313rrk8nkhz98vb++/vDJwWKZX7+2G4ZJkrQP9w+NLYIQrly6VNT1nTt3br317gsvNOOwef/uPcFga2NzMh7VJVRFjSBDGYATj/eOGk0lBGs1gygOqqpqtZqPHz+WAqTkX/ziZ+/ee7fVTqqq+MQrL7135/7tW2+jkXkcMwba6eVi8aff+1631+s0W5cv747HYwS2sbXZ7bZPDvb/8F/9yyRutlpNznEwOPnjP/7x9Rc2Pv/5zw/Ho/Pn15Jm4+699w/3x9evnDt3bofIRlGUxI3tbd5oNG7cuHHt2rU//dPvBSr5B7/7D2+/89OHjx5ubm1duXrt8pXrUdxsNvvnL1xWKmAoVHg8moxni+mv/srnGWMAvCxrXZeT8WI2+2AxX7z7zp3RaDSejB4/3oti1W630jR3jt599/aTp48Ojx45ql96+Xqz2SqqGbgoLxbzSTkdDtf63eev3zg8OT48Gbz7wd3pYlkbjYyfAeKttayuV5KYc9Y6Ii9MMKlUEIRSKCRntGVMAvOcaj9YsNPiB+NP3LWmstZ1reG0xeFso/of3OoyAHe6bfb4e+ZWD3pG6Iyx22tritlYouIIwC0KEQRB2IjDIFJcITLGpAq4YEKwQDGphAh4lCQGEFAcDWf3795DJhXDqtQATgAxcqTLKp0ZqpAMkPFhNt/iLogzJpxPtSH3x19Tl+QskpPeMeNEXbraCnAAwMkBgOPE0FpXaWugzgokAGYrx+taW+uFKs6RI7Jn5BwGgCugpU/2A1pyAMzDdYRg0+l0Op0GQbB9fjctIU6aWuuqyjl3AkEF4pRMearwESAxDtyiF1EZ+fo6/4kE3hMHjK3oMatHpvu4l2rFJiHAVUbuF6NEzmoMGD2jqDkEBoSrMwkCs6uuQHJIPo3nHZsfslhWpl+NIICYQ8dWPtHTonF0AJxWDk/31++I9nqYAyDmgHx/w2mPw8dANx/R+uhDrWFlgva6HD8tOPHinPvoCWR15ve40VVz3v9Lzr6POQSttUTgnzLdbre7tjYejWtdI0G73e73+71OJwiCZrNZFIVgvCzL2Ww2n8/n87knsnggX1EUpzUqzhjjBUBPavCcFT9AnkFZfeWmUsoPjf5xNpvNtNadTsc/2rrdblVV3vXt7aNKqclgGEZRZ60nhJgt5q1Wa2tri3MeClVVVZlmiQpVEHp4Xl1WQglyzmvPlrTVGmrHFWcBD0Vk8DQ87BFNxgAyxrmv1PJxWYYCHEkugGGeZUqIqNNFwX05RFXXKJkQAgQ3pnZG86o01lkAC4iE2trnn3/+e9/7XhSEX/ziFyfTKRG9e+fOl770Ja61lDJpNr0D9hf17xEg88ku8kIv4anKRvCzb6uf9SPTXxfFCX93SheQ0Ye3F6fLUIowCACYs9bpPFEi19oWaVG6Ip1zpGa7GQiGCEDWmtpai0wgOL+vOqWekPcqGGONNY6AccY5N1oTUlUVhTOcQRJHYSBRgeSSI2eOcSEiFYVxIgLBBAlFMuBSCEDkTIFDW9WMrAoD2QgckHbAuXzydP/9u2/keR1HrZOTEyakDAJgaHyNniOOkuC064asddqeIm59rlpK2Wq11tZilcTtdts5VxSFkiECMobgkOgZ5O/PXBLOuTiOTVV6CpN/Ktd1baxrNpuDfDQej8uqfvz4cVWXIhBFmUeRiuP44PDpYrGwTpta+zykj1Qtl8vHj/YQ0Te3GGOUCp1zyBAFGmMaceJvH6GQUkrJmUXkHJkUnHOGUNi61vUqbykVd845yxwSA7YqMffsL0sO/ErPIdJZjeTpLsAhO/skIP9FbR0H5IAW0Dqq64JzIOsnVrO7vd5qtgYnJ7s7G9euXX7n7dtzVscBISMi4Ch0bf2doKirIi1sz0ihXF0ZbTmiENww66giQCExigNw5Ct8G0kchHGz3coKnRVlq9UAcESWIXrumZLBOJ/MZgsPnknaLcV5M45PDvaHw0FRZFWdc46XLp8jsCoMgjDMyrzVToCx6XDs22/OzPdxHArBoigKwyiO4qdPn2htjHlzMhmpELe3d6Iounf/g/2nA7AyiVsqEP1+V7I2J73VFcaQlLLb6U4mU7XWTRcZF9DuNK5fv3L1+Ss//PGPLm1dqLHI87yqjBSRNaS1RWSNRiIVI3JZls2mC8khkLrM8rLUUdRwzpmiZJ7LrDhZV1em11tvtdrg1DJcCsGiMFJKBmLNWrPRaz95/LAss0+88qJSwXA45JxJxQCwriunXRCopBE5MpPhsN1JPvOZz9S6ePz4sVIsDFrdThel7K31m83GcDhc31hnnD3d3/+rN34CKOJQdtfa5y/tAj9Is8XGxsbOufMqSMJQxPO6rgMh1tqdYDwav/3W47x8bCypUM6m74eNxDlawSGMNbaqrQ1QCim0LvMsJbJr3e7W1uZkPJoOTxAhDiMLhAwZA2t1GIbWWik4F9zoWgrWjhrOOSURyGlbVLUp88X9472Lz+0WVeZQ1E53eh1iuL2za5w1zk6nVbeXFKW9f/+RI761sV3VJlgLDaHkUa+3labpfDkLAraY5I/uHXPC48PDOAmUbDSbLcXD5o2WQPyrn/74ytVL+08OKISbN2/ubOUffPBkMBy02tHrr/9IMPflL3/pzp331/vbn/nML0kZ/Ks//NfIoqtXnx8MBlHUmE4X49F0czPwIWEEJHKntDfGGFRlledFGAaIuEzn+wdH7XbEmIuTYDAcHh0dv3jzRa3r5bI82D/Wpu52WoOTYaXTVjvKy2Wr01ss0m537fkXzg+Ph0VR7J7bqKryL/7ijRs3LjMm7t2/u95f55w1GmG/32MMymKRNAKlulm2PDmZXby0LiSsb3RV+Pz+wd7hwXg+M2HAtnf7w6N5ms34zLXaLefwzTd/kuZlr9udLhZVRQh4Mpy8c/tuMw43NnphFNzYOTc4GQ4Hk3/0j776aG/v3/27/zuM+Gc/+3nG2O3bP2230zDC995/a7FIt7a2F8vZbDbf2Ng0mt584629R4dR2D4+Gj95cnBwMG61OgdPDg6eLIiYEPLbkx9MJmPnrJAijqNmo/Fv/s2fMOCMqyRqhGGMyMuyFoIPBsdxHK3114ypqlLn3Kx1dwBpPqvazf7W1kaciEZTjMbDnZ1NwZPJaLi59VzAkywvF4t8mRZrGxt5qaPazU6OiIgzLrjkjIFzaB0AcEQmJIpVdMtnnqsiBQDGeSAVgD01kvlxwgIwf6RiQng2tVLKR8OeDS/9LUkBQRA899xzrVhGAgSClEHtEDhHpsBZRkYCMHRAhhGQsZVxRe6cM8b5hrZgmZs6S4OoAdZorRkX/vBX13Y8mbkqRTBADsFxBtyTN0jX2tTagu/gRgQiZw0jh+gkAgIZYCWVRsRE/lxP5AAYaGOKoqjJVFmGhIDSMFGWpbUOz2rBfzFVjnFOsIqceDZGmqYem2GMybK00d3y3Bpvq/KK68cYIR+ZUs6oqX+bDmcfGqIP6ZBAP+f1vSpngQy5VbcEfqyE4OwAhyuS5qkN7RSF4Acm5MB+dk3gPjRmwgrLiSvT6Mf+vv4scSbxrS5Fb+Za/fj07OvjaUDwFHTnTZv40e7lD115ntrvGzWe+cU+Uxrxn1F+kVJW9QrCmec5lzJNUwKqyrKu66qqJpMJIj558qSu6831jTPdb21tzV8/3rc8HA6dc0mSeIkviiJfsjefz33Bkhf0zlgY/pt3d3fjOF4ul/41kyTxyE1ELMtyNBr5P/c2Tg9iAWNH4/HTwwPG2Hy56PV6o9GIc77R69d1XSxTMkYBjEYj/1JKKWfRWovWxlKGUYxIeZktFgtjrQCPLVxJoQ68Z3nFm+WC+7O0PyYZY9LFUirZbLeardbB4UGW5gQQx0Ecx8Y5ZGCd0UY7f0tkzAEZsvcfPbam3tnd2drdyvKsqqovfOELt27d2tjY8GWGfiR+xs/JPGCHEZBjp9uss3EOCQD+9tfIh2TYZxYb/2ml5v9FTXretnr6dicAkkLoIvP6sjfZl+lScug2GlHA+614LBF02W01Wo2orrlUobWWcalNRUTOuiLPwVOq/SaSPKwX0BKB4YLiJGq1WnEchoEQgjPG2u22FJIj92sizgUgIyTntHVlUWWLdGEtkQYGKJnY6HcGR0+Pj55Wzt3+4EFe1dbQ2lr/6rUbx4Nxp7+OTGij86LQ1iGiFIIRN6ePTMZACMFPGxGU4B6DG8dxURidZWmaBs2EiAKldF4SebPrimuMv+DuUJbl44cPlstlp9PJ87zf758MJ0EQ5HmRNKJPfeqTtdGvv/56mtK//Xd/IgTzEUg/bVtDvW4/SZLpdFpWeRiGQRCWeWWtsZbKsi7Lst0Ula7niznjGEWRdjbLsiQMfEe8FVwKmQShn11VoGIydmmNdiWWSmGInDHOkTkGllAA92QB/+lXlf6Z4VMuAEj/wYv8WWtHFAjJIZQyihSAfP75S+1Gs8wnYUihIkepo6wsp52kGccNIFbq2scIwFoylowF4xgyzpkUTDNkQEaQkigYq4FZa3VZCiHCMKDK+tOPEKLW1XI5t9YqrhwXQLRYzBqN1ssvbQaRckCVtkbr4XDIGLt27drTxw+ms4E1ZVFyIkNYHxw+GU7zTkcGUVJXpq6M4IpFDBFnsxkiedrV+vr6kydPtzZ3Dg4OEcOiKkZ74zvvPEUE5+BTr95YTHMkowu9GNvR+AgZdXobSdJc728gMltXYRgOEedA0/nkp2+/ee/hBxbcYHQ8y8e1MXHc9K2UPgsex/F8MU3TZa1LpeS5nZ0kSpazOQDrdNdoRaKVh8cnCJDmOYLtr/estXk258waUwquOGLcigBgPBpZqwFhsZiFYdjpNJfZsiyzqtLG1O1GK4z8WxHanbZUNB6Pj473R6PRc89dWOaa8exkOJnOprtbm/P5TGvdaDTW19bO7+7WdV0VOVM4nAyBkQzV2+/eGQzTmy++9vat9x2xzY3dLK2IKYQeIDKs+v02E+zo6EAERMQAWK3LUKmbN29ubazlabZYFqNxtZily2U2m7kw2uAM4jhOkqjdapV5Vuuq1W42Ws0P7j5OszTLKxUEui4Fc8vZMMsyhhAoEUgWKcVCvrN9cWtjbTo/IrLD6Ymj7va5zTAKu/21t2/fDmIZJk0RURy1nGNKBW+8cQuR93prN154mXN+7969w4OTMhs3GsX6xvrDB/uL2ejTn/6lMGg2ku7tB2/dufPOKy/frGvjLO7s7CwWU2tt0lC/9pXPENn37rx7fFy9/PJWf2Orc3BCxAiEEo3r124qGS3m+e7OhQf3965cvia4KvKq1ezWtSnysq4N51SWpXPU7TW1XsRR0u21ZrPZtWvX4jhUSpwMDvNisb7ROX9h68HDh1khu93GnTtPOYe1bueTn/jSMh0PR4eCR3fevXtwOKor+uCD/Y1+P47jS5euDE6GR8fZpz792my6eO7ShTiOb926BQsQQhhTN5rJxlZvrbd59+7d9c31KOaf/dyr2uTPXf6EkK8ZTf/n//Evnz5ZOjc0JBzTxpXacCbDjY1+s6oP9o9GE/eFX/7k1tbugwePiMxkvF9V5c7O9myRHx0dfflXf/1kOH5w/wEC+x9/7/dms+nh4eHmxga49MmTp42GDMMgXU62t889mc2+/6ffj8JkZ+fcO7cffu/fv93pABG8+OL1SHUgSsiwqrROqu31nV7rHBdU1Wld1ta4rc0LeV4VRcllhFwhogyYsXWYxL3+mnEVCirrWi+WzUa3LIonT/cclUlTRDEzblkUWZpW/bXNXmf7ZDRIgl6UdCaTCZPJdF5Ecet4MEHiSgoO6Ky2lbW1TsIIgOEq0AxISIiMsbgRBWHIxWp3roQ8I7gIqbgUnv/sgDHGHKCHkjPOHF8Z1WjVtefO0iUf/pP+uqcNZ12WZWi5lSgZMlahDB2idZWpKw5WISpO5EoGlhhwJGCMM45MWLLg0BnHAQUAQyaEImDAORI4wqp2prRIhqwhcESn3FGhrLXIOBcKGbPWaqN9NTo5o51j4BwwDUSckHHGJIF2FhgxQ1QbLZyx1nEuzoD+nDNAjtZ9bNL4OWyFZ2gfAOClD5/FGo2HJJZJuyWE4FwwZonIGHtqODwd9ggQf4Yu8rdE4f0iyB9+9L91+u0W6HTn7BEjxJ6llZxGBN3p9OWQrcQyWk1xXnvzZYxeAgWwlpAIHHy8NJJ+XlDoYyV4iOShRXRa0+DgWUAL4ukXjCEAe1bvYx9+z+pEjauiC06rkY/9zNT3n+lE7ZwDoCAIPfKk3e02m82yKpEgSZJWqxVI6cG2VVV1Oh0vHvgC4TMWC2NsuVyWZemdooyxNE2zLFNKLRaLKIqIqCzLPM89T8V/BEHguZp5nhtjkiRRSvljnud5ElGapoi4vb29tbXl6SwSmbG2219LkmQym/pFqhBiY2ODiCKpmmGMXFSE+yfH48W0rmtyJpYBY+gFQK0r43TQjOIk4QT+5KO19YV8jHNk3M+lgPw08emKLHfONeKES1GW+WIxWyzTQPmKajB1aYlUHAJAFCaEaICAYe2sNmY4mX75Vz/3xc9/LlBiNDhZW1//jd/4jW9/+9v379+/cOHCfD73tFLxbM6NiODDVQH6hLFfEfxNI234H0RxnkVX/yZbHfxb3Ar+vwS0fDRZiF4MJdBVITiGUjHGGDLGod1oMYZhIHSZc4aB4OSMMbqqqrIsrSFtDRfCkXPOkXVAJLgQjPmrI1JBI07CMAyU4oJHsRQBD4JASi64vwU4a60QjHFhLVVVlaepscAFR2YRHYILggAdqkYguayz3JTFj3/4F2//9N3z13bDRuvFF1+sNI2n09l8sUxz6xgBM84aaxkDv2Vx+kM/AOeccRBKrTr0jPZ7CyllnvnqdeuhYe7Z3dvZ5fXzdGAhxGAwuH//fp7nx8fHDx48uHHzxSgqgjC6c+e9LCtardZgOJzPZ0Lw0WjQ6bTquuaSxUnoV4m++s/jdP3KR9e1p/F6ylOWZVEUtVvtRTovy5Ir2Wg0wJqyLE2tneSRCipgXlZ1CMY5Yh4fzKw1hiMj5lbOdl+Liu4XrCpPeUW/8Pbq7Qf+t8M5j1Ucx3Gj0YiiYLlcNKJQSCQwWTrNi3mzEXQ7iXUlYMSAiJESzBISiWYjXlvrNuKQyIIxjoMxrAKNUggJUiFYW1VZWdZcIGPIkDG0DFAJIZRkp2EAv1HjjLXb3VUkxqBQKpTOCZEuJ08f3jO2Ojl6uljMrl69oBRLswUX2GyFxI2Uar6cR6JJREVRVHUBAHme7e0N19bUpUuX+v3+++9/sLm5ScCOjk7W+r1z59aXi9lyqQVCt9NilhOhLqtuq1EXERElKtR5eef2285hVVXNZjOOwyzLZvPJ/sHjvFjunuul+VJrHUSBUqIoMmMcY0zreDwZpemiqgoCK4SKoqjVapGxeV4KIW++9HJZ1nc/uFdVVZ7nYRD4sjKjqyxdRo1EVyaOldba2DKKon6/UxRFoxmjI+fccpnWugKAqqwZY1JxzhmRNcZywVutWGs9m83m8+V0MudSBSrmPKhKc3I85gLzvK7rWb+/dv3qBQAYDgdpmfZaBPK/6AAAIABJREFUG1JG2sJkeq8o9PvvP1qmheBRlpnBaC6llDJIkqQoKs55mqVaW+coiqI4jpZLDQCddjtJkvFwcHR0pIK19Y1u0giWy+VyPhecNZtJq93otjtHZTqfzzY21rd3d/eenizzoqoKLplgKDgWpOs6tbo2UkCoEtUOFHEBs+U0L7MkiaaTfDrNjaufu3Sxv7UJjMsgHE9nx8fLZkMJoS5evNL6f7h7kx/L0vPM7/3GM99z5xtTZuRcmawqklUskhJl0S1ITdmW3d3WwmgDhiADbnvVK8MLGzCgP8Eb2wvDAto2oI0XWqjR7rbUbDUlsskia8yqrMiszJgj7jyd+XyTF19EZGZVkU2LlIDWQSAzIvJG3HvuOXnO97zv8/6eOCyLut/v9zrtvKza7XZvtTJGZXmWJTkyNcZcCDUazpIkE7Xq9zc67W5dF59++qnrMKXMn/3Zj6II3nrrrddff70s8729oeM4i8VqY2Nr75NPf/Lj9+OwFTfazWb7yZO9Qd+Zz053d2+kabZep/aClOeFZflavXd8sp9lSa/XYZyskyVjhDHkepRSLNLK9912Oz495XF70OlsIvMuAOR5kSa5UmZrc2e+mjiOd/fuPa3o48cHnhdsb21sb2+3W511mj98+OFsNt/e2QHolmWltR6Px1LWb7zxIEmSTnuwubktpXz48L3/+D/5bYTlx4/e29nZefRoz/OCIMgoZwip3cF11/fqul4sFqLWeVlNp1pqUEonSbZaJlHDazbjKIqePHksFDiO88GH758Pp5w5jUb8wbvvHZ4cU4T6g6aWynVxGIbrdXo0TKOo+fWvf/3Jk0+n07kxane322zya9e2pSpd13ccdv3aLQR8NJzvPzs52D93XUoZ4g5qNbsYU2MwJTwKXcaYlHVZltoISnGn25SqPDreN0Yy5nbb21LVzVbT8+9jovyABSH98KO3fY9sDJqB3yQ4UMLJcomoWq6yRit2XAdhQ8hZXUlOmOs5LgsowUiZZhTjC27KRdg0siY+AogQijEQQAgxbJUURgghwgCTC6AFpohQrSFJks+k9r3YXfkr3/1tspHWGsB2XSBNU8wYoS7nDGkESgmlkJHSKFBGXJh3mFSi1gYTWSliA4kwpgQbBQAGAyitoRZKCo0AsLGISbDzjQqwRggDUYYIZYTQAIQTggEZXRtQAAQwxYhrRIwtGSMKGC5iDQEbhAFTSplBBCFKCJHaXPEUvnDJdPWmWb6/DZ+XUh4fHzcajcFg0Ov1gtCvFLPOOiFqQjTGmDHy+f7eZwknv1h/7+UGHfpMwMBLcs98Tol97hNts/2ef+eFB1ymkANCYLC+bJVp8/JQj8HGRnoA1qANfEG/8TO4des/1MYYcvGE+lKs2qaduYwpuTBo2pG/l4Oar95Fazn6/Kr7EsOBf06j6S8Rwm81T5ZlhLGqqiwrxRoya8YAoCzLoihAG8vntH1jm7Ru/Zbr9VoIYV1vlvFb17VlZtrEBSsULbHTfocQMplM+v2+jbLsdDqMsdVqZUcBOed5nttBPpvfYBOqA8ddrdeWDGfjVayknM/nVVVFnn+el0LpqNNLs4xSyhwmhY1Qfm6YtIWYuq4Zek7LJ4QgAEKpgedZaxhj0IYQTBGmPvd9Xym1WCxWq9QAuB63r7CqKoOQ4zCEMeVMGq1rIbTSWuZV2e03+hu9VrcTeM7e3iebm5t7e3tvvvnmn/zJn2it2+22TZP/nJ8TGzCGXDJ2LOOHXMotjWzxwfyVpdjnMx//VmwYLsYUtZV8GLTLmetQionScr1a5VlqR5iyZLWcTfN0hUE2fEeUhaxKISrrSyaGuK6LkCEIc859z3Moo5gwTFzHCTzfZZxzzhh1XCJVWde1qisgQDkjhEzXK6k0EEIYR4Cl0UopMIRSIAy5jsMYw0BkZSI/TGoRugSk2B4E/+P/8N/ff/MbnW7/n/+/3/3f//CfTKaLTn8DAQFCAYHSUkqplKiljLyASnJ5NK2F86LdJ6Wyvimru5gdZHBdqZUQgmCMr/p7V37Oz507UsowDC0Sdzwef/zxx4TRxSrt9noff/xwuVwPBoPj0xOEcJLmOztbGOO8yBzXqepCa+26jhAiyzKr7mzXnmICAKvVys7p1nXtui6l1NaKmq7barXG46FVX1bWAoDrOoChFFVVllf/hDQyBimlNBiFAFHyQliNufR22gvrSwhjA/B8ROFyYkEbRCi3JWqlFSHUdVkrjjqdDiFotRgbLTAiGClRFwjk7rXNKGCeg3yfI5faV3UFKW42vDDwMEKyKrHlh2kgLhMUHIeB1oHyfM/LNvoasCXUYYwJIEwwRohRqrXGgIhBDuN5XmiDCCG+w+pajsfj2WySrEeLyRll0Om0KTOMoXuv3JpOJ8yh2phS1lrB8emQI//69Rtpuh6OzqqqiqKQEMw5k1KORiPf9zY3tzrdzapUGmRVraPQL8vcKLVYzBl12432dDLxHKfZCOu6ztOkqurlbOF4LiL48Oiw3W2VZeH77s7O1mCzjykajbQTMs/zqkqsi4XWUABStaiqinMWeB7ntKrzqqpPTs5Cz+92+0ma7e/vB0EEyGgpXO4wyrTWjBAjSbKeN2I3LdMsZbYEaJN/XI+Gob+aL4qiYIxKWXPO/cBzHCcMQwsZM1o6Lu71drUUk2lcFEVRCqKokDiKOnFclUXe6wwIAgCtBBqfTfM8n0wmxGM37n2pKtV4NGvGvbxL1qsqClu1NNqAsVlOQtG6NkZwB4lVEQQOY5SyAGPsOB6j+OxsfPDsYD6b5EUVhNj3QsYIo0ib2nFCLaEs84RiIEiBSos0Sddh6APC3OFR3AiCxOF0UiS+xwc7G+24sV7NFpPRKk26eqPVafY2er1OO27MptNpmhcI48PD4729vawkb775aqs9mk2nQggA2WnHpydnCJRWtcvJRr+lZeF53tnwbDadZFnCGD3YPxJCNptxv9fZ2trSWiJEOHd63Z7rkV6/XdbleDp88oS12s0vvbbd6/UODg62NneNwck6TxNx61aYZmWr08/LKmzElZB5WQ3Hk8X8SaPRsH0MW9Z1HO4F/mQ2fnawv1jPm81oc2vAHK5BR3GoUU0Iyqukv9V78mSYF3WWJ1EY51n54YcPm63AD/hgsx81eufD2fB8trW1c/v2zUG/vVolw9E5Qubg4FmWydFkurO9tVolu7d2hsPhdFoOBhuPPv4gCpc7Ozvj0XS+KN9954Nv/drXw6D53rsPf/jDh/fu3nrzjW8yxrJ81et05stFMc0d16UM+hubvjevhH70aA8BS5Ks2Qpv7LZ933/nnff8MA6C6OHDJ6IuHcdTQj7+ZA8wyoUcng+3dhqeG1SlBIOCAKbT6cbGZq/XXa2WJ6f7r7322iv+raJMgzBWCh5/8uzsbNjr7mz0dzHysixbLhdZvmq1g16/SSmtK80Z8X0fY8iLlHHEeNBuxwjr4fDs+u6GlLXr+rvXbidJkWepBXd1Ou2Nje75+Wmare/eeXUxTz99fBxFg6KC2fx0NpslRbl740aWJnWlCWZaKoeyXqfTiEJQkhkKgG0O3oUrBBnP8/Iqz8sMjMRAHM6x1siC5bSRQiiDbKMMMCHcBcBaqqv8UnSZ/fWLJz/ZaGaJcQVSgkGIaERBa6S11BqUwEohkK7HARljFCitta6ECsLYKKM0ltKUQkOlOBEGO2AMYKKVqKVOs0KWJUEGoYtAh8sSaa21BWwXWmuplOs4KAwMwoAoIISxwZhixBQCobVBGBEAjQGwQaCMsUMIBmED+ErIXUb+mJ/GvbOlQExtnqE2xmRZ5jhOVVXHx8ec82Yrxppzzuu6ruvna9wvnPh5UaX8EovyVwLefE7yXUzaGKONHcwz2kJhL2XbxcdF0w1doVk1uugJ60tmoQH8BZEKCF9J4pckKPpp0vTl4b3LjuPz12++oE2CELnQ/rY1hMxLEtrgC7FnruYNbRID+injqX/9i2OMbexBXdda60qIJEkoo1fTdw5jthBvjLHNN8tWyfM8iiJKqRCCUtrr9ayQs0nFNv6k1+tZuLddCF10F7S2dWGM8XK5tMnAdV1biIu9m9swd6WUbf3NZjMbg8kY87mzWC6l0ZTSNM8ajUaSJJzzNE1Xq5WKGtPzkdRmm7C6qmx7w2hpDyhjDBPqOKyWVVrnIi85RpeH9aL1Y8+ri2lDdEHgp5QxTJBBVV4oMAihwHOU0aCVNhoQIGSE0khWmBCh6rJWZV3ZU1cpjSgxAKtkvVqpZwfPNjY2sizr9/tBEJyfn3e73bquHcehPy0O4fKc++sV/ebf/eE99DKqFoHBBgBBVebT8XK5nC/ni8l4mCar+Xxe11WyXuu6vHnjWqcZM04RGM4YISSKYsJZEESu5yCCGaGcc49xigkBFPi+klJVQkmZpalSElANSGGMHUqYx3Wtay0dgtN0XQrp+WEQNcLQMxqUUAakMbKqVF1WyOA6lw5moqyAclWVg173W9/+95ywJaRBxjTjmHKVpQVmHKA2AJTZhEBCEDbSWB2FMdZaKq2lEBayBEpdYWZs7dN1Xc45LotaSIdyy2tR+nnS0efvA2VZ7u7urhfz5XI5m81OTk6Kqlyus/sPHpyfn2dZFseRMWZjo/fBB+//+htvLFfzqoranc7Z2ZnSwve9qqrOzs6UUnEUWYHXabUppdPp1JaUwjAUQtRCBJ6vwZRleX5+TjBQTALXi0LfYRwbiMKglqIu8krUCGNMCWGUKARKaw1KG00MvnKFWBWHCYBBSD5nFr0wKf7TroZW79nPLT/D85y6LpM0UUoRghzOjBGOSzrNrh84WZYZpKUsAABhrrRSWjoOazY9xpgSgmLKOTdGI4GBEVFXSktQ2ve9RtQIwjDLKiBuUa6VUnWlJJhGRyOE7MmGEXEch3MXAFe1PHh2sH90mBW51sJ1LE1V7+5eWydeUawwMZSB5zvagIM8zrkyeHaetFodSuloNCrL0vddrVWeC84drfXt23cwplHkb2+1RpNzQuTmRjcIvLosP3j3YRQ0o9A/PSnGo7LIV1VVDfrbjbBRFnVa5GEYBoF38+bNx0+eGKOKIjs5OUIIffmNL3/00UNKcZJUdV1SypUWaVpzzlvtuNlsck7Pzk7Xy6TVai2X6yTJMKHj8RhgPByOEUKtZpymaVVV/X43A93uNDc3ekWeCFGu1wuEULsdh2GcJMl6vVos50qpuBFzTsPQ59x1XZcRslikQlZxFHpeGATB6Pwsz3PfdzGhs+kaI+Z5Xp7Xs8mi3erLumy14ihsrJb56enJYj5vDnonR5Pj41OtcKc7qKvJxmDr+HRYFKXrVK5vixSiqtNWx9/Y7FQio5RXUhVlIWrpur7nuGeno5Oj47gR7OzsrJJsPDlrt9uEGMYYoaCEXCyWSbJut+MgCJIkefbsWRDGQdjodLvNZnM8nUgpH9x/RcvS5YwijUH2us3uRjvqtB689iolOAy8xXR2fnby4YcPAaPpfCaUanWaf+c3f+v09PiTjz88OTpersZ5Xq0ToXQ5Hp9MZ9OiKM6Hw+vXth1mpMg7nfbXvva15XK1v7/f7/cH/e50Op5PR0m6uHP3RhxFR8fPXnv9vh+6b7/9w3/zwx/c2L31ta99jRH+f/yT//vNNwnBTtxt5FlBME+SrNNpnZ2fdtrd+Wye5/livvzoo/Pd3dRxXM/zbQi16zqu68VxjDFsbW9sbvYZJ9Pp0A88QAJAZ1k5mY463V6jEc4Xi7quMcaA4eHDh5tb/Txf371/e+f67nqd1rX82te+EUeB48C7777/53/+/s61xmCjhxA6PRtqo7QRu7u7AJAkCSXOwcGkrlCnvTmZLMqc/9Ef/cv+oHf/ldfffefhzRu7u9fvNKLup58+lrq+fffOIE3n8/nZ2eijh4+mk6XnBdeuXSuLY4I5AC3LTBv99tvvMEYXi0Wel6/cu3V0dCaltuvvne2dLMvOzo9Hw3WnE1JK79y5326333vvg+9+9/ubm02li7I0y9VotlDHx8cGwT/+x//V3Tu333/vscudm7d2stTkab1Yzooi9wOuTb1cLlyXA4BUVbZeLxbzosww0at1sFxNj49P772yq5TIi+Sb3/zm7OH44UcPlYJut+u693d2dm7fflAUebe9OZ/sO7ylFWtEEeu4b7z51nyxcD13Mpk5rh8GkZYVIzQKw267KatqOV49N+bhC7vaYj5FBCjBWmutZLoqHYLtUhhsiB8mBiElpQKltAbAF9V6IbSUlwrkl9BToowGQRC6hCOlRW0MAky0MUII0IoToJRSRktVUsYYdYABaE2kWWZCKAPYUYYyr+FFTTeM8+XatnS0RkLqvKxFUVrkJiht8YPSaIaJRshy/zAhGGOEuSONIRobjIzWQBBmGGGjkI1lx5gaDBIhY5AxSIGNAkdKv+Rj/Blvy4si6gKYqbXjOIvFwn5SVdV0Otm+8crVY2wChV0MvIxs+Btcnr1Im3h5z54DPi/avC90+RCYS8S8Rl+siizYwkrEl/boArdySYdBgAz+mQ3JFzQqerFJ+NkDYF7AAb4wCfmcxfIzjp35zPye7fb+jWy2GO04DqU0iqJWu92YjJXWRmk7/hMFAef8In+POxjjVqsVhuF8Pt/e3jbGJEliI8eUUjYYnXNujMnzPEkSK+SsfLqYptM6yzKL7rQxDFLKxWKBMfZ9P89z13Vd1y3LEgDW67VtDFombRAEw3UShGF30OeckxUNguDatWubm5sMkclk0m7EsqgAk7t3786T9fLsWCgBRnlB5GAuy1KWlVICUcQ5p8xYj7R1gimllJSUGUAX1ROE9aWhmiBAaZqm6Zo63Pf9VqtVVMV6vQIA5nBKSSGkqWughIi6qKqiFogSSilgI4QYTSfuPkMITs5OZrPZW2+9tbe312w2P/nkkziOEUJhGJI/+IM/sEflhz9+H11mxl2wFxFckG4v7V8EIYyuvvd8+3zUwRecdxc2gOf2R/PieOm/bQMDn3nGn3O7evAX9vf/Ctvn91RIjW0Et1ZgDMGYEOw6fDwa/vhHP3r37R9rpRCA53ndTrvf7d29c+vu3dvddvvHP3r713/tWzdv3bp580an044bjUajEYah53oO5wQhY+OJlMrzvKpqLZWdk6YEMWoIBodR33PXi/kf/uH/dvDsaZomZVncv/9gsDmQSuZFRjEhGBMMhBiMEEGUIOZyV1QVIwRUfXpyUJTpb3/n7y7T1OH86adP3//wQ8pdxj3KOKEMY4wwGK21kloKm5l0GeOutFF2FjXwPE7pxx995Hter9ezuTRxp20wStLUdVxVi4vamp1NRhfXoZcOFgJKaZ7nvW7n4OCAUvqNr3/98Ojwk73HdV0tlnMh6tF4yBw2m0/6g57rOev1Smt16/ad0WgklRgNxxjjTqcbx02KyWKxZIwn62S9XmdZ7jiOzWnwfT9Jk6gRFXkeNaI4jhECoxQllBEsqzpLM89zASFEsDTalo4IwhwRgjCA/f9AEKUIMYMgTVPOGGM08LyyqoxWGJMoirO8NIBqIU+Gk92bt+I4ttcme82ynlV7ORBCEEqMEo0odF23qkpAxve8KAq3t7Y2NgYIoCwKbTRjzHIoCMNSVQACjMBYU4qSdCllyV0mdTWZTbjDldIEALQCY8qinE5ny+VKCG0AOdwnlIZh1Gq33cAjmBKC7XwGAlSWpdb6L//yLxbLhTG63W0HAa/rtBUHCOmTk0NMNEZ6NDopilwbJZWuhDzYP+p0B1965St/8b3vJ2mitaKMYIyiKOp2u47jACApzGqV7B8cPnu6r7SUslgtZ7P55PjwOGpEp8dnx4dHSunhcMQodj1fG9TrbzquU4na94MbN3erumy2W8xhcTNeLObno/PRaBSGQRw3RCWklBsbG5sbg7jRiOMII+w6jhQiSzOMaJ4VVa2quhZSpOk6TxOCoSpyx2GrxVypui6Lssje+OqXhsMToxUl6O6d26/cu2O0nE3HSbJ6+uz4lft3GGd5Wcznc6Wl0qoocyWF57ucE6VkUWSj8dl4PFwuF6tVNuhvjUfZndu3z86GWmmMSFGUvhss5qsir3udfrPZUQqdni+3rt06OR6XpULAsrQsippS6rhcgwhDx/VIf9A0qEC4aHXCKPbms0mtJCV8MpkHfoNgliVVM+76TiNJMuYgSmFnZ3P3+s6rrz4AZFbJknJ8Y/d6UeRJumrEUX/Q973Qcz2phJC1w1lRZJxCWebz+ZQSuH5t03Xpt//Orwtjjs9P6rLY++RRVmSj4fDBlx6s1+skSTc2N7XWBlC/38VIVNX6xvVtQuDf//Ybi/n45OT88PBwMPB9Hy/m4yjCnEMQRlLJyXTcbjdX60Wv293cGhAMnU5zODybTafL1WK+mDx+8sk3vvnWP/yH//lkOjs/H1WlfO31V6tCOm7U7vRacbuuBKV8vloxzoXSmFLuuHEz3r052NjcjOJo+9qOMjJuNiintaxu3LpZVuVqvWo0G57vTefTp8+eLldrTKHVaQOCw6OxMQYQvn3z1le/+hWM8L3bd69f31VaKqXiuNPvb0Zhc7VK5/NJkiyiKNQ627m+7bpOu92+e/f2bDbZ3t56+mw/jhtRFCFMdravZ7k4ODh98uSkFhVl8PCjvYODw+VazWdlWcq9Tw7f/slj10dK6YPD48VypQ1arYq8wItleXY23t7aIIg0wpgSPJmPDMJxM+51B4Hf8BwvS3LQmhLKKM3StZKiETYaYdNhHmh8dHCcrNZgZBRRo/Xu7qDZ5MZUUhQ7O617rzSNzhaLqZIVAvN479GnT56WeTmbzaqiypIizyoDZpXMNVRSV9PZkLvQ32g5Hh5Nj12P3ry9U9UFJggTM1uMt3c2+v2e1tBqt6ezxdOnB0qh6SQdDhNRO6JigP1K1FmRT2ezJEnzvGi32+PxJEvWYBQjuBlHrsOUqEI/YphiBJhirZSxtx7QSgqjFUaIYIQBkDIXkIFLsoVWBhGitba53Hmeutz50pdeQdjY9NjLgWtAGF1+efknIKNttpvBFxV0RShDGJ8NR2lWzOZzhDBCwBDqxBFBxshaiZpzRwOqhPgH/+B3Z9PxfDppBEFZ15MkG82Ws1U6XxWzVb5I6mUqsgoWaZErskhrTZ3aIGU0oTjLUkJw3AgxAqO1NqANMgYhzAhzKHcNwq4bIMKEBm0QoY7jegBEaiOkEkopZYTUhpBaw3SdVhoXQmBMiNFxGDRCnzOmpSzLSmltAEmttEEIUyCYYAIICSGUkn7gEUykqAmhQkhAGBFiAJW1qCphABzX63Q6URTZ1TzCSGqsjCaEGKMZI+k64ZxGYWjV+mUjCiPrTDGGUGrZl+v1uigKggkY41Dmuq4NBXpx4Wae24rMi8YyBGD5BVprBAgToo2WUimjpTGAESGkFgKUZuhyvXqJn5dKamOUkpayWVd1nhdK1BoMIMS4q7QBRGohbE8VLLhcKiGF1KABGwMGMGBskemXllhl2bAAoJTRRr/4obTSxvI7Lj5sa1VdEWLAKK01aCklZXRrc6vVjLVS9LkV8CJ44SKWEKPPaEh8pe4u/sZgEGBycnI2nc5roSjhDNNmw8Ogr4jhl4Q5ZF6uApifsn12OW17WZevRJsLn2pV10pprXUYhtqY6XQqlaqrypoqy6KwKM48z6uyTJLk6OhoOp2mabpYLGyEup3Wm81mlFI7dLdareyz2CTqKLKrOGSz2o0xvu9HUdRqtQaDgeu629vbzWbT8zwA6Pf7rVaLUrq7u3v79u1bt261Wq1ut9vv9xuNxuZgQBkLwhBjHIQBANjw96ooXdetinIyGlvq7vHZqUbGD3ytFUEYhCBaM0I4Z67rcM/hjhP6AcY4zys7HEgoLSvhuE4cx57nUcYppUoquyNSK0JJI44Z57Ws67okjFZSlaUySHsB0whjQn0/aHc68sLkCS7ndVW0Ws1X7t5VWt6+dev9d9+fTCa3b992XXc2mx0cHNy8eTMMwxfm9+B5gQGBhc0DAm0AvdCFwV84dHV11l4MsSL0BTbPvy0uzs9LPoopxpgQBBisFtLa1Erdf/Cg220/e/asLgv7U57DpKhdRga9tqxKz3N93/NdzjCSWhkEGLQxyiZugjEIIUwRQghrjA1gdBGJiIBoDQRjRonneUutjJQbg8F/+Xu/N9je3nv67OnhkQLju762PGq4mDcmgBGiShqCqMMwSFlV5Wq1nIzPaqCqqleLSV1kLvUMKEKYVZgUY8qwMQi0qUupQV/BmQkm6DKh5eqyAABCCITRlT1Sa00JQdogQFcP0sYQhD/PAXNdN8syjPH169e//OUvf/jRw36/n6Yp59zz3DRdl2UKAIeHz07OjxEQIZSQutls9vt3hsNhsl73+xsPHjwApff29vb392WtNgaDg4OD+Wy5vbMJxkwnE1tN2djYsA6BuioYoZRSh3HuMxwhwihgxIA4kiulpNSlqTkBRBw7Oo0wMoggTEAprTXClu/J7aAIJlRKSTnzXH+xzjRChHJCuTbIaFAaqloy7tZCSWU8zwu4i8C4HGPKXT/qDTZu3L5jZC2V0EYR6iJkEOgLV5IWlSwxxu1mTBBURYYxVqIOAhdh5LgepbSoa22QUqYqqjzPRCUIxg53Go0GAsbdAFGnEhoQIgTVVSXq3HVdl3MCaHR+Op1OhTKEAEKIO25d5Vm+6nVbt3Y3EdaBR5aryYcf/ARhpRTWWh8dHa+SnBAm1WkylUIoqTKMIQh9AO15LsYYY4IxHQ2nVSW54wRBSClJkkSILIo81yPGyHuv3DEaL2dLz/eazWg8nXRa7VLIzeu7WS26vfbh4eHrX/7y3pPHH//gB++88w5znV6vFwT+cHQWNXzOGYBmDCOk8yJh1LFWZIypMagoCq1QWZYGdByHruvKuhSibLWC+6/cqG9u2dDVqqxOjw8ZRf2y1MaeAAAgAElEQVROq9GMgyBI01SKMi8Sxp3r1/uNRkgIyrKs3W5mWZamq42NjQf37k0mk2fPnm0MBpRBlq1tOGwQeI3I/5VvflkrRZDa2Nrod7qr1WIymbz22mvL5bISUikVxa0NoKpWG72N+WrpcCcMgslsurGxUVUVZdgPvbLKGZOuq4WsRpPDRtyJW8H5cL1KizCI60rVRSEEII1c3w/CUJn57Tu3t7a2FovF++//pCzL4fCs02lxjxmsp4vJYKvfajVlbYzGDieEMYRQkmAF2vOduOEjIz55/AnGxn8SJaU4Ozkpm02MjKrFerV4+qlg3JFSRlFUCrlcLqUsmw0SBnw4Omo0mhrKIEBB4P7e7/0X7U7z/PzsX/zzfzabnfX6nVce3Ds4PDdQ1gI923/21a98iVLkOOyVVx5QBn/2p/+62WQnp8tuH54d7m/tXH/za2/9d//t/9TtoO9857cdN1RCN6JmUVSmlt3BRh8bjLEBZcc/rF+vLAttZJYlYlR8+vTQGPMrv/ItW+VdLGZHR0cAO4TQRiPG2Hz9rW8SQv7P/+uPfvVX33r77fejRitJFx9//LAu1Y3t7TDyKbt3en4yny8JLQI/jqJGli4QMlrLV199gAhOksRxvLwo4mb05MmxQdU3vvGNyWR6ejL8/d//R//L//y/Hh4e17UJAtoIg7xY/fjtg14vGI+yN77yjbplfvSjp2HUe/jR0+l0EgRBGIZRI+asat25zrlrJH689ynG2BhFCA0CJwwaYGhaZNjQwPe1UmHg9vv9g4NnyWrhh1EYtsuiJBQ53EvTLIycdZIFIXny6fG9e4P7D+4YkFvbAyHXZVWdnZ8u1+Xm4FZD4SzLmCuajguGFrloNOJlOlunixoIY8SL2MZGnzEyHK07vQ4g3WjFr375taqqDg8PZvPJw//no9/+rb/X6nZWy4JRRylzfDJFwKIw8NzADxue50mTr9eLWoqoETabLWvlsnQry7XXWmklNZaAjOV1Uoov89CllEwpYRBopZUy1q9mcazWZPO8eI00MggZjUD9NLPii9iMX9xPKIT46KOPsixrNBpKKY1QpUilOcaYIgIINKIaMBCmQBvMJaa2pH4hLhEgjDQCg5BGl20d9DwfAjPXYEIQcgiXGhTAMsmRUVoKoyQjEHoOdTiWUmKmARPCsQGLjK7qerFcpRhUVatagEGIEkQwczxAoLXGCBGMfwZ7QwOy7QgG7PRsiBCyZCzP81brpSEB81yr6iwF0VpXXsoK/1wz6pfSa73yQP6M46jAIGRDoQ2y2FI7o24u50wQXBDXbFDE89YfVgYIAm2pE+bC1vU8VM9c5UNYyxcCc9lc/Pn27MoHZC6Xz88FGAJtjLYtR20u0hnMxXwVYDu1qF+2zqErWooxF4ZoAHKJtkG/rPf851kw2zfsss2lr9owjLF2u+05DgAsFgtCSCOM7ACbRW7ajChbei6KYjgcCiGCIOj1evYxV35gjLGU0hpErfK3RNCiKCilk8nEMlfqurbDPo1Gw4bvWbNoGIZSSq01IQQpXZTlaDpxXVcoWVVVt9vFGBdJJoRoN+Lt7W0vCBvttuO6yzzB4mJCr6qquiwYwq7Lg8g3DEml1oulMYYQMAZprRG2zHBu256u59nQBVnLpVq7ruMHflGXRZEJITzfQxgxF1Omg8j3wggQNgQTwpIsTZIVIYxT5nIq62Jra/Pu3Tvvvf9Op9NljP3Tf/rnvV7vxo0bv/mbv/m9733ve9/73m/8xm98bn7vObv1RYor+reKNqvjX/hV6PN677NP8UvSXX/D24udvSvn9FV948JOqzVCWGhNmUMoz+sVpRS0wRjXZaUEroXSUpZleUUcsrKKECy10ZfwqKsWJbbQj8snAzC6NsZoohVjxPU813X73Z4Q4uT45OBgXxvUH/SVhslo4mCGsFFGX14jJAIGhGBKpAKpVVXXoq4U1LLKZV2BUcYoo3Cta0CIYARaSqkAaQyIEGK0eYGJZYMZzJVzw7bUKZX66sVje5/GL3KYL1XfZ8lV1n5tAzSPjo7++I//+NGjRzdv32u2m0dHBwiZ7Z3NNMvOz88pxQYAkGaMzmYzAIjjWCk1Go0mkwkhRNXi6OgIAJrNZrfbHQ6HhJAyL1QtXNdttdvT+eTOnTt2jQ6gPOb4nsc5r8uqKkteccBIIcjqSkhBQWNtaoMpUEIIXPhbsEZIAWhjW5XY3rPtW1FJhRHBlCilMaLkcrMPsD4EO0lov2SMxnELYZKmmRDC81xASlY1QoYyYo09GGPQCBPKXTo8Px2Pp1uDnhTi2ZPHvuc1Wy3uOrwycaupgFVFZTQGjRh1Keau44RBSJmT52VV10iC1gCEYKryosJAQOsiy9Mkef/d9/b398Mw3L5+TSqlIXR9rxe0ASrOuVTFbD6dzYdFmWEMGGMpdZHXy0UeBMFqPUw8QSkzIAC0ECLPE20CxhjBvCiquq4p5Z7rCiHmi2lZrnrd+P6DO8aYp3v72phG3Oh0+40oKstcY5zX4mw86W5vLtM1dfnR6dn1mzdardZ02ggCr5LCwtY7nU6WZYBMGIbj8QhjwhjTzNjKouNg13WVMoWo47gVRQHCejYf1UUOyDx4cKfZCpfL5b27N1er1fn5ea/fjuPYlhLn81meF1rrRqOhtHFcbz6fr9dr60Kx1/pWq2lvWnmRlWVBJRKijqKo0fCjKGLM9dzo/OS01faDkEUN1/W6rXZja3twPjz1A08pZUATahbLiZZqdH6cLBduEPR77UbkL7XQRsm6zPMUGx9j7Ae+VCZLi7oy1pBhp7oxEM91OWWdTqvXb56cJ5TiLF8nyaqssn5/0O93gyCYzWaMUaV0EASj0TkyNPQboqqLogCMHYdHjUBruTnoibo8PNpvhOF4MlMIu66nlQp8LwgC13WPj8+KAm7sDowSoJWRohF25vMzrfVwON/Y2Dg/P43j6Nr1narOnzw+7XRaW9s915FFlYwnp0+f7d24cfPttx+/+qVdpesPH7538/q1d9798Z//+Q8YBdd1/FCUJZyfDYfD4cGz49/6rdf3Pnn26OO90G/tffzkT5N/GQTRr/3ar3U6neHwlBBiQBVFobUEAGP0cHRW1yXG0O93GceffPJ4f/9pGIYAEMeN+/e/FMfR4WHtun6zFf3gBz988803v/H1t05Oxn//P/17zWZ7OUtPT0fzycqGu+R5vrm5GUTx8ck5IaTb61GipUyXy7nrulmWYow9zwFsNjcH0+lqPM0PDg7yvJBS/uQnP1ksVnfu3Gu1Wh9++JHruptbvdH47Pr16/dfiebzZa+7dX23S4gH2N3Y2u222qdnx0VRV0UZBHFVJetFslotLKzIi8JGIwaALC2NQWmalXmVZRlCKAz8aztbY06VUlWZCSnLqsYEXJfdvn3zyadFlpd1DcPhiDvk5s3duNFU2p3Opozy/f2j+SxtNzeFlMcnn3IWtJqDNMvLshzPhxIy6vplmSfpkhDUbEVpmrmuU+TV8dE5GKo1aEXu3b0vhWk2O73O7bJQaVKOx5M0TetaVpWoq1WyrhljQiVZsTYGSSntfSRL0ovJpMubgzSaXrURMMKAtdaAEdIEY6O0HdhD2ih8ERmHLsbnATTC5EI7Xiy8kYEv1HufEXu/oOqz9bjDw8MsWTcCV2jNXM64Q6X17BFjDBiCMEGYGq0MgM0UvGhMYqtNjUFgEHqRwng5M0YwAmOMBmQQwdhcRLiCZoQBxUbIdZqjrMCMG+7UtTCuizGxFiupTVZU1EiQEpQx2hiBmMMdz7dQSm30z150YYRAXTSwKKWLxWI2m81ms3a7HYQ+JoRSSimt64ucwwuz4gtcnM8IjV98rsf8/zxqF4zNz6IynzfHtDG2LK1tLp8x6nNcHwVGIwQvJ0u/gKVDyPIcqFVoP++OoBfMovaX6xcDzY0xBiNkLaBwFRBxlY94dRLiy2HCl4irWht9OQSI8N/YEpoQ6jBmjZqO543Go7woGGOcc8dx2u22bQkAgOd5juNcWJeltBMWNiIvTdPJZGKpKlaz2VlcuxeWIpGmKWPMRjXkeQ4Ay+XSLgysI5RS2mg0bMnPNgOTJAEA3/ftS/V9H6RinBuMoihap8lisQjD0HXdws/W63UQBAyw4/m+71vvqH1qY4yUAklJCJVSZlkmsZZKZWlBLnkXUkpMKaPUrvwRQq6XWxipQQAYVXWNKNgor0oaXeYWAeu7PGxE3HEAEWVMXckyLyjGDuOMMdvtLfN8b29veHa+Peh3u91mk37/+9/f3t4uiuI73/nOd7/73ffee4++PIh2ebYBsugRg/BFluQXJEd/Vnq9XDBACOEXAxxfjDr529Hlu9odDAiBBUUjjLEyWmtAYIqyFlojSjHl3HVVLajjS220loy7hiB7urucEYKllBiMUQIwxfoyaeXSjHpJAbXOEwQIvChUsjJKIoIppRZ5tJjNB1tbW4ONZZoLIZQGz3E5pgDaIG2MUYYAIFAEATGAhDESkCaEMkINcIocCuSCTaxkLanDGaFVLaSoECiCGWehvRZeDBlrja/a99pYgUcpxYTIi/vQlf7/uTbrwzZKZVm2Xq9PT46TrMrz3PXdNE21lnEziqJosZw1Gg2pIcsK34uqWg6HQ4sD9TwvTdPlcpksV5YeVtIiCIIgCNrt9qOPH97avdFqN3v9/nw5q8rS1ng4I1Z0GSnqslJSVqICbCSgUgltjEM41kZjx2ikAQBfhpVe3dIub/ZCGyMloUxJ5XBXSmnAWJKbJU3Z2eIL0/aFeeYin+XkbEgowsZOR/Ag9PCFqEZGCYQQ55QgTF0excFqVZVV7jL/9VfvdzuDwPXiOP7k8d7ek6fdQSGE0lKFjht4DcYYAi2lkFIbU9d1TajjB6HUF5G9Ifcc5niOU2RpXdGyygFpxgljpKzyogTMNKFOmiyWq7gW6aePHyEsNjY2GCNSyrjREhuE8qjV7E3n6/Us9TycpitCwVPMRjK6rltXKkkypTRGkKU5YBifjO7c7TfbUZonhJBaicV8KKS5e/dBbzA4Oztrdvrvf/gR5Wz/+GSVZJPZ4vWvvPH402f9QZdwFrc7o9G5qOone3uDQa+qin6/v7O5dXZ2lqa563gIYSkNIcShDAALprVDPD/0fa8WhTGKcco5zvNkNDxerVbNqLFer5fzUbsZLGfTxWKxWK99P1BaG2MazeZytZ7NZkqZzc3Njc3NPMvu3bvn+/7Z2dkP/s33fd+/f//++enZ5mYfYaWUsjSwfs9xuKyqBSX66PDRyfFj3ws3NzdPTveni9HtezfyPD8/nS6W07xa+a5HSOX7YRx7xmAlCiVrKWVd5kmaIAkKau4RZchyuVSCUOo1mx5GFAC53PFd13PY9tbG9d3NqjqhGGXrVZ4m2OhaVJzz+WIWhP7G5sDzXQVqOpv6xMvSfLFYaTDU4QAQNUNK2U/ef28yHnZacaMdX7t2jTLn3Xfe0QS3Wq2yKLIklTWEIdSi3N/fd4Ng98ZOHEc/+clfJqvZa689oJh97Y23ZtPxo48eNlsNUWXTcVDm6//wP/i7H3z86Ec/ebixudGIvd///b9/enp6dnbked58Mf1X/+oH1693jZa+78btqK7zbrcrhDIG9ze20rVwHO/m7m2C+Y9+9OP1OpFSGqOzIuecE4IQQcZAXVd1XXb7HWNUkqx7g97urWuvf/n1o6OT4XAspbxx4zrjfP/wYDg87/f7m5s773/wQVH+aGtr4+T0pPqLvNcd5GmdrIs46vT6nU6nXX9c5GU2Go3iOB6Px0+fHYcBXy6Hq9WirusnT5fdLuzuXtvc3mq1W2HonJ7DwcGBlIpz51/86T8DjNvd+NatW0m2yotlEIXiTPqB/41vfOPHb39weHwUho3797/6bP+p1hJjLRXyHL/T6iqlHj3aq0vod+NWq0UojpoNKZTrehmU0+nUZS5BWCkxm0yPfdbvdVpxuFitsmKxe/3GOlmlaUIJfXD/blUls9nkK195Xar64ODZ+HzpsJMwDPafjfafng66sdaQJqsHD14fni3rysSxwyn13DhuOZVJuY9PT4/zPC+KwvM83wu3t7dHo8l8vsxSWZUSAK+Xtcvj9979JPA6caM7n62n0xmAKauC0gIBKytFaNBsho2YE8IAUWQMozQIgjJPrlocF9NToJQlHNrpFw2g7Ir8og2oABnEDLyo98BmmYG50EoYtP1AP32a2rygBLD5hfSeHUmwgHgQwkeADGBz4RW9MM4hg8EQpBBSGGmM5MsrpktRZC54jy/oPcAIlJQGNLpgblEL+WCEIkyk1kJqZawZ1S4lMMLYkrEvxKFRSGuMEBBqtEQIYUy0QT9b8WKMEaUaiLGXo7q2SIz1el1V1XQ6LUrfCUxEMCHEktwsUezF9sHV/N5fR4vpqr9nvlDYwxVZDZRNUbBnGhhjjEZIPa9CX83l48v5E5vigMgV/9P+sO3pGYv01Ob5rJ9RYMjFCWc0+ivuzovFiM+VJC4hMra7aF5kysAlYhQZ0M9/5IVZyp8dvPFL3CymUkhpjFmtVryq8jy3q5D5fJ5l2anncc7tEohTxhgTQtio5KvwdN/3bRfO0tft2umKEGHbeq7rdjodG8Jkp/JsK2Vzc5NSGsexZVTaDoQN4sMYT6fTqqriOLYP9n1fFCXGuBR1kiTT2XQ8HgNAq9WSZb1arZaUqbImjIft7mw6xRg7jqPIRTXK49yhDGPIi0KANJfnPKVUSm0vYAjjuhZSWhttcZXzjigp8kwo1e52SDteJ8k6WwmpKEVu4HOX1aLCiFdCZGlRVVUQBI7jEIKqonQoG/T608nk9Oj4q6+/+vrrr7/99tuHh2d5nnPOz8/Pf/VXf/V73/veF+etvzDkeqkzXvrXn4Z4wc//m13U277oZ9BnT+p/h/p7L9KfXsLua620tt5LhDBCRCjFGZWICMAK09rgdVoQx9OISFlLpUHpspZCqsuLKSIEK6WxAYMRvqy+GDA2I8gAKAQEXaTeK1lRDFKoUijMqFRGa9PvDxzH1cok63WllR9ELneQUAD4gqFpMADWBjSABKSMUQCGYs4pRThyucts+o/EiDOKMSCjJbF8J4MQaG3U1dVHa6WNNJd8TkqJ1tpil+azhcTI1mAwxkaB1hq0uZpdtm/T50pfpq7rZrNJwKRp2m63/5v/+h8VVfnDt9+Zzidh6K9Wq8lkgghEUcQ5xxrqujZGW9W0XC4tV8VO6BJCvvWtb925c+cHf/n9w8PDJEnu3bv37W9/Ow4jglElamPM3t7eYrmM49hzeZ0XRVFUSlFCgsDPilyDMTYwyRqDwGCMNRitlVGgL03zFhhlAKVFThAuigKU0oCU1kqbJEsRIq7nLddrdHampGKcCSF83weEy7qWUnLGmeMoIWttXMI0oqXI1slitU4JIZwyxmhZldgYx3ERQtRlzc5md3BDiurw8Nntm/dfuffVOGrcvH0LscajJ2eMt8LIo6CwkkrIIq/AaMYIZwwhEoaUMjfN8+V6TbnbanewAXx5V2i1mlEY4K3N7Z2ttMhrkS/X0yT1lBIIaYoEwjJJVq12uLm5EYZhmuZVrRtRa51oRj1GxfZWixA8GLRb7UaaLRfL6eHhoed5GLE0zZVSjAIhRIPqdiKC4ej4oNEI799/sL2zk3dUleknB/v7J6cnJ6dCyma3t0rWx8PhZLHe3OoPZ7MkzTa3NgM/cl13Y2MrCvyPPvowDMPt7c1Go5Flebfb4dwpinK1XBpDgiDASNV1AYg2m63Fcnl2ekKZ2bnW297stTuNPFsxihmH1XzOXbpzbbBazeNG89q1a+FqVQuJCc2yrKrqVqvtesFsNt/Z2VknaZ6nWbZerZbPnj31PLfdbs3nsxs3rhtQWa4554QY3/cX87OT41kYRV7gxzGuhC6KYp2Nu3739r2t49NPZ4sFJbTTcxFSUYS7g5vtZm+9rvYPT6tSARCtUZ4XZVn5PNIGF9oYhFTNPD8yiCPEBoOBNopTQrAWVbZKRscnqTbyfHhCCc3y1OEOIbC/f0Ap/p3f+Z0nT54MR6PReLy9sXXj9v3pZFF4vN3pNlqtdZrUQkxnM6GN64cKoZt3X5mOx3uPPiiL1KgahAJQnXa7EcWNZnR4cKS1JpTuffLo9PSMInXvzquj8/lXvvyljz/eC32PEq6V9FxXiOrurZv9Xuc/+u3vFJU5OB457sAPsFDZhw8fbWx0fce9fecOY+XO1uZiOV+uF2+88cbJ+emf/el3f/d3/7NG1HVpOB7PEKKU8o2NjWs7127fuXN6emLL8YTwIPQ5p1VV5P8fe2/2I1l23ol9Z7n7jX3LfavKqq6tdzYXiU1CtIbiGJKAgUcwxvKMIdsYGx4D82L7cf4Cv9mGMfIAEkZ+MCjBHmsGlkhxhpTIJtms6qrurq4tsyr3zNiXe+OuZ/PDicjKahappjSWYWPyoZBRmRlx48S9537f99uSqZQcYchZvLe/2+mc+X5heWlDCN7ttk3Tmk7Dex9+pJS4fPlKvz/6+te/sb+3HwbJL33p3TDuV6tVXlFSkKP99r17927evJEkSTgNDo5OTk4n1UqxVl/c2dkfDs/K5SKh6Gtfu7m0vMgYM0y7Xm8CwPXrW5VKbX/v6PCok6Sq4Jv7B08nk9H2lUsPHoyPj/f8grN9ZYOxrNGo7O7eSTNxfNyvV5eD6ZiztNVa+dEPP1heLG1urV+5ctm2zILnx3E6DoJ+f7S0uDQYjDhTr1y90T45jaah67rCZGEY+J4JioPKHEcRM3nl2qppmqPx+KOP721ubvb7g/E4xhhJYY+HWRJ1giB69Gj/7bdfQRiSJCaE2A5Z32gdHXVG49M0QUkSA0btYduwcZaxYqFa8KsGdfrT8f6z9iSIpACW2SxjSRITjBYXtpNITQPp2dQyC4sLrusZWR5pn68s46ViqeDbnOdSwDiM05RTaliWlcShtjkGrcyjBAMWIKSSSKFZnDrGUimMqFRSCqUkAoU5xggphAhCCs1Gy5qHhy4k66mXFhs/XUzLv4aH+MyvD7Dre3E4UXmuIhBMiTzHiBhUAcy6MEDCAIkQN1ROZvNDoRCZuz9KiRRGF1VYSCmsmX0Yo3ORFYDCGCOEhY5gldIwDBMTgQkybYwTwERJiZRGDwFhSgApAAwYIUwUmmVxvejj//PrLk3MUwA6iUGb6QfhRMQxtS1KqXYaO2fuvdRq8qXczr9yY/RZ4LNzddy88JxJUTQUiTGWSgklZyAHgB7Cygup6LOAPI3dzcm2Cs2fXCmpAIP+gGdVooBPt58/583KnzKwn4lf5r2oxsEuuCoqkBpNkbNRiYZ/zyOiLjBp1bw7BZBKaRbS/+NVtOY0qRehVN0CFQqFarXqu67G9xhjGJDu/XTsnkbhtJemZVm1Wk2ThOM41nTQc3qUfqiz8jSlX3OJtXunNuHUaKF2gNcooo5rz7IsiiLGGABYlkUBxUkiQGGMFYJyuawxQ2lx3/c9y24fnaQ5q9Vq5fEo6XeyLJOCWbbrup5PsEWoEIwnTDPyLIvqdo4Qlec5YO19CDqUG2Ga57mQEiEgGOVCxCyloUkpjvNYKGVY1LZNyzUlyDhJlMgY40mSYoUKno8QipPYJMSwzN2dJ4Nuz3UsA1OO8mvXrn3wwUfdbvf69evj8Xg8Hr/66qv0op3Ki6ckfr4XIoXV80hxhOZa1zn8jOZDNaXO7YDQ/GSEcxKfnEdYvtD4zWnTSP2NOQb92/QUne1lSgkpETYQgXnWDXJcL81ywQQlpFjwTw4OKsWiSQ0FwrAsyRCmFDCmpoWQAg4IgZSCEIoRIYQAwTOxliZqz0BYhAABVjxnXtEVGGECgJEABRhyxlGaEYxr5YrEiAmVR6n+JBRWEimEQQEWXCCN4QGSCpRUQihKQBFDYcolgEIIk6Lva9zZNSl1LKUE5zKKMzVPtgVAUso0SSnV6ZGGECIMw8FgcHJ6YrheHEeaWi2lklJgIM8XDQFG58k1cpYJo1DBLw0GA6VUqVpxTPu119/44z/+V5cvXXG9ooL85OQ4z9NJMBCCB+OxbTulYmE4mDAmi54rhUiiaalUqhR8x6DplOVpNh6O4ija3Ngol8sYoadPn13a3EBKHhwd1ut1x7GyLDs77S0tVAu+79g2CD4Np2mWKwQIUcs0bEr1KY4lwpRIBVJKIUEBwkJIpTBGlFIFPEtZRNM0ywBA5rlSwCGNo9TyPExwf9DvD4ac5wjhNE0qlUoaxXme+77P8iyJIyml4NzzPMdxECaGaRmmpdWA1LANgYQQQhHBRSY5MVwRZ9Np2O6M/rdv/h9HR4dbG2v/8W//g4WV5c1Lr3iFUr8/DMeDsmuZpun5Rde2EALOWJZlacL2n+zfvns3S9m1mzfe/lyNGFSzEy2DmgRA8smof+PG1WkUJEny7Fm7UnOpSX3f7g/GCItKrQlIfPJg17JMKVXGRKnY6Pd70zCZTpNqaSEMg9ZCpVgsh+Gkc9pvNkuGYRQKpdWl1dFwihCp1WpxFuYsfPNzr56eHe7vP5uEaRhnpWIjTScffXjf84qO46QZ293d2756pdfrvfb6G5ZlPH700LGtdqcz7A+m06njeM92D6vlhueWBVf3H+weHBw6jrO+vr69evn9929zIYWkUZIPegPDsnLeIQR5vuX7zmQy6XVOuUi/9ivvBuHg+PCQGjgcj6TEC63Fdrc9HA+Fgs3NrUZzodvtdvt9gtDGxnrntH3//n3fLyTJ9OzsBGNaLleLXkFKValU9/cPL1/evLR5KcvTXu8sz3OdSVAue8fHx+trW9vbVx892R0OR+VioVqvHxycLK8uNpvN8bAzHneSmE0nw/29/eEgtqwiJY5hWkmWjiehadrFUoUYFFEjSrJGwy9XmztPng76g831DS5ypBjBnEE6GPba3XxxcSHP+cLC4mQywvGt+t8AACAASURBVBjXmvX19TXG2He+860sSx886Lz55sq4P/rw3h3BQShlmobjWpZJDdPyXDsIgixLyuXS40c7t9+/e+3qpWCU3rz+yubm+pPHD02/sLG++oP33nNd5/Nf/NLR8cmTJzutVuvq1e3JZLK4sHBwcHL//v31tZWFxfpg0Ol1zo6O4RvfwN/7i/f+o7//99955+3h+DuPHx0fHx0mcfaNX/uyY7tSwu/8zn/2e7/3e//iX/yrUsm7du2q65e+8IX10fBbw8FkGnDPKw76T1eWLr/5xtucyXq97nkFapC18gpjLM1izlmaxuF0EgTB7u5uv9+9cmXbsk3X9TY21nd3n2lpXL8/aDYb5WKtWCz2OsHJ6REh6Gtf+5rnub//+/+8UMIbG2p5cXVxdfXhR4cf3flBnmeEKiE5gGrUXZbn/d6Z7dByxb18eWM4HCwvLxKMD05PG/XWfvB00O/83d/6e/Va87Z3W4o8TrKdnWhj3RsMTicTf2Nr8aOP79q2+c//4I9YDqsrteXlte+/d/db3/rT//a/+e+++71//eff/e6Nm1cx8Fqt6dre0eHheDQpFqwkSaahWNtYP3i2v7NzhhBsbbXSLNXhwsR1o+lkEsYrSwvrl9YH406nd1qu+o5vRUkwHEb9wWA0HvXvDBeaCycng1ar8tqr266dTkZZtbK0tLTw9Nnje/fuYmS8+5V/r9FcmoyTPFfjYTIKJqZpLi0vLSws9HodLd8oFRvFYqVRV1JiJVEyHRvUXVxciaKJ57v93tnhccyZZDzDWCrghkEAqTSNS34BAcRRyrmwrEKp0qKECCEAsM5Jx4hgRDEhCABjJAEQRhSZYCBNlwKFJTDKpdDRfKDmlhQIECAdG6xmMiZ00dlDfSaxhibUzWoSNLPa14ChmuWqaZUbmhcyM8NDwzCSaZLnGXId7RFNKWVxKpjQfhbalQMTQAhzJBEIjLQyS1daWCIgM1/9C+PxGVIgkQIAaRoGxpRLkXMpBAMAk2JCCAbEJVNcciGUYWm2DFICgBAKPAcAYhgGASSkklJiBIQaAJgLgQjCGIPOXn9hmdAsXEgpJKRAAimglJrKbHd6JycnlNJKpVKr1VoLzUkqLNslFCkJBiYIpGAcq5+ylLxo7PcL8jmRkvrv0YtY1qdwWom03FGBwjPxBbyQJ6abOqTwrAjRIKpW9yGkf1XqYf6Lh6fPgRmiduG1z4MXFIJzuO2vgKHNq2t92uLzlm/+RDP65rzlg9nPnhPoEEJKgDi3ddFoAUJESI0PKyIBK6mkRpTx/GlffCvq5Yc1AzZf8nBepJ4PItAM8VZKARCMMMxczo0sy+I4dd1Ucak7rkKhkCQJy3KMseZzIoQ0gBzHcZ7nui4KggBjrBs5DR1zznUYUpIkw+EQAAqFAmPMtm3Hcer1eqvV6vV6URQVCgWtv1hcXNS2n77v6wQ/zdjXPb9gfDwem7aVZZnl2OVyWac3T0ZjxzQLxeLh4eEoDKphwAVHs+BiSgihrksA5ZxJBRyTLMtzLhACDOBiapkOJSY2qGVZfBqlaSqQpFRyCVxKliQyVYZl2tTKeZYJQBg3mnXPd7WXZxhPwyQylEWQSYklldILlcSRXS73+l3TJK5tY4IBI8f2pJS1Wml/f39pacn3fdM0+/0+vWAv+2K/p1M7LohS0XxiAbOc9Nkk6Dn8DUrOwscAI0RmNHrAaraZ0TmP9YV5BtZqUgVCXrSalefWL+fBgHBBH4vgotHuXw2mwxd0yRdtiJ63dvLnKVAvwqF6iKEQCDk3tpEqi5NmtbKbZ4Sx3fsff3z7TsEk66vLTCCWZqCEkFIhzIQCkBQjhZBhmhgRAKWdpSQAQkARkvPI7jmdEyihwITIGUaIUoNLhgxMLUpMalpGt9uVUjqeb1KqJJFYICwk1uicZIIJwUxi2qbhmpbw/DzjhUYdGT52KsNENsouwTSYhhiUTYkQims3KikpNTAl8wmfQkA8r6AfMcaXlhe21jeiKLpy5XLEWK1ekVJwzpEioOYaYk0EBSkkYImEENTAoLCQwjSNaZyYlsM5nwRTVKJn3V5zYSUM0o3VogJ25dK1LI/u3rt9cry/uL4WhiGSeb3kci45F55fkAVHKTQZBV0hV1ZWJpPxn35wZ6G1lARTmxi7xye9fjuJgjfffL3bbRNCXM8u+d7m+vK50RPPwfZdKSVjs8gmlmczISKQUT5VQhJCTNuyDIsYBAPOskxhJIWSGHLB7WIhz3MOQKmpACqNxjgILccuFn2KaM5Sz/Vzltm2LQt+u30mRaYkByWUyE3TQkgoxSglQCnGCBFACEkkJZJccSWVZVuu71GKDYsSk8Z5bBnoc194s3169uc/+p6UuFpteoVSvV4fj3phllQdu1CpSs7yLPuL738/SbI4SvcOziTIV65eFxx7fjnMWZLlRV+5timyGEvuGHRrbRUpMAyn0VoLowgTkmbTOGOLiyuAhQLuFIuMpRIJ16RnndN6o9Tr9V23lKWs5NU6J93xYChVRhH5pS9+Kc/zk6PTYa+7tnrJoM4knJSLviJupz380Q/vFkqlUmkRo/jhgx3BoNFYGHRHFnEKdlHmYv/J7itXr4OEOIiWWovT6YhgWFpemIbpaDgF6RFSOztLTk4PGRd+aSVN051n/XYvx2bZMnDKZBZnjlszDOUamIukXLar1crJSVKq1FdXV87O+itrLaXk7Tsf37yxTA1c8JrDye5kOLFs6/7Du41ey3X9WrU0GQejQW9lebHT7YfjYHGxVSz6SZKZptnvDsvlsmVZsR8hQAd7e9NpOBoPKMVbW8ubWzfaJ22kPAOKd3/8cGVl7crazZOTk6A7NcAABu99773WQt2x/QfPPrEtT0mTM1GtVfJMOn6h1lrcPTxeXS01VxbynFtOqSRAcFUsVOI4dS27Vqns7e2wPFlaqo37U8bSar1xdNit1aonZ33LMjbX1vf2n3bbRzs7vc3NcrVW+sI7i3mebG4utg/7nl/M87zgGdGkn2TpT24/+O3f/g/WFpvf+c53IGOOZf3tX/3q8srSv/zjP6EGxMkUETwYDVfX1v7Wr31jMBi0z7ogUauxsLa6FAajIBhev3bz6Oj44ACWl+XTp0fd3qBQMD73hYVOP/QKzjjIWA7tk/5rr92oVau2bS8vLq2tbdy///Cf/bPfvXH9tSc39j/88NHox/d29/c837GdwuHRqWUWm7VFwPZZZ1gs1G/eehNAZrkgxHr27NniUiuKpluX1h4/fvinf/qnBrUQIgb1J+NUQaiU6vUG5XK51+sNBoPFhbXv//lP/s7f+a32WffevXvLK0vf/vYH5eKDW69eN6hNhSMTz6H1OBCf/9ybRZ9G8aRerwLCk9Hg7CwtFqFeazWq5dKlap7nb7x2Q0j0ve9+7+QsrVaffe5znyuXCt/6v/64Wq2Wy+X1lcU7H3ziOcCy+NrVrbOzg8tXNlvN6s7O4JVrC5bl9nujcdBpNmxM6h9++L7vWV/58pcePny4vLh6sHe88/CRkGphocR5LLho1N0kDB3HXl8rnJ6Fg36Hc2Q7jmG6URRHicz4RGFKXXdt7ZVOP7z9wWNKwbathYVGt9dpLFYmk/Dy1bVS1amUysPxyf6zo89//p1Hjx65nrm5eenBw53JJP+D//V/r5TreS5dp5gzORwOTZNOJ9GjwaMgCKrVarHoI4k/uvuh7xVbrdajR08wNi5vr965/d3L26uuW7TdIUK40ay7TmM8DgxqO66llOh0j4UI33rjbSEQy+X+QdtxLSmlY9vBcKQwABCCTIoNRE2ilKSCSooxkQIpCQpAcmUYmCLMpASZm4aB9YxfKSmEDl4HAMly06CZYJ7n5TyvF5qAMAJyjpDoO77Wts11a0pd8EhEoJRUoABhwhRCCiugmFiATYwIKEEJBkWUxAbBQIHnQmJkmyYhBufcJDTPsjzPhVC67sWYUkoBE6Z0saAwwgIRDASAcIwJMSQ2BAglEUEGhhwpwKAPTg/fAQEIzjhwhYAgjKhG0KQCDqAMk0gQUnCKEbVN0yC5kCAVl8AYxxhLBCqXSoJp2nmeS1CWaWBqCFAKSYwxV5wrIRWXUiKKKDbSJKPURBQopZQYUZprrqZhmlXXiaLotH02CQPXcfxay7ZtwXMKKI8TC1MTE10fSj2oxlqJiRAiSgqdPQYAGFMADIBBqdk3gF60x5PoXMwJCMOnJIAglBRCIEQlwVICF1JiUAoDwjO6IyZKSSWRFMClJKCIUgQQQQQhQBiDwlIhJTWSPPePB42yYlAg5/b5sxpUgTYskBLiLKWUYoNidZ6UrhtciQB/CslQL+vxsKb5Knye5wyKGNRkPNfpSlzkEgyFMICcYS5zdSdCCCGKn6+VUEjM4+ElzDU3CIjMGVEAIrOQbVCSZ9xzbSYY4wxAZVwH2SlAGCGCAM+gY8k07D23f0Gg5KzfBXU+rCcaE+MKKWUaJiEGk0pKmeecSW4YRpxkacYFV1mc2YbNUtbvDRqN+upyq9frHewdXrlyOYqitbW1PM81NKeU0iI0zvnJyUmj0dAOEVpArtE/KaVhGJVKJQzD8Xh8nrruOI72cWm1WjpqL01Tre7LskznMegYBgDo9XpSStd1O52O7jY557Ztm7al28tzWNs0zWKrftg+DeNYpxc4vq2kMhxbAbA0yaQSpuO6vk9JLmeOOjnGCCGpgHGJLN+zC/o5TY8YBAmZ8TxBFNu2BSARwYZB42w6GHYQxY7jUJN4nhePpGV7mZwWS95wOCwUPNu14jSqtxqu750cHdeq1ZxJxuJf/83f/P3f//3j09OMMZpmURRjheinGry/JGjuIh9TKYSQ/MumF7pNwz/bpmh2vigAjLVy8Pkk7sVwkr9JBO+v8ooILuRXYkKA5SkjGKQquK4ol2slv+DYBsESKds2Cca+7xNqYEqUAjkTHCh8YXSC5yMsdCG84vmUSxFQ+kRUEpRusueIK+ghpFRIXEiBk0gqQNVqOU8ZKD4ejfq9TqXkr66s28WKU2yUa81itRFlXIocJCegJAJCDIUIxhhTpASbsTFn3TKZtaZSSan5+tgwqO1YiWDnjkwUm+pnYP0YE86ZEDkAZCrXgxnGEsZEtVZfWl5FyL5358G3vvXtJA22L601W9VwPBGMTcbjKJhQzcdGVDIRZJng0rIcyyCOZRBAvuM0a3WWZlPGKcKuZVer1TffuLW5tf74yUNN4E7TZDwGSqmOWRdC5CwXQkg2i1vFQPDM+Q0AYwUAlADGCiE5z+3RihI9pxWgFEZKgQAFCgtdMyghpZSYSymlEkpwJbgQXPBcSSSlRAAGJZZlYIoViJwxls+GWMVimQuuEFDT0Ka9/UHv2f7Ts9PTw8O9Zq3wX/7n/ynj2f/yT3/3Rz96b3Vt88arr/V6vbN21zSw5Ti26zze2Xn04EEYTA72T1eXWv1+/913v7yyusGkOj4+VgqSNMVIZVlmEZCCIyUoBqQAhERALMsWkhCDGraJQQ6Gk0kwWlxsrq9fardPhqMup8It+BnLAES54hNejKZpoehH06FU2Rtv3njy+JNyuYwUmwaj2++/V6203IJrCzPjea1RL5Yah4enlv2JXyxxLm3LNU0zi5gSkHNmENNzXKTwcDgkFDmOgTFK0zhNcZ5JKYkUGJTFmTJpgRqAsQUgFSAuSJLkFEOWZUhBuVTKsiDLEtNCAHIwGAwHY0pInnOKhWmRJI3W1moLi8u2Y5ydjGqNar1ZG41GUgrTolykOzuHrdYSz/M0TR3LVgppf6DRaFKtVk3TElxN0snKysrJ8eFkMmw2G7V6SUpp2VZ/EIZRXilUOu1ROA6qhWzc28/yvNKoJdNsMB50u/2rV68stJqdTjgaTjjLG416o77Y6Q0xobbjra6tLi62qGkMxxO3WLM9J01yzhkC5Re8JJpWKyWCy1k6CqcT27Ysg0ZRfHJ6Ztvm5Uub7Xb79PTktVvXF5f6hYJXr5cmk6HjOHmS333/8fa221qo1mqFJEkolbUyGvfbm6uLX/3lL73//k/i6Xht9bWPP/pgZaVydnby8OEnhmFYljOeTKbTOMvmHjyOk+c5Au67Dmf5dDqtVqFcrhqG8errr62sLHOev//Bj8ZBBsjWHNS7dz55/bXrrmvfff+2Umh96/KPf/zBn3///bPT8cbWxt7B/rP9UaUaGWhiGuNyqRWH4uS4ffPGG5RSyzKEEJNgVCh45XI1DEPbNv/sz7599er25ctbR0cnnuuXS1XHtU3T+MntH5om3bq0OZlMVldXX7lyq1hoKomPjzosh5Oj7tZm+enTvWkUbG1epoC3L10qFcr9fjtnUbniTibj07ODpaWltdUFg3YYY1HU7/fjnLtBECRJ7Lklz/MKbuo7bhxOTUJ2ng3Gw/Ebb9xAoG5cv/7eew92d/pxEiwtNYf97uuvv761FWxfufqTn3zQ748KhVTITPDO8aEPCp+ensZRBEqWC0WrUTFMDCqfBOnqauvatRt3fny/1z1ttmqXt8thGB4fiWrNzvN0c3Pz6OTYskl/2HF7DjVNhAxqGIaBJahgGlKTTMIJxijJk/F4aFDs2N72lfV7H97e3Lzcbref7u4ttJaFpA4zAFkIcy4QEwowpdSUAmrVZr3W0j6ohmG+8847vlc0DMt1fctyJkG3Wi0vLNZr9dI07k0mYRh1kzRIY5Vlo+k0WF5ZuLy9+fHHdx9+8qFpuoVSzTJpGk1zjjXzX5tRz1RU4mIi9Dw3DAABmY18kcKgQ+UkmVuaaYqnDqhjea4wCCGmSZymqfq56N5zcG/O0Jux8gApBFjhOWQ0hxEBAyCsJ+NqBhdhBQpjC1GBMRJKcSallGLul6G4kNqOAekJu0ZVEDIUNoTk85fGOrsNKYxBIgVkzkiVSGrQao4samqMQgiIQghLJDSpDwGSAJ/KT3/uKqfQvMtAL3QgEjQJR12s33QxJoVAOWMgGGOEEGKZNUyyPNfJ1xjj6TTETsHxYiwUni3buVMOuvgSGD6bX4vCgMTLSi2FXsD0LgzuL1Q7GuWdVbYKLvLHsHrOkb3gXPGca/bS0veltSu8KAqVCIiaSTRBgfxFkT0ArLCYHYOObJizRmcjiU/hey+oLs8XU6JPLQ3WRhMmNUxKckwABAj97jECSokEAoAxoYhxrnMa56kk8vxcmoO0+EUx4AyLOI/XEkJc8L/BmBgmRaZlu66HqWnbAU9zyzLr9Xq9Xi8UPcdxHMehlK6vr/b7/Wq1qqPPdeq6aZpaMKyhNoRQkiRhGOrvhRBJkjDGSqVZgq529aSUaqd3zrkOcwcAbfyuTV84567rjkajLMt839fGE5zzcrlMCNHpDqZp5pwNBgPLsmzX1bl/THClECLm8clp++xUq5YoQnmeK6UwUphSjAyphFBYEaLPKDHzUEUEEUoJAiwkFzlXiguDYCS0JMo0qf64CEU4x9iglmVS08iyJMtz1y0ZxKIsx5halkUMaoABSDmOleQJQqhcqUiEAFCSJO+8886f/Mmf9Pv96uXtJEm4EPSnN7vPaE+JnhtHPXcTungl/LRE9aU91EW6Mp6jeVohqy7AbehvpNP7K9pzzajS+FPrpIFs7WSlH8Zx3Ov14mhaKRct00ySJM8ynjMAaWg2Bb5gyHtuwDwnQOo+UG/YGNPzK1zrjAkxMDUQxhcRSKVeQsjXFGcTq1qt1mq1kih4//33D9u9zjDaP+tPp9Pl9e1Bf+A4HpICCa7NXgCUkuqi8Fq3fFyoeV+HZ07NhmFZFkmS80XA+GXbNoAQglLj3NVTKq6ltNNpEIbhaDTqdDp5zoej/ngyDIJBMO7ZDs3yabHoJEmS5MIERZHSJGnOZJ5zQrhlOZRSLvIsT03TGEVjwzCyLKtUKoWKXygUNMvUNE1CiLYf0IeteUp6YgSCvJRwovnoF2Mnf44GerYyQs6UAJqgK4RWJ0spuRBYnot6CaUU05lGGZkzrzOlBOccAAzD0tSC0WiEsBoNh1EUNa9d+tKXvvRn3/mWEPzatWvFUvnZ3g7LhWUTnuUnB30k1LDf3d19Ipl447WrhUKp3e589avvXnnl+p27H+7tPY2iKSEEgSSEEANhRREhCiEJikmBMHIcBxMDU+IgE4OUko/GMoqiyXiSJAko7DieaZHJZOI4DsZQrjhBOGjUygBBOA3idEwoKOCAhGEiR5mYcEC82xnmUpSrlVu3blFKx+PxeBykSZ4ZzDCMLE0JEABAFFFKgyBot9uVaskvVCzTyHKmlDJNahpWFIrJZOR6FsZYgdJjPERwnuMoCm3TSpLEtizHMfMcCU6K9Vqz2UySNJryLEmnYVzwzfE4ZCxvNheUNFmGnj07qFUbrVbz3ILo5OQkCEKE6PraluP4g/5IShlF4XQ6TZIMIWRZZpYleZ7HcdxoNByHTKdhFE88zyuXvYPDA4JIySvtPTtLwonnFnUs7HgaVhsVQowwSM/O2rZtaceicrm6vHxJKkMhajkuNUzLsizLsU3L933GUgCJERBEEPDRaDCe1KrVku85UcS3tjaFYIxlKyuLnKdScorVZNTnedxq1qtVbzwehpPhZNSrlDamk/grX33Vsrx+v9/rn2KMV1ZWDo/80bg7jUbVmr+0XD86On70+H6j0SCETKfPXNdvtVrdbnd/f08ppUettm0qJaIosi0ahlOEzmq12rvvvmmZzvHpESJQKhVd197avJxm0ZMnO9MwCSYRwfjxo91KpcJzOD4eNlpZGPLB0bjRMN5+++3+YNjvBsAMRU3XLS20VnzX39iQSgnGkyyPbYtQwrNsQoktBb59++7Bwd7S0gIh2LbNm7deiaNMSmXb5ttvv93pnhwcHHz+nS9iTJQwvvvdH/7r77y/uto0LbPfD37tG1/e3X00nYYLCzWKJKZJbzDuDc4QloWigak9GERR0nc8fOWVVaXUoD86Pu1HaYgRhGEYTTPDMAwDhBBnZ2eLi4vaHa7XG4wm6VtvfSkMx0E4DqZxt9etViunJ+04jhcWV9rt9skJfP7z5S9+4dU7tz8OgrHv+4tLjWq1mKaRbWO/4DKWcQ5rqxuWbYRBRA20uNT0PGsah1KK7SsljOmgP+4PTMOQ7c5ZmkGne8R4kqYRZ0w7I3NGMEYU0/X19TTNe73g2iuvvXL1avv0bDJO//a//xv93vCjj+5btheGuWE64TQj2KhWG0KhyWRiUoIxIITG43G/39X2d3nGhzQAgDTNQQWPn9ynVrqw2Gg2WwjMyTgOg4HgsLV5vdWqdbtd1/GXFhc7nTOqqEGdSrnq2KrXDYWSnueMBwgjdW5bossjPdCc23ujnzWi1WkvekfVOjqd8EZNqgtHvYX+JZ3eX8vBYja7xhgTbBCFZM45z4TkQuA5yqWEEAgwIlTNlS8vn6rrO/5zgpN+fkwu3ID1apBzcdZfXuF8mqCEEILPFn9+bscNF46QEEqp9DzPNE1K6XDQ137jBmBNS3lpL/c3HLn+//WvTy2geN53nUumAD13PVUzYufcLF/MmXmgFEaImgY1LYRzIQFhpXTyB0ZSa30AABFdcgoltQWNkrN0Nk0QxbNQMHWBAopAS06V0q2gAEASFAYhZ4WiOi/slQAlGWParEErgKbTqU7Y6/V6Gl7L81yPFbIsI4QEQVCr1cIw1O2fdksmhNi2bRiGmkeC6SB113XDMNR2JmEYau2fTuTzfV//mq6+6vX62dnZaDQqFouFQoFSallWs9kMgkAHqyCECKeWZWnypA5RwJRgTIIw4CynlGo9LWdcCE4wwpQihCgGACKUwkR37qA7d+2DiRHWjOEZeRGDbVmgwyCE4JznPFcghBTYRIZhUExiIQjGruWCoJTS8/JVKUoo9rxCp9OhlC4vLysJpmmOx+Nbt2699957BwcHq8srruuOk/R5vyc/206H1BxEVurc8mh2oqG/bq+lk0/nkP3zWYXezf8Gmr1P2Y1+xi4TvcSIRkkhXdc1TDyZjPrd9ng4PNjfdxzbsS1QavvSpu86pmE4lmWappQcI4UQklIgrD71lLPrD81FlggQKEKIAiklwoQopYSU1DBM03yeDYEIIDKfUb7wFUVRwStiyVgeCSF6veAP/uAPsF1oLm/oCybP80qlkiXRzIRzPgBDCIEEfRk8d6TkXKsyL3ZBcm7icp6+8rOWXRM+9Q1jMBydnJzYtg0gl5aW8jz/5je/KQUql+q/8itf3dxa63fb9z+557pGp3OcphHB1LKNMAhM08JYAghCTcd1OJPhdJqkKedidWVtc2urUq3GUeI4DjXp6dnJOBgnSap7a0oNSigACCEFF0KjlJhS09DtGedcn4FoLlzUFk8vWDC/mEx6UUauTa7Pldacc875ecun2zz9I73FYKUooTpR59zqd+44nAFAlqWEkDTNXdddWVlBCPYPnv7RH31zOg2jKFRIPTvc73X7tXrz+uUrC+sryTRaWWxtri5XKuX/4h/+w729g3v3PiiUPCAyF4lEHKgyKZEcCMGEYIGJVEoqJYSQUhFCDcPgQiGMkzQd9numSU3THI0mn3zyMM2iVqtRKBSDYBwEAZLq9OzwafB4cbFFLXvrcsu0lpRik/Gw3ekPe4mUcnNjnRAz5wLTwu6zw3/znR8srTSu3bjR7fYPj0454yKLHNsu+F6e5DnLeZxH04ASE5TMkqTf5VzEC4t1SmmaMIP6jiWODtuMFwjBiKAkjjKWG6YpBJEyR9hwXYOAnEYjLnLXrijhpjGW0vC9Yq1SKxa9armQs0SBsAwjChml+OqVW2mahGEcTdNSqeC5fr3WwIiaptnunNqWV6kWx+NJrzMyDGNlZblWq05GQZrm1Wql3+/ZFhUio5SuLK8hDErhMEhevXlzNJpkjA8m6sHjna2NdWpZ/cGwsbTYqDcrlbMs41GcSYlzLilDQRCPJ7FhOYWCDRhnST4cDAqFATIMzAAAIABJREFUAsFwfLyb56xWa6wsrjmusbPz2HdN09hUMj89PW41K9VqJcsyQoylVr0/6IXhhPPs1VvXT473CEXFotdt9wTPh71uEsfTaVqpVJstf2bLRLLrN7cMagVhJ0pMwxJZHi4uVTnPDw7aW1uXtrcvK6UePHiAMX7//fcBaLnsLS0tLbSWPN+Jo6kUEgFNU2Zb3mQyaTZaGxvrUoqDg6PuoEcpvs8fnx13gjEvFkrts9Hes06zZruO6XllxzauXCm9884X9CVTrRSTmEuRFn0yHk2G/YltW7u7j6tll/F0Y32lUKaf3L+PpH/16o39ZyevvXHr3r17g0Gn1Wo+fnw/jtMwnJimn6UJpWarVfvxj378zjtf/P5ffG95eeEr737lxz/68c7u8a/+rS+trS7s7H7c7Z5dv74OKuoNnwbBhHOGEOfSsCxjcdkHQNNwmrEIIbS0UmIy45w5js0ZPzkbrSwvlspFwcE0Tdt2bty4+fDhw16vv33l5uPHD65c3XZd+6xzdnTUDsM4yU4Nw/rk/sPRMN3YoL5fOj4+/frXv/7DH/5gPB5W6+VJL0jTOBiP68JnjBFM11Y2giDYffLAcQyKURAO683a5SvrhwcnSSKLZWcw7H3xl96KP4iuLBV6/f7h0VmjblkmAZC2bZaLxThJpknimAXO5fLyJhd0f6/d7/cIcf6n//F3b958tVJpHR2drq5dKharP3jv/dFoMhyEhmlPo8i1bdd1DYMiINVqo1yWhGClII7jSrla8I0oSt54/R2holplcTISvW6URMoyC06pUC7X67UWwWane/TRRx9nWVYoFQVHg8FwOIhN0z+nYOlmT3c5GOtb3wv34nnb94Kk4uK95nxn1oVdKmY2DHo2/3P8Wp4bt/xi7J4ZwnZxwAeKabqdVnkYGCOCtQuFFr4QjAFhjriGmdQ8AEArn+aCN8AYMFyMZHje/UmEZwak5/2wXgE8+wc+e//3Gb4opVqtY1t2JlU4TZI06fWHlm3pe6LrugQ3YoENw8BCa3SeZ0rNUxleCOKbVRHz3/l3rd1Loq1n1qBoDrid/49Cz0tlpJCaK31mGKE+Z9QLprVICMgUyhSkSljYopYFxECIAuJSAleKcUkUE3LmQIoAAb6QuY2QUkpoQ1CENbn6oip2ll+HEFNKckWkEIAkEIWYrnpCQhBGWTbL0xuNRgghx7V0+VcsFqWUWqeny9RisagTGizL0kxObcCueZiWZRWLRd/3dSdWr9cZY0mSYIyn06llWTDP3/N9X0+BtceEluqlaToej+M4zrIsCII4jvVg9/T0VAMAs8iHWbmnXTUI0uoqwAhRludSCARgUIoIMQ2KkdYrSiUVQogiUILPqb8YQGlXDs5SAIwx2LZJKMZIUoJAKiG4kEJKqaTkQnq+UyqXMEVRFMlceo6nhEriOM9zoXKgikU5Qsq3PADIsmyltbi1taX1z4LLfn/w5S+/e/fu3b29/Vu3bhmGSV/0LvpM5yOeu7LMYDj0M0nJn7HROqdugvr0Ybws6eEXBCT/Goafn3EPelm/h6hBDIMIwQeDQfusjZAwLcM0DUoIy1NKqWWalFLOmRAM0Myw5NPvFL2wM+t0BgVAABGCJRcKFCGGUiAVooZhWZbgAhQCRBBWP6tfpZQmSVIvFySRpmn+xm98/R//4/+60FiAYuMv/s33//v/4Z/2et31tY14GiAp0AskeZAzlvxMLDvf0DE5vxik5JynWabFr7pNUj871ec8REU3Qqenp3t7e8Wiv76+vrW1pZQSQvleqVgo2bZx9+7x8enJ3/sP/+7Z2eIPf/R9AEGJhTB13UKWZZNw4DherV5PkzxNU6WUZdu26yyvrpimeXJ6sn848TwPsArDgOWccy4tZVDT9309mJRSSaH0ezEN83wqfC741DvC+Xv/tP3XT3v5zAxbsV4ceNEL7ryBPF83qTBVCCOiPdN0T6g/MgUiy5hUXHBFKSmVSlKwwbBNDeq67vaVrVq1JIR48OiJaVuLS82c8Z0nD37rN37zBz/4QZfn7ZPj669cxkimaZgzLlTu+Fap4tkFSyGe50pJISQHMBHBQCgXUgIGRJTiGhBGBAspKpXSdDpN09Q0TU3xH48D27T8gmMa1rWrVyuVYhQMev3T27cf3LrZePPN10/PThYWG8fHp1k+JBgsm4ACKVXCs+3La4ZpP907ePzwYbfTB2JgROJoytKs1bCU4hgpQFIKVmu0trevKCXC6ThJR5cvbTDG2u2+kuB7pkEVFxnGdrVcLlZKk8ko5wxhVSi4lZJvWRbLkjieCiExduKpRJBbFhJCcs4Yzz76aC9JYtd1g8mEM1mtVYsli/NsZWVlc/PywcFeHCcIoeXlZcuy33//J8MhLLTcYrFo2QZnMsvSo6NDngvHcSzLeOPN1548fthu90zTXFlZMQyDUNjY2Lx0afvZs/2SV9k190ajsUSkVq+nXJyddqiBXdd33UJrYdlxqs7ecbc33N05EBKXKlWCwyzP0jQ3zXwyGlML6+O3TMxFurWxUSqUlJBCyOFwPBwEBOM8F5zncRQmSVyrVzjLo2hq0ZUnOzt5Fr/22i2Cca1SAYClxYUwmkZRFCVpEmeMsTTNLMtCCD3Zicvl8rVr1+58MDk6fvarX/uNgl+RUj579mxnZ4dzfunSpWazLoRwHKfZbCyvLBSLxYJX/OEPf9zt9GqNRrPZNAzzJ7dvn56dtVotKfloOOn1uwhwya9sbl5eXlyoVQ6DIPAc6+zsrN8bKKVGo8H9+x+ddbtXrl6j4Hx47+MwDPeeHe6pA85lo1G7fGm13R6WK/5Z52Aw6BweHhbsNZMW/tF/9Y/+4vvfTpOoVPKHo7N+n3se+sY3fnV97fLDhztZKhjL79y58yPxQ8exB/3Bgwd3GZ++9tr6W2/d/Pa3/8Qy0cbGomkhxlLH9cuV5vHJoW2bk2DUH0bLy4uWZRs5ysJkOp2aJq7WbNuuT8M4YCGlSk9/V1eXSqXK6Wm72SSE0NGIE4p3n+5fv3HVtq233nrzl3/Z/if/5H/2S3D1ytrW1jbL0WAwwMh48823nu4+8wsuE9HR0VOEVLli+o6X5xnneZLDt771nkFhZXWBsWmWZ5VKsVB0DYMoJTBB5XLh6tXtNA2//mufD8KRX6R+YbC6vGIaxmQSep6XJrlje5Ph4f7e0Ruvf85xGkeHnVKJX9q8MhoNlbIxdmq1hUdPDh49enrpEr506QpnQgjAmAiudDCxELxYLFGKB8P+4eEhQkgKJTjiXHqezzkjxGifhozHeYpLxVbBL/l+cTKKr1xuMMZ3n8ZpFgbhKBxGBnWIYYdBvrRUVAhHUaTU+ZQQMMZACJrdX+ACIvWSL0Kf34wopbrpYowlaZpJrvfS84nbzykkfvGWT734/czpUSquQFBQc3PC84ilORRJsSKYKyKRjsPmitOZOYICACAIYVAYYzIHAdTcZ0G7nGGN72uyn0IIKawk0sHzGKR8KZPwxVX7RfA9jDHjjDOBJCilKKUWRhp+0XYapVLJsW27VLMsS2ZMcn7ehJ8XD88/QkAXMcb/PyV1/fVqUHgx80yHjmj6KgZFAIg6P4fR86oM6aZOPbfCQYqcYzCatSsVlgoyLhMhckCUYiAk59ISICUIwBhjTAAbWHAOCikJEpQUz6v8c4rmxZCI5+orAC4kNTEGlHMluSBzowcApIMQHMemlMbB1DRNSol2WbcsS2dlMcam06BQKOjpjxBiPB4DgGmak8kkz3NNIEqSRLc3OviEUjqZTNI0LZfLaZrqm5E229TqvnK5HMdxEAS2bcdxHIah4ziFQkF7ezabzYWFBc0L1fjeYDDQ+Q1apGo5dqVSUXpvUirLsjCa5nnOmEjiOJ5OhZAsT5WQLFMYIcMwCEGggDEuhSBzEizGs3BmjLFSkjGmABhOlFKc5UpyrCTnHAhQShEGIYTvO5Zpx/E0mSYmNV3L6Z0FwSRGBFiUmw7JWO44lue7k8mkVCq98so13y+kcTIcjxYWFvb29lZWVgSXnLFOp+vZDv3UIOEzedrOpm3nrGKlMFbPq130CxEw0ae4cPhlONv/a1acv9BU5gVe+iyAXkrt2WWalu/7Bc9TSsYRS5Iksa0kSbIsE4whpIAamCBE5trsT+ncZlxziQApjHQmm15vzWHTfE5EDCVmMr/zFvqnPwrP80aDMWMMhBgMBpPJpNvt7p20S/XlXq+nYzFPTk5KBQ9JhCQSQkkJQggJisw/FH0nk1IKDjMBsZJzL6bn5Nifv5Wf7wX6gOv1+tWrVzudThiGOzs7BwcHjUbDNO1KuXZwcPDmW6/X69Vbt24lWc6FAoXTjNmuKpcqi8sr0+k0jNLzIBfNz1RKPXu2KwRDCD19upMkabVaQQR0F2dZln4LSZLo/nBmM60UABBEdaOldX3nt73zo9Xo3PN3+rIb56xLPB8RzWeZ+qEQQkl53tRpT2FC6TmESCjSjFMyn6khCQqE4JLzHJR0HMdz3dFosLm5+Tv/yT/4+OOPp/G02x8NBgPbcZZai/VqbWtjM4rCs6NDg+A4nkrFbY9gqnzfIRQxlqVpbDgFyQFjoAYRQDElUpt3IyQEF3mulCIYO47tO7Zt20mSSMWlEFGUjUZBFE7r9UrOEkIIwiqKJ1eublEDwsn45OTk6tWreZa5TrFWqjMmCCHBJCKEtBaakyDIsqRY8tudnhACK2zYpu95hmHYlhkHoZTcMKhtW5hAliWuZ/u+K+Q0ikMhBACXUsYJc1wbI5KLnAthOibCIAQnFFzXLFcKhmEIRh2LdDrDKEpKRceyLMNUHnazLOh2x4CE3mExopynLJfRNBlP+pyLYskfDAa1WqVWqzGeTYKk2Wwi1JtGcbVW8Q0/SRJAchoFBjEBWTlLoyjs9/rFYlGPJ6MoKphuq9U6PDpRgAXIcrUqAduON03iOEkM01CYUEq73Z69dwDKSLLMtv1iyR70Q9NwbctNs1wyrvEBx3GSFBuGiRRE4ZRgq9VYyLJM7ydLy+u+74TTyXgw9hwzCmLf8Zq1hTGhwSTc2rjUaR9PRoFlGixljUbDLxWOT4+klAsLS8WCklKOxxMpoVKpSCnb7fbTpzs3b25vX74mhcyybDQauZ6dZVmxWIyi6ebmpud5aZqsr68hhHq93s7jZwjI4uLyR/c/Pjtrb29vX7ly5emznZOTE9s23YJvUDMIskoRR1G0urrKWVYul9dXl+/cuXN41Nnevvzxo0fhdFypFBqNSvt4kCYRwZCmsWPbWMnJaDAeF1rNkud5J8cHh4fPfN/L8zzP036/3+v1NjY2Ot1Dkqu33l6p1aoIs4/vf1Dwq+trl/7wD7/58GFiWcMvf/ndP/zo/2QMEAIusslkwHhaLFVGo6hULp2dnoZRXK03LNstV8qjycQwnXKl+fTp4XA4KJW8Yrlcrdc77b7v+0oizsXUyhnLPM/TDgGaoL6+vh4EAUJqaal6587tSTBCGP/Kr3ytWoVqvbS+vn779mNQ8a//+m8eHBx++9vfLhXLi0uNZqt8eXvVslGWJr7jxnE6DZNRP02jY9NwK+UGgFMo2kJmH9x51OlCsQCLi1VsYaXUzs4uMSEIRp5vrS4tOrZZLBZBqmZz4fDgRCF1dfvqaBwLjsMgK5VaN29cc11799mRBHLW6fcGwXg0nUbZYDhdWlwWQkVRGk3jJMmE0Ju8UJAjpBRIQrAzzx3Ossi23O6kkySJ65nlir++dplSKrhiTKTplFKz4FdKxZrjIaUkFsTz/HpzKY6YUjTj3DQpJuhcoj6zyP9sN//5XqrORTh6U82ybHljrV6vH7fPNE3jL23kfnF87wVlxzzGGs2dHYVSCmNLcIaUMjBGlGBMJMISY4ykOocEJUdzWOY5YXImjZIXrOHOb+pz1zylvSRfoEqif9v4np5lUINyAMaYUkAprVTKUinLsrQsKoqmYHlZlmGh0Ius0U/hey9Ud/8O33uBD/xc3nReCn6KPaTXS10QVaFzQpz+WOU8M3AOzCmN9WGsrxBiGoBxxtk0jkBJKSUTGcaKc04MKoRQCgml5rji3EX/RYMWzUl67tcCiEspMFBEcyEkF8ZMyyeVVBg/lzjNMQPQys80BYTQdDqVUup+T1+5ur6SUurho1bZOI5jmqZ2ZzkX4GhUsFKp6H7P9/08z/UfagyQUqoj18+bPR3tkKaprmM551mWWZalLV7Ozs6iKJpV1whGo1Ge53GaapZpzpmUUgnI0pgShExKCOJSIEAUIzwLC+Wc5er/Zu/NfiTL0vuws9417o19yb2y1q7q7qrqbaanZzjiohFpSpQgEyZkQdSD+ScYfverAUIPfqNhCIYAUgZFSoZhkjMkp2fIafZMz/TeXVtWZVWusW837n7P5ocTGZXVCzlD0YIFMLtRSOQWNyLuOef7vt/GBZcCLf1f4Uq3BhBSSnEp9E6FELBMqjPYBJdcMiFAnoNqmWVJGi1CXjC/XBZMasN80zZYISCRrACmKRFC4Ty8cOHC9vYFxoQQihCiBY1xHHc6nTRJdANM/v/GVNYw6ApvfEpf/69sAiSFkBJAiqFpGYZJENR+nDp/HJgmLXlO1fcqZb9UKgnBtBko54xg+tdhoWdLfJmxsOzSkWbVnheVQaiD07+ge4yiiFLqOE4cJIQQjZgbJatar2OMR6NRtUnL5XIYzDBQBkYIEQgRxggCBZbxrEg3QkopBpWUXPMhV30LPruS5QaF4Jf5tUCIlJI6L75aK2u6to6/HA6H7Xa7VHLCKNh7eJ/xNAwWSRrdvXv32tXLhBhCKIxovVbd3Nycz+fT6VwPgaIwMQzD9339dDzP061dtVppNpuHxwdSykqlopmrOpxEUwXOCy8RWMrnNHt7FdGjbTxXCekQgs9r9p6qHb5opHo+alYIoQN+dHKgYRgQIaUz0YsCYXCG/mlMFUEIGGNcsNFoJAUvV9wsS+/fv18qOa99/Ruvff1rTw4P/q//+4+vXr3sl6vDg+P9/X2EwNp6e21zDSBQrvr20HIcKy8yLlnGci4LYhKCAINKQcClFFIUXAAEAUQSwIILjARUiGIkEByNRjoyPgkTyzQq5RpESskiDGNqoCwthsMeVOFwCHd2doJZGULY7Q6C2WJ7e/vFF7cm49n3vvfWbBZcuLB28cplzgvK5Ne+9rVHTw5Gw+lHHz+oVCpr7U6r3iAY/+SdH8/nc8M0qIn7/X6v163Xa7ZDJ5PucGzatm2aFsFWmiWua3MGkyRcBHNH2HEcMsYItQ3TdV0bKoGo7dp0NJgUWcrsfD6fZsW8UrUgEAVLNtY6RS4AQKiO5rOoVPLDaBxFHMIppUQplab5eDyeB9N6veE41traGsaYUpNxpekiRVEoIZVSnBc/+tGPLu7uvPjCC++9994PfvBWURS/8Av/wLbtH334bqfTCReJY7nlagVglBe5YVqIYM6kbdtpkXe7vfksGg5mreZm2W+dZpMkyTY3S67n9gennOd5ngNpx1GEIBUFwiiDwCgKaZlOFKVKKcehcVRIQaqVluSp79U4B4162yv5UTSveLUkSoN5sL7e7HVHtuXNFxGQUClgGjaysGU5lUojidN+v1+pVK5cvnZ8cjidTqfTeTAbHp90MUaVqq89rIXg6+vrhkH39/eFEADK6XSaxcJx3CiKPvig2+n0rl275vue63qcc52lO5/nAIDZbBZF0bvv/bjVaA6H/WG/O5/P6u3m17/xVWTCW7dutdY7n3x6N8sWEMlqzc0zXqs1kjCaTOaHh92rV3YooePRJE3F9nYzDFSrXf/93/8/ty90dnd3nhze7aw1f/GXfi7L0h/85Q831i8qIH7v3/9+rzv91reuPH78WEr2z//5r/zBH3xbSNAfpP/PH/3ZfL7Y3GopUHId23WqYThD0PS9puuU8hTW651qeS2Jeo8fgVotbrXF5Utl3+ee5wquptPZIuQll1y5cuX46ERPwwaDwfb29uuvv95styGGb7/9fq1WCqPowYMHeQ6uX7+epmme5ZubzSAI9vYeQAgxQScnJ1ke7lxYCxaLo8PHnWZ7Z2e3Vm2m0ZHrurblU2IzlpqmbTv+5mZUrcYIkSwTruNHYVIq+XsPHpkWJaTWqPlRvDAo5ZyXHJdgmoTp1WvPRYu92TQscuV57jxIprNgMJhAhatVq9/rcS5bzfZ4PBsOx1GUVMq1TmedczEZzzzPq9X9/uB0PO6Xy+WNjbUkSUolv1KuTiZBrdrQKXBCMAgEUERwGMdZuIgQJO/86F2EVRwnfrkKIY3jxDK5adhA0dPTUSGWMm8I5TPFAMEAsL9uTnyu31sN4FZVIITw6tWrnU7n7t6DPM/Pmw78ndGFlhe8LIohhFrlKCUGguvLkEDqfolqrJ8QJiRaMeWkVFgsI7w/axCiAJRnBunqLBZuyaBbOZ8DCJDUZmEKQSi/HLX7W7dVjDHTsV2nlAk1jxPGJATENE23VKpWqzrfrN/rJUniZpkBMcXPGCKcx/e+UH7599jeF2Ir6pxbqVJQnjGHlQJnzvf4LBQBAaiAQgpInReyrJoh0PCyggBo5hDGiBKFYMFEwhIkAROsYBkAkoliSYdGBAAAIYUQQoCEUM/C60uByTlKM1AACCkgxgoJwZWQCp81bFIKznWxBDHGuvfQfC5CiOu6ruuGYahP0kajoReLZVl6HF8ul2ezGed8Nps1Gg1dkml/F92n6c+r1episQiCQM/6tYeQUmo6nSqlkiRxHGc+n4/H4zAM4zjO81z/DEJI94eO47iuOxgMhsNhrVZb0krTRBelxDBWcX9FUZQcLwzDLEsAAJbh2p5nW6aSMs/zIk+LIpdSIqgEy4U8CzGAQCnAJSAGoJQKKfJMAgi8klmvVHRqpZAMQlgUeZqmlXLFosYCIIooRWQ8CzjnCiiIlkIhIJbQix6/1mq16XQqhCiXy9PptNlsDgYDLWjUIqyn/V4h+OeZk+c30DO1JZDqac0q9LbCpTq3dBWCUCn00wGG6im2D9U5mdNKoK3OcjHRmRPJfz6Zc1XZ/zXbvXZG+vwXz78g4Bn70PObLEQYEoLTJDzrzYRSMk1T2zRtywJKioJFUSSEYKwgBEkuIYIEkzPHKHgGuWp2vjZyEUtTG4Awxosir9frSZYTQizbCuNoMpns7T0UXNmGXRRFwRmmVHCxxJ/O2IUIo4KxPM8Nw9C8l+PjY8uvmqW6ToHUI+parQYEF0Uul6xxiCBUAFJENa6dJIlSSvDCtk3DMAgUqz5QSKlNkM74nF/awTJWaKa1flAppe/73e6JYRjr6+unp6fHx8dRElETAwReeuWltbXOZDw+PT0xbde20zQtprPFj3/y/nA4NAyTUsoFrzdrlmVlWVZw3mjVe4Ou4zgQAwn40ckhQqTRqAEA8pxxLhynVKs19PpXSmloTfNL9b+6GdNzIL3HrTA67eAkl1uaACbQr4CGCbVTi64zdEgoPnfnFEWhsV+Elo8CISyKAmFKCMIYm6YpFQcASCnynFNKEEIKcCELpYRhGo7lCpk/fvL4zsef1Or2ZDS+8eILw+HQtu2PP/5k58KlyzsX7ty7mxfp7du3psG83qqnWfLg4QNM4UeffHBv/2F/NHY95/6DO2W/uba2PhwPTUJbzRY1LaFgxsQsWDiOKwAyHTuMg4QFru0wxoqCMyYoVgDCq5evXbq4c3i0HydBluV5XkxGw9ksWMxTBBHGlBdGHMkH946r5UUSpwji1159dWt7bR4My2XrpDv87pvfyXJOsPniC1dOTrrBDBdpGMxnEBS1mkMtq98fUmqWXHc4GFMDbWy2NjbqCMPuaZ9D0axX9x4cQ0Br9YYAirGi7Hs6u+bhw4eiWU/TOJjNBcvX1lu2y+fzOTZsz7fSLLQtRA0kRO75HmeiyHm54mIEGctdl3DOh8NJpWo3m41Go/7wURFFUcn1bdvmXBBCKtVykqRC8Dfe+Fr39PTunXtSsk6nadnWu+++OxqNAKCdTn0+D9bd1s7FC+PxxPG9yWiS5QVAmBpGkqd+zed5NhuP7ZKbZykidG1jQ0kymc7KftUwzMFgYFqk2WwULDEpgkrZhhst0hzkvudxBuvlRpozjATGOEsUJhhjEixmBCjPawnBZpNsMOghJIf9KcHK9xunxxPXqb31lx81O2XXNwFQjx4ddtob00k6nwXt9hrFXr83u3ixbFtlJbHjlKASeV6Uy36aZpcvXzRNUwieZSljRbPZPD4+Xltbc92SZFlRcNt2f+3XvrK+vpYk8ePH++Wy9/LLt/f29p4cHa2vN2u1imMZEMKjg9PH+/u1mvev/vt/maTRoyf7N2/dePmrL7333ruf3nnfNA2hFrde2g2CKF5kwaxXcvy1Tq1UKv3wrZ/kRQYAIMTY3LgwgL0f//i7rWZpNDj9zp887PVTyxQYcgSzN964/e0/+v7DvZwg3G6aabwoe+6dTz5+443XfvVXX5OCm5bpus6rr756987d/qB/+OQgyQTn7k9+/CiMIsMg9frF69dfIAQR4pY8WKlWa7X2nbvHWRpGUUSJ5bruzRer62s7lUrdK3mj0TgM+4SQMJzHcXx4cjAcZ5yDRqP6+huv3/n03uuvP394eGLbxjwYCTl/+PDB9vb2rVu3PvjgYwX4teeuPNq/OxzODIp2dy+Mx9N39z9Cym21WqPh/M6dOy++eOX4qF+r+a++8sadO5+mKTMpHQ7mWVZwwXImihxIMZOMtVr1cqmiGLr/6YPnb9z+kz9+8z57aBA3jouckWqj1O3Ne73jan3NsVwl1eZW2TRMQoxarZNlheAj07QYYxAivdHNZtM8TzBBcbzo9XjJ805ODkaj4cbG9mn3mGAzimLbtooimx6POp1Os9FybJ9g07LsvIjr9doiHFUrzZvPbSFE4zTz/YphlqbzoNfrKSW44EIy9TnMZz6UCeHnAAAgAElEQVSbA4Bsu8QYM6ilGfK6nmOMQYzyPNdbky7sKpUKY+zmrVvUse7evUspDYLAMIysKPScTs/RvtCLezmj1Bx+7XQJIYI440wfAZxzg1IAoFIcIWQYFEmeZrntlgg1mYJSAqnOS6+ZZZoQQgCklEwWEmIMtGcYoZZpAoQVQgIgqABBFCkhhZRCcs5MA2MIGc8RJYTgPC+AUoZpZXlhGBYGIOdCe6NgiDCGSErAoUAA4qWjG8aYL2FGtLK14IxJISmlmJz3bnkqDFvhHgCALMtq9SZXMssyialpmlKxQoj+YAQR1NYRlUplba3DkFkul1XBJc9XTBl9zAkd+IaxAghK8Aw15st5QOe//pm66/x3hRBcCt2IMMb4mXb+WW3FF3TBK1IPlMsD/fx9p36KJHfOuYRIB7gRQpYXdVaQL2PYf4que0UaAkBKCKQEQEHOBCGUMQ4URpAIocRTI8QVrUwvFrkMMtOUuzM4WJ3l7+lQDMMwkiSRQiiMLdugXDFWKLBcDoTaZwiyDi3URriQUnxuyrIM1cbLfLWztwIAAxkCSKAUIZhgBJQ8GwtCzphlWc1mE0KYJSnPGcZIS/V0Ne553mQyMQyioxeUUnEc67dGBzKHYVgUhdbg6VpR84oppTp+/fT0VO8G+r6VUtbr9YcPH+7u7s5mMy1iQgiVy2Ud5AAAqFarURTN5/NLly7piD8p5e7u7tWrV5VS2sAzzTPtvyWU0mvfdh3BueeWgtkESOE6LlTSsUwhOCuyIsuLPOOMYYx1nCg1CKGEcc4FlwoQBLhQRcEwgZWyqRTI83wyCaQUtkMsw+ScY4wbtQZUoHfaZ5zZpiULaRtmbkkhJKWUMFZkilig0WjoFlqDpRBCjGkcp6ZpLxaRbbtZVkAFAEBCqKf9npAKPiUirExcwPm4UqUAksvETKWARMsbWUFw3q8Fruxo/8a+SwEhn/aKAEG9gz/9m+dW23/hYIafFdBbxr1+jud5xqs88ySGKz26jjiBaGkyfaa2heBMzqdTPRGAEikItCQXQG1CHcex7ToAwCRJBQAAQM4EF9L3K0mcCKUgoUAoJRXGWPPAhbb3PRtDYrzKV4GMse7jx9deeOVsuwdJmiBgSVbIIoeIAESWWOt5N5mz83LpPPmzmQ8vt2nLssIw3N/fj6JoY3NtZ2fn2rVrs9nkwYMH3W7XNM0wDGq1cr832NratF17bWM9TXPH8SzLvnTp6mDQm08mec7b7U65VjUM48MPP8x5Hp6EjuNgjDhnjDEHO6ZpSiV5nhZJorcYQoi+eM657/t6zXDONWlT6XVFSJZlaZpqorlhGKvhsT4M9K/oVBbLsjBGy5Eu0K8wQAhBAFfI53njVqWUVAoB+KzFi1oxGZanhVKM5VIxy7IoRaZJ8oJJyaM4Hwy616/uQpGPx5P/8B/+8PH/8m9ffe0KJRZQJJgn708/9RwDKXnUO52HCwHUD9/7yd7+o4tXLj98/Kg7GHUH8wsX1g3T7vdHzWajPx5nWUEoFUq6vu+WPKdUyplYBGFRTCRkAPMsSTHGhmFUq3WTGnEcj8fTQa+fF1FnrblYhItwIbgk2N7c3B32R7VqAyFDcTPP8x+9/T6EsFYrz+dhr3/i+7DZqQ8HJ2nG/XINAN49OVAC9LrHQcAvX6yXfaPVad1+5fajx/vjYbC7e3UymfR6PcaSer1ernhbm9v7+weCoeeeu5rnPImzJI5bax0FhFQiCALDoHmeB0HAGKtXarZtScXXN5ucs5PuYynzaqWxe3FnMZt/8MHHX/nKy81G/cMPPzYNW8jc90u+71u2QSmmlMRxvLmxXa83ptPZ3bv3T44Xvk+9sjsez59//tpHH33AivzwKLlxw9rYvDibzDqdTq1Wazbaec7Gk+7x8fEiijgvcpZZJWfzwvZsFkyDKYDKsqwwDKSUa+trzbW1NBG97jiJme+7k8kiSRJKaREmjGdlv2RaJI0jAnG9WhcCIgClUAcHR6wQGFMJgWHgVqtZ8DzNWMmyslwJqeqW19nYKZfsRTirVvyTk6NFVLzy6lcVNABkpbKZZalB7UWQ9bqDarVOsXdysnf16uXRMJASuk7l9KRv2zY1UJJGRVGYhm0YNMsEIaRcrhBC9vb2RqMpBDjPc4xMQqCev3JeUAMPh30IFaW4VHKzjFWr9YsXNtI0vnRxZzQY//mfv/O7v/vvMYat9fbpSe/uw3t7ew9++JODShlcv7bN89w2obTxIhAQycU8xBBGUVirV3ieIUwc01IgfO56e2vz4vvvfbK5ec0wISI5BIIQCYHc3mnUqmLYTwTHwXzq+6VqxX733b9iPL9x4zmEwIcf/Ljdqv3Cz38zy4o//bM3v/3tN9fXWq7rbmxcMAwjS9J3fnjn+PjwxZvPB/O43x3cuzt97bXdWzdvR9E4CBa93mBjfbvT6XS7/W63jxCyHVMIMZ700zRVCAGQ+mXwzjvHH3x0vLPtp2ly6+VXPv7446997ZZlG91uN4pmn9794PDoGEJx/caVWzdf+tM//cHly5uvvfbG4/0nTx53T44nz9+oOy4NFunG+ubB4SPLsrqngyjMjo8H6+u7RQ5ZAanhCgnzLMuyeGdz2zJ8IGiyKMJpkkVMcsgLyJmUWTENQwGsNM+iMI7TzDBMDBFCBCGEIXEdx6CW67qVsm9bLsbEdTy3ZAPAOqoKoQij6fHJYX8wyzPmeeU8r1ZrXqvZWSyiIJgdHk7CKHAcCygYxylQBiE0DBcAFjkLTRNni8dJkgmgOAeXLl+O44iQlYJdQahVI0tFnBAyz/Oi4FnGiqKwTAcThDGSkmOMAVBxHOvRexAEjm2naXp4eNhqtTzPUwRtb29zoGaz2XQ6NSxrZY71N+Jdmtt5lsj3tIU491t6kKqFFdobGxCClUJCsoIXUHEIoW241KS6N2CMScU555AqxZWQBSsKTA2MCYRoJcCCACAEqIERgkAJCBUlCGHIERTiaYAA1DQeuJzGQu2vAQGCUEEonzWdW43Wlx3Cz2K5wDkHGCGEuJS61NblPkIoz/P5fB5FEcHIa6w9PcKeyW36+4+fEij+rBzkadoBRBAiAKQC6IvwbnjeSkIp9Hk91HL0rqQSHAFKIBSsQBBhBDBGAIJlWJS2YldQKaYkVAqeYS3o7C5C5/V7Z3adQAidQgHlMj97GQAohNCSvPl8rsGooigQgkEQKKUwWSbdZVlm26buyrRTXbVa1caYQohGo+E4jkb8HMdJkmQ2m9m23Wq1pJSLxcJxnHK5rJSKokjfnwih8XhcqVRs2z5zOKea56lpbpo7GkVRGIZn5nlEShkEgQb9RqNRmmfj8XixWHApXddVSsVpkkTx9uZ6niYISoKUYVCCYRLFeZYVWc5YrhTAEEBCCMGEUkqpAoBLIbhUEigFhABSKMFyAIHgoEgzAACCUleDJqEWNcL5Io0SCOFsMZ0BvLO7IwSO4iTPM4iUYQBEoFIqiVMNnUKAESRC8i/b1L4gj+G8849euuetCAUAQK48l57RbMqfPTVBAACllGc7LwJYS9POYdlP+6Vn4L7/PHzv75I/AL9IIQeVkuKM7iyfkirPuB8YQLS0VFLPEvx07iZcenGB5Zl3RsyGWGf/AGWaJiZU03+zPNV8SITQ9vb2bBoMBqMsizFAlukgrJM8pdBRmUpCuZSNIoAxxprKGIahZVmrDaIoCm4QqBQ1DIwpE6ooWMEZAhI8a00pheAcMsYAkj/rC8sYQwhrgH46nX744YdhGN6+ffvChQvj8Xh/f1/DXITiRqt2cPB4PJ7u7e2Z1Lqws9Npd9577735fDEaTf7JP/nH1VpFQvno0aNWqzWdjvV9SylVSp96KkljDcdhgE3TFEJoZqbeTXTfq7+iPyHU0NYsqxHgCqk7x6KHmuRpGFozJvR7jRDS/R5Y+tmqM2IP0I8lWEEIAQBwxoDCeq85jz9jjPVcBUKglFCKYwwIWQ4gKcVZlkHApZT37+9f3O78xn/3L957910Ajl66/crRad8yyxCR46PH1ap3enwMDdJa3xjOpn69cvnq1U/ufFprNq/XGnH2vpCyVqvFi+ytt9769V//dcbEbDoL49R1PSZUwUWWFnmex3EMiQSEK6EMwwIAYYQRwgjhNGFZGhkm7Ha7eRqXPANC2O8P8+y92zdf2dzc/vCDO7VKLYkLxy7deP45amDHMRfhCMCFSfHli9tpLvJCMKYg9AmmcRRVKxIjtbm15pWd8aS7vt6q15sUW2FICcGD4XQ49ILFrF5rlsvl48O+EBgCQylFMGJFtohCSjE26GKxaDeaUCGKqGk6UoC19Va5Wun1TikhtuNCiAUH167emM3m1WoNAWhZxtpaK8s8yzaq1SqE6vDwyXxe6H7edUucy7XOxvbWLoTQsIytrfTSpd2joyNKUBDMLctQSp12T0fDcZ6xoBP2eoM4mUEEAAaGaVZNA2Ji2JZV5JP5hOe5UJwaBEIwnU7jPB+P5yfHgzwFa52Lju0TQj3Pm0zjNI093yhYMZ2NDWwatlkIBoBybHOxiOMkXOtsGLY1nY2yPGq2WzvbG/c+vROGIQBya2uj2Wh7nlmulDzf7Q26rlvyK2WE0HwRN9plIQRCRPACACw4mM2CyTh4jI9a7UZe5OPJvFareZ4LAB+PpxBCWqMASkJIURRxHFcqNdf1i5ylaVpyfIKNgqWXL1968cXnH+zd23/y8Ld+67euX78+m836o/Hbb/+w1+tSrDyvhExcrdQu7rYIoUdHpwKgf/Nv/tfTgWw0wfq688KNy5d2L54cHo/H8ySe6UKdMSmV3Nxar1R8gmBRZFke1Rpmo+UEi0Gl6n7jG98Yjbvd/v7bb79d8vClyxe/9sarjdpWFuMP3r93etqL47DXP8FE1uu1kmd3Op2PPt7/nd/5g5Nf7f78z//i7Vu3T0+jjz+6V3Irly89F4bhk4P9IJgPB1OvVPb9ymIxVyo7PDxst8uua2xsbJmGOxiMu91uFCVbW1uc86LI8jx/8ODebJ6Uq9729rbrTouit3txkxLrlVdeHYxHg8Hw6z/3tWvXLqdZ/OjRo+5pv1r1BoOhropsC5XcKkZGEMSTceR5ZDIZDwaTSrn84UfvF0UxGg2YyCuVymKRQggJoZRY1VqdyWw+H2d5NBnNMCSPBgd5lKytbSiOTGIbxCBmiVolywNrmxc451LkQnLdKQgh8owVeW5blmU6uuqK4oWScDgeZ1lqO7jk0UU4m876eZ5Sgwiu8oIMht0kLp48eawDY5I0MC1qGAQTgBAa9Ie+VxNCEkIptijBtUoVgKmCeDgaa4cVQjCA6jPy9aWMGWsXFqg9NjVOpblBmoW06jFWWmh9hC0Wi3kcSin1gN/3fX5uVKd/8gym+PJSQS2dCb/kdNMtn1wxPhDGEKK8gEv/lXNHxtLpxKAFV5AaxNBQH8Twc8W79qHR6gG+hO/gmUc0AvB8ywchRFAhBPRQFmtN/5kJ/rmC5xntHPgZVXNSSiZZxiVjDEJimma73TYtM03T+XwupYzCsJhMMCUmIgbBGt75a2Iw/v7jiyR88FknCB2/jiDAy0++BBv8jPnNZ34MLsFlQSDCCEiIFOcSFZwxAAHCACuogxcRAFwsUxigAkrzzZYzCLl0gV36zskzutgypkE+tckleuUqhPVKnM/npVJpa2sLQjibzkzTpJQ4jtNsNm3HzLJMt2qmSTWvijG2WCxKpZJu1TTkJYTQrCgtY9NkziiKEEJBEIRhGASB/t04jvVKmUwmh4eHuk7WdZ3GGCCEWZbpTk8Ioe36sizTleF8PnccZwlQI1itVi3LkgA0Gg2EUG/Ql1xACA2TxomW5CgANPpXSMn1u6GpcwhIKIUopEYFMAYQI3Umf9SXhGxk26Z2ndBkUf2UkyQpstxxnEKpPGeSC9u2MUY5KxQElkm13cl50GVZmoIvVnKRL6RufqanemanU0CsJglyyThUUp3XI+ov/5Q7Cfqsf706N6J4ehnwvwKI7wuCOZ8+hZUlowL4s5Ku1eKUCD6j2T7HrFUIQP2/BgGlUpxzBaRbcoUsSmXf9b2dnR0h5DwIGWOMMYkIKHIFAERSYgEwQAhBfb4oqReGXjlFUeR5nmWZ7hsxRvoMXs408Tn2BVBLzOrsgzOAMTp/pEkpEf6ppnqu60ZRbJrGzs5OtVr94MP3fvKTnzx8+HB9vVMul6vV6nA49DzX893O+tr9+3txHM9ms4sXLlWq9SeHR3t7jxqNWqPdQpSUq9XpbPzw4cN2u53nqe7TEEKO4xCKLcuaTqdFkTlOSXGthFcQYqWkEAoAFcep4zgYU0IMjV/laaLlv6u7ThcTK5Hk6jUhhBCCuGCMMc7VmWUwXLmfKalWu7CenuiODpy9kmc3/wr3g0rBc/k2AD7d5xUAirEiiiKDYs93bYpfeOGFV1/9im06wyvDVnv9408fBvNYAkhNJ86zKMsMxy179snxwXQ+b7dbjx6ffKXZXFJ2IS6KAiKQpnGSJFtbO8PBMEpiANDx8fFwOCwKIYXinCOohMwJolq+KJSECnEmPc+GQHKe2K4jChaGoYHZYgGydHrtShqFycGTo0U1AgBUq3VCyN7evV/6pZ/f2W3cvfcOIrLVrnOJ50GUZ+JCuS6E+uTjjxrN+rDb297oBPH8u3/23duvvKgEDRd5HOdFURAEEVT9bq/IWLu1nsTpbBpbps2lAhAKIRjLhUCEc4uaBjE4l/EiElwylnPFLYcSgprNlmEY89lsOAjKbn1z4yLBVpGntVqtUilfvvLSyclRHMeGQdyS7SjL87z5bNHv9xGijuMahpXneRAsbNvq9XqTyWR9rbW7uxNFEedFs9HkTEThaDAYDYezas2QqiiVPct2fd8fj2fd/mmSJEkWF2lxfHwEgWQsPz45zLhQkhBiENfknJumiQFCSgEpKIaOZRgGEqyEICJE5TmDikFMDYpsm2IibAev261Gs2ZYNI4XKUupgYWQQgkuWcaUFIVCjukYVVTOipSaZH2jwxjTMw3DMFqtVjCPDg4Obds+Ojra3FqnBlwsZrZthlGwvrFerZVZIWzbtSwnTXLOhR4AU2IqiZRCnHPHLhEKKcVZnqRpvL7euX7j2kcffdDr9X7pW7/sOPZbb/3Vxx+8v7m13m52Kn612dgwKUXQEkDlKSj7wLHcNBat5gZGVhQW/d44WmSSA8uwfI/7vmtSNJv019bbjmtHyfjGCxvrG+0fvf1RHIvHTx791V+9NV8MiAGuPldjPIVQTKY9ye28SNqdehjSg6ODi5da6+stQsB8Pv6VX3n9z//s+w8fPjRN59q1F2/evAWRiTE+ODq0bTtJU79S/sV/+AthHG5ur7XWymE4Hwx7QTBz7LbvVZK4mE4fjkYTSmmjURsMBnt793YubF+8tJMkUW8wTtMYIdhq+S+88EIYRqfd49FkEicgy6Je/6RS9XcvbtYblUsXn/vud9/snvan02nJ9aOw+PafvNnr9aMIvHTrAoKk15soUEBkXb58gfGMicJ2zHLZUwphjCGghmFgBV3XIxRJgY4OuhRRKchkGNT8yDYdBA3GuFDFPE4V6masYHmKEKTUwBDp0kdJ6TouxdFkMrFNixCCMTUMbNtlQkUYjfMibjSrtt2WUpim7fsVg7onx4NwERsm8cvm1eee933PMh3O4NRYZKn0vTJjjBpISNswseM4RcEVxMEiAks8QX3WxfHsE4QgJlgpeM4FWkmp9OBRc8ZWqd961TSbzfl8HobhaDIaDAZ39x5YllUqlaIkOe/L9VOKx6SUcBl+Dc5TCtU58TZEOnpPk2aWGa1aYKeUQAojhAkEEmpzbYkREgpQTCilGFNFCBTPEA4xRARBipREQEKugAAKQKgoQgivUNDl66M92hBCUAJtBAMRkhCu6qgV1Hc+tO1nsq9DCCKIsVoScxRj2o/ANM1qtaotx2MOCCEIIN0TfJkn6t9//JTCo8+wWM/euy/G987Wi74z5ern9cQZ6JQGJRRnQErbsCq+Jw2Ol1UHB1iHTqm84AhjiDGGBCKCEFr2MGcXgc4i2Z7GCiulzkqj5QfS8hMEIQRKIoQARApApcDKrlzP0AGURVFMJhMAAKU4SRLdKS0WC22voh9BN42awKkBQF1NDQaDVexzGIaaz6nLNtM0G42GvvBlKDTGQgjXdXUwg2VZvu+vaFwAAN/3tZJQx/FhjA1rGeUShKHjOEKISqVCMXEsyzbNhBoEQSAFy3OW51ABijEkS555LgCCgC0TqhVCUJuRUkrB2RaEEKIUG7aR53me5yzLWVYAIRFCeSp4AUiJujZmaRiGoeVXKKVcMiaUaZoSaN8s/R7p+C545gOPPq+dI5/lrH+u5fvMhqikOh/top5pC8FqywY/41Zy1tRIJZ6m+X3eBuPvStr7hX/k77yTVEA8fSy4BEfPinh57jxTAD51nQbwi0Tpq3ncWQ6eEEIqAaAqimI8mmRZcXp6+vbbbxeFYIwTTCuVCmdCcIUxAlAApITiegdGCq3OAN3bVCqVDf50FKdxbUIIz3lW5FQCRAxKKSJYSYYwWQUtAAAEWQKFUIrVkBXhn8oKiHNOCA7DcDQa6YzLOI7jOA6CWbVaXZ7fUkCoAJSE4EuXdre2dluNdhAs/viPvm2Z5rVr19c32qPREGNSqzZ839fZmppngjE0TFMLghnL4xhoSd6yHz47ivRzWemPdfwAAko3w7ov1WZQWp73rJhzua6wwkIqANSKL7TyDFDnObQQEkIgRnoToZRCuOwkhZAQqZUZjJRMKgEhwBgWRabTDfVfMAxSqfrRYpFmaale7ff7v/3bv50l6fHxSaXaPu2O6/Xm5taF9sbFDz95J+MCE3J42hVCjScTqZRhQYjR/YcP6/W67ZTCMIYKv/zyyz/4wV/cvHl7Ng/CRUywddLtxnEqpTKo6XkewGKR5Agvbz8lEQISY6oTt+O4mEwmjmm2OhsbncpoNBj0p59+euf4qBvH8WQ8abVaBgYffPBerx88/8KpORdxOLOsapLnbqm8udFhBYCIAgBbrUa7We8enxIKMVGMgyieDftBEiug9O1a9jwviiKtIK3VapwhBDFigklh26ZSflbkcRxvbm7ato0R4UylcS4kO+0eExOyQoRhwpkK5nPTNPsn7ziu2enErWZtY2MrioIgmCVJVBS5VEgLoLe2tmxrOh7PMKJhGPe6j4UQpbItpTcaRVwUUgqtJh+Px+udddsqWaaTZYXvV65c3ZwEfULobBFCDIUSmouysbGBESrSmGDcrNWRiZOCWabnlRppIga9wDRNnrOiKCBQGCPOC0yIYRCv5KYZM0wEoEiThZBpq11NksgSdGNjreS5B0dP3nrrLc+p7OxsF0ymacx4bGfGeNzbZhsKCERgt3tq2vTS5d3Tkyez2WQ+G1im32y20qTAmNy4cf3x40eVio8xiON5kkamaRRFCoCqN6q+V5ES2LaTJnmWFawQnudzLuazRb/XK4oiTaMfvvMWgFwp+XPf/Obu7oX/9J/+4x/+4R//yXe+EwTJSy/dNgxrESRIzWyjvAhSKBMI6cbmRrXa/OT+p3HEDJseHw2DUtrrjgf9AAIkBJASuK5LCLJtalolzze4yO8/uHvl+u3O+uXtnTaG8cHBwQcfDEwL/ON/enljyzdNalqk3xve/eQojoDrlNMs3NyqvvHGV4LFvNs7FkJtrG+3Wq3JONjf359NYy6tN954PY7j733ve9evP1dvVCsVj1B05+6dX/lvvpGki6OjBE+5UPzg4Ghv79FiEZb9iuu6w+HwzTff3NrakEokSdxo1F548bmT0+FkGkq5wBhNJiPLcn/v9/7y0lWDEKCgKFgynWYAqtl0YRt1x3HG48l0mqyvbT15fHJ8MPN9ABQglDbq1fUNHwDQatcxBlQZac5Ho16SFJZlCMEF57P5TAf1YkQFVxTZ5ZIXFMF8Fg16IyURy1jCc0RlGKVM4jiLPcd1XMt1XYrJcuMSQgopOQcAlEqler1u2/Y8CKu1chiOs2JW8qoQsSSNMEaG6fq+Y1C3Xq8oJd2SKQTLsiiK5lIqzlC4yNIEpkmR58y0sFLMMGFICOM5QARCkKbp2SBMh63Lsz31qf+7FDoahzHGAEFSyWUg1Fkxl2XZakCuHb/iOH7w4IHtl9bW1ibBfD6f9/t9utTRAXnmCPA3lwpfiu+t5nFPZ3mEEEUgUFDPTHUsgZBCHy46UjWJEiYBwCTjAlvOMtyIECg1f3RJ30PLtB6AIODi6QVruyx8rrbWTE5yBvRBqBBairo+l2/1tHP4mQKTEUIAI0oMQMEizfOiYKwYT6bUMCilupdut1sRA5VKReasyBN1RpD7+77tb1U+akUPOmNiYg3xQfDX5UKvJDYQfrashVBhjJVgvGBKCM+211ttwIXkjHPOeK4U14W3aXIAkFBqmfGgFMFwFTdyBugsyc5YJ7YCAAHWIJCujCQvGAAKID2C8X2fC3l8fKx5knmaan9OhJBlGxptU0p5nqurUISQ5mGuvBL0OFJHOGjal23b2lxdf2vluVAul7VPu3aj0Al7K3BPR0npabvrujo6UivfhBCO42RZpkmk2ldGxRFjzLKsJMu0y8N8ESRxqCrlMAw1cVS3o0JwBKGujnW/JyUQAEAoEQAIQx2RrdtIeBbgzjlXikZpkqYxY0IywDhAGec8AJIoBaSUlmHYNgmDCFKDGhhiJ0pj0zS54kVRmAY6w/eWAM3fzOeUUvNwodR2xHqXAxAAKCRATzPWoVQr00z4lL2u2ZloZbkrf+qmaNXoAG1Of9aLgnNulJ/tx/6/BfrU3+4Xnslj0A6NSstnwTJCBS6zdFZmR2dCPm2qvMy5gADKZaqOWsaxwpUvM9R+LcowTABhnqeDwWARLm7evFmrNe7de8C5aLXa9WqDECKFAlhhjCRQCq+3tRkAACAASURBVEAJIJBKAQ026QmpgogQalbrzdradpymCiwDgmzbNilGAHCgKDURJlwoxQXnAkr1DHMASAhBlucYSLVUGaLlXaHgMukTPjUbViujHgUYY4ZhZFnW7Xan02mWJ57naUnGdDrTqzcr0oLFEEEE4clJFyE66A+rldpLL92eB7PBaNDrHftl7+7du5Wq//pXX//+979nUMpYYVsGwjjLsjzNAJAlx3VsK4kzt+lRak4mkyRJ9MVZliWliMIQAIAxQggDsEwG0R6kRZEXLIcAEkps29bWKUu9KURZnjOWO47jO6WiyHWXqBQgREgBDMOAECgpgBKSA8ZYkaeCMcMwDNMsipxgpKSe3Z5B3CudJ1iO0Tjnec44Z4ZJCca2bVFKlWDlsrO7s/0//Ot/PR6N/+qtt4eDaZ7zarV+69bLjUZn7/Cu4bo+gElRUNPyPLs/Ghx3j9vtlmmazUZ9HiyUgmkSm9Scz0dpGn37O3/caHTq9So1aJZl9WY9jhLOZLVaFSoXMGUFk5JDqBBWCEnG8iTmhMAgmF2+cuHll27VGyUD8zgOf+93/4CY4Pj4ECjzxvUru7sXZtPRyQn75je3u93DWq10+/bLw1Hv8f5+pVa02jSKssUichzXNslo3L/23GZeRGXf+W9//ZvEMB7QQwjso4PTYBEIae3v729ubk4ms/fe+3h35yKvgdOTrmFaCArBmUEJJlQKFUfpnIRSwJLrm5RykRUyHg4GgklMLIM6rlVBCHtlt94oWzYZDMbz+eTSlQvHx123ZHm+Px6PC8YXi+jRw8dKgUqlMp+FWZaWKx6ESMg8iRfVWrnVaqZJ/PjxXqvVqta8+XwSkRgTaBjY88qMF4SgWqOS5Gmt5gMoT7pdp2R6XqlWqY56/SLPDcuEBkESYmIABKSUXHAhWKVWZiz3cCmK896gq5QgFHGWpWlu2yVC5XQ2g4gAlCPMOp3yYHR458Fo98KF119/ud8bK8SSdJ4w24AkmU8X8XQWmEIViILhtKeUOOkC26EQAdM2bIt6vqOUisJ4PO5dubbLWGYYZrvd6PZObYecdk+Cebi5sR2X0yzlCBoQ4MUi7HVHo/HEK/lZVkwmY2cexMliEQVCqMWCt/ceffTRh48ePZzOAJeh6xpv/eA91y793M+9vpiFP/rhh1EUV/wyY0xKOhwsquU1JtiFizvd0+Mn0QkvmIFtzyv1eqPJeOb5Vq8/L11a39ld29t7OJku1ta8vAiGw5O8iCzbSOKsXgdcgK3NHb+Cp7Oh64hqteF687VO58H9/cdPnrz+tZdMy3343nuLRVQu+++990mRsyzlAJgPH77/0itfGQy7lOCvff3V+/fu7u7u7D26v7mxdu3aOhcJAPnxyYFSxuVLu93DwTibXt69sr2zM53Ny+UyAMowjHZno7NWPz4+DMLZIkwdtxyGC81NevTo4RtvbB0d91tNL1osTAMfHh0ixIHC9RquVqsHBye+55pGqXt6HyOAkff665cuXNh4880/x1i98srLpZL11g/eghBeeW4XQVIug6PDiRCYUBMCmRUZBNIwDNMwMECCI0qdzlo1y5hp2UIBA0K37JXqtVKlHiVxGCxsx5ZKRnEohKDEoIQyXvA8z7I4DHGWxxDA+WJhdg1qSL9MyxUHYWmEYDyejMdFkTOMrTzjWR5CbCwWc4yhbbu+Vyv71XrNwMhD0CxyZhgkCCdJsmjVa5QacZoIyXUmshQCQgCWmmWtZEc6bQwChRBAGGIEEQIYAQyxVFJJKZRAECqpNLlcx8YopbTiOk2SjBVM8DiKOu2267hMSozRGSpxvuWDX5R2vax6NP/qKdVUPfUWkEopqY84hBEihAgIpJKEINOkXHHORZGz0WBYFIUudbhUyLRyxoMosfxKnGQljyCizioqCaCCS7aqIMSAABUFLIqcAokhMEy6dKuBOh4LQAjQyvYOoWXc+rlZ5Ge0Jlp+BVemA+dG9PBLSiGEYM5YnhdMaTcXBCB2HCcviiAIptNpEASCc7+5ZucOYFyppb7nzBQCAvWzFmzwc2/NWdexCpk7OynVuat95t8vdmn5L0j5+qkfXS2fzurnn9aK8PxzhEqeyX2U/k97sgAoodKVJDjPkoMSAKBjtJTgGAKTIAEUkEJxVsSpLjqQUnyZFC6kVErLs7Sh5PJJSKWglEIpCQBSSiwDxCGAACkoEUDwHJFNKaivEAAElErTjFCjXC4jTKJFKBjXGcKVcrnRrGkmV5Zl5bKnOyXLshBCcRyvbPOKotDFYZZlWsgXRZGmdwIAdEe3ggE17LzicBqGURTFKqNFF3VZlpVKpTAMfd/X3rlBEOhAHZ20rlGNKImzLNvY2HBsW0hJCVlfW+esKFnmZDjKpBBSFnmOl8kiy6EQQpBiLKTMpTIM0yt5FGMpJVQqywqgcgwRY6zIcyklNQlXPM8FpaTkU8aEYBKd3eDhIoIl17VLo9k8H41s3/XLvpwy27bjJF4Ei5KrlJRwaYECuZTgi3Js1Pl+TwCxbN0ghGqpGMMIad2lVGfF+hIvfIpDyXPh0fDM80V9wdbxxeaWcvWtpa3ssw+hlg8qlWJFocM3OOdRFK0sWfU9sWJ6nFcefik9QykEITrbDeFqjHfmIvPMvq4p1UuEbQVknmNbKwkhFBIoxTWsTClNY0YIBkARCm3bKNLYMHAYTV27leaJQZFlYMlzDCHBeKm1xBgoqQAESkcpKHSWbaLOpNjL5BMFgWRCQZPgVqO+tdZ56eYtfdPrJ85EUfAcKIQgUFICJTQ/BAItMECmQRnn08UCmN68AIXhp4zvVlslv1KpVFiWUmKFixgAgICVMgGYliMCw3KW0ShoCd8TTCeTCYRgEQQxk4+7QyBVySp5lUoa5UWJl0teVjCd3rO0vhWCUoNSmsOcENhqN8oVjzFW5PzJ4cGdO3d+8zd/8/j4+OjoKI7jGzee+4u/+NNq1T84ONzZ2XFs+vjRIyA3b968eXSE7t77hHNmWebm5np6Nzo4eGzbjhKKCaGE3NzanM1naZL2sqRWrZY8V3A2mo4NarXbnfv3HyAEDEo5ywhBJqEIIS5yhGgcJabjlkolDTP2eqeOY7darfFk2B8c7e7u5HnCGGu3293eiFpmte43mk3HtjXfQEoluBgNh+PxtLPWsg1TSq5J5EshBGNKwYwVwrM6nU4UJlEU5QVjBTNLtufaAKM4CqUQECPfdSplL8niPElZUVDD9DzTMDFPcZ7no27v3/0f/+473/mRbYHXXnttMlswCQ9ODrFpFDkrIv5rv/Jrj/bvmSWLEL53f9JulxbBsN9zbt+8+d03/2IynsVhcPOFK74DBiK8crFNDXs4PCZGhRomMZQigHPVn44hUkAIzrJ5NLxx47mbL9746OP3uydDLkQYZdVq6atfuXb9+u7//r/9zngw+Ff/8jdevnntww/uFBl47mqZFdMnj8MizS7ubFJKG37lyeGTOGJMcIyr7eYukGB7o3MKjoVgBUsoRbZrhkloKJwk4WQy+da3fvmdH31w+XJ7PnePDnvrnc3ZZDQejK9du+66NImZVyJ37vSvXitHQT8MozwTtu0RjvvBEGMslQoWM64Cv4KKJGhUWu211p1P9za3dq9cvu55ZYQJROr9999/cnT/+guvdtaqvd5pfzDd2Ng5Pp1vbV8WLB0OB9U67Q1PbNO4eu3K8clRHkdCsiiIL++2Kp6HQG0wOL18+XJlp71YhJub21GYzGazg5N9auMoU0xOW+3NWy+/dHTYfLx/OJ+dHjzaYzmoVpqL+cyvNMaT2HFRqQTTNM1ZCIgdFwUh+Kh/UKuXMbALzjIukhwqSSv11t6DR75fXltbn0xGylTj4Ynl2M2qv7u9EcfpC889f3S8/9XXrkLEj44f+579+utfv3PnThIvLl/ZrVZ3R+PBw4cPNja2Ll65JoQYD4emA9f8ShggKWWeTYfDoW0blmFeurhz2h9MZ4uSUxkNo/t3T7NUQGAcHZ1cf/7GPAzWNtYMr7LIx9gs2eVKkOTN9u5sMlpfp4/3u//T//g/dwdRvU6klIbh1hulVnO9s36x5Efz6P60P7TK3sbu9od3P22325vtpuOVPK+0e2H3u9/5tluyhEydkvyHv/zSwwd79+6HzRpwS3Q06jXqtu+r3/gX/6zZrECI/uPv/9s8Jf/01/5Zs914+4d/+emnj//BL3zz0cPDu58+/O6f37925fK1qziKnJdf/kdv/eCH4zE6PRX37oVf/Wrz4qXn3nnnnShKAS6IYdy986Dkliu+u7HTeeeHM1Z4t29dM7DJhChStb/XH/eTb/3SLy4Gw+1a/cXLV2v1xp+++f1rzz8/gzgM495gMhxPIUGzIB6O50KydRObFozjxf/L3ns2SZal933HXn9v+szy1VXte2bH9pjdxexiZkkuIQIECEIklhFSKPQKQepD4AOIEVLonfRCoEIMKcQIQAwREMCZdYPZ8X7aVneXN+kz783rj9OLk1VT48AFRCIkEhkd1RmVtjLPPfcx/+f3n06oZVSeePzp2eTnUTxrVta3bt/uD7qEIABAHKK93YOnnnji+9/7wauv/hgh4Pr28kq71en8+Zu/uHz98s6jB2+89fZv/davWp7EiI5G/V/5le8hYL391v+xubE6Ho9YmY8n03azM4lGSZw99dQTlmn2enkvHOqWTrPVSaO4f9hNC7a0vFKvN03CPBsXOfMqnmGYaZorLqhJU1m22rV6veJ6TlEUC8sNACU1ADVkt3uMCYzCosypYZhlgTzPMC0YJzyezWzLjKax5FiyKE9kmhZCkjgpIITUwKZJXMs5Pp4ghMNwKgFvNKu+7wS+Pxn0KMYGRBainmlPZikylWUaLC+AZAQrqDKMuRSlBIoLAYSEBDm2QzBiEpVZaiCIMVKcFWVBKQZAQiVateqw17UQwgpBTKSUUEoM8NwrS6eUCpwxsbmSECEFlJACY4wojtOiLDOhVF5klGICFWeZZRhcKYEMhG0CFVSIIszL1LJtDjiAEhEqVYEAjJOkN5jkOVcASAm4BMRCXAGmVKaIXalKRITUdXlBDZSEU9qqGgY0IISAi5JlWdput6M4sW0jzxPDMBDgUIE0yyzLKnIWuL7rulmWlUwgagLJCDFczxfsGCBgGTbnvCgZkJJiTCDHWCkkpZQIE4CRZAUk2DKogoBzNidOC4GwAZGSSuVFIpTCmFJiEI64kBLAWq3m+X6apuPxmDGWZ0mSRmZCq55f5goTKrgixFASQYAR0hMWWPeJtOaVEALnbmwQIXR+8OGsrwUU0gB6CeA8zZjPlGnsJDzj6MzlS5hABEtWSKAURLperqRGo33j5Nt5Uuj5dsKZJFUIoRA40wrqrs48MoPfrBoDZ8XbL4TCX45IIRACCW2drONSKJRQCKqyyChFCgimmIEMrAenlFZq6nwPACg12+i0OazmMTwEmhKrR8oIxhATjKgASpQCSkUIVEJKJSGABFEppVSIQ6nr/uAUxALn+BadfmIJIERoHmjP3weUWs92ynxU8yuo5IxQLBMeTmdSCkJInMSGaRRlfnBylOXZeDrSn3ae55XA0554s9kMIbSxsVEUxWw20yRP7XukaZxKqcFgkGVZq9U6gzWYpjnXiAKAMbZtezQaLS8vK6Usy+KcV6tV3fezLCuO4yAIDg4OsixbW1vTQiHdjtYJp47W7Ng+PDycjieccy/wEUTpbFbkjHuQQVOiQgKqoJBKCi50pFHmuRCCYMOxLFAUgeU62MjTTAhBMLJNgwuWlzkAwPJsIXmSJkABSoFtU8eyhRBpmuY5MyhGFAilZnlsWXajFURxIopMEFQPKhSieBKyUhIX29Q2EcVKQamQUkJITeXQ2TJAUEqp4Hley3nS6leqO2e3qn9/6srzrJevbaqdfwktDNC+ZNrHqdPp6EnQ8+SM/5duDWeZHlRfLnZ97nXzlaRZ9yQVRDqU55xLyRljJVJJMptOp2E4gZJBpFtfZxuLHgwDX+i8KwAV+iJzCczrKACe9g/nByHWWLBzlnHns1wIoQJSwTkjBgMoFMIIAgCKLIEQtjc2AIZMgbQQxPaFSiazpDccTadTBCmEuN1Z5pzneVEKOZfvI8SkkBAAjBCcfzu6suJXgmqt5npeu93GGAd2RShpmiZFVHEF5HzIngvBONfedYwxKQRjEhMyJy8JsHewTynd2dkdjUaUGvXmvL3earTWV9cXlzpCiHgWclFUa15e1O/clYaBKxU/SWOK5EKnpRSYjKN6tZbn+Xg09jyv4le0n0meJwDAer3OSqGUdByLUqokF0IAKQAkCEMDYtsyAQAYzSXmhkGazYbr2fVGVciCsSzP0ziZIYSi2cTzrUar0263HcdVCoiSFUXheT6DJaXU9/1areY7DhCc8/laFUpKCRBCsziZGHRlcUEsQiFEWbJeb6qLZ1JKxzIVMCBUjDEFhGQcIWAiijAQgkVh6FhG4Dn9k+HRgahV8ObFy9Q0Ll2+aFju0UnPtI3RcIwR2Xm0Pej1BY/XL7TX1xqua8+i+FuPXw6CQClFMW40GrNwQgnyXTOouJPxbDyeeJ7PRZHHxXQaY2IZhqWEsCgxTKfZrDKW/OLNn169fGF1pZoX6crSclFkf/hH/8r4Y+PkqKQI3Lt727bId779DITQtZ39vQMA0N3PetPJ+Omnno3j9PmbL25tPwKAK0nKQjmOs7N9sLTc2dq667l+s9UwLfThhx8Egb+41Hrppe99/PEnRZFXKtU8L4PAmUwmnMt6ve66LudsY3PVdd3Ni+uYqPv377kO8hwbKhpH0fLyBaVEv9+zbPy9l3+Ypt2SZYxxg6q1lY7rWf3e0eLiIhPCdV3fqwguZ7N0YXH58Ki3vfNwFidpUkynUwjVysqK55uLCw3HcRyXBoE5zLhjkk6n43vWYNBvt2qsTLsnBwSD23duhdGw0WhhKjEB6xtrru30Byc72w+rgb95YWWh2ZpO048/vLd19wBUaOAHBnEJzhEgYRgxVnq+IwAXojwZjB3XzIui0WjW6/Vbt24RYjz/nZt37tyBSNUblYXFJuPZq6++/uKLT2Jkrq4svf7zn8Zx+srLf3fQP86yQaVm7e89fOUH33/nnTcptVqt1t07W089/YRtuUlcHhwM+AK2LKPbH+0dHF67colinBfpLIryIu60Vuu12sbmpum4xnG/We10j/vHx/ezVF26eJlxsLuz71Tcvb2DZOseAKDiV5M8j6YhIdT1a6JkGCnPtVmp6q1mXmambZmmY3uegjBO0yRPsIGPukcn/ZO1tbX1zbWlpSXf92/fvvX+u+94Fk3ThFAgQXnp8vpjj11s/vmbOw+Pa7Wa61m2RRYWG3lW/E//4/+6tLgqOe20291uvyzLpcW13mA0HGSH+9ObN3/lmadxOCnr9RUhzFqt/u1v/60sj5eWbNOsrKxuMKbW1jdNk1ar1X5/SKW7+/Cw5LOXve9eu7Y6HA7zPG+3Fjc3L//ijTd/9rNP4hjAHyCWl4Mo2t89aC8tEYzH46ntOpeuXP23r726vLLs+bVnnn3uzq3bCJdHJ3utdvux1mI4zbMULCwsmablcPHe2x9Mw4Fl0yRLC8Z7vdlwpFZX5/y6KAKjUTadPtreeXTx0lqWJZuXN/M82d/fJQRxzjinURR5Dq7WiJAFIdBxzOGQETrHjg+GvSzLSs4Mg1BKFYISlYjKSt1tGVat5tsWbdUbURSHk1GZu5QYcZxKKYLAN01TKXHSPdI1rCRJMUaECi7Sbu/YNGzXqbhuFQIaz7LJJOQ8S7IJAWB9fb2yUoHYzjMWx3G12nDcACBCKQVAae1D1esQbCRJkhexkHmSJN3uMeeljlGAlFABgrAQBQBIACWBEkIwKXWXbI4tIZRSig2KgdbJG0oJpRtcShBEGC8553nBNN6TMabm9rbojAR+elY9p8wEZ40KpBDWInuhzqciEgH9Ow1YwwBIrVjB+tFSCFFCBRAiFEDPQ5ublzDGAEgmOBMqLUoBkUSkBCgXgjFRFlwgAoGMomihVhGCGQbZ33545dLF5kJVziN2qCPRajUYjUYAIBeYAKhaxad03sGghqmUkpDPptOm7evxcgGQEtI0TINQAhFSgEmOgQIIQaCgAgJIqPC8Fn5aMZdSCiAYZ3P/eiihxAqJ0whJzWZplucYY9/3Pc+bReGMlQgDzkshpGFSCKEUZy0+9VeZndHhkEKn/oTa50ujzJQC6PPiO5zTBeAp3V2e+6n+P27nrqCEQCn0RfCFPPdPfRETcYbAl3NjdaBFYVJnn+gU/ALVV8J4+BWDRx0jfqHLi74Sks9T11NCOwSnX4n+RtSZdvg0glXwc7CfHrqrVnxqWLPZrGClzrv8asV3bEKI5qPYlpGmaaVSieM4z/PFxcWiKKrVqp6m0w51ZVnqSbyyLOM4rlQq88IBhDpV04eJTsvLstSqS72xZFmWpqnWewMAhsPheDzWXsdFUejRXy0utW1blyGklEmS6NfVwtEsy+IkqxMjL3leciULVqRIAckUgRJIBRXAiGJMEEAYQCiVEhIqYJtW4LkIo+F0VGR5WkqEATEhwMjTMeepswLnXEoAICDGfJsSSgiFCUFAyDzPAYKYEKUgRvMumV4YUEmovtGunIBvzrK+6Zj8JpCxOofQ/Ms+9pe52xlNkXPuum6z2dQg4PNYlzPozX+4qbxvfMNwTvoSQnAuHMdp1Su2iRcWFvJ0lkTp+Zk38MtZu3zTX/ElVOn5gbHzd0YIAaX0Vnm+gel5XhiGWoYRxzGmpN5oAIMahmHbdqfVVgAnSaYX7qndvRBCSDkfONToMCWlkkIpZdv2QrtTrVY77fbCwgLGGDCY5plGEpUs50IRYkgphZSEUMsiAAAphcI4LzLFuf5kirKIo1k4mf70pz9xHEef4fI8nc3GJ7Z9+fJlxpg+3zPGtAVnrVabTsfj8dh2LMAZAIBgWpYMIWKa9ng8dl2XEFKW2i2Q+35ACMnSIsuyWr0SBAEvWVmWkjPdH+ZloT9JjEBZlnEc6YFAXTdSSvm+r89/juNkeeY4gWUZvu9STFnJuBJCMIJQKSTLC8WZZGVRIIo+n5mEABKCDcOIk1Qn6tQwTNOEMMcYliXTe5btOAhBIViep1melWWpo46ikLNZFseTy5uXG43GeDjNsuzKlSuXLl8VCrheZTyNjo4P0jxL0wRjORj0n3vu2b3drclk+KMf/ShN4z/6oz9yHFfvYrPZFGOIpOkHVccJCDYRLpaWFpWEnMk0z7M8q1Y9CGGRZ5AzQgDBII7j2Wzyo9/9HQB4UaatRvPtt9/GGEsmV1bok48/5jmWlMK2HMMw2q0OMWhRsP39/SxlcToLgsrGxc3945M0L6IwVLKnlLp7995L33uh1x25nj0eT6tV/+Q4Q9BoNZeUpLxEr7z8Q4TIrc9u12uLuzv7g8GoUa9CiMLptFqpX7y0trKylBfJ0nIjDGeTcTydxMvLVc+tPXjwwLDUr3zvhY2NFdNeHo0GnEvXb7zz9ocY42ajhTAETEIIEAaWQXlZKFm02xXHuWrbtFG1CJJRNDEwZwz7nlWtBmWRSMmCIIhnszhOh8MhIXRpaWk0GlFK0zQhBFGKiyIzDGNxcdGkTvd4MOqHrVo7mqR5qqJpXKu3L29eG3VzDA3FIXFou1kPgqAUTDNUJuEEQlUUBULo8ccfj+M4TZIb168Oe73ZLKxU/Ebjccuy8jyhFD3xxKXLly9p5PTy8lK/P7h793YQ+ITKfr/fbrdnUep7dc5BvdY52O8jYCNsSW4i4FJcMYhRqywMhv3JOLUtjBDGmBqGZVmWBAJR8uSTTw5HP//jP/kzx6LfeuJqo744mYRX5GqWZUE9sGy7FLzf74fhxHXdtfUVVpRVP5BCjMdDLkpMIKU4zeVsFjHOAzf485//dDDodzqd5cX2aDwIggBDjqG4e/uj8Xgcx7NLF1fLLB8N2dr6WpyM7925W6lUbt8+9h344MGDeqPSqAejcTeouBCQrfvbhmFnGXvv3Q8XlhYpsRA0HjzYBspoNReffaZysNevVRuO7RVl1mq19vZnq6urm5trhkkcx1pa7hRFZttWvdbYfzha6DTyIrz12Zbj4nAa5xmrBM3t7e0snzmuxi7HEHPDth7u70+SGFBzmu1evX7DRIQSk3M5C2fj4aReb352+13DJINBr98b/b3/7B+88fpH/+0//+fPPP0kY/ne/qHnK2qQOOEKgGrNN8xyc3NzGo739nZbLVSv19fWV7IsGQy6lcrSxYsXhSh//OrPfvVXnx30Rw8ePHzzF28/8cQznU6HlSKoeNVKpdvtGgbBGBsGyfM0zSKdG0nJs7yAUOUFq1QqlmVMp+Nu1jcNTwrEmCSElQXL8wIAcHJywniplJBK67ch58KyTGqAopzNokR52HHg4uJiu7XEWDENx93eQdmPO41aq1Wj1C1KYFsqTXtB4DEuizzLslQIWRQ5AHhvp28YFmPMcY1qzTUdKwiCdBZqbBUACiGIKWGCnXLK5kCsoijPI69KxmdxahkeQggiDCFQXACk9W1cKggwAQjrn1Iqocoz477PITFfgn5DoMdmIIQIEqkkl0LPGp0RCE9P3+dseMH8tKifXEoJldb7Ywtiy0G6I1SwkksACYXUUJgmTLAkEUIioLTLn87oyrLM0kxK6Xme53lZliVZIQGEUDWbTdu2kyRBiGgwvZ45lwI4jmMYhnaULpnSRmRUqZKVaZJULD33B4BQ4Ctmy0oJBU7NoZTQ9WNtOKbP4xJKdD57ACCOY6kUxtiyLNM0LcuUBqWUfh5+nIZk3xTVzGvcf0lS6N9c/v/EnEFISHVGTCHUME0LYy44Nk2zXq/7jq3PWVpPqltSmsiiweB64u6MxcJPw8XBYKCbAWmaah8Fzrme8dNWxnokTwNgtKRTywO1QlDj5ULZewAAIABJREFUIXQaqbvZlFKtGYQQ6nxPT/fpgUCtI6WUxnGM8KzT6YynkzQOtWDNth1iGQZBgnEhhJBAtzT0s+mUUosQAToFZMgSQEAwMSzTIFi//5wxIYSQSiEgpbJtS8vBzt4tY6woCoCwdWoNreSZc6O2eBNfStXPWtZf48dw3lTta13Iv8kX4Xwv7mszGfXLeSp80910tj0fbgZgMBjobe48XPS8HfZfW7I3n0hG+GyDE0L2B/3u0X6Zx2EYUkItyyqS+Ktunl+T133dez77TL6UUavTTfmrOoQv8XnP1KgQwpIxwzSn0+lgOKjWakmS/Is/+IMwSZuN9s7u3nQ6dd0giRMIMQQIEWQQzIXUSQ4hBOO5+bjUU2lSEEJs23ZsexZFZVFABfK0xKf7PgDAsqyiKPU6phRJKTlnZVkiBBRQBjV0CqeUWl1dCSr+YDC4evXqwcEBxjjP03jmHR4ehGEoJDvl87L79+/ro1c37gkh4+nMcRzb9QmexbOs0WiQlikki+OUsdKgFoBCKaCRMEWZB4GvZdxKSYIxAEqjXBRQvCw4E4RSjDSBhWdQIqCk4J12O0liz3UqFf+k12VlPuj3kJLt9gJC2LbMqu+XJacE2Zbl2LZtWUpKBZVenHojA2DOlNOjw3oZa1yqEEoITgiWp+daHQJhjCm1IARlWWRZTqnheR4h5NKli3GYuq4rJONCffLpR47rc87Gk0GjWen1josiPzw86PW6a2ttAABjotNZ3N/by0vQbrePjrrVaqXquaPhjJWccWLbnk0dPq/aIce0At9ljMdRwbLYMFF/EH3n288/9fTjn316y3UNSgmBNJzOvv/SK4LxVrtuWmBn+5Fj2wKq3mhw9/59JaFB6PLaarc3+uTW1tpqZ/QnfzyZpJ5X2d05DHwfU8RKa3enu7q6OR6PHzzYX1lRjz92wzKN8TD/xZ+/1m537tx+dHR0srvT/eEPX17orL391ttA4YP94/F4cnJyvL7RieJuter7gdkfhtRUV66uFTlsNdteAKVkhsW7/T3GueU6tmULIau1mmv7CIN33nkTAriwsDjoHUlepvHk9mfvtxYaFzcuHx8fNJuLaRrPot502q8E9srKUq3i7+zvECAhppcuXjUMg7GCc/bo0W673SnLol6vmRZdWVmRUgrBj4+GkBOsjFatQ6F997MtiMhSZyU3WNVvtKoLUZwxxmgVSQUUZyxPlIJ+xZOCxfHsxpVrzWaj0WiUgvOCdbtH1arXbjfXLyy///6HJcsoJd3ekefbhML7W3du3LgBkbx4cbMsVDQbJUmSpQVC8Pi4V+bwvXfvLi4cVKuNXncmhAi8BVaqNAau7T/5rW+nWfL+u2/083htbcn36llW5gXr9vu94aTRbH/y8b1Op33l0rrn+VEYK5U+dmPj4fZOo1WZhFHJ+Hgy9BybEOF5dK9/ZBJVZHlRJK12m2CAgFCSea4jpDw43Gk1m0vLLcc2Lly4cHBgZEUyHJ40J+5oPBiNQsMEpgVZoSCESiqg1OHhUa1a/Y2/9ytHhyd5lsVR1mm3b936ECPzxuNX6jUc+DUIzNu37x0e9Ov16s1nv/v22+8Efn370b7n1TcuXEriVAgOoEqSxLYswZnjOEWeHx7uRtHEsoyFxY5BTc+tQEDb7XY0G82S0cOt4xdefKFWXUjSUCneXnCKIuVqnBRhwi1EaSaEaSLb89K8PDp51Gi2EMK97jDPiyIvygKsrCy88Px333rro1dffXUyFhcvrmR5PBwNL17qGKaCUAYVy7Ls5194eX//SIryrTdf51xcuLAcReGDrfudTsMw0GDQPTrc/Z3f+e2/87e/e3h4GIazVnMhDGcfvP9BrdZM0hlCREph2QjAfDyJioIFgddq1zFFhJAoigwLIiyoCWp1z/crk/EUAGQZtmNXpVScqTzPGw2v1Wo9ePBgcDBwXPvGjesQqjAKEcSWbUiVp5kDgDJN27bsImfHx8fT6XgajhAS9XoNIXn33mcQGOEsf+rJm/V6Jc3iopRCItf1PM/OMiMM46XlJctyyjKHSGEiOc9zlmsQNCAIEAQpwhQr4igEhYC5RKXCAgJ+KsKhmEJCAAAFL4Gcgy6hthRHECAkldKiFGWYkpiSGsgwgBJaqDlPXCDQY3mnaiMFFFAQCSmlVBgjAEBZsrIsuRAGQhAiCRTECCgghKQEQwQUEFJKqCRCwLQtbFGlJOdCCiYlB0AVBZv0Q6kk1EUUy6aGCQmRCIqMlUUhFSaEYmJAIGu12uHhyRM3Llm2deXKlWvXrlV8dzKZ9IfjgnHTpFevXiUETafT8XiqRxD1JiO44pzrKp7v+0vLa4trGx/d21aUZizPssxGhj4HYYwlxlBJKBXAcD6iqBSUSgCha7ho/tkBjJBBqWEYAgiMiEDwzDnWth0AQZIkvV4vDEMEVW1x0bQtSqnkn88vfG3Z+m8SvP908r2SzbMdxhjjMk2TPC84Kx3HGQ6HM4J1ST2KIt9zIIRaTyGE0JULXf7W9PilpSW9yB3HqdfrAIBarabdF7Isy/M8CILl5WU93GSapq6eFEVhWZbOmobD4XxgWMpms3mGP9TZoC616N6MBr3op9LtwSiKdAWkLNloNNIPIRAJpiilssyLggnGIYSYGBhDKaXjuQCAMi90iDscDrnkkKBKpVIhWAHBpBBSZkUm5zG20qNbGAOpoK6eSCk5F6wsDQ0jxIiahhZInyZHUgp1tomdv5zPGsg3def+gpTsq0ndl1qCf0Hb6msTyF/mJXT2r8lUGr24vb3tOI4W7Gokl5ZW/1Jy03+vW83Za+moXbODXnvttcHJkW3i6WTUqAbnUWCfY7XOIbbAuVrXv6Me9pUWH/hmpI06/4Sn/1eqVaXUgwcPirK8+dzNer0+Go1zxgii4WSqqxqVIHA8XwiRFznnJQCAYEQJnk9aSikhBEBpbJc2G5FSKikEZ1JKQoiQUjdjEUKG5UAIKCVkjhgGevyS8UIppdM2TcK8sLG+vLzY7w+FYLu7255jFbnQBneEkCxOdL1QSrG9va0nevWzQQmTuLi4eV1KhfEwy4pwmqRZjBC0bZNSihDkQmFMhJSGYWACKaVFUYzHI0JIo1YDQEKIgaS2bRFM8pKZpmkYVAjGylzwkpWpYdAonBZFRggpy8yxjErQwAZ1bDvwXQSAFIAQUuaZ77qwrSzDdBxHS6F05kYIURCUJRdC6GRPSjkaT4qiEFymaapHkznnCEPTpIQQSjE1KCEWQhAAgDGRqrBspB2EV5ZWLds8OTmpNZqWbdy4cb3WaHAlKrXq2urqO++8ubm27Pl2OO3tHxx+8P5HjUbj0sUrWw8fMY4azVq/3y/L0jA7reZyFM3yvJQiB4CYhlGWXHKBIZScIaBsi7p27fkXnt3ZfbSyvIggfPXVH7eaNSHYpUuX+t1e/2QwnUbLK51WOzg42G82WxBiJQCXqFqttZudsiwvX7/BC3b37l0A8WAwrFZalaCa5/mFpTUlTwLfhwAXuVhfW6pUKr5bp5QeHhz99j/40d27d7OUW6Y7mQz/5b/81888c3U6DV3X3d7ea7ebtbpfqweYCNOC42nXMIDneowltUZ7e/dus9m8fv2xJJ10Bz0hsaVIFKX7+1vdk8HayrptOwgKKNWljRWkylH/uFXzDReFk8Heo3v1ek0K26JoqdOsVHwIBAIyjqM8SVmZX7r0mGnae3t7QrAXX3zhD//wDxUQq6vLnucKwWezaV6kQrDBYHxyNBkNBhLKRlAnAAsBtu48SLI7G2uXN9cvlFzFYexVHK/WBgDcvt3P83xhoTXs91cWly5sbmRZtvto2/G8wPPKslxZXfnk04+jKKpUKp1OezgcFkV5dHRcFOWVK1dWVlYPDg4Nw2w1W6/9L39arbmXr1yoVgPHcf/1//latVp1HB8hsr93FAReq7XASmmZzsaFS1KJ4XC0tLh+eLATz8oMgygqajXoebXRZNzthQsLrelk9PDhg0az5lj20nJ98+KlUuS1RjvJ8lZ7ASqJIPN9V/CkyKNZDB3LXlho1OvVPJspWVZ8+8LFTcZFMkteeun7ZZnv7+8ZJiRUzgYjy0I3HruU50t37ty5fedhNvtIMoIQ2ro/sRz0/PPPXL182TSsWZTWKg0p+eHBSZaJbz22fHzUfebp5/f3TlaWN559+vn/64//zZUrV32/srqytrW1026v1WuN8SjutFoPH23Ztm3bFsaqZCkEyjDwQqf1yisvra+vjkaDra2HPBHVShsTNRj0NtavlLnceXTku7Va3d3d2z3upgqCMOrffPHm/vZkkqTTcAYtVXf9rQcPe93B+vo6hPDxx59cXOxMRuM4Hf3b1954+qlvP3fzuf/9f/tXTz/9dDxLf/GLX4xG8tJlI04mi0utWj3o90Y//fFPJpMQYzwcTqrV+rPPfCsMw+l0+uZbtzc3K9evXZeS7+3uZ2kShVkSFycn0ygCVy43OOcAyDgOpzy8fHmz0Wg4I1IWYjqd5nFYq9f9wOECprkoyngazggBaZpASDzPN4iTpVkYRoZhSaGiKBqPxwCAZrOZZdmdO/csy0QIIIRczzZM6DjuwsKy7/tKEsYE59KyrDquCZnbDhp099Js1mwsJHnOeOp6QZoUjmMn2bwUy7lMkyJJ+q7vCcEBEIYJKYGIwLzMFSUCMKbKnGVRGuUCAYSzLAvTEgCAsQEo1vGfUpgLCADgAAsmkCgwEwCoUszL6wjigpVFWfh+cDQcufUmNAwkCiGEPIW1QAilkKc9PXV6RUqgIMIIEyFEmqVFURJKCaUQIg3RhEgHG/BM/3LGOcMWUUqWZcnYnMmpcewEY9OxCSEAo4KXhGBCDINSCCErC1Yyw8WClxjjOM43NjZefPKxn/zZn7z55pvJLBwMBi99/+UoTnZ2Hr322mubmxc2NjaS5M7JyUmn02GMmaZFMMyyLI5j27Ydz1teXvKCwLLMDEiEICGkZOws3wOUKs6EYBAgBAmSc28JNaclKILQ3McPI0qxYRhccQTJGWRBShkEAUSwVqvpfsXR4f5kMkEEGx6WUkoAz5DUZ4HLGanufCD0N/29/+hTPkqpYRiO4yBMHccFAELLrNVq9XrdokT7qp+cnLRbDUKIdibQRfwwDHVjTff99ACXXsN6JI8xNh6P9R3Ksux2u2EY6uaB4zhZlpmmqRNC0zS1Ux9jTMvH5r0yABzH0U+rqelnKBCtMtUW7bouzzmvVCpSQWRYmvuilX2U0rzIyqJQQhs+Y9O0dOAKADAI1fTjPE2SKFEMMMYkglLxknOhpGUZEihCieMaEELBdLlE6n4GpVRwIU81pZZtWbYNAJRSQQgwxkoCeabEll+TZOmbyF9BkPmlm847N/zVHvvL3O3MTxCc+qvqjp8W3c69br6S8Pz1lJHO3p4+DxFCDMMQXFBKq9XANIhJ0WQYf2m4TpcQ/mLd5l8s6fxS0++rndX5QCP8HO4kAYAQ9vt9Qkij1Vxz16WUECPDtm3Pt0wnDGcnJz3BOAAAASWA1Aa42tsHISQlEIIJIaCSCCGMgEEtIYT2BNWKUCllmXEIpPYIUkoURab9DISSaZohiH3fd103y1GSxGWZa6tKIBWGYNDvzsI4zeIH9+8ls6gs80o1kFIahBCIoFScc89zR6MhxrjZbIbRtHt8XAlqWcaFkLblPP3UsycnJ1lWAKiEYEopKaE+HhBCAEhqYMuyms2GlDKOIkqp5zl675CCKSCl4hQjJXiRcSklgEoKUfASSBVHM0ygZVmszC3bUkr4TmBS0j0+ggowxtM09V0P1gArcwJUIthsllDTjKLo1HVdpWme5zmASC/g4XDIGMOIIAyhgBBCTPQWSRFCUgpqEIQgY4yxUqtrCIHj8dDzvDRNgEKWbc5moQKo1Vn4+OMPtx7cf+HFF+/cufW9738HCrG396jbPSYUvvPOuxcuXEiSZDga+5Wm5TiWZXEuORO27QCFJ4dHs1lZqVZnUaL3VkJRkcdSSqC4ZdkUQ9cyoyjq9o4Dr+Z7lWk47h33wjBcXV11bQ8hddIb+ZVGrdHp9Qa84EnK8nycJTJN00ajURZFmvNo1kvT9OBwp9Wujcfj/uCkZFnJ8mw4syyDEDKZTMbj6Y0b155/7sU0zXZ39wyDBkGwvLyws9Pt9Y6TdNZq1xUAmIDNzQuOB4ejE8a88XjoOF7J8ju3Hz7zVIAQunv3zv7Bo6Xl1qWrlwitTKezNM+lAg8e7LuO8+IL31la6ORp5tgWRrBRr9UqAbGg77smRo1GvX/SrVYq1aAmBc+zbBqOCSFlXkaTpNcbLC+tNhvtwbB3fNzjXBgG5ZwLKZvNumUbo3HXMMnq6pKJg3SpMwmnh/u7Uqh6s3Xt6uX+YBKFk1F/ajuBZdgGcXmZ1ar161cuSynbi8sVP8CYEkT73X3LNPd2dgxCL1+9dHR8+NGHn3Q6nZvPPl+t1g72j8Np7DpBmhQQ0D/705/Yth1Ok7ff/AQjs1ppuq6/vLz86ae3PY82W7U0md187qnd3R3LgdeubwwG4yJnmMhwMsqLtFqtRLMaQqDZrDuel+UpJZAQt2IavZOe4/pZEu9u721srN+8+RzCWKtclFIIGkKoF7797Pra4v7ubjgZjgYhFIVBwEk3OT7utTpV23WSJMxz1qq3xoN+URS8LB/c2280an//13/9k08++vlPflqy3HGsimcWRbG2vsJLgZAkhOdp+tGHH29vbztWgJEBoJxNJ7Wg8nd/+GtvvfvuYNgDUN67f1cKuLDYrlQqSTLzA9fzLISVYQJqgFkclmU+DUeeZwtZtlqNwaC/s/vgn/03v3f9+uWizPYPHhZFurq+GoV5NIsrVSdNE8MwHNu79dm9etOLwuTppxardbp5cfHC5maaHu4dnqhZzKU4Pj7uDYZhzCbRDAOYZ2Ucp47jvfHmz1vN4K0337/12R0I6XgUjseTRqPFeU8peO3ajUrVPTjY3draPz4Cngfa7aDZrBEKTYu+cP3Z119/fWMj+LVf++Hh4eHOzlFZlv3u2Pcdy7KkAPUa4JwpJQ2DaBjH0lLb8zzXNUejsCiT8TjMi5hzw/Us27PTNC9YTg3EeJGlSWHKdrPquq5hmJVKDWMchmFZsIWFBULIaDQKw6nt2AgBwyC2Y2Z5FIbjNMkJNqRgo1FYlqVhUABL04KNVnv9wqpSS1Ki9sJyPEujMG02F4pSRNF0OokQwgBgjLHt+IZlxvEsSkJHGc16UKvVut1DjBWAsizzOI76g16YCYhNxthsFhuGMaclM0290pmd0ISKORIQKgmAkEoIhjDlgnHOAKZpUTCpES9czbkTOhP7nLZ5LjZCQCGEEYSQCVEUJRfCsl1CDIWgkhAopIcatJHSKaxTnaU3ZxP1CCEAkGmgSjXQU0ZcSS7nsydKCK0PonLu0YoQniWJbaM4jgEAvu9bBk3jqCzLRqPhV6q93sm9e/eiaPqjH/3o4sWLEMKLFy9++ulnECLLdEzT1M8chuH29rZfj/M8y4EQAlCKkRKEIIQBgFIpoT3iwRfGwk5jOSB1U0FJOB/ek9qDWwKIz4KNJIkBhJp+YVlWrVYPi/xMz3nmewHOvGg/D+3U3yR4/4lczgv0OOdIzWGbCAJtspdjpF0TRqMRK/Msy3Qk5jiObdtZlul23GAwgBBqx6OiKHSrTadqmuCiBd5a/Tj3MUdID/tpwqc2ivQ8DwCgZWK2besDrV6vawyhThH1rZrgkmXZcDis1+unLlnSsqySCWq7B0eHnHNMoEmp53kGAnmGdao2t6FGSEs6MUJnKjxKaCHKPM+Z3okQALpfApRpmF4QAADyNOWpgBJomijFxKA044JzqZQSQpUFk5CxEpgmhhCfblxAKSCkPAMIfSmZIv/OXOuvkPn8h1g0Z66Ap8EucRxHryGtuz3T9KsvGrj/NSzoOVpKzR1yNP613W4DUZqmycr8dNj7rMH65ZrWN8k4f8ls8Gubfn/B316tVsNZpD1a0zS1HBuhOXVqrhXm8dnagAhQjBSUpwBrKsS8vKf7zme+mXmen50bijI3TEvnfkIICeB8/LJkg8GgLFitVqvWAsZYGE49z3Vd17Is2zTzIuv1egihteWl9dWlra243VnWh/GZMYv2x6xUKr7vV6vVStWfTqfTSeT7rpJwcXHppZe+//HHHx8fHxsGPekejsejsswxxkqRImcIzyf9HcfRPN+zwgFjBTudD4QA67/Fca1arY4x1jDiybS0bZNSEkVThEAoxn7gJnH08OFDTbgaj8eXLl2iCAshDIgBkBh94fCjhGDM9KajF3O1WqWUeq6fZMWZ8QuEsCgyxlgYTuYOEBBCiCg1PIsahhpz0Wg0pBQYwlarZZrm/uFBzsoHD+9Xq8H1G1f/7z/5N6Zp/PjP/pQa0DAMCFWlUqHUBCDb2LiY5HkYhdVaYFCLQuP+/ftKwkk0y3MWxxmlVHCOMbYsIyvyssiVYkUu3333bQDA49+6gUtcltlshgb9SNWF7/uz2cykhomMarXe7Z30upPpNKpW64CD8Xh4hIa+6wkBDg66Tz1x49atW7V6UJTZi9/+QVnmn3766aXLm0kSJ0ly/fqN0Wj00Yef9HqDxx67HgTBf/ff/w8XL64Nh71bt2NCwJWrnZWVlZ2dncWl1s7ugywrAJQImePxJAj8B1v7lYrXai5ZlmXbThjuSqnKgh8eHm5cvChVOUuSXncQhmGj6dTrVQC5bRusyO/du/XZx5+WZTmLwvHB6ImnniAdNBwOP3z/s2eeeapaqQ/73aIo4lkReKTiNaJJVg+aCBFCjCQuppOZbbuzWVjkYnNjM0mnCMv19XXPd5C0REFGo1G15tdrlclkmqU5NcDGhSUpyIOtfUqE6+HV1U5/1GM8bzSraZoPuif1Zsc07TAMr127FscR59zzvCTJPvvk9m/+5m/7vt/tdg3qNOqdUS0cjUYbFy68+Yv3dnYOHMdaX7uQZ/Kll172fHJhY3EWTyHi3/v+d3d29m6/d/wP//PKT352u9tNIMoBIOPRVIKEMWEYxixOTdO0LOv69W8xVvz4x6/lRWJQK4qiSlAbjXoHexNCwfoamk7i9977sNcfvPKDH0qmZrOkVW+E09Gsbs2i8eJCEyhmEipkEU7DLAW+ZwfVIE7C4TgUpVhdWZNSPHy4tbNz8sMfvvT000+///6tLMsgUr7v5zmr+K7vOg+OHwEoCJZhOPI8bzyON5+5wpm6dfvTZi1Y6Cy88+57aZrevXv/v/wv/uuf/fTNN3/xyT/63V+vVv1JNEmzaGGxcdLdJQTZdvDZpw8ty5pMRnlhIwSazdp77791chLV69VH2w/293e73ZOS8cOjR83mggQwyWKbuguL7Y8//ti23UuXN1gJrl55/JW/9aLjwY8/ur21tZXkSbVeqQTN3cMjy7Isy9ve7j12be3TTz994YUX7t++s7s9/cHffmE6jXrd4pVXbiZx/ujh3re//YKUMvCrL7/8yng8eOedd3a2QasNWs3KdBpe2FhdWVl67723tre33v/g7sWLnU8++QRCeHR0UpYg8DzfrxJCCBk1Go2yLMIwopQgDBzXxARmeYIQ6vWOhODUQEKWXBRBEMzSBCFlmtT3fcHhZBzlmTBpFSNrMBj1ej1dMudcpmlalqV2ibTzLIoiQpDnW2kaDYbdOI5brZZpuGlaeJ7XajUVKMbTk8lktNCqKiUePtzZvHjtpHs0GcdBUDUMv9PpUGJTapiGZ9leUZSO58RZPBx1uchs2yYGcVyLAIUx4KqM89loMhxOGTZsLanSNj9SSsb4fEZOAYiwYRhMKiklUAphbFIqlRJCQIz0ucn2XGyYpeB5kWPFziqtX51YmVMAtDk1Qpprp51adfh4ftrlPAJjXlxGAOG5eQPnXCmJEECIEKVc6p6lgpBSARFToBAS5AUCgBKEABEYU2oM8nyp1To6OtrZ2VFKPffcc7ZJ33jjjfF4XHIhpbx58+bx8eHVq1cvXbqysrKytrb26NF2nhdafqZH6Xia7uzs1JKcc6YwxZg4joM41NQ+oFlxACA8N86Cui2gkZenn4yUUnGlzWqFYAIoBLE8h3qfTqcAQn1ebjabnus0Gg3LsYmCgjF9xj8z9f3LRjV/c/mPKeU7g51ARPI8U0oJKbUCU68w7aSHEZjNZroRp6WYej3r9pplWfV63TTN2WyWZZmOoOr1ug68v1hkAbrv0u/3G41GURRlWbquaxhGFEVlWWpnP9d1tZhT15d1EOj7vvZm0LyG4XB4cnIShqGOkHXcHieZE1RPjk84557tEDKPIc/856WelyOkZEyX7LMk5ZxDJQGaj4ApoBAGACMAYcFKCAF0kG3bAADBmH6huT6OUEIIhEBIJSVgjHEhJARCgFPn0i+38r62A4d///d/X1/7yVsfnTWdzlKRL7WkwKkz9fmbzusSz7/k+Rf+0oH9JZLkL6P51D1W/fb0/N7Zc+ptRZxevjrq9jUXoL7w6Xz+6y9cOTPcOW8B/yVLdAAARlAIoQA4YwRJKe7euZPMIiU550ywEiMQTiaNep0SIqW4cOGC77mvv/76U08+UatVEUIQKEIIBAoiDL9yOQ96+eK8+Be+iPP9va/KJPjpWmSCaxPwoiwBBLpzbJm2kmoyno4nUwgQK0tMKAAAYUjnFDRKKcUIW6ZlmaZBMdQ6W85sy+p0OgRjx7ZYWUKADMPABGdZyhg3TZNLnud5o1Hf3dv74IP343hWFPnR0dFJt3t8cmRQWpb54eGBYdDDvf2To8OHW1u3PvsUIei6juACQcQZJ5iMhkPTMCpBRQhuW9aVy5fTJNnb3c2zHAC4vnbhqaeeBAoihPM8Pzk5WVjojMbD6XQymYypQSuVynQ6JZRKOTfWHI/H0+loZXU5nIScF3Ecr6+tcV4iBC3DTJKYsbISVIrDqVhkAAAgAElEQVQ8JxgrJQf9keeajmOVRT4azRr1YDIZZ1kaTqauY3ePjj3XoRh3Wq2V5RWMkW0YhGKTGoZplIx7nqdt9xqNZqPRwIRUKpVms+n6vud5tm0TYqysrDSbTULQBx+8Twi5fPnyZDLO8/xbjz9x4/pj9UYtCIJOu+k4hus4ZVnWqvVWs40QFEI6rrN+4UK3d3Lt+vWgErietbf36ORofzjsM1Y8/vjj/+RH/+TB1sNHD7cXl5aeufnsRx99nKbJCy++MJ1Ed+/dDypV3w9YyQnBaZpJKafTUVnk48lwdXmBEpQXMTWw6zlxNMvSzDDo7nZvc2PRc5zuycna2sri4oKQbG//IJqlnle5cuXG1tY2pa4SeNAPZ7Mkz1k4TV5+5eVe9zhNwqXl5vbOVpJONy+uLS4202y2u/toaXnx1mefUUom46hW9/b39yiF6xeW6/Xg3r3e8opz7frly5c3iyL1A++5525Op4M4nv356x8MhzHBEkIwHMSGYW5uXKbUjcIk8IO9vd00LVvthu/VkziDABgGfeyx67VqZTgcxGHomKaSfDwccc4QgtQwZ3HCSxlFUZZm9Ur9+rXrh4cn4+G0WWsfH3eBwivLa4yz/cND1/Weffbme++9v7K8CqDyPG8yHR8fH7bbLcexTdPY2d6WgmOisiwBUFCKPN+tVIIwnC4vr9y8+fT6hbXDwz1iIEzRZDwiCDcbTcYFL4XtuGmauo6z9WBrbW0tDCcPHz26dvWx69cfe++9D9544+3JJJpFKcZGEmfDwaRWbTz/3PNXr9wQHA4H0+9898UwnALIGS8sm6Zp9ODhXc8HDx7dNi1xcCQYP15erEPIBc+7veOT7klnoWOazo3HHndcd3tnt9cfGqYrFSHQGo/C8Xhcq3q1wG3Umvv7h3fubA+HpZTCsn3LcfNshlBRr7rXrl7Jsvgf/85vP/XEE0eH+17gDIeRgrHn28NR7/gwnQzH/X738PBASfG9l76jlPwXf/A/S5FNJtOjw3LjQrPdagZBNZ4lk+FwZWlBG5ZcWFv5Z//0937+s3d2Hjx47tnngJS3bz1gLN0/3PvRj3631+0bhiVE3m63Prv1ye7+w3annmaz4+7hw0db/X73+rXrrEink1FZZvfu3nn44F69FiwtVk0DDwe9Dz54j5V5rVoRooyTKRfZZNonFAOAhBDj8dS27Fa7gRCs1av1WuPouPvpJ7dXVtcYF0mSI0JPToZFUTzzzLe2H+76ntfv9+7e3vu9f/pf+X79vXc+uvnss0mcj4bTIKgeHBx0TwaWZXa7vSIvjo9PPI/dfOY5ztl4FD1388nNzbVKxbt//+7iQn1leXkynt67u10JvFazRbBV5KVS0DQtw7CUkq1WSwiOEGy32xCCw8MDCCGl5iyOEIKOa3JRtFqNldVVx3XyorAs27ZcQozxOJqM4+FweHHzouPY9+/fOz4+qtfrjUYDISiksCw7imaMM4zRwsJCs9kQkjUajUaj5Ti+kmh5ZWl5eSmOwzieVGtels6Ojg6bjc7e/mEUxQudBcd2d3cPhESzKImiJIrio+OTo6PjJE36w/69+7dsx6hUvCBwo3BMMGw365yx+/fuhmHs+TWIqNZJWpala3Nac6WpofMKL1SUEssyDYMCoCSQAKiiLPRpMysyAFSjUb929bJBsQIAIqQA4EJAhDAhWi9EKIUIcSHKQniVKqF0PB6PRiNMKKUGk0JBMByMC8YHw5FUSgphENiu10yMAGMUqWazZpgGIhAAFYYRL5lt2YZhjMNoFs0443mWMF5KAKQEGBPDtJhQ4zAsylIBBDCBEMzCCYVqsdOOp+N/+Fu/+fd/4ze27t9744033nv/o3v3700mY4zx4uLCzZs3m83W/fv333333UqlyhiHEAVB4Pt+URR5URBqQEIns7QQECDEyhKqsuaZgWub5JRhKgSQkHGmlAAQcSEUUCalSZZhoAc15qw/LphhmY7jMSHzknMhuZSUmlyIM4e0KApLKTEhBiaCcwhgkeWu6/4/xL1Zk2TneSb2rWc/J/esrH3prXpBA2jsALFQIClRokTNSLJDHnkuxqFL/QCH/Qc8F/aNNdZE2JbCiuGYjhiPhhLEReICUtgJAt0N9F7VtWflvpz9fJsvvqpCAwRBcKyZQXQgqqozO09mnTz5Pu+zVatVjLHmPxHGSimCMAQgy3OIjirAtG4ZIwQBNAg1TRMpACTXFoYjnw6CUkqE0UlCHngArCodukoIAFDqEEmMpISaqRRS6vY53VOPAJRCCM4IxowxIQVEkHOeF4WUEkipzy49jDHGhFaWHU/Px/sCQKihlMqP4zQ0i4kAQFAhHYMJf2H99clchzFGCCsA9cOdTKkIIZ1H0mq1Wq2WYRh5ngshTvCPflPoJbsWTOoh2bZtJaTeRujXHB7vOIaDQafTkVzYtl0uBYIXSmryFhy1PyqlIHzwmNVRa/QDOZ/weAT9bLsUPJH+KqWAZVnlcrneaE4mUyGEUtI0zYsXLy4uzFuWtbCwUC6Xm4367OxsvV7XPJ7neTqCyPO8Vqs1Ozvruq5m4XzfP6n0MAxD961rQx0AoNPp5HkeRZFWTunmBl223u12dTnnaDTa39+fTqdJkvR6vcFgoFM9e73e3t4eACBN0+l0mmWZhp36suM4ThAEtu2EccIEpwQThAmGo+EwjSOl5NGzBUe9GnGSZFkWR1GcJBljgnEpRcE5QlBBUDCBMExyLoFe1WHOOYBQCMmKwjJN0zAQQtraByFkXAKtX5CyYNyyTdt2CCFSyJmZ1vLiklJKcgEg0PIE/cY5QcLkU4HWJ2SBn/DCferf/lKt46+0xfnUx/r8+szP83Daofw5DYeffbOj9wj6lOBNTXwJlkmWZVlWFAWjVAh5guI+we892C//j7VZOXkpEULqJO4XAqiQOo6fRgDyQhSsyLKMIOKVAoyJAlApyQQTkkvJxdGlADOmIbGOL4M5Y4ZhKKk/AYHgDAJQMCEVYIxhTITgWZYRTMNoSimp1aqDwaDdzvv9vmHRudm5cqU8nYyvX7/++mv/QCBI07jIckKQ6zi2Zdsm4fJoY6qXH6PRiBCcZWowGAghdPI4AFAB3ut1trd337/6XvugEwSBEAwjmmX5M888Z1lmf9DhnO+3D86cOV2r1TY3N6IoDoJgOp3meTE/P5NmSVFkWu0tkSyXgjzP42hqO1aaxkoJSpRjm6NBv1KtnDu7xDlbP3v2oH0geZ6KolIJkihdXp5dXlgo0sgkxKA4z3MA4DSKy+WyDolijOX5WAiBCdXJv1wdScBd107TZDQaQgjX19ezLLt3797MzEytVsuy7IMPPsjznFLiuEiqJMuyJEmU6MVhXBRFnCYQkXE4WVlZnkxHr7/+k16//eSTjzz9zBNJnEClbMu6deu2lKBcrkwm07t379brVSnlm2++LrmaX2wyngiRO64ZRYkQrGD5/HxrOOzVK16ns7+wOHtx5eHBYNBut0tBgBAKfP/C+UWEQJHnzWZVyXzj3s3dg0FztjbbmgMKs5zbltdp9yWX1UpVKVXkxcry8uFhd3F5qRKsZfl0d2/aaPpChlJ5lar9W1/70u5uW4FCCPTyl57Psmx3d+fipfNLS/MKsPMXTmEMqEEWFhYqVW9zY4vx7LHHrygJfK88Ho++8NwX3r/6s+VFm2DrsD00Df74Y09vbW026rMQs/sb2zvbvSxja2urSRTu724PBgMM0eL8ItJJ8UDW6tW1tVN3N7d6g/bFC5fKAIeVDCKz05kYxFtZru7s7FZLC57nZCmoNctMyvd+dm3j3pZluhCSenVWKnHjw604GVFKZlq1IPAMk2T5CAAsVLF2ag0h2u8NLdtYWDjX742uXt8uclZruJ3e1tzCUnOm0m4f3t++LwVmXEFkVKvVu/fubWze3d7e5rwwLHs8mfzoRz8ZjcZLiyuVcrXb7QV+uVxqmJa5tLgyM9PsdvuDwURK9MrffJeJ9NSZhmkpP6DTcGhaFCK+sFi5u9FePQXWL7QuXFoajaLRILK8GcFQnmdpKu7f3zFNq9ebDEeRY7nVWo2BwnfV6tKqYrzX7yaRMq3yqdVz7c5hrzf0c3lw41ZQMkpBY+v+HQMD16bXr/9spjGDMT+3tlKtOK7nGZYlVSLlWDH38uX1GzfutmYbaTallMzMNJIkKwUuBPG1a/d+93e/vLlxvxy4pbJDTfD005fbh/tPPvlYnme9zoASYhjUdd2ZmZIQollvvP76Gw9denQyTp988slqvdLp7nJAk3SsQFKuUIiL4WD4d3/3imNRQtH83JyQACtx+3a3UqGv/cOrp06vzrYa169/WKmUDBP4JbNara6uNZOE3bq5Va46RVEtl8ub9zuvv3EtCAJKnLdef3dtZXHj/vbW9sT1Tc8v25bjeRbL83q90mq1KpXK3Ozsj3/8GqXOYDB54/V3Wq3ZSqWys7Pjec78/NxgMM2y+OCgffrUOsZESRKF6WQCoihqt/d3du9LJYQs9vZ3x6OoXPIM6ggO+r1JFMVzc7Nra2fCaBK2Q1IxLcslBOrrQ5qmt27dqlYaaVoIwYRiUsnRaFitN0ul0swMK3KZpzwIqisrbudwlGc8Tiblcnnt1FKSJOWyl+dhwRghqGC5Xs+XSqVOpwOg8LySbdtKwukkVgrs7R7s7e0KmUDMp9OJibEQcHt7N81lvdZoNBoAgPn5ecspm4ZLqc0ZGI0mCGPHcyBU5bKNieh1Dzud/c5hp1H1KEVFml26cEYJeP3mnmn5GBPO8rTIEEIAKCG5koJJpUd3jBHBBAApi1wopQDAGFOCLcPVH/EOMU2MAseGCmRFISXAWH92UQCVkFAqABRSCgMoETIQ4UopxjnjXEhF9KezgnrOBce8nvrYhKDQ8UK84Mw0zUajtn1vS0k102whALMszfMsTROhpF8qW76vsgQSq2ACY0yEFFBKKfOce54HJdvd3WXhNB6Pv/vtv72/cXdzs1epWTkDWld28+bNP/3TP1UK7uzsvPjii57np2mmFfg6uTpMYoiwCQBjBcQEYQzhcT+dFAJIITlUEgCAEVAKSgQhBFIpvcPVSfv6NVIIYowJRvo00PZ+QhRTCmMwMzOjP5qLoojCyYMh4Zoa1V4sne4GAMAamklhm6Zt29Q0clbou5imCaQSimusheVxE/OJhOqBHL6Pb+/Vx+a6kzo+pTSFoedvpTAE8ogzgAhAANDRaGoaJjawEIIJjjHmjOtnBDHVwQHH+Ac+GIcOINZj9M/bc44CcJQ6+vLTKM2PrewBPGouf8CXpB2SumH83r17OuNAbz10fwDG2HXdmZkZz/MYY3Eca14kSRLXtI6gujam/upD+D/Wfw9WhR3ZWYA6CdoYDodISc2nhWHouTbGWMPaKIp0bieEUJcu6MFMA7wsyzTFp0NZdH5Hnueu6wZBoFOLdP5KqVR6sLFMD1o6+2NmZkYTaK7ranIPQqhr3Gu1mjYcan2pDgrR8DtN0ySdeJ6XZtkkS+I04xTqAFIl+XHe7FF2o45TAgBYhoEQIghKJTOeH0vVJMFECOH7ho6RQwAIKZI0mUY5BrlNESEEKoAgNAyDEINLyaViQkhxbA8CDwBx9UmJ34MQjHwqRvp5Xu4XWe8+Gwj9fADMryoKffBIPme254Mo8Rfe7Dir8uj2H/2zD9wC/BwghJ/eGfjAxeWjwxZSEEIIVhhjlssTtaS+BJwwpZ9Qdf6jy08frEyEEGpQqiAASkH5kXwfA4Qg1Iw5pbQoCoxlmqYA6FRphRCAGCGAhZC6YxNAiCDECLquizHmrBAEE0Kk4BnjBVeEUoSQEDzLJKW00WhsbW1JKV566cVr1651u/3hcDiZTObm5rq9Di/YwuJcGgXRZGwYkFsGQkBykSYhpTQrBKamYRgIgTiOi6JYO7U6nU7G4zGllB0x5jKO+0IU02kMFJ5Mh088eeXC+UuGYeRF2mzOhGGIIHUcb3FxMU3TjY2N0WjAuTh75jKltL23q4BwXcd3PcuylJCiYEop33W5YPKIn6yYVuXixQtXr70/OzvbarVu376tBDu1sjzoDyfjccn3b+3tRtPhu29/mGXANkGeAymB5wG/Vnv2Cy/oFCnTtgyDCiGiONnf35dSMnl8hkOc5/nh4SFCqFwuW5Y1Go06nXalUtE1MrVazfO8drsr5BRKyDkHUhFEEIKUEoAgK3K7UQMYuL5db3hra0v9w067PaKItg/at2/dsSzLtt35uQVI4fLKYqVS6fQ7LMkAILs7+/V6dW31XLfT39nZwxjfvHnX9Yhh0vX1tSBwy2Xfsqjn2UrC0XjQ67Yd22KMYYxs25iGfUzg+vosVxhjMBmPpZC+bzuGWxRFt9v1Xa9eq3zl13+tXPa73Z1HHj7z+hs/bDRLlaqfpvG9zRu1al0qb26umed5OMlu3rzZbDar1cr169cGg87FS+d6vc7G5p2LF8+naew4XppmN27c7vfGS0urD19+7K233trdaUsBDw66jh0UuXjtJ29LjqfhuFKpA5iVKz7BdrvdLvtePBkqA4fTUalUiuLJQXtv0B9NJkm1Ui64POj0wjDEiIbhVDCxvbW7vb1vEMIY297eO3NqFQAyDSdREd67d4cQsrJy6vatO75XVQByLmeaDT9YbDZqpkHDadZsNmdna0DCbq+XJsl0EkZx6gne6XYfuvSQYWHH9U+tnv7z/+sv24cAIXr77uZhu+8HjYX5tTxJuv3eeDSpN2pSct+vGJY5CadJkhNCZpqttbVTc3NzlUoNAJClRb/fv39/K4oiAJTv+4fdzUbTq9UqpgUO2vfPnjvza7/2xVu3bo3H/X/+3/5OXiSEoJ3dvUZtDsLUcwKDeixHpZKR5ywaTAGmK2unh8NBp3voGlaeJ7dudUUuS6WStIzeeOr5zkxj7vbdW0Jx24VnzixaNs/T6Z1bN5568ont7e3vffevg5Lf3t8cDgeXWpevPHa5Wrfeu/qBbVSeePJCa9b/zne+c/26dBxw5gxRCqdp7jhwdraFoCIE3LhxLYpBtxf1+/uDgYLgh0CR7a2oUQNROF1fX//Sl1/65v/zb0zDzTM5HEQImY166+r19yaTkFiw0+3Vas7MbAUgTkk+11wsMjYej6OkPw3BU0/VAAA/+tGgNTvo953Tp09fvLi+srzUmKlWqiUA5Hg8RsjodA6LYohIEcUjz/MhAP/6z77DxXd+66tLC+dn2nt7liF/4ysvvvDSV/73/+PPJ5OwVq08fPnh3e3dJIlPnz792mt/U62ay8uLCOGnn37aoNY0HEZRlKbJ/EIrDMe+FwCAzp29sHFvN4qSF1+8eP78+ZnZ6vf+7iemCTAGhBj1Wj2KinCaBL4NAaXErlWbFy9evn792nR6r15XUkDbd/f390ejURAE5XKlyKXnulIxiFWaJpPJdDqdWqZnGtZ4OJpOinLJNqjTaBDbtsNw0usf6BC8aTjMUtZstnw/CKfZ2qlV13U7nQ5CslT29ODFGKtU6o2G0W7vj8ZdxyUSqCzLTKdkENev1+M0n0ymcZz7XsVxyqNJAiGFwMhSnmUFNQyiTRiIESIYTw2KfYdcvnh+brY16vUNgnnO108hw3SBhOPJWCpBsaGg5IWACCogCaKmbTiWCyDi6uhDllBqmiYi+ChN2qBKqeFwWK2WfNuOERJcQaQEl1wIPWUrgOBRjR6ECBOCGGNZnud5fjQgIAgk1AVXJ5PVAy3b2sehEAIQHjU7Symrtcp0HN68eePS5Sd+69xvRlEURpHv+4Pp+PrN22nBsjwpuMJQ6cAzahHGCsuyLEBLriUJEKJoNptffPH5d95554Mbt5KDdr1ef+6555Ik+v73vz8/vxgEwY0bN5rNGdf1ymWqOR/OOTYowgTbrjFKhMJAl/Gqo6gzoYSUAkoJocIIKgURxApBJI5BiJQ6b1zHj2KIDMMACCmlMMKGQQoudGGskBJCaBhGpVKpVSs5BLbrIIAYYwY5ang6hkMQIUQMCiBEQiEIBWOAsZM4BsaY5EJyIQzzeFxBmt87Qn4IKaWO/g8h+IgJeEDQhCAASEGlpITH6eVSSqEk4AwhAKTCGAMAEVBQKcm5UopLoZhijMVpkmUZAVBPFCfHdtTH/HH5m1QQIgLAUQmg1usiBChEFANKAFG6FeQXGpQ0Q4UQAhAVQqqjKkjwIDhJkuTw8FB72DSPp8WKjDGNTIIguHDhwsLCgu/7+pg1EPpoIv4vqpjFGOt3jRBCe1WUAoZhUIK1jQUDVa/XdX2CbRm6ilnjMUqpnvd830+SZHt7W0pZqVRs2w7DUJfyUUrH4zGEUNtzPM9bXFzUDQ0AgMlk0mw29S01RNRK0TiOtTAwjmO9mNCXPs2pJkkyGo2klLZtj8dj/WvKsiwMQ43/4yTjAAkpDYINx8FQpAXjQmAINDFLKD3Jz0QIQQw046orWwgghBABgTqqfMBBqYQI5lIIxgVjjHNiAAqRZVgQQsnFMW2Ij1HzkfpQhzI+GMZ5jGk+JWPls/r3fhEM+4RB7peSe//Rvr6fP5LP+e/8qjf7nFj0l/B7H/9WHFuxDcOQ3ChEoYs+MMbymGP9GDD+T8PvfexpwmNLuz5C8NHiSW/1oAIIAM45KzLTtJQSAAAEIUQQIYAgghAYxDZN0zAMkxKtHwg8dzqd2rYtBacmVZRKCRCBpm1xztMkK4rCs63RaFSpVKSCjLGVlZVGo1EU2dZOdvXq+zduEMeyLdtwTMs4umgikxJAVJ5nEEJKKWecUAMQkijFC87zIo3iIs3q9ToQMo3ivMgQIYxnlkWVglKCOI4Gw75pWPNzi3Ec379/X199EEKUknI5aDRqjLF6vTqdTvM8j+JplmULc3OmaQ4HgyxOMETlcplzXqmULMP0XPfSpfMvvfQiK/Jnn332D//wv/7mN7+ZxcnS0tI3vvF/9wzjj/7ZP2OM9Xp9HdyiuJxOpwih7d29v//JW47j6FBg27Z1zVGcpFrXzo9jVNMsLJfLMzON0Wh0586t+fl53/eFsIRQCBGEEGNiPJ6G0dC0eCUoEeJIrrI8UUoNhkOI0bnzFynFlltKs2w0HrYP9zp7bcbyerOapdl0HFFiFkXRHwws13R9h1LKWGGYYHFxIQxHO7sbo+EoCKrlwE3TlBegWnZX1xbn5uYgVPv7u5PJJEmSzkGfUjQ72zIootSqVnzboaNx1/fd+cWl9mH/5o27BrXXVuZN097a2I+iuFpZG/T6RRE2Gv7W1oZtkm9/+xWExZUrV5RSh4f5wcEBALDRmDUMK5xGlLqCAyVRuVJOkmw4HN+6dafbPdzaHpZKB4PB2KDW/PyyksbmvR8XuXr//atKgY3NTc6zu3cPH31k/eFHHkriYjIddbuHUlUVzBlP5lsrrm27th2H0zCeIKDq1QqlNMtzoaQX2I7nZgVL07RSrwzGwzwX5cA56PTdIN3e6ScxQAjc27y/u7+XJKw55x52MtcFEOCzZ9cbjUa73eYMPPTwI5jww85ucjA1TOx6xn67LZkEGFHTABAatsU4j9Jkd3+/0+4iakRRFJT8Tq/NCoUN2Gg1TBqsnT4lJXjj9bdcz/N8n/G80awDjAQQUrE4DtPMMS2kgClELqWcTMf7BztxnEgBIESOS1qt+vJqazDovfHWB6dONb/yldOmaV159Kl/9a/+1+ef/yKA4i//8i+xIo8+4iPoWmbZdcr9JGRcCQ4KITjnlm1Sk/QHYRoO0ziJprlvB7bpFAXPMs7FdPnUUpRMDgf99YsLTEQImn/0R3/0zW/8G0pptRSUSz7j+crKqeWVucNe+xv/9i9KleD3f/9r+9vdn77zI9t2f/0rz3/hufjq1avDIavXCYLAcegLzz957dq1WqWSZ2CmYQDI5+abjz9e57mkxCqV9pME3Lt359Ta0txsK0ux55GlpdXZ1lK/N7l5Y4MVYHnp1DjqjQ6mly7Nnj57Jo7jcqkicjnsDz788ObhYeeZZ8tf+9pXEUIrK9copRCi8XgohBgM+jnLxuMxgDLLklIpIFTV6kFRFJWSv/v+dhSB+QVIDWgbtLO/P99stlqts2urNz74wHWsudZ8uVxeWFwOJ9PpdFqt1WZaJddFp0+vJUnWPtw52D9MktB17SwPp9NRrz9WoIBITKfTvZ29cJIcHnT+w+5f1euB64CHHjpfCspRlAhOVpYqh+3eaBhiTDGWRcEH/dHhYWc0LLpeP89Tx3HK5WpRZFIgCGiaRJwrCCFAIM9BpxNRc9cyXUwsxrhtuZRYhmE1my3LMno9quehOI6LgiklLcuo12uBLyHE+l1vmrTIWRgNBoMBALBWnSHE0Ngvz/k0HlMqJ/3QtjzXKTebZctyi5ybphlGIYCmYRAAFMa4UqkwliulEACu6xIqJ5OcsbzRrDu2VSkHzXJ5NOiNh+P5Rh1ikiVZFkmEMUGQCWlQABHI8kKyXECDSS4hElxxjWco4Xmi49OoaWqV12AwUHkWTsaZgEoBQjCEEGOCEORcAIAA1GF3R5vMgok0zRkTAigFIQJYQnnU4g2QBOgYAWiVH9BZZseQQ2ECDcMoKNU0F4RHQX95niogBON5ksZpFmU5h0RBRAjBiCRFAYCK45hJVvZsSulDDz30wgsvPH7lkYODg5+9f01r2Obm5k6dWk3TdGdnLwiCKIpM01xZWWHFUZbBwcFBzpntuJIYQCnOuQKKc46UfLBp+wG8CgCUx9t/CQE8qhM8yqVRAEqEEMQYQawgKgp57HiX0zDUY7GU0jSoIFiHt0GIKKVaZGgYBkKISyGEUAxwIShAGMKiKFzTsE1DR69nWaYrf7UxB8MjaPVRMvnxfvyIUoPHYQ1QSaHDwQVnQghZKAEUEghASAk1McYKAsApVkJLGwmACACopCIEAAAxwgYGAJRkWQhBANQsEDEsoEu/IIIQSvixHf0J3v28Db4AACAASURBVBPgIxISAImkArJQkikulZIIffqYrXnRIxcSgArhT+A9IYRt2/r9UqlUOOdJkgRBoDku7RaLomhnZ0ejlEaj4fu+Tp4ER3qsI5ZC/ZfzSXLOESaaSCiXy7V6o9vtFUWhZ2Pbtk2CgyBIkoQxRjA8jsNQaZpqYJamqX476wh3TbhNJhPOuZ6oTzrKkyQJw1BKqfEe53x/f99xnDiONU7Tie4aBwIALMuaTqeccx3vqflSy7Icx9HaTv2TIAhM09QPijH2fV9IoDDd3d8bD3qCC4OAo+B6bYs9iuWEegOFMVYKFAXjnAOCiUGO2gSk4FzaGAd2QAwqjqN8NSo+eR0+zfuGwEfGW3j8E/QgtPtUZSX57BaETy1a+DwZm+DTmuJ+VT3nZ8tKP7u+75fc7OOu61/E732U0fzx6+Mn+b1jvPcxx6BUjDGDHOWLSHb0Oz7ZEP1ni5P56CQ4uZRA8KA7UZ8uoih0qyohhFKjXKpgihBC1MDUIloBDiGmxDYMkxBC8ZGAwbUt/ZSKXGqhM0IIIOPo+i7BcdcCklJ2uv12u00IWV9ff/nllz+8eeOHP/wB5xwilaYpz1LXtrM4kZxhZFNMDIMYhoWJ3e0NKpUKNXCpVEqSxDTNMIwRAjMzM6ZpCiEUkF7JMU0DY4Kg4bi43+9mWYYgffLJJ4fD4Xg8VkqVy6Ver3f27KlSqTSZTFzXjeP44OAgSfKnn3ksCIIiy374w1fn51oUYSDVzMxMu70PoIyTsD84xFhxUbzxxhuua//mb/7G177+daqAUa1+61vfmozdl19+2XGc3d1diiln3DIsnd777e9+969eeV1LzPWLpvdMWjSilOLH9b56h5TnOSGkWq2Wy2XP8yaTUC9udUuM9hl7PqSYFEURTWPTMGzbbrVaG/c39/Z2LcdZWF7Ksuzw8MC05Hg8osRCCFFqYIw/+GBjZiawHXs0HYKOMk26ubNz/sy85xut2VoURYZBSiV/MhoNhp1Tp6ut2cb6+tler2NZ1nA47PV6lmXVauW1tZU0S+7evuMHpmXBUqXu+TbCKk7GlIiCFYaBk2wEoDAtxDjinNcbJan4+1ffkSwHkO/v75+/cGZhYZGxIk1j07CVhIKrN999u3PYl8IQQmFMpQCmaUmFozCNoqTZsFaWT/X7w82NXYycUlCr12dty3/zzTcffuQiAKTVWkAIlUql6XRqO7ZtOVxUqtWyH5iHhzu8yHiR9doHUTgxDBR4TsEyhDCEsFqtloKq43gFE4Cg9fWz+/v7erdXrZafeOKJvZ1dxoTv+we7+3EcxXGU8ejSpfled9TpdFszc/fubkZRdPHSec5kv99rt7tc5PPzM0mSgpRhjA3DCpMwTFLPDRqzs5Va/uGHN0zTGnR7d+/efezxxxOWdzuDZnOmFNT394f7+/tpmu8d7F+4cF63xEICTZN2ugd6tsBETqb9q1evO7bHmBiNRkXOEcJKQdd1lQKzc82trY1uv5em4IknLl27erPfH1YqtfaB+PYrP46Tyf4ua1SM9kGIkZHnNpmpZpkCAFPTdjEajYadXidJQkxAHI6kQPOzjcW5NQjI9vY+Qtjz3OvXr7e7g4cenjEMsbq29OsvvwSUJITUyqWfvPr9O3cOv/D8BSlyzrnnmLFD8rxYWZ1fP3O2YLHjeAsLC/Pz8+vnV9vttlKg3x+GYVivVyhFq2tLgvOzZ09Pp5MoHjqunYbZysrp3/0n9nSU9vv97e3tJA2liHd38qA0T5bcne1bt27dfvq5x5sz5XtbtziLFhcXL1y4EIYTwVV7by/Lw9Nnll986dl2uy1lQan90OXzaZof7B9all2tVofD4Z27G4yxStWr1Uvj8UjIdHVtTV/ifufrX2X83yVJND8/G04nniG8oHzY6aZR/J2//c7s/OLc7Mw0jPf39/WCeTwZzs37aZoULI6TcHd3V3BQqZSTJHE9g/F0aamepnEQeBubd+/e3Zifmy8FNuPG7dsHzz2/vrCwcO7s+nQaffuVH0Ym41yNxxMpMIIkz9nhYbfIeaViAYXynA2Ho1Ip8H0zDMM8Z6bpYIwIVdQkCIEoisejKQBxUKoBRQ1iRVFCiQBAHh7Gk+kIY5wkUa83UErZlhtGE7EnikK6TmBZDmOsKLIsj6UUlBqO7fl+SSsOgpJtmKrEiJRFNMwajVlCjFJQW1pci+N0MgmDEjStIAiqQNEkLkzTBkBOp+MwmpgmcVySZhOW55lUe7vb1cBdnJ2LMEJKGiZGAAkoIM+RwgBxwJgUglIKWa6kRBwADLNcCCEYl0oJCBGXUggGAMIEc8mLnIfRpOQ6CABCqBDiRG0FjiZseFKwDgAQUmZZpuPHAPp8jg/0kWCHc25ZVrkS9A+7CKHl5eWt7a2N+/eFEGE4URBUqvWTKnMGpCQGglgeIRlQFAXFYGVl5anLF+7d/ODatWuT0WBra+uZZ55hQm5u3rtx44br2pcvX97YuK+TLbrd7sLCYpYWOpRCx31RSjnCAAKIFNZex+N2Yt3RrHGdVFJKBSGGeuf48fnyQSUe1kyFghqoMMYIMbUaqCiK8XjMWWGWAgmUbzka7CmldN79SXIppoQohSWgGCNCHMfRc8JR7rxBoDrOQYBaUvpJvPfRtyezmAIYKazVWJgAgBiQUgAOFQAUGyZCSEEABUOSIwAROoJWUEmDkKPpDQOdH66UQvIo8R8goodvnWUggPxYHgYiCjCNAx8UMGIFoGJAcSSUAkJB8enz2AlTI6UCEGAFID7JHTxxA+mnrJ0sWruooQvGuNVq2bbd7/f7/f50Oq3VaouLi4uLi5ZlgV9M2PznL2PQp0GSJEopLtR4PMqyrMgzIUSapkjJ0WikUZxB8VFnlVLj8djzPM55nue+75ummWUZhDAMQw2D9UmlcaOuUrAsS38bxzFCyDTNIAg8z9Mf4rVarVQqnZxCOodzOBxqT01RFJRS7YCVUoZhGEWR53kaOnqep4vW9OvPuFSYAgU451AeWUeV1D2xRzO/BgxHfSQIaTqREIIg0qeZNkYahmG6NlNCAWWYJgcwjuOCSyABgFwqjhAkCBNCECIAIAmUBEooCaH4efrtQRTzCVXnx/DeZxctfFys+JESEvxirvhBzParmvc+Qzv6ecDer3oz8EmU9xGQO1Fbql98R6n10Z94XAiiOBKcQiAJRAgRqaBUeoEFH8hT0fc8Yt3VpxyF/gL+/NGdfAEBBOqzxJxKpz1LJR/InpZKKp3HBSEEsCg4xrTVagWlKqUGNaiQEiFEDQIJUEoIKZWSShDGeJ7nMStYUUhdCs7YTKOGoBr0+1EUcs5HkziM49m5ufm5+Vq9PolCSowwDA8O9g4O2v3+oNfrnTlzWkrZaDSKIl9ZXpyfn9+8e3c86AshgCZIhQh8r1ZvHnaHnu+unV6bTiemZa2dOtVs1BGE7XbbMo0oAn4pqNIKE2nBMqWMubkWpec5V77vb2/vQAikEkXOMMau61hTS3BR5AWl2DDIzvZOkeeWTcbj8dmzZwlCr776+p/8yZ/sb+288tevEARKvjfs9TDGp1ZWEABFkj731FPzrdkPr1174vkXKCIgy23L5oy3D/YP24czMzOjsMe58H0/CiPBCwgAl8AwDCGkUmAyCe/e2wAQ2rY9CacYY6EUYwIjBJAajQfTSWjZVp7nh522MTIc2+McZlnqOG61WoUQRUlXSlZImWVplieuY5dKfpKmS0sLlWo1TOKD/W3LtiFQGOKFhUUlIedybnZ+YX7J8+5Nw+lhpwsw7fWHrTn/8qX1Rs07PDgcDYemQddWV9Iom07GpcCvVsuEwnd/+jbBUCi5tLiwurx02O7U6/VHHnnk9df+oVTyFpfmzp45NTdfT9JJFE8ZKw4PD1ZXa54bTCaDJB7nmSSEACAq5bKU4sc/fO3SpeUkTRD0B8Pke9/7yctfejEM8+Ew2tlOy0Frb+eQMWBbHkYgjbkQ6XgcTyZDx6HUcJ54/Eq12uICRyF756fXLl98pNGYu3HjznPPPV2u+ELm/X53YWG+3e7s711dWT5drgRBycnyKCi5hrHYb4+yJN3cuJsmcaO5ODPTjONIKBmUvEq5FpQqYZRM47DTPZhG/c3N0Ze+9Pje3p7n+OPpcBwO4yjtD7vNevPCQ+tRFEbJoNfruJ61sDDb6faFkGfOnqnXGtNwIARIk3x3d+A5NjGkaWOlFGNRkYtwmozHeRwLCJHjlkpBKUny8xcu9vvdNI1s25BAxEkYRpPROBwNp65rIQym0RgTNBr2T51aOX16nnPOCu77DmNxmk0phXmRZ3molJISNRrNyw8//N7Prm9u3Vag+MIXHuMyn0zi8TASAu5sdVvN5u72kFIy31qaDKYEVur12TjOkhhi5AglhFAEG45rb273ptGwXgkq3oyFrN3tPuMpJc5o3F9eWq5UvFJ19cu/8XRnsLV6evb5LzzLsuzVH/7wuWef+c53f/jqj9qrK4DzNM2zOI49P3jyyUf9kn+wt7l9fxtj/sYbP52ZqV+8cHE47I9GHdv2EeIEq9def/XXXn7p5od3vvrV31AA/OhH3y+XvMlk0qg3h8Pxwd7BbGvxypVHEOD/4Vv/LwCiVGqUgvrOTns6Tn/3d/+A8XQyGUchP3fhkSLHP371zf6g53tee+/+qdXlyw8/cvv2nfF40OsdLi0tAwXSJO/32yvLq9tbG6trZ3yvsbW1laes1xkCVDiOnabDvBh3O+Pl5dkvf/kLo9HYMGnY25mOhp324XjKJuOhgRFSEkN4cLA7GI4vnL/Q7iSv/ugHtk1ZEaWJyVgyGIZf/Y3nKtXav/3GtxYXq7/9279HKb1166YQPE1EkohHH11pNMumBQsec8bv398olYLZ2UVC8E/fuVatlJTClmX5nu8H7nAwBgpxhgSXgVfiTPZ7/WazEYWJ4HxuPpBSmCYtVQLXcyeTcZrzKEohIIbhFpm4v3lgmoZhoiQNLcuwLHMajoXIS+VyrVrjHCRpCJSRJLFlWaurq0rJNI2TJIII2paLEMzSQimVplma563Z2vb2lu2UMba6nUG709cJB6ZpCQmyvBsEVYysKMxMwzIpJQRLxofRiBe2SYxmo7G1eefMylKz0UziSArhe+6oO3Ft3zYwhkIWDBIMpVCMYYoJlAJIghSBShYZY5wVTAGFKYG6mkoJiJRrmr7jWAYu+Q4lhEmEEIAQSSmVAsd6Pb0JVQBICJHgMk2zNM0Y48SwIMBSAgAxUFhCCLXXSrvGlFJK6nYBiI+oJ0KoUqDImWlZUCEAYRTFu/v7hmFCoCSQw0mETTvOi1wIQE0gJYAQICWEoJS4rpuMBt1ur1KrA4SufXBjc3ODc3FucUko0O33+sPx3//gR57nEWpGSew6rmlZpXLVdpieXAFCSoE0zyVWQkoAMNQ7bSkBQBATiBRSUgmlACq4lBJgBCDQPQwQAiiP/0AAhASci5xxgpAkPBcyz5mUEiPkuu7s3JzmVbIsy3OMCcWIAAClFCcj/ng8QhgxzgEAEGMhJRTKNEhRcCa5kMJxXMaK+fl52zAZK5AEBqVYASWExts66kXPTCdU1Qn7BxQASskjvEeVAgogARQASjcp6REZCQGVlABKwQUASCoEVJYmehyXUAohGOdCCJNSySXCCGJyxFBxAQAAEKsjT9yRFkscsSxYwaPmCQSAhIAghY+mOyzUp3MhH0tWhEjoIAUAIEAKSKAAtizOmRQSYySFkFIZlCAEq5UK43w8mmgmilK6v7+vSWydUHLu3LlqUDpyDyrwn9y894n59BM/BwAd4+ETkaplWUBJjcEoghBCnW4AlEjT1HVdrcKdnZ3V4I0QYllWvV7XVF6pVAqCIE1T3Y2uO5wppZrf1p17GigGQaBTXrS6W8vuNK2qWxPG4/GDIs84jnU+/IlVdTgc5nnueR4hRG/bIYRazxnFEcYYAO3VEidMKsLItEylgFTKBCZjTCpZrpQNw0AAxGkUTxMAIaTQdizXcwRQrChyfqRn5oxBAC2LOqaZR6mUEgAIFWSMF0xIqSQEAH4skfEk+V93zQAIfgm/p44E6Sf84IOqaPSA+RIcn+0IAAUAUkoe30X+x+khHwyf/FTV6M/f/bP9e79UbgoVUEoJID6BAD96/Y6YvWOK8iR9+YGbndwRY8oYk0IpJfM8t0zDdp3z6xfu3b510G6vnz0jheiP+zGDbrlVr9dYGhHDDON0Oh5BJZXIpQIYYwiEgvJobaWgTv+HEAOgw10BQhAhoj+u9K0IxmmaGtiYTqeO4wghCsancVytVnPGJICsyM1jWgkiSDAGAPCCYYxtbBZZZpsWpTTP8lLgSgwFgNT1mBBFznnO8jxPorjgjIEj5UEcRmmaa7JbW6WzOLJMw378ClTsf/mf/8wxQKXmR4U8c+703PwMsUiWF1yKJApn5+YBJqtrp65fu3rp4sU4jT64dnV9fZ0xRgwKAYaI/M7X/+lf/Pn/ORlHp5d9i6Ldze3f/6e/15idf/tnP4uKfFrEewd77P7G8tzc6dU1LMVoMJibaw3CQZaLajmgzHBd792fvbu0tFoOKkkcvvzFF6TImvVya6a8v99JpmPIVGCViiRLkjSBiSqUYorl/Nr7H157/0O/ZM/M1v6nf/kvqVKBbopwrN2dnTNnVv7H/+G/f+q5ZwDLoWcDCEGWASgBBwDSOOYYKZMYnuWM+r2S5zOgijR2LGpSVKsE1QD0u90wztKM50wc9qZeyZ9fm79x/248nVSrNcM0i5xbBpqZa7333nvDTlyv+6WSu7Cw0Dk8RAjleT4zM48xwEBt7x/OLdaLIqs0Slk+5TLc3emePXt2ael0GMXtTlZvNBFCWBQsgdk4CsP4zOnzea7anfb8wgrf3T117vy7P3s7CKydnbC9d+vLL3wxnERAVNZXF956641ud9CarQAglfCWVpcZr2ZxkuRJa7b5yt/+7dNPPWNR63vf+x7n6szpi3Ech1M1NMXWVmdvb8fznDsb+45rLi2z+cVmmqZxzJIoP3fhYr8bbW7snjlzsd9PiVGWUm5vjQuWXb36F9Va2XUWKCn+/vtv24aLIF6YXxkOJoPBhINCQVmpNW7e3Hr40TUmwObW9qOPPbK6tnrY73AYFzJMiqEE2Xvv3y6Xy+VSNc9Aoz5b8hvLy6u7u7uVSilJp2+/fe3KlUvYyO/fuPv8818oZxXbNyeT0eVHL9y9excRWCpjx5azczPXrvUDDzWb9V978bn9/cPZRv3Klcf3dnY3791dXV21LMt2Uae3a1l0NDlAhKVsuP7Qwmoxu7W5w9T09ubh7Gzj3Npis2FlyQ8+uH7/dBZ8cGv6h3/4wu7OvudXrzz+SFHwa+9dvXnz9uNXHt3auHfxwvrq6vI33nmHWDAIKlE4FjgxSXbh/MU0zQ87vdFo5+zZs5Vaeev+/Y177z/2yIVmc35nez/Nk4PecLY50+sNEEW2Q4mBnn7u6UsPXfjpO+/97IMPKQbn1hcst1Su+FmeRnE66g7G4/HZc+c2Nu5Hcfjii1/sHgwkUAjDKI4qtTqXPIrjM2fXur2DhdmZ9oGfTDurS0s2sW/dvHflyuWbH97KsmS25S8u2RIlf/AH/yRKp++8N/Yc+1//2f9Wr5X/+R/9Nzs722++c2NhFZy5MNseHKydWsplWq47f/eDn6yvn/qDP/ht2zLffPPNr/7mFzc37k+mIz/w5uYWuMBvvf1+xsnBTrtU266U5/7qb37kuu7u9lDKw8evPP7YlWcIJDKzX/nrv1JiinHRapGXvvgSwivvvnfvzsbt5aXVnf2bjZnZKE2lcEv+WS5mtu7fkcqzzJJJmhTX/v03vwughIifObvyxOOXhoP29vZWnu9Np8hzg3jae+ShF1ha7OxtPHzlYS6m9zZvHOwPyqVgd/twe+uaZQaSZzdu355vBmlWRFG2dnple2un2WhUKpVBrw0E29m8HTjo9Mri3RtXJwI8evnCaDo43O089djsylL5le98+/Ra6Wu/8/VbH9x56aWXsyj/1l/9+zu3o2efeeyN1982TEgtYDnq/ev3Hr0y/8q3/12jUfkX/92/ePfSzddefVMKUwHTd9wiycJw8uijlz/88Ma9jY2zZxdnWo0bNz5UnM3PNJdXFnOe3924Y1lNKSVGpklLlmValGUJ74XdyTht1Fu2bd/futucqZsmAZBTiqkBsmza6WZJnJdKFQgsxgo4AkUupASu6yhFAs/X2/G8SPM85wxMp7lJ8ELrShQl9cai49bvbtyIk6nj2K6P66VKtdpM4sK2PMHR7m57YX4+yzIhXMad3b2N4agnWEIg7R4c3jKurSwsROOhSWi55AhRUKWALFzTEULYpiWpEWeFbTkSKEhwkmeTqC+E0FqsOMkgIgBIx7alUkkWM8YUhJjAXKQSGQopSIhiEiBFKI3j7ChsA0IphRQqjnKWKQhMBJGSVAFTB7xkhXRN/2DcNjBlPKcI+ybxTENJkSvhWpYUsMiEqYjkwKQutd1JnEIIDMcMswwVmQJIAMABVFEOKUWmKSWUTECkgAIQGGkUM8a8UnkSpz947c0iFcRwxrkUAr75/i2MMYNOexA3G83e/igpEKBBmMvzDz88u3rasWzTtrqdrnv73jA+8PxqVgjOlRIcQGYiCi00ShgcF56FDWjwnAkOJLIEUDwXqpASKCklVwxaXgEgLxQCUjKVK2wKAjKlVFJwziU0TdNyXKVAliVKKWxgz/QCVCKmryCAEmCEOM9LpZKQbDDsUkq5FAAAhCnACANYCKgUVEo6js2LHEGZ5VmRxQhCQgwopEAYQSCkggooBbnuADwKSIcQQp2eIyFAxwtvKaUQhW4PVApAgADgSgqh19xCYIyl4pwzhJBt0iIrhBSGYQCoAAcEEoQxg0IqhahxksJCqXGSinG0rAdHSXeYQAWAgvI4BQEppRCAQHLOuIGJaVgCqDhJDMM4qVn6tMlVQgAkEAoopJAAAikkgYQQUIQQlAZFQAIhGAFK8aJI01o5GE7GSimgxGQ8XF073Wq1Dg4Odnd3y+UyVqBUKpmGGSexkgAR8vNB+p8V8qc+pgzUv7uPZcwAoDQfjhFSQCfYIACF1rYdE68QQtMwojhBCpRK5Zm5WaU004sIRjpxFBnU9/2iKHQfw3Q6HY1GSqkoivb397MsE0LU63Utb9Hc72g0OtE66UwXnYSnkV6j0dApQVr5pQM5tdNvMpkcHh4SQubm5tI0dRxnbW3tRDs6Pz/vOE6n09FVELr96NSpUzrYU5OHOoJo8/625fm4gzvtREhuGaZhUJYLBRBESEEsFECYEkupTCVJjDFyApuxvDccTqMCYWDZqtGs1RqNLE93dw64AJblmJRkBTOR4ZbcSqlc5Pm0QKZpmtSYTCajSWga5Oj8B9AwTAWBLqMXggEgIZIACgDlg/2W8AEV9Ofy731Mk6nQiQQC6LMcIADU/09D3efMdPnH9e/9QsT4c0eiPvOAFUQKIk1c6zc8Y0yXPFJiBOVKrVqrN2befetNt1QuV+rMtirlqmUS3/cxRghACbhUSnIghMCE6LckIfSIC4ZQ+791KbnefBCqhfIoTVPPtAXjkgtWFBAhrfFQEJiGSQnGulwWgJMVlNYxU4xdLzAMAyiFJWRCxHE6TJNpko4mURwmRcagUlAqrmQueM4yzjlB2DAswzBM05ZSMpZXq/UiTwAArmXPNe0Xnn3uy7/+JUENiGkYJ1GWAyAty7RtdxpFtus2m/VSyQ08H2O8sLDQ7Xbn5xa/9Td/vbm5uX7u7OLi4h//8R/zIvu7b3+71z2o16qvfOuvn3rhBUzR3Zt3Djs9hFBeFN1Ot+aXDEIpQkkcFqKwbFt33zWbrXq9aVnm7Oxsr9uL4zhJojzPBSscG0Oo4jA6PGhneYoxMk1DXzIQgoRC13WDciCEiEXUqFYxhINBb9DvcQ70+39nY2Mw6FWqpUa1ZpoGwlRCKIGCEEOItXGT5wV0pe6jpxhhCITgCALbNk3D4wqPo/TO/d1iEt66c3schRDKMI45l1KoRrXUbrer1XKlohBCyyuLnHOtPFfK5kViuq7jWKfXVi4+eubae+9TA126dO5wb2c0iONoPBk7SZIc7O50Om3PC6QijEGMqW35k0m4vbPnB6UwTuM4jaIEY2qaTqmkTGRNh8XhQV8pZRF3bel0yfPjODy3fk4B7lrO6TMXr1+/Fh0mvW5vcWEJYzoeT3u90XQiFEe7u7t372z5vstZMRiMpAKVmvn7v/d124UIs4ODPUKMt9+8fu/ePaicUqnCC8gFSCbpeDo+c2YtzaJhf5Bn8sqVh8ejEVCEQBzHsZKg1Wo1Z1sYw8Goz0X+6GPnkiS8t3m/1aq32+3d3Z3VtaVKpZIVye/9V7+9fW8zSaLz59c37u0kSbqyvJZl2bvvvtNqtfIiHQ6HzUYlCIJWYx4hWGlUfGF1uweeb+3sbBOKVmaWTdOUUhkUnj93+vBgb9DvbJs0nEaj0XRxYQET2JypH7R3TdPIiyqhKIpBteb7vo2o+uCDq9S0iUmnw1Ge5xKUO522Y9AzZ0+VO4e1auXXvzQ36Pbm5xcRMnbu7wgF4jgOAs+2zTTCw2EPKB749KnnnoUQv/Xm2wD8f9S915Nk6Xnm99njT/rK8r7dtJ8eC2AAEI4LS4C7q9WFtGQwlqvQH7ARupAueC3dS6FQhCJWseLukssllgBJEIOBGe+nfXd1l6/KMlnpjjef08VXXdMzcEMSAUkn5mI6K/NE5smT57zP9z7v70HnnlhWijWaXlFGUcSOep2D7iZGdGFhyqQyz8Jq1T5a3T48HE7PzC8uztaajW63CwjwK+7d+3dee+M1y8K+bw1Gwf5ht9aoFzmzPfdU1Q/D8PbtWxXPnVya2VhbERz6njzq7QVhsPXa+vzCguXYjMc3r781PdNut6pQ/aUO1AAAIABJREFUtlkWZyxjrAjiYHFpulLxJS/1KP5PfvqjvYOO7dhvvvX23bvshU/lf/eDFzFGX/36FYQAhNByTMet+EXZH4yuXnkiL9IPPrjlOf4f//F/97/9r//7l7/8lX//p39erTa++a3nu91gZuZMp3MwHOweHqaDvrKdMQRxFAkpRcHgO+9ev3n9RrNSuXLlwvbmVqvpfPmLX7i/cueDW6/NL10QPDvobmJkQAIhMufnF9NY/OSlNyGSM3OTwSgPgji6cbdWq01PtbmIg2D4ztuvGyY0Lfn00xc4I93D4VhzIggHzUbt1q1BZ2d3YrqytvoAY9hqtY66ea0yiFSaJmxrY7B+f/DFz82cOTvh+tUwyVgY725vr65vtlqtIoM3r9/jjI01qpOtyScvP/Xjn/xgYtz7zje/+bPXfzbWrGNkb61vVKuNrY3tO7fuDntxvQ7OnTt3+clrN26+d3jUwUaOjCBJklNn57IwfulHP/jmV//5wvT8y6+8/fDBwcMH+9WqX636O9sbF84vB6MDy6Qba2sz05Pr65unTy+ORr1u/wgAaZjEsm2EyO72Ya0xgRB2HAtjk7NhyfK8SC3LkkIlSQIg10FVjmuZJgUA1mo1z224Ts22PCWJYVgASL9wGcsmJtpclGkWBqPIMKyZmbl6rRnHGcE2ZzCOszTJ8yJOsyhORoNBf2enIzhstcYJsvv9o3AUKaUoxbZNKTV9xy1KwLJgYXbu/BPnPNtO4hAKnma5UgpIgBEwTAIkJYRkeaGkLDnTYUgIY9M0y7JQSjJWFmWOqaGUygoFIc7LUiP4mDiZrD9mp+k7qec5QggptRcJ6Q6AlDq4SAFRwqxAmGBEFJAQIJNQgxCW5SUrEpAzxjDBEigJEMTEsX1KMQCghAobJrFsCLFMMttxECUKQKEAA4gpAAnFxJAISwUAJhARoiCCBsUORRggEiSZzDMIodTzbIXQbQeC6PpWJ4oi06Q6i+zNd99b394Wguuexs7OTpYXQVaarletNizHkwqOwohS5Nlmxso4jlWRESBMy4jSRAKoECSUQowU0inHjECEMaYQCS44UxIyXVMxLriQgEOEEFdKSiiU5EoihAzTwsKAGFGICDppZEmMCcYIIKAUQBgCjCFUEGMo5LGDCko99wjk8UsEQFBJCY/rS81HfUTa/NBU9hh58uPjTQIAACVSUED1CGGhPuxJQKmgUieNTPAo4kshJJVEv7R1AT823AM0VvPxElGBE6qPFj7w4229X4o2OSZqKqwggAqIY/yiZJzDUp+7lOBjCCOQSElxwrVBxwOTJ/7JLMtMCAkhWgBrx+xv3q6pwCNizXFrUnzUh6aVUlmybreb5zkxrSzLGONlkSulfN93TKNarWrfr20ZnHPDMEzTdF3X933LsoQQtVpNB5frOVht2tQng/ZJlmUZRZG2vFqW1W63dVq67qAmSWJZllIqz3Nt6Ww0GnEc27bt+75eKgqCQA/+abSMdnQXRTEYDLTC1BcNHXE5GA3FYDgcDRgrKERa8OtK0jRNQkiaZ1LlepiTUgqRCpNQCIEN7PoYIuX4DrVoyfI4DhlnFrEpQARADDCBBEjFOS+yMknSPC9s08KYtOo1JjgAQAAlpBRAaUfrL/Ep/oKN/Grb5K+yPioF4ScVcr9NFfcPFnufMO/hV5hLtUtYnxOe7127di3Lstm5GaBUkef6RHQcpwBMf0ma5IMxho/aho+zhvVq0M9nPOgPqD30GGIIoW3bCBHd35MAWEpBCFkSE2JQSnUHVil1YhrGmAghhmEEuYyiKBiN4igJ4zjnvMRIYQKxASREAFMdMiuPsyMxxooL/Gh7/Cpm23a14hqGsbCw8Lu/+7u9IOIKXr9x8+iojxFB1HBc/+joyHXdsizjJNnY2KhWK2EYPnz4sNPphMHw+eefP3v27MrKSqvZWF6cfePVnxWZf+7s6Xsr9//sP/yp12iGecalkkpFUYy52N3dVawsyxLkABu4UqnIkp2s+hRFoZdzgmGAEIiiiJeF6ziMl7V6pWR5FIWOYyOkJGdKcUwgJhZCKA6jOI4F53t7exXP833Xcd1pyxwMBn/2Z39WFlm3e9Bo1hbn5ufn565cvbZw5kpZ5JzzIi/0BLCucY9pPZZJDE0Q1UwqDxJLwFBKWaRFnAzLsrQsWhRFnpcY6eyKtFarYYyrVV9PsXNe1utjlm0edPZ0uk5jzENCGYQiBQTntVqte3C0ublZlmW9Xq9Wq2mRF0VhO9bM1KyUYHd3bzgcao6zXjvQ5GLXtS3LwNA4ONpzfJfzsj/qj7WblXpt8dTi1PREv3/UG4yM3YPOfvfB6vqZcxcgMNfXdkQpIDBqVWRZHsamlCDPeKvVxNjo9boXzl+7dOGZ3mDHtBBQ5mgYNBtT3cNhxSfTU7OHh0dxMsqLwPONUdArWd4aq09MtFtjtY2Nh45rQAmDsDjq7TuOR0yDYCNJEsMkVy8/+cqrP9nd3bUssrKSbW9vOY6zt7fXaDQxxkWZz8xOAiCbrWrvfvedd9/1PLvVat26fQNC4DjWYNgFUNQqVduFWT6iBjJMtLy8tLq6ev/+aqPRbbXaQKGiKCYmpghFYRhubD6wTHdquj0x2WCMdbtepWIjDIfDAWNFmmVT041qdeHU8pkbN270h9HS0jLGmFIzjtLuQXB6ccH3aqNBYFCr2WxGUVKW+Y0b1/f2Ru12fW5uznWtXv8gCgZSZQaFy6fmq1V/MBgNRwPPrU7PTI6GsWE7ceyZpiEV397em5wcs+367v4mY9z3anHaazS91ljVcX2/Vtve3tzvHrqexzmves2pa2c816cGTJLo1o27E+360vI8hkgItnJvq1bxxpr1V195p8xBveFwBVutlgTF9RuvWxbN8zOdvTUAg4nxum3jUXDU6fQnxycUyItSbmweQKls265UKkzEg36i+snaQyY5mJpYLHKQphGhcGNjTUrZGqtBEF64eOVnP/vpaLjrONb/8dJLv/etqxcvDA3DeeOND9Y39lfu7x/sp3/4h/99mXeymMxMnat601GUFcrKFPe8Cb+C79+/2+seHOwFM+P+5QtPRJHTGyRhCOIIMiaqvr27fXD5ydNLy8tFrrJCPP301f2Dwd17t6am2hcvnbIscGb56Qf3b9caVQnlxSuXovhoNNzf3HpoWdj3fEyIX6ns7e8ZtFmt1i9ePN9s1TY3HlJiv/DCp4UQeXq72Wzu7/WqtdpnXji3vvIgDAqIAgDtzl43jBJMabPRhgBVfDfLss7OqFlrO3Z9Y317afHMwpm5shS7O33GmUHxndv3v/H1fyq5FFwZBkYSpkny9HPPHx0dHnT322NT91eDvc7oqaeecgz6/js3Dg4OCCWWZSAsDBMuLc9yzu/cuTU3P/7lr3xha3tjeuaJiYk2oXJtbUNBsHhqWmZSr+5xzrlgRZlBgG3bcF1XSRCGcZYlGOOyLLnIDYNQSiF0CCaMibLgSZJJEWFkc6biOHccp98/YqyI4tHCwkIch6NRP89LxgtCUBAM0zR3nQpCsmBJs9kktAEgh1C5rtfvhQpAw6D1WsO2XYotKQETpRCZLRDFMoqlgfjOzs7URIu2277vR8OBHm9GAAEAMIbgEdIQQKVlG6JE28N0JpJQAEJMiakhHBomDSE2bdv1fMM0OQcQAoyoZVII4fEinYIAKH2U8ryQUvq+J4EquYAQm7ZLDAoAKss8jQNMIEJQCF6WJak41DRMgxIITMshhoUIVpgwxnLOuVBcAahAwZXpuoZlSylLLjFEREqACcJUQKwAUAgDiAFAiGAoEYFIl5iIMwCAklIIASDWK78UG9p4Vql4ug0SJ9HRUZexMk1TPcsEEc7zHJsWY6VMUwUAFwwoVGJICaKWpaCSZaZraAmgeDToIcRxSK9CH+kPnKQOYAykAkJJIYQEkFIDKSk5E0KURYGEgakOJIMnRdFxUqKSSgGEsUIYQoUxBvA4Hfsk21l+3MP1YZYyRAh8mF7wMS76b0y9fJL216/rjKlfSEc82fPjsQ2/Or3sJGvatm3DMPQKheDsI75QdeyP08dZ5/JpRlGapgAj23EgRgVjOlTgtz+/p3tiAADP85rNJsBkNAowJp7r6EeQkppNIIQwDQIA0GQ7rc206PJ9P4oihNDs7Gye59rAeZKN0e12T2ZWNRxoNBpxzjV9Sh8QPZitoaZ6eC+OY01hTdPUdV3d7tNiTwf0HY/qMRbHcVEUtVqtUqmcpB26th8nMVQCScUY40WBIDgB0oZJwrhECLimRQjR2l17WW1iW7ZhuRYhKEmSKIqVAlqrP+pRCw65LtX0+ynL0rIs27bjNNFnChcCQKB/WZ/ETfmr5vd+WQrCI5On+rmgBfULZeUnzGP4JEELnzyP4RPu7ROGQHyip300el5wUZal7/lf+MIXRqNRGAU729t60lQfB8Z4lmWcQD0RrlkjJ+OnUp1ceY9XIk/2fJI4jxCSSkAIKaaGYVQqlSTJNC0zTlLHNrXLOc9zaJkGxj//WSCEYRhGg9HKysrW5iYEKCsKZBhOs1EfazfGao7pFFmJABDlsXWTUkoIQQpwofT+9X7yPEcQ6jvucBiMRqM8z3e3thqtsTxLizSxXO/w4Kg9PgkASNO009m5e+/OfmfP8zylRBCE16/fOXt2aWFh/uGDB6srK5KzJ84uE4J93+12DxzH2t4bHQ53vYZj2g5nDEGIENo/6BAFuSp9Ws1YSQ0DCokQ2t7eVhInSbKzsxNFked4ECLGWK1adV0nTuLJ8XYcx0KUhkkwhiUTZZkTg7qumyRxEESUkmajLosCQpgkCedsYmK83+u+9dbbBEMpRafT+eDdD2zb/MwLn/vdbxaMg6Ojo6IEGGNqmkoJ/R3pVShtK4f4eAJbca5TWQgkhkmZKhBSCGLDMCgxiqLQ2TIAyNOnl9dXV5vNeqVSSdKkLIswDD3PG41Gpg0+eO+9qYkJiNTqysoz165iiNbX1xljCsCp2RkJVDCKhsM4DMMsKw4P9zExGo2WBDDPcyFYkkYQKqWElBIABhCyPSMIkqwQRz0pJIvT5PrNG65rC8k/uHHTNM0kLruHQ8O0wiCniGJkNpstJVW91qzX60qxZqPheZ5SCgLy4ouv9Pq7jaZHKdnY2PDcpkFLCCiltNGoBUEfIpcYJgDAsonnWQDyTmdnf39nYmICY0gIyvJ4OBoABanpxmli2VQbLSCEhmEeHBwoBTY398sSPPNM5fbNm1MT7WrVj+O8qvxqzY2iESFwYWGe82I0Gk1NTxwc7B0c7LVa3tLSQhzHg2Hv1OnFy5cvNVv1khVrqxu+V0eI3Llz/+CgRwhqjVWkAM1mc35+rtc7fPPNN23b/dSnnldKvvTjF4fD3HVRliU7OzsXLl4eHx+PsyIMw+npWYxhGkdxlEGA87xMk8Ky3Du3b1++dPXh6ma/N5qYqI+Pj1OKFTCGg7BW98oyHwy7fq3y0o//Lk3KMEwty9rZ3ixK6XgVxjPLNianpvI8qdcrjOdB2K9WK17Venbmqu3WHzzY7A2O2sVEvVGL03TQDyuV2sL86WZ9GkNQrXkbG2ub6+uuZQTDkLFieXH+8599+vbtm3EYLcy3L1+6FEZRqz1mWc7O3s6du7fTLNzbv7e4XAey6A869UpFqYwawLAEQIVJzc5enwACABQcLp+ZHGuiG7duT09WxyfGpDAJ8oCS/aPBzlZUrRlPXTu3urZy8/rDYT9P07Ioo4V5Lxil/9e//fenTj/x3rs3nrzyXL/71o2bG+sbB3Eo69WZONpnBZ5oL9+7u1qre1MTS7bL3vvgfucgcBzQG6TDIDBNpyj4a69cv3zlcsHtqemxegNNTzYNCijB7Xbr4GA7S9lEu1atWNQAJUujOPcrrlR8bWNr+dTMwsJC18VJHibxcHpmzjYqeSb2O6MkDSnFS8uLDx+u1GrNP/yDPzZN2u12i+L61atXlxZjxviZM+eiXviTH/54dW2tPxzGeW67br1RKZhYXV2bnVlyncrOzu7kxBwU4u7dlX/2z77dnml997v/yTSsTqdv0NKgHqWW67vVam1mei5K8vfee8/y/CCIBIeTE/Ovvn7PtQFneHJufmzs8Pvf/z6UWAEaJ6NLly+eP392b28P4fMbm2uGQR48WH3iidMQifn5+VarOT45MQyCze0t3/elgt3uPsZkMOhhZAKEPLdiWpTmCACVZSmhmBBoWRahjqb2s1IqyQQHo2Fk0gpCfDgcBsFwa3s9z1PLMhzX4Lx0XAMTKKXmBo2KnC8uLlb8asEooRVMZByHaRamaSIkg4CUZR6EQ1YqIDIpQZonRZEYBsiSOAiCZs3Z29vrdqc929Z0K8MkUgCoICWUECK5QghQSgxCuAJCyeP6GGAdZoMxMS3kOA5AGGNccsUEgBB7nlep1GzL4YUUSCCECKF6ik+nXesty7I4SosiZ0gACJlUgsuclaZlCaHSNO71ulmWIgRcz7YsiCkKkjSOJZJi2O93u4dKckwRZ1JAlTKepimAGEICiImIoYRCimOE1PHQF0bH7huodPiaUghjDJFSMoljU9NiNJ0fHH/YtEhN09S1o+51+BWv3R6DEGiA4Wg0yvJCByqkaVLyhFAqAGRAYSitqu9ZNnGsMsV5kdumJwEUSgKENMiNKymlJBARhAlCUgiOMUBQHyIFYFGykjNd9fp+TUGQFnmWZZwLQog+lkoJ7fdDEGkyOQJK6z2pU/0QghAJIR4PpvoQaPDRhthx0IJSjyg7H5nZUeAfHjnwYc/tNz3ddtLZe3yx/u+lJ0+IlBqBq5WAbZmP7+ekqhSPYDy66tB0yjwvLNtGHx1B+u3zWoQolVKmaTqOIyECEDDGIDheqZGs1B+Bc64k1wCbPM+Hw6EGp+uJviAI4jgeDoc6nU+f/Logz/P8mPEDgPZbMsb0Md/f32+325ZlFUWhYen6vNXDe57nDYfD0WikS2t93AzDSNNUA3K0q6vX6ymlZmZmxsfHgyDQGZuQWHmRB8Mez4uyZIJzyzzOu3+k1SHGkFIKIVAAYgNLKcsyJ4S4rgsJZmWRpYUQwrYMrdy0+CyKAphKv5l6vS6llMcZDVwDOCRQSimEMaX0eKnrI1mOv3gO7mN+TvSIVfnRljWAj2UNAAUUPImt+xBf+Qv03of0y18n9n7FnN7f92mffNLvk4wX/jLJ97FHHjlAJOfy8R+253lxHI9GI86FbkM/2jSk9RgrdBxeLo/X1RDG+uX6hvcR5ucjPwrnHJNj/ZCm6dpw7cGDVW0i7fUH1557dnx83HVdSk2glJ5eOAZeQQghFELoFRRUrZZlGcfxhfMXuZRMKates/0K53yQDAiiBCEEAKUUKAkxQAhhAIUUej8YYwCwgsg0MCEkSSJ948zTzDUNWeQWhCbCUMi9nZ233363Uq3u7e8jjABQru/GcVir+u12AyLFRfE3f/O9Mi/rFd8wyd27t6Ng6Fl2FsupyeZzz4w92Ng2Kw61HcM0RcnGqvXO1qYsSgKR7TmH+/1hEE6NjZmmadvupz/1udu3bz948GCsNWZZVhQFaZoCKYQUEMrhqJckITGwYWBCCaVunEhKjWajXqv601OThkHTJIk4p6bpOdbh4UEQBBgTw6DT05Nzs7OEoP39/b29Tmf/4Cc/+YkCZDgaIWhiSgAAWZHbVhVjTA2q9R7E6GSlgDGWJklZlpDC6enpZD2K48C2iG3bQIKyLMIs9jzXMIy1tYeWaUxNTe3v7Q27AyFEu92an58fDAYVjx51d5zZOYLQueXTZZrPTE616g1qWaMgHAyGmNAoTgaDgRSQYGNyckIIBSDwHdv2/IoGmVIIIRCSY4yBgP1e3/Lo9PQCBMiv+PpmHIbhSWbOE+evbWzuKgkb9QnHtA8ODg3qFFlmmo5SIEkyKbpFmZmmdXjYv3XrbrVmrT7ctkyzKLiUhet4g14/DLL5hSnHI7Pz875f39rapgau+r7nO0dHR81WfX5+NhwGEALPq8RRCgD2/MbhYXdvf+e1V16fm58C0DOpsTi/2Osdzc/OJUlSr9ZqtWq/1+nsDRzbO+odTc+MX7p8McsyiNiXvvz5u3fvpGm6tLwQBIM0C/uDfdu2p6fbvm//5V/+OQBocnJiNAypQRzbO3PmDABKgtj3rbIUY2PNWs0jxHj+U0/dvXt/e2dtfn5uYWE2zdbH2tVr164cHh66nnP5yqUnLlw87PbyLJdS+n4liaLBYDQaRoIDg9gLc2fee+c2xOjK5YtZXh4d9aTi1WplZmbqidOLD1fvr62uKsxqde/UqTbnMhjFe3vbhNjdftexXcZzqdjs3FSlUonCwdLyUpqlR0cH1KBxlhZlVKs3jnr7Y+3Zeq05GmYGFkrB62t3DIKELP2Kc+3SM6Pg8L233kFIFUk8Mz0BlRC8+PpXv3zp8vmHD++/+OOfch5fe/rJ5TOf7nYP1tbW/slXPr+zvb2xtlmvurWavbhkHPWi1Qed+an62bPLisPD/SEA6OaNlSwrgbQkt88sP0lgedTtb23ucM7q1TGM0L07u5OTC3fu3mmPnf6dz51dX1/lvGg0ZjGBELhPPfV5arhXn/zSxkbn7TfvcU6+9tWvvfXWe6NB5JpVy6gZxM3LmInw/PlzCwuDqalxrMj85PL66vZu532DOPv7SZKGnc7K+LjjVcBYm1LiDIPwM5++fP36vc++8CQ1ULvlJFkx6B3meZb1syfOn+kODhEtozgASF2+esWy3JdefG3l3uDs6dlwGG+sb01MTvR6/W98/WuvvvxOo9nwPC9LQZqm5y+c3d/fkyCpNoxz5+cgybFBDvoFMYrBaEshPDHlf+rTV5UyTp1amp2a++Ffv1irjAmObt18YJm19uTC/ft7Y82J5597QXDy/vu3Xnn5vdnpxuc+97kHK9vf//7f+J6/vHg+DIRrG+fPXvGc8d3t/sr9LaRknhb7h1mt5h12t7d3HkgpK5W659lra51qzYmT0LKNDz64ubw8H4zCMEoItoNhVrAyS5lSoHc0gBDnJfO9TFuuqIEHg9i0DNMkjHEpIeMMAoSxYVsuUCQtC8tyhRCWZTFWNBq1MATzC7N5npqmYZqmUhJjo97wDROORnEYDgFQjKeGqSDiw1EvDEeGYVYrDUJMy6ZlkcZR3mpNQoAMi5TMyIuoFDzLsszEn//iF56+eqlM0ygcUkpNKjmQUCmDYsukkioECULMtg2uAOMcQFUwnmV5lpWIKqCwkKAoOJcMIYIopYYDIcoKsbq+3UvLnB3fQPmjEkopoOQxrUBnykkpDMOAGDMhs6wohbQdR0olJZecU6Asm9oWBdABSkR5IcqCAIWl6I0EVMI0qRAAGxQZRgmgUlByqJAhIGWAS2wAhDAAQtNigAIQSiUkFAiYjDGomEIYYqgTlk8I71JBXc2zgpumaZomIUinitVr9ampKSmF7mmMRqOyLCUQTqXquq6lECY0Zxwj6NimUiLLEsgLJJlpUsZLAXSoOoIIAQAowGVZIggg0q4gIQRDgBzHTSDNnWJlWZoIxXEslMxZKaU0Tct2XYgRVoCXuRACSYAeEfY1lQ4iBCBSSpcQH0JNfxXmXYGThfWPNOI+5Cn8Y3t6H4vF+kf299RHK7bH//ULyRS/rDp/hPUH+uvWeu/x0azHsBrH5mRdi3qe55pWURRlWaRpalgmQEgHtf/2N91DLooyDEOMMSRUF7FBmgghIIQUQR00olujOuqjLMskSSilEELTNH3fd11X+zZPPJx6sUPLyBNbnP6rbohpo+bZs2c558PhsNFo6H6dRnfqZriGuHiep3WgXovX4lMvRkgpHceJ47jf74dh2O/3fd9XEBDTjaKwKAogBMYYUap3peHqvu9DRCBUoihd1y1ZPgyHSinbNj3PE0JmWcZYIYRwHNcyHcmA/i0zxoQA2phd9aqE0KIo0jLRTodqvaaUYlJAhAA+Zn5+bAMKKKAex22enHW/ns/5cYuj+kgK+T8+fO8fRtT8tXnrf19v56/4+L/2aUJKfdyLokQIEYwxJmmaZBnRy4emafaOjvRPUa8mnrxWp9MIyfSFTzfN9J+07+7klw8ei2jXV0+EkJIqjuPO5vabb76VZVmtVjvs9pbPnZ2enrYsixCDlaU8Ca5Bx57qsiw0pEiTajkXpmmkQciUMqRECAHx4SfV/jQDAi6ZEMIyLcOEJ8kqnJf6cqPzLh3HlFLGUZSFUb8YSMZ5WbKiqDguRiiKQkxQu90+fXp5d3cXIaA4y4uMYLS5uUnabdfzsiz+8he/sL768P33Dr7++9/6vW984+WXX37wcHNzd2dxft72/d3d3STP6wu1/R1UazYAUqZvV1Ofmka9WscYNxotTW1CCNmWzRjTAcRACtMwGs3ardvvA8irfjXNYp+4nu8jLEXJWZ75vosxPjo6Gg6Hk+NTQgjHqxhhMIrCyfb4qdNL05NTeZ4TSmdnF1qtMcOwbb8ax6nreXFYSKVM07RsGxOsAMWEIIQARqZpCnHsiS2FSLMsz3MDGYPBAADguq5p2ErBOImhYoZB9Zvv9XsXzj3R7/cfPFi5cOGCUioORv1+fzAY+M741Nj4/dt3TcOYnZ3K0jyOkiRLIcEFk3GScamElNVq7fy5J6QEw+FwMBwCoN5+502goONaiGDLNpVSjmNVKpU0T+r1xpmF5TTNDg8OsUls22202nfuPciyfHx8Yn1tc2qKLy2deu/dDyzLgj7CmCwtLVV8d2NjrXu0/9RTlxcWZh+urlBKp6cXkyRdeXC3LMvRMJyfnekehpJLIGGRo53t/ZIntuUMBhGlNE3jzs4uxmhqeqJarSqlwjCi1Kj4FVZKQgzDpL7vN8tGUaamSYWE9++vPHntSrVaH41GGBPH8QAAGxvraZpYlnPx4gVCaBzFSsnlU6d2dnYQBoSizc2tVqsSBlGvdzhrd6ZnAAAgAElEQVQ5ORnHkWlaWZYtLi4Oh/1mq1aWSZyUc/PtnZ3t9dX9q08utttjtm2vb6xhRKvV2thYe319gxBy7dpTOsS5Xq/V6hXTxKPRqOB8cXG60+lsbm43qnWE4ObmeqdzVOaA4Hunlk7fvdG/cGmGQjcVqlWftGyjXq8EUe/69Zutsdrzzz+LKOBAYEQ2N7cP9nuOWyOYYk5s20RDMBoNms1mkkTDYSBKb2pqHo7hsiyDYOA4bpLER0dHaSZN6i8uLm1tdjY3Og6tKsE83664LsVkvDXWbvmEgJ3drXu3brzw2ecppTc+ePelF/96uxN89RtPffVr/83RYP+1N3426PdPn5oYBXv1mi2mJ5Io91xnambui19aePvN99985S0AkGP4QRi0xzzBhWFYBVOO4z/11LMmVn/zt38Vx2x3tzsz05yYaHlubdBPL1982vf91Yc7zz33uXfeeeOHP/jZZ154/uzZ+ds3H87Mtil1xsdnwlC8/tpb91cWfud3nn3v3Q96vQ3PBfuH69UKPX9x+s6919Mk/Pa3v704u7T5sBOGxd5+N8v42ubq9AKcWTC+8a0XqvWKYdpA0aUz061mnRhnJqamL1++fHDY+f7ffFdK99VXbzz99NPf+vY3//K7/2F98x7j6Xd+/+szMxMv/fAnt+6sBiNwGs5+8cufD0fRysqDtbXdopC9o+j2rYcTExMTE5P/y//8F7//Ty/MzU8rWHlw587Du/ds15xuT+/242bTGZ+YOjwaDgfxzt5tIN2lxbMlDzp7O9Eo/dSnP9WsT4RBXK20hn31zLXFSxee3tzc/ulPXq5WXdt2iqJ46ukn7z3cmJ1dqFQa3aNDyXHvKKO4Wqk0OYNxOKr6/vS0/9zzL5iW5TjOzs7u9773s/NPzJ05Mz8ahc1mc2tzy/cq77/3YGY2xtTICra73cfU8L0KAoAxAJTKM4FgARSi1KDEqtfrECnGijwvdNlUq1Vq1aZpOgRbw0HUaDQPDw91SNp4e7LVGqOUEGxApIRg1WqNUlKWhXbWVSp+vV5LM1iyCABpWQZCFSnlKOgVOR8f563mOOdiNOorBTGlrmsibEPQrHhW72gPYxpFCWc5AAoiyDkvS64EK4pMqQqBEGMlFUAIIICQQLqzAyGSEkomIRCMc8ZhySWEJSKGAIBSMy+Lo0FoD0K/3tCFLwTYMh1JJeeSECKliuMEAOB5NkJKAW6YtoI4TdNSyGq9hhFVQJRZlkVRkkRFljNeSKCa9SqhpmHSimN5FsUImaZRMs6FkAgFQVCUnAA7zwoOsYAAEx0sh5gUgHNNlYRSHi/aK6Wk1M1Jz7ZNBKWUCEKMMeNSl/4GMY/NbyallGKMS1YGQYAx0n0/CGG9XlcQeZ7X6w+zgpu2JaWSQgkDWaZlUQNLrFimZTyXgGv+thYN2nj2qP6WQuoi8jivQj2ynHGOGE/TggkugCKEUMPM85wYFBP6KHTqsTL0UeGkl7z1vN7HrFInPLxHUe/yQ0D6Y0Yq8BG+uR7MU/9gsXeyl19Q7v7Dhd8vDtz7e+m9D0MsMNbhLkIIzsqfb4dqZag7BBpEqV2UkvE0TZngjue5rqu7hb/lzbKswWAIAJicnJyfny+F7A8GWomNj4+3Wi1RFr7vNxoNzrkUTCfj6URB7WLV4ken7WlS4COjHHuUbqcIIfqZ2tU5NjamPc/dbldbQ6Mo0hQWvX/f93VwpR6Z0Z7JJEm0fVTXxvrXgTHWj0gpdYoghHAUjLwq0YnqEADTNIWCUgiMif6+KKUAYqUEV5KLUgs5x3F831cKxFHMlUQImKalLz6EUP27q9frCCHBeJ7nZVkyxpMkKfPCtm3btk3bYowBwQmlACMuhU4y/Oj03sfzVH7x/N4/JjLhN85N+f/RdmxYlY9a6gQTQjThU5sqEUKe52lvsWmaBaVaLGmgUJ7nCgjdCH58FPDEiv3z+BwAACZIKQUV1J06y7IghO12uyhZtVo1TTPK0qJIIFAGxtrhrm8tSil91uooSdu2CcG+7yuICiH0dYEwWULi2p5gjOelEEI9StvL8pxzqXXgcQ9agaJI4zi2CdRrJ57nZVGMiSEBJHDnqHcUhgEvyzBNJiYmPM+rVCpCiMWFxWa9ttvZYYyNj48TQqTgrVaz3W5Fo/7M5MSlCxefefraX333v/zrf/XH88tn3r7+/tHh4XA47O53fdMMBgPXpFKIdJiladpw7N5w4DtulnVee/WtVqvleR5EkCJKKZ2cnGRFTgjGBE5MTCAsDUL39vYYY9rTWBQ5YyVCIM/zfq83Oztbq9a73W5ZlpWKzmxBrBRCyCCIEAKSiySNAcDlzkEpZJTEhFgY44yzJEkqrqPFuZ6LIJhIeXybLMtSG9Appf1+n1rU96sQkCwrlAKjYXrxwsLOzo4QYn5hbn19PY7jql8piiIIAt9xfd+llFarVchTXnKM0Orq+ne+8+3d3d0Pblw/GvTjVDq+bdmuV6k1a/V+vx/HaaPRmJmZ4ZynWbK5uWWaFKBjsJXneY1GHUUKANlo1MIwTJLowYMHjuNhtJkkWbPZkgIIoTY3t7M0mZ2bdl23s72zsnJvdnYiie2Hq/d3d3effvriwuLU6vqdIAg93x8fH7/9n2/kednZlV/76iRGxlG3SwixTLuzu01NLgSwHS8Ion7/SHBOCBobG1tbW5ufy8JhMD01a1kO5wMpS4AyBVhZ5owVm5ub4xMtSuna2trS0lK/3280GsPhSEr26U9/5vXXX1leXo6iyDDMpeXFJM7u378NIW61Gvv7+2Nj9SxLCMYL86cuXbr0ox/9dH9/+/Tp03meKyWVYp5nGSatNezt3XJxqXX69NkwiB4+XGWlrFTqEMYPVlaDIBsNr/te3ba9mRm3UqlkeXxwuJckiWk7lap71MMKsCAaNFvVeATSDEAFPNv/8Y/ewgDs7Rxyjqv1umU7pkHGWlNZnt5/+MD3/cnxWnfQ2T3YUgqnSVFvVKem5vu9CDEmJfc8b3pmZmpqant7ezAIXG+Ccy8Owk5nZ3p2yjAM24EVf0wC0qxPXrnyzBuvv4UhZine2d7CBOgEoTTpIYzm52cR4G++vvW5z4OxVuPNN155+DD/9u9fytP0jTdeM0w8Gg4uXbpw6tSZP/13f9oem1qYWZZ8WDJeFOWgHywvnw56ge/Vw2FUrVaUEn7FwcTc2Nr9vc9+5vKVC//3v/0/33jjjenpqWbTU0r1+0MAQBiNAABvv/32cBhU/Nrm5vbeHgvjYuX+WrXeWF1f3+t0G612kmQTk/Wdzv3dzv333/tgcWG+5JSxzLDGCJXdbve9d4aU/Mf/8X/4n65/cPPv/u6Hrmsddgf1Jvz973wL4rTWdBaXZoqS3b33kFDw3f/ycprISrXhVehwOGA8e+75Z995733btl/60Y9u3br13LNPfurTTyPMX3n5lTiOZ2ebCPa/8pUvLc3Pv/ryK45jP/vs5f/8Fz86c3ruv/4X/y3n7MHDO5OT965evbq2fv/6jbfLJPF8ajn04HCn2XL++F//YWtsfH1z56UfvUKQs7l+2O0etWoTc3Mz22I/z/OM5ZxLjEwEge/Vy1Leu7uysjL4N//mXwqerm2uEWK6rn3hwoUHDzfG21ODfraxvvP2W+9fvXRmcXHhr7/Xv/AE+Of/1b/w/Fpnb+/evfurD9cX5lt5XnIef/WrXy8LLgXa29tfXloMo0QVKE7yen3M9b2y4FEYJTFAUBLKMJJKSSkw41xDFNMU0kdbo95yHM+xK7btmoZbrVZ7vV4cp4ZhIMQtyzg86E1NTzBWbm5sYIybrbo2sGxt7uSpCoIoTgdpOsJEACgQltVqVUpOKKpWfcextjY7QoA8KxXCtapnUGxQ7DYae53DsiyDKERKUKxM22I5h4DxUhGCMVEYIIwh4EopIYWQSiJAMESUmoSUEiAIIcIUU5MihTHOGS+4RARgahuQYmxosLsmc+iYLymB9sL0+30d20UpwgRgYjApYAaLMs+yrFKhQgDOWZ6njBUASkIpwrhSqwMpkBQSQkBpmuWAYAkUNg2TUMY5wrxkRCGmpJIKYIgQwogSxaGCAGrTI0JAKA4AwghCrGc3DNNEgp8UUScZ3JIrffvW6kxDAQzDcF1Hx4WFYQgRpqZlsgJApduATDANThRClEpgyZAUEELGGJcaNYkBwVgpqZQQAiNkYIIhklgQhhGhAEGEEIAIQMSlUEpZlmkYUCgpwLHzKC8SU1rURgiix/XeCfVR16L6s3xM9XzM9Ajh46z4YyX8IZ/zw2ceU9R/I8N7v7lAZPXLXJ0nqM9fi5fXBYP+jnRN/8teizE+ybXXFjLtV9TtMsi51kX/r5THZVlSw8jzYjQaGYahENZvJsuyXq8XxzHLs2q1uru7K6XUeg8fE5hKvayglRtjjFLq+74Gz+iZxhNvneM4GseSJAnn/ODgQOurmZmZarWqK2pKqeu6rusihMbGxvTAnkaD6r6cbdtFUWhVrB/X03H6r7rFmmUZxjhKYsdxTNMccQ64MC3LMAwtxbXYFkIIKTQfSL//aq3aaDQgVL1+v2QlMakOshaClyXzHYNzoZSqVquU0jiMdAC9lpRaDliWdZwrL7i++AglHz8lfq2ZEf/Jn/yJ/r8fv3YTAgQABOrRfwDqFro2PIBjyhE4YVvpFhMAAGOklCrLQlNNT2ZwdT+UUqoj7U++Hj3MZts2IaQoCr03/V71zLReqNBfmNb0+hTRckWvMz26ZPxcN/PxC8THW+vq1y6u/PwzP7KY8ouWf44dmADo8TqlJOcMAKWNCL1+T3fhdra25ufngFS8zBfnpqXg77795lPXrraaDUJ0nCICAMDH7OwnUac//8YgBEIIKeRoNAJC3r59hxBSqVS6vaOpmZmJiQlEiBA6qAMcj0FDABFECEEAiqIQjAMhHz582D08bDQaJeNZUWDT9CqVvGRSSKCgFEJJiQmBGAGoL9XKNC1tnmaMKSVNSssiX5ifq/ruKy//9Llnnj19+hQvGCa0s3/AuHA8r9Yca7RaeVlubW1Va9WDg8PTp08d7O/98Ic/6Gxv72xtp1kWhiEE4NqTTz7/3LOe60RBQDE6d/ZMnmfdbu9LX/7S9m4HQJRl2cLcXGdre6zZtCyzZGVW5tQx8zw3qFFkOedirDVeqVQEl6Zh7mzvFEWe5/nNmw+vXr3Q63f39/cIRVEcU0Lb7XY4HB0ddiFSaRLneVarVqanJvf3DzqdPdf3SlYqpTzPlUAJpXpHPYOao2CECe10Oofdo4IJy3EEZ6aBv/g7nyUYU4IJRvoC7foepXR1fePFl35y8fLVIEjyghmmfff+fS55o1nLy6zf741GYZpmjDEEeRSFemWgKErLNCsV3zLNLM2CYOS5blkyxnjFd8oy6Xa7nb1gbm5Cp0Xt7x9gYgRh4Xk+Ncw0y6MoGh9r7+xsD4eD7e2tuYW5z332hbGxJsZoemoqK7Jms8EYq9VqSR7tHezvdvYODrsAomZrbLezt765ubx8+qjXH4zCw8MjwbngBefl2bOnsyze3umce2I5SYIbN+/6FTS/ML22/uDVV39mmkRB9rOXf2xZhpQsz2WaxM3G5NTkbLfbG2uNVyp+ksYI4ShKCDFc1+OMW5alFCQYT03OjAajfn+YJBlQcGpy6saND9IktEzSbNbOP3HG82wIpGWYUoj5ubkszYNBkKUpIeTq1SuUGgjhJ5980vf97Z0tjJHgYmtrc2Ojw3l+6tTpixeuWpb3/e/97cR4e3x8vFateb5XlCnCCkLhV+x+/6Bac06fPv/Wm+/mOVuYX759+x4l9srKwzguzp09m2bp5OTUtWvPAAAbTT+Ow/WN9TAMgzB477135+ZmpZQEQ6VEFATT0/XxtgcVNam3vLwUxdn0zEKvP4IK+5XaysqDu3fuXLxwoVavR1Fcb/i37t5bWJjHCDWbY4Zh+17toNutVetJkp05e+7g4KDX601PLWaRORykQZBzhpqNNiGW4PDBymqz3jo8PKZ6WJalBCIYYyKHgyPHoQjL0aD75huvCl5ee3KesXw4HNTr9StXlstSIAwmpibCMJycmmrUW4P+UEkCAXWsqmX4ZSnb7ekkKeIoR4oEQRgOIyHE+Ph4wUoumO3SUdA7ONy7c/vmhYtPrK52JiZqTz559eBgH0Bx9eoVwyCvvHJfKcB4FEVhGAvPJZbtXbn6VKVWC8KwPTlWqTolj0+dnj51egrBuD/aHZ+oDUd7tiOfeGLp6PAwHA4OD0YHnb3/9Oc/np5ufOELn9nYenj56sUXXjj97/70Ly5dWXzq6SvrG2u379weHx9nXDz19DNCius3PtjtbF27duW1V9/mHHzuc5/f2dn+zGc+9ZWvfEmIYm3tweuvv3r2zDnfqwEFHdvPs2R/b39jfevZZz6NAAjDNBjFDx48IITs7O489dSlc0+cLYoUAtFuNjiXtUb98194gXG5u7tHqPvB+7d/5/O/Ozt9qlEfT6Pig/dvJFHyR3/0B/ce3CeENMfad++uDPrBlctP/tX3XvzqP3nuM5/51OrqSpLFt26t/tG/+sM0zY6OhkmS9PqHZZlhDKYnx+MoiKO9P/iXf3Du3IXbt+5///t/OzExJSUcDEZLi6e7hz3BgGW6GFEIaJ6xOM4IcavVppQwz5ngkHNFqBGFabM17jh+FKZlIfK8HAX9Wr3KOe/1+lmWU2pAiDudzsF+NwjCjfWt9fU1z/MpMZIkFUIlSSolKAoeBFF7bLxea+Z5GQYRZ+rcufPNRttxnHqjkufJwWE3TRk1FKU0z4pKpVqtVAkxTdOq1huXLl86f/58Uea7ex3OmO95UdBzXRNDBZSMwtHG6kPbdExqUIwJRkowwzAMgyKosrzIy9KyHKmUYVlFySHGtu1ACPOioKaFMJEQSgCxYQGIIMKmaSkEj3pHOzs7nU6n2z1KkqQsy3Z73DRNAGCv19MNNKkYQoALzoWUQiVZVq3VtLIqi5yXhQ7KpiZVCmCMTIMKKQiGCALGOUKYGmYcxwqAKEoIoWWpgEKWZRNqEEIJoQAhKZUQCkIEFCwLlhdMQQgR5KyAAFimIQU3MNbSTkoJEdYJ5hBAPYaky4Y8z23LqtdrnDNtQsMY7+52hFTNsXavP3BdPy9KQg3OWbvVrNcqwagHpVCiqNWrUsIgCg2DSiCpSaUUGCMpuGQMIQiU4mXBuRBScvGo2NQ8UwAUhEJIalDHdW3bBgASYlu2BRWwTAqU4CXDBFqWZVkmF5xSAyKEMEEIUkoxRJrnITjXQ1knVBidj6ErIawfgNo5hR/vbD1KH/6wduNCCs01kUoBBSGC+JgHA9VxhICUsmSFaRi6kOWcCy6VUJxzzoQQQsFjd9WJdjoZt3lcknEN/4HgpC49foJSEAApJAIQE8zFowMnhPZn6hbcyfr+yYf6mNzVCACMcaPR0G0lKSVQyjRNLoT+6qUCZVkeHR3ZjttsNqMoSpJkaWkJQ0QIQYRwwRnn6hE9snt4uL+/D6TyPK9eq3JWgmOM34f570Ip9Who66MTW7+qZv5Qr374BaFjBxwXWZZrkF6a54PBUCplUGqapm3b9VpVg1I459WK3263EULtdntsbEwbWcfHx/WDruvOzc1VKhXXddvt9szMzPT0dLvdbjabY2NjlUrFtm1t/qzVap7n6Rd6nscY0/H0jUZDN/F0foNuuujGjLYo67JWC5N+v9/tdpMk0TN7o9Fob28vCIKjo6Msz0dBFEVRliaNWj3PUwMTgjErSy1HFYRcSIQgkDLNEkKI67l5nodhxDgHEEj1KNPjOCby+KzPsjzLMgig7/tKqDhOIIS+52ukjS5HJVAlY3lZcMF154CVbHx8fHZ6+pjyCIF8JJQe14Hk7zurdvKg/gk+OomJnjfTNe6JVtFCTp/NrusCAHQ+RqvVyvM8CII8z+v1+sm58mG+CjhOMknT9JhJRelH0j+U+q317n4eWvP/hU0rZ62r9a/0xOis1y/1Ag9C6PH5S30A0aNcwcc7vydXHCmlviwe+0gxkFIKJU+YsyekFkIIAJIxZtu24zhZnpel0GshXCq/VoGQDILQ8nzHce1q3a3WFpeW5+fntXH58PCDsiglgpTSU6fPHB4eJnHiOc73/+p73cN9WRY/+MEPF+dnZqan5+dOvfjTl5XkZ06fGp8YdyzbNczdza0wDCEGSknGuJ6sdSzL96u1astxnM7O/mg4qtfrQTAMw9Ay4cHhYVmWc3PzpkVHw9HW5q5SgEA0NjaW56lTNVutVhYnO/2e57j6WlMURZwkUtoAqDhKEISaXZ4kBeeqVm0unDkzOz//F3/2H9utmWarddTtRnGMq75FiO06nHPGmWlaQkjLsgzqZ6UchonneZBCy7LiPHyUkEEIUtAgEChtCnIc16QUKJnnjBDie9Vmc4xSmsSJYTph0P/aN7/TGmv8+MUfQUw3NlYdtzo1M+vXukWpLM9N07zM0s31Dcs0a7UqwpiV+a2b73OhFv8f5t48RrL8vg/7Xe9+9V7dXX1fc8/O7uzu7HL2Xt6iKEoUdUASJVkIECBQLEV2gDhAAsRA4Fi2Ajv5wwniyIHgyAlFibpMMgTFa3f25O4MZ+fs7unpq7q77uvVu9/vyB+/7p6eJcWQZrw2MH/s1E51vXr16vX38/1cC3MZY3ML8xCC1668fvv27XK1BAWEAtIs67RGOct1HSeJ0rffertWq/V6A8exinkXgBRh3mjW8wX7woVlb9ybm5166qmzlWphp75ZqeTPP3J6OOq32vUnL50FEEUhFVwZD/mwn3S7reXlZcsyG63RI+cvDoZdRICiYE1XF+ZmkzTyPC9nW+OxhxCOoihJEtOw9xu71aqrqMgyjUZrv14PGGcIQUJUfzxuNlpJks7OzEMEB/2g11tJk0gAPhoGhUJeUdQnn3zytddee/6FZ/d2G9/+9tVr165vru/EcfLySx/d3duZnpoeeb3d3T1KY9Milq0tLs0gNM2FGHTp4uJyEmdRFLtOaWtr19B1y9T6/dG9tajbeX1zY6fRaM/Mu07ObLRbnAPT1iYmam+//Y6maQSi0WCchmByUp+anIyGPPOjOEgrxalee2Sa7muvXccKdPIkX7DDINsJG7VqRQh8/vwpwzAgwJsbOwhps7NLM9Pzb77xdq02vb6+mcTJ9PTcaJCtr7V13WYcYmLv1/00i6jIFJK7v77FOE2SNzvdnqFZE6XFqZlCnKgA2ABlAIrJ6fL8cu3m9euPPHru/vq93d3dubn5QqFsJJFiEG+YtdthxpOxx03TyuUmFaxeu3rz0hNPP/fME7dX7t7f2Ox1u0kQT01Nnjx1IgzD1dU1RMjlZ5+J4tjJF9+9+u5+ozEejz/zsy9Iic5nFz/91a98JUn9XC73C7/4XL1er1RKAIjFE2m5XIljevP2yoWLFy8++WSz3Tp7/lSaDXIudgto8YRbmQBRnJ44ef7GjVuNxirL/GJRNVW9sd994vEliOhb373y3Avnco74l//qi7/6a585eeLEn//FX2qG8eiFC812e25uwXEK7c5dCGF1YrLXHUdhdvbU+ZmpeZrRqelyGIQQoOefe35+dvYf/nd/UMjnFudPNPb3eq3WaOiVy+V6ve66hZ/+1Oe++c1v13dWVHU277r/9J/8yXPPzz7zzCUVaL1m2zImTp86G43xa1eupik7eeaRx86/3KhHaYI6rfipJ18KR+lzzz518/bVTnd/bnZ+7HsYozCMvvrVrzLmLy8v+YE3NVV9++o7J04sqiokCiiWct44KBYLw2E/TZPp6ZnvXX37U5/8mX7P/4N/+j8xjlyn1G71bdudmiSrK+u5nLu6un7r5oqq6QgiSjmCar8/VNQoy6gMMgnD2A8jTTM5Q94o0rVcHCdhMEZEmKaVdwuWaXPBc7YjXTGEKKapGcYEgsjOmQgorps3TTMMQ8mDUUoJwRBCVTUZy8IwoBnIROZ5wygeI0zLZRdApmrINHVdM6enZywzN+h7QqAsC+/dX1NVlVJWKBQEzRqNhjce31tbH3SdiUrBMTXGWZqmGGCCoGUbCOgy6QQijpEgUEDAgOA0y9I0powfxO0jJCCgnAOIBEQCQQARQBgqmqHiNEshBKqq2VaOMhon0bVrVwkhCOEwjAqFgmkaCCsQcsGFDAY7pKrePxpAcRTIf/hL+bC67KAgHCECMYYYA8oEA5wKygGCFEHpjmaUAgAhQgfBlw8zWlI5ebyd+G8lphA8iuyGEJZKpdnZ2WK5Upmc2trZTdOUMYoVlTFqWebJkydPLM7mNEVkcaGYf/ONq0mSqrqepCkS4AFoAQBwAbG08DAECcIySgbHSXqQg805AFikacal00lwQKQlkmJ4CJd+0ulLYktOmThcfB/0v8lSAgggOAgTFUIc1jfAvw2hPIBV4Bi+AhBBJIQAAgohBDqY+uTs+sNZuA9CO/bjv+IBOASAECIYlWXiR5rSHzfb4ifMayGKInvhS6USUtSx7w+HIwkZCoVCPmdLqVEURVkaH3Wah2Eo6cooigAAnucJIQaDgYzNdF1XxrqkaaqqqmmaErxJSlD2rXe7XUppuVyWpF+SJBjjbrfLOZfK5yRJZNGCbOqTIzRj7KjozzRNhNDe3p7cBJVKJdu2KaVMcIHU3b3dOBxLLgohhIAwDEN+YQkhmCDOqYDCcXLytaQMm3MOoEw/AUIACBHGUI70EtMCAFhGGWNH4aKSFVNVVaazMCAyShOavY/f+//OSv1R7GrfH7B5oEAAB7D4mOpQvO8pkmgOgqDX6+XzedM0B4PBeDw2DEOqEI+CK4/yJ49kuJLvku/nfe/qg/yyvU9U/YOYe3G4ATnahYgPAO8RQjA6OGPyUHVdLxQKR6myMsMHcn5cVyGEkAbCh/Hewfk/QI9CEEwOon4BzLI0Exzig0UUpUzeR2hJoHMAACAASURBVCCEnIswDExD1TQt41kQiCiKuIBhSoUfRjSjAtlOoTvyeEYN3axUlChKIASlUvXZZ15Ymp3TNLy33yCEjD2vUiojiDkHzb3m9FT1Nz7/qzOTU//sf/znL734kXqj9fZ718M07Q0GBOKpWs2yjfEoybKMQWZYhuu6o4EHAOh2u3FEJycnpRIAAijvILqudDsd0zKzVPj+aH5+oZgv9frdYa9vGJplWpahqgqJocg7OT8Iu8Oxqhmu6zLGgjDMWbauG6PRCEEURnGj0YmTUFeN6eVlO5fDqhJE3ddee21mevrkyZOB7zHGNE2jXBYqgqPyErkEMU0zYUm5XPZjLwzHEEDOeZJmCkSMZkKINGUK0XOmTQgBXDBGsyzzRpGipFGU9AcdorDv3bqdpgmGaOCFVOCc5WQcQahnNB43+xBrecdVQHr6zKn19fVOv7OozgvBBiNv5PVVVcMYN5vNXrcLIbQWFkQJtdttloqcZTT290uliqKgyVoZIfyRDz+/unpvdm6q096zLCsMg69/7fVcDjz//OXNzU3LMmdmZl3Hmp+f6fU71669M/L6+cKF06dPj4aB70e1yvLOdu+P/88/CSPvxIkTuqGM/ZGq4kqt5Pved77z+tSk+9hjj5bLhXa7+fprty4/dea55y97o4BzARHzPMpFUi5bvQHvdFuLi7OmYcUxjQCKYyoY3a03Aj+0cvbyicUk6m3vbCjEvHBh/syZU/fWV37v937vlVdeGXvBSy893u32807h6ac/dO3atSxLX3/9NSHE2XMnMXa7/YY3HpqmAZFIk3SiuvDII+c2NrZ63aGmKcWiY5nOnTvbjInPfe75TqdFKT137oxhaJqu6HrZzTvtXosgnHchhOKRc+eCsT/qDlVVXV9bHzT8pZmTrU4HQOwUip1Wp1QwR+Nxzi4GvvfXf30ry8Av/xLMl6d2dxuWaVcqkz/zMz+zsrJVKU93+6MPf/jjgR8nGR0O/MBPTp0839i5bVuFMAwVRdnb2+l0W7qlqCreb+w+dvFEuZKHKIMQx7Q3HAxGo0FtsiIiVChODIadRxceeQ9k37t+bWZq2nGcbm8QhLRQKo+6Y8uyCMnv1reCYDBR1XVVL1aqdq7p5KuNdgdizAWdnJqYrk4FQbC5eX88HlcqxTura9/45tc+/+u//p0rr549d2KmVut2+t544LhWRrNvfOX/CYLg1q2bKysD1wUzM0WMK7Va7cJjT25u7/hhVizVdve7vu/XajNDL7px4/YzTz82M13yhsO8o9+69RZbWDB0ur9zN2fhy0+fUYitE3dzc4so2ocvXvr0Zz42HDXurtzaqbcq1bkPf/gz9+6vr9/bHgzj06emrrx2/b33NiqVSm+QWZbxW7/xn1Wr1S9/+cvr91da++5w1Pp7f/+3Uzo2NPWzP/eRa9+9MVmtuE71rTfeaTbahUL59q31s6cv3rx566mnnn7hhRfX1u72+91+d3T39vYLz3/0zOnJ1/e/c2+1vrHZMWzXGyfeOJqsKQjB/b1tQ3cK+eLW1m6hmMu56Gtfv8IR3q4ncYaqE+U4ZDdv3fjc534eAHbltW+1GjuVqvmzn/2p6zduT9bmlDZ7/oUnT52Z2dpcr+/e73Y7zWbvanqz3+1njGYUWTnVMIzdesN1Xdd1ESKGodu2krNzECLOAcQo5xb2Go2dnboAQlEVleK86mqaDhEJgmhpaamx3+z3OwXHJFhJknQ4HGVZBgTM5/OGoVNKh6MuIQqEsDdo6VqOUeE4hSAIwyCSLazSS24alqqqhhFUKpUs5cVCsdHa2amvUhblC7brFDCBCc0URcnn84ITLwiTMGScF0sVXTe9kR9HwfbmfaKqCc2CMOLcLZRL05OVW9fuEogQFAqBlXLR0G1CSEYTTAAmmECYckEFTdM044wAADGCCAgkDWNIIAkFMJLxaAf5ecgw9GKpkCRJEASqqggub8uEEJhlKeeZohIuIAecHVraECSHIXayghgCAJEQCHAMhAR/CHAAOQQCQoAhVAFSEFAQyCDjgiPBMGAQEAAhQACDg4EJHogkAQT4oLn7cIw4kPa8byb5/ijJgzx3Il1PQRCMfU83rTD0syzRTYUILDfqcRJ1Oh1v0DEwgCyplMqe5/m+b0ngJICCsEDwsKL82HgDuIRSx0VPkrASAMj0SCGAbloIISQeJIoT8pM6eh7Mk0ebd3DYeg7AYbKm+CHZfg+HvAD4QAZ6bKCFCAAgUR9H/GgolVPo96etHHckfgCUw48L+eRYKDk9AUFKqdzRyAePp5t8AMdPs0xK/CCEHCJv5MkhX/rrwrGnadqBlJogyWSmadrv96vVqmmaUlcpLT+yG11+k6UAO45j27Zt2zZN03Vdx3EQQmEYSgFkp9MplUoyAIZzns/nZ2ZmpN1RXrTdbjdJkkqlIj9ry7LkhKbrujxdQRDI8EVJ/R2haN3KSeI3TVOiEIwxhkDBRMpKE0oZB1EUYMAKBRdjEvmxLNOStxSAkVwzSXwoKDtS8z2IVyEkny8QQmia+b7veZ6iqTISAiKkKAoG4t8R7/3AZ0GIjuifw0fAkXz6iH8/Uhsf0fGSrZa6Vfm/RqNRmqbT09P9fr/f7y8vL1erVVVVfd8/YvbkrVWWikrMfXSBHlFYh1DzP4xP7z9C3+ARIpWnTrY9Hlvk/LCknGN4Txyd2INTTY7lYh2uG48yso4n4hiGkWWx7/uQpRiDYrG4sLTYag9UXa+M/d1WP0wSomoZZQBhVcECcMYo4HCiMlHO5yxTLxWrq2trlpnTVOXGjRtJHD3//PONvd0/+cIXZ6cnV1dXr7x2+7f/7t8hCNE0m52ejqJof79RKbq6ricZgIpq5myiKrlcTkEkTUdCCMuyJiawStTVlVVNU3K53DBLwyjCBLfaHcdx0oTTDAiOFKKmKc3isFZeUBRlyJjnjVLGAQBBHNlu3so5WcbiNEsHwyxJe+0eIQRCtDC/RBRFRvpqmra/u/NHf/RHP/uZz8zPTMv0J4RQzjI108SqYhhGHMdJHEcpF0I4jhPTOI7jNEkQQqqiQYg11SAAA3FQ1UIp98chIQQjBACP47jd6hAFp0mWiGByqtjuDyilz33oQ4ADJ1/yx2HOzo+9dDCM04RjRQAOsIJd152dndV1lWbp7n4dCGiaehAEf/VXXxYCFAtulmV79ZZc22uaZtu5wWC4s7XtOI6qqbpuv/jCs65jQQi3t3YIyebnF5eXGkmSbG3tjga96ZlJQnbi2NvZqcdxqCimbcGvfe0bW1s7i4uLCtG2d+5du7ZSKOrVirvf3MhoTGJBacJRSGlGGcCEmxZxHAuTkmkBRRUCpM1W3fPGaRYiFHKRmZaCCY8TkMuZMorMsqzZ2WqasI3725oGwyDzvWzsJXm3YpnuvbWNlburXKQ0Y/V6PU3TmZmZfD4vOLVssre/YVm5wXBomtru7v7t2/uUAdMEreYAIbC4NDs7ow5HPUrjyanKd797/ZFHzjz91LOG+ZrgsFIp2LZeKpU2Nja3NloQYkRg4PM445Wq+9wzT4+8welTp73BcOJS9fz583/yhS+889rbGY0sWx+Oxn4wGo16tcnqL/7yZx3X7gya9+/d7vZajmvHcXLm9FlFMeIo3dra2dzchsDY3N49eeJsqeRkVLz7zvVrV1fOn+sNPDr0BuNx4DrFlFLLdjlLg3GYs+yZ6dlzZxYV9ew48K++e7072B0MqOWigpYjmlANtHLvTnmilMu7AoLKxERtYgoh9evffGthabI6MbNdr/tj9thjF6rliu/73d6IcUQp3dnZ7A2bI2+QaApLwn6/jwQ6dXp5OBw5jt0f+t/8xrcSltGMv/TSS3Ecf+lLf/7qq1csy+z3w3PnFu7e3XrssVqpVNrf3/d9/80330REF4DsN3tRRgZDv9lqP/HEE2HodVphY8+bm0Kz02defuFDn/zEz6ys3q1Wy1ffeSdJqKE7O9ut3d22NxqmaXpl2O11Wr/667/0sY/9/L/9yl/97u/8i//qH/zKzTu3SsXJs2ee6nZTwa3axEnOge+zZ595YXpq6a/+4kvf+Pq3/4u//zvhuPMv//B//sf/6Pf/7u/+p4aqE4jmZmf7vd7Gvd17a/eDgN5bG0Qh2Nl+JUtApVK4ePEixqjbHeRdcOuGuHF99XM/97EoHjEe6Yre6/aTFBu6vbfXqlZqlmX2++3BsCUoIzj8w//jW2mSlWo1ytBEbb7T2ex024qiqSohCrxz57aC2X/5D37v9p07d1duWJZlWGjkdd986zuDfmdpecHNWxcvPhr5sTeIuUgKVZMJns+71WrVMIyNjQ1/HMpholYrz87Oep7f6rR7g31v3AUwsSzbMJQoCgaDvusWAMS7e/ucs1Kpeu7cGQHjer0+Go1UVS0Wi9LfYphaHIsoDhDmpmECiBSFEwXmC4br2mlKCVExIgdSQwjpYc1Mt9u2LMtxXMfJc2GUS/lyuZCkAYLpzk59dWU9jphqmNVq1fOGSRI5TqFanUBQSKUgJDAMw1a7ramg6OSyOFENM2earmMVCi5RkBCCYIgxlDWnEELIZWga5RwjpBypyR5QQJKDQwirB7YJzinnVFUVCK0oihjjggpMIFEQIYhzQrDKgQAcEAIIVghWORdAHBs8BIICQAGQAAhCJPPNuYDiwBKDBIeAQ8Ch4FgICCgWAAiBgAAI8ge5lEhwKLhslQAPoZCHk05+WOgdEMe28EBaxH3ft8JQshbyuVI+B5HstFAQFgAIyzLiJFFVJeUUQME4hQJCIDjgAnAhIBQCciHQoX1OZlTI3H9FMQwbIJjQLMsyyvhBRKQAlEqszBCDPyHYgwfvHeLD+eRwZHnA7wHBD0eXH1yCJ2dXIB7i995X/PADexp+eLz8ByYu+3ebPyF84A86KDz4wN8LxlhRVcMwMMau6wJMpKbR0DXDMCzLKhfyUpUGIVQIwhjLzAtFUQqFgqynkgyepDTiOJYFwjIRQwZSyC82Y0xWKRwBClkPJsGe9DdKjkoSboZhdDodmacgFYWyolDWPsnTxRiTwFI+UaISVdc6fW8wGMhIDqIAnlIuuEoUeeQcQhURCAUSVIa+xFkKIVSIxjDnggP8UA0JF1S+bhQlEEIFE4yxZBflD5QCVOkeRApRVBUpBEIg78D///B779uXSNyFMTqKx5FhOMfNtceXIsPhcG9vT9f1XC7neZ6stvB9fzQaSdWfRIPfL5uUb+DIeyo/Cfngj5L5+e8V4/2AR/5D8HvHPdxHBSyccwjgcechAA9VKYpDcfX3L40eXHmcH179QBr2DrjWY/ztccE6l8LnNHVNzXFIkiT1en2v1R944yCKkaJklAOiMs54yhAium4EQbC2tj4adg0NCZ4NBsP67q5hGKZhbN7fajVbw04PiexjH3n5Q09eyrvF16+83mo0NjbWOcKqrlUqldgPkiTRFKKqasbj/rDHmFCRqitamqYYSSspNS1T0zTDkOnVhDOOII7jdH6+1O30W819x7GnpmaC0GvUtzY3Nx0nB6EwLf3M/CIx3M36brPZJOgg/DdJkjROkiStVidc111cXKzv7V69ejWjdNDvmqbZG/QHgwEDAiAo3b0IIZamSZxgjPv9/nAQUYGRamCMNayNRqMwig5/rXMAEOecIKKoBCEIgKAUUJoCLjRdIUQFAIGD1C611esjgB3bbLZ75VIJIrU32M/nywJgSrltuZAojDGOebfbVVUCAPeD8ZkzZ8IwpJTqulqrlZrNHmOs3w8pIyNvXCi4CKE0zSCEUZSWSgoA4OTJuVde/aamaY+cf7TZbA0Gwyxjk5MzN2/ebLeHxYLVbvWbjbZpqd6oH4ZgYsKyHVvXcs1Gu9VqKYoyN7uUc4llz3CG9hotQjDEkImk20ssy7j8zGKpWKAsanfGpVJhYbHQH7SGo14SZ4VCceT5ELKcbc7MTqgqgnA75xi79fbYi1XFqNVmCnln0Pcna+befjeJRRqLfDE/Gvnb2z3GkxMnF7797VfOnz87NTXl+76qkdu3br751itLS8ut5vDjH38pCMJ+f4gQsDQwO5unlI48XyG5RmNPUbGmo8GgHSdAURBE7OTJJU0ztre3Pc9bWJxtNHs33rtvW06xXEDA0m2DpjiOYJaQb3z9CuB8qjK5cX/vve+t1Kq1m9ferdRqQCStVggJa3caH/noizs7WwnzfvXXftnz+te/d/Xe/bVLT1/c3trTNL3T9gzNfOP1t1Xd3tt9pVKeAgg19oeEgCiKPL8/9uKxl8Rx6DilYrFoaHqztadovNlsKSrNObofeBOThSSt2k7PsolpKWkWYgzH4/H09BTG6nDkqViBBLfb3Wa7PjU30emNAFRPnXpEUxzPS9utTn13B/BsY3Nzde3Wdr37+c9/dGtze3NtvVyu1iq1e/c2er3OzNzCyVOnN7f3Or3u5kZ9PPCmpqayNEMI2rb94osvdrudWm0wN7cwGPTy+SKlPEqznZ2dpy4/1xtE/jjJ56tBBIIQ9NrRC8/91OJcbWnh9A4n9a0eQMn1q7cuPfno5sb67OxMPq+urXb7/eHM1CJC5MqV9+7e7QyGYWViYnV9JQ7B//6HX/QD/olPlAgpXH9vhRC3WHIH/WGWxVsbvX92/V+wLOQMZWFaqVQVon/3zXf+fLK4uFhbv3evWpkp5Mv7u+9dvnx5d7fRaQ8+/PJH1lY3vVF869adv/zLb7/88uNLi6dOn8Lvvvvu/l6v0dh//MmTHyu/GKdgbX0/ikCj2W+163NzU5TT2pSzt1dfXJ4NxnRjM3r88fP3t3fv3t19/JIZRuP+YHxiqXx35fbO9mp/OPiFn//k/Y17g0H38uWncjkrCMM7d6+vrK54I+C4er2+rShkGDNdtwhXl5bne4NuHEcXHj2v6/r6/VWiQEUhEPF2pxEnge/7nV534A1zrrO0PFMsVRAiSRI32r0k9SvVySVl1rYdQ1cFoN74YH1+UNKDEELQMDTOKedpmlI7p2s69MfDLGOaRjDSwzDJUpYk1LJsOXAkSRIEYyFElol+f9hq10fewHENxoTv+6PRoFAoGYZi6LzfG3m+r6oKRCDLskZjX1U1mmZBEDDONM3MonG73U2ikWPoFbtqaLqiKIzTjCYIK5I1wggDkB3uf49PDhTKWgEBuRBQIAYEBwwIDJBMVaMZTWAMg8BXVVX+NhOCS4xkWRYmEHIshODiKCYEHEIMCAQCAh1SfAgKToDAQHAAIOAAIAgEEgAJALlATCAmEGKAU8BSAYFgnAkBIBeQcJZB6TEDgAHBgcAQCvhQrdwDaeVD/N4P1vswRuXcJRNcNE3RNA1jIn9LYwySJBmPx07OlPxGNA76/T46qOuGkIHvz/RD4v3wEwL4cKTKg5EPcnFQtccFQkiGa/4k2/njiQlH/XsPxix4uNAWHMKjxiPxI2HIQ37vuHHu+yISoPi+WoX38Y0fzAh6/ADgj/dcAI7lfB4Bg6M3+IGN0DLeT1VVSBSikIxSKQlGCPkKkf6jOI45yxRFiaKIEDIYDKQ+WWalyB5jGUcpYZt8ulRgSiAkoWClUpH4AmMs1+7S5CZr96IokrhO13XLstI0NQzDtm0gUy0Ykz8nDEPJKzqOk8/nj4Sa8uVUXfOjbL+xR9M4DEPDVCDjCkZHDekJpVxASlMFCd/3pdmNEIKRgmTiLXoAZBBC7DDxPo5TCCHUdJmGGEURhFCWWhqGMQ78hy7RH/PL9SPhveOo7+j4DgpYNE3TNBnKf1QhkCSJ5JE7nc6tW7cghMvLy1mWOY7T6XR2d3dlQqOU5GqadtycKj8biWhlsg0AQGp/Jdr+IPHeD2xf+I8kcfQIcR0dkhQu82Oqeam3hJwfCQ+O33yP83tyHfZAuiCNnhBwxoSMToaQA8Y5B1wQclAbyBjjnGGE5M4jTdPRiL766qsra6vdcTwOokcevTi7uCgAJAhxDiBBjHEexgjCbruzsbk2HnUFl99z4LquqqimaS4tzfujUaWQn59bKBaLxULhV37pl+/v7hCEy1NT/WEfcKFpahbFglFFI5SxoTcGAJTcory1xXHcbrfjMNU1vVQqIQTCMDRNE2E0OTmpGXa1MtVqNKrViWKxMDdTGw77hZwZ+EPBWa1SdV377COPpkJp9YaNRss0DLluwRifOXM2n8/Pzs4OugNF0Rr7zf1eMwgzy8TVuRnI07W1tbW1tZPLi07eHY/HQRT2er07d+7I9Ue7PeJQ4ZAMh0OiEwHSo8USpZngkABCOUWIqSqxbUsjKoCC04OgJ4KQaeqcg0FMgyzQCR76QfvGzZnJqTRK+90ewVq3M4qjjGADMoAINHVjZ2enUHA7nQ4V9MKjJc9T9vYaEJFnLz/z9tvvjMc+IYAgUnQL1XKl2+0qiBiqxq204OZKpRIU7GtfecN1gUYU07RHw4AzSDOeJnRudg4C5nkjhMFEdWZyYipJ4iRJyqWSqoMg7O83dnwfCMFPn7pwb23T8/zJqeLkVNW2jTSLV9ZWHNeYm5vJ0ng0GjLGSjBXKjtb97ezDNiWUa64lQmbMV83UBz7nW5zemaqUimlKU+TVrPRwlgrFatRFDm5YrFQyeXcLKVxFMTDAGGwsLCkaaqiKNVqzXVz6+vrEFHKghOnplRVAJRkNPn4xz929+5a3i1tb+8899xzQohWqzE3P3Vv46ptG5Zl7+xuPvvcCZolN29e1zTdMFXL1kZeNhx1XVctFas0VaCwyqVZSBiC4M6t+yNv0NzfXZib7TVW3njj+mgAfuqjCwJQoojqRGHxVB6p+sra6h//mz9qNHcZEMWCpqhou77JAO/1BhsbmwsLS7mcq2tgY+Pu0gmt3/OGgyij3HWtc+fO5XL2wonp3Z1WqzlEQMuyuNejnLL+oFedcKOQMcbWVlfb3capcycnZopOSQvDUDUxwNx2TbfgdNs9QjSMCOV8f38/zdjC4gyE8O7duwLgpaXTTr7S63UU1YQIe97w3WtXhYhe/vDpD11+bDBolcrO4tKMAlUAkqWlJdN2PS+MQ84ZPn3qTOAnw4FXq00VCsWJiYlKeWJrc/uJJy6NhuPr1+89/dRjlKWlYqVYLNt2bn5+aRSCUmkSohwQxLEnXbf4+utX333zPRVlv/SLnwqCzivfvH77+q1TZ2fCYNBqxqYBXFfpdPbOn33ipeefEpy888YtbN7fqnsXHq3u7rdn50r13f6//td/tr/Xt+1JTXf7vWEYR2+8flUjwenl2V6v96df+BLEceRHH/3wR4Kx/+d/9ufLy4sE4bfeeLPbDoDQKuWJn/7Uz1bKta3NPS78xcXFiYlYevHH4+jUqXNbmztf/dpffP7zzy8tzd6+uzE96xRLc6+++pbpFsoTelRvnTq9WJshs9O13a10YuKFj3/8k6+//c4r33lzOOwlSfTUU+dffOGjb7/91mDY+8QnPvz4E4996S//9OLjjz956fF+b3Tr9m2I6NS0W6tRLrIkiTY2Nldv103NUjQCACcEjMeDdnu/Wq2eP3+62WzK+IGMBv1BKIRwXL00McsET1KvP6SGbpUrTsZpFCWOa7iu7XlBs1X3fR8TUa1WHceRiWsQQtd1FEVRVYIJTJKQMUtVVYhoFI/aHaapdpqyJGZpSk3T0HVDCEYI4CKmNJ2amvdGfruz7zhOrVZyXFOALE0zz/OKxZLruqaZw4pGaVaZqKZJVq/vFYtFmmaTk5Od5n6tVktDMw7HKuFc8FwupxIFAR7HEcYAQ1vTFYwhQgJCAQCHUGCMMYGQCQEYEBAAdBSxLwvEuRBQUCEYF4jSlNL0oNIcMEq5omAIBaUkioQsGpD+Gi4gE4IxwQ6Xzj9wRDhg+QCEQAAhMIAAcMAZEFxwJjjjDAGWiiyljKcZgxjzTBFYSSiVm1AogRWHP3zW/yFDmrQDyFCK43meEEJpsJQ/BGOs65ppmlhQRVFSjDGEsTdOkgQRcpTLcMRsgIdb7w6KoBDmgsnZI0tSxgDEiEPpuIGqqmKFQMYJgYJLhw78CQewg1hLxt93Or6f33uoQkz8MPPe36Z1OhDQwgdZF0fiteNPlxcD+0m8iR8sSSjBhoRPHzDe45yzw0KFMAwBJlmaJUmSxJE00SHBpUTT8zyMgOu6cRzLDHkJNCSrJMv3hsOh67qSMSsUCoZhyL51WXQs42qq1eqR/U/X9WKxKCGJTAORRHehUIiiSIJAIUQul4MQBkEg2/OkdFH65fL5POdc1q/LvUaSJIqmEg1ompYlURhGCOsKQCrB0p4mk0fiJMMYcgLD0DcMwynk5aR3GJ4oTVUcQoQxohBK/hAcdLah42GNAD0U3MgYQ4xBguGPWR9yTM/J+JETTFGUI6mgrCJFUt8MYUqjsd/XdU1RFcZomnLKklZjX1VVhIHjOkkcx2HUGwziOGVZGsX+sNdzcppuGBvrd66/990ojJYX51QN84zqmmboOU6ZQMLQ1E6vw3g2OTExHAeaguIo6g86KlYIEqqqIggZ4AgQIRA4JkQ88D6CBwwhP+xPhRAdo/UPjbyAAyAYZ+hw7UEpEwIc5dUeuX6lRv+whl7q17kQ708rOuL34IOgKA6AwBjLqB/OuPzhxyOejtNrR5WGP/rSCIIDuzjngkPMAMIQUwEzJuTaQ0GIcgYg5FJGItk9LgSEFHIGRSo4gJADoShKmmUconGSuKaFiUZUlFAOKAOUC84gRgDLe5wQgCEkhIBccA4FlEFaHAHA0jQ5sVi6/KGLpm4lHBlOwSoUvCAah2NN54aOLdOIwvFo0C8UcufOTNl29r13u5xBQlQFkTgNdzbuz0zPdDttJsQoDHve+J0bN9c2t/6Tv/Obmmtt7++55eLqPaZq2MzbnU6LC2bmTQ2oSGEQ4YlSlRB1PA58L4iDMEkSGieEkCzNAKeGbtg5y7INP/Tb3X2ExckTpwnBURSnaVYpwJZT2gAAIABJREFU1y5dfGJre2PQ60Zhl2jrHGtJEtq2YZkmQggAxCK2s1enjIZR2O12McbjKFw+sRxGfhSGrW43ienaxmt9z/vd3/2darX6rW99azwe67r+7ns3UsgGfg/oKApHIz/pe55BLU1TCFI1QjDGGaCAAYwxxkhwQVmCkWFZsg+XKyoRjKZpRCl37JyfiaXpuSRMwjAkEHY6vV5vkLOsZrNNqbBtPYrHXAjbzMdUeH6s6paZK3rj4Xdeedtxcoqmen1vHNxkABTKZdPODftePu9gzCwLqxoqFAozMxd0Xc/nizdu3HzpxYs33lv7iy/9zfz8Ehd8dhr1up0k4VHSg4ImWTI3WaTZYG5uxrQmWq1Wr9c8MbGQUThdK9uuMzs7PxwEUTx2Xev06QWiAjdvDfrx9HTJNq27d+7VJu0oGM3MTDu25tpm3nUZZZ1W0GkMwzjc3m7n8vr0VLSzPTj3SHX9XjNK0pThJKV7jUa3OwCAdHrDyYkZiHKIYB4rAFlciDjWGRczUycDP1tdubpb3xYgfvaFx6emJxSizUw3pibnrl5908nlucgUhRoGT5O4VNTr2ysFxxl6/SxOVEIMvaDZCVbUNEpvXH/vuWdfdo3KO2/eunWzXi3OdPze9tbw8jMXm812pbLY7XYtXZ+ayLEU7Ozcj0IwM5NrtaJHzl1WdaXVbf3UJz61sb1BsHjj1e+dOlWLguCrf/0qUbQb3+t+6NlzGswVnKkkJAQqb711I6Fgqz6YmipvbbYppQRb7767s7BQ+Ngnn2ruNy9dOouxsXl/d2erkcvZouc39nxdL07Vav1uy9KNk0tTGc1Ma77d7sdxRpCGgTEehq98a31psaKp+mStZhs2J6E3Gk3UKkL4167tKCR94vElQ7PDABby51/5zitOrviRj71QnXZiRiAx5k8ud7o9mkRuUT97ZsFxSlGcpdl7e/vtQa+3fOlDo4EnhLJy9w6jyl69O+wn3nDLcZynn3zKtRzLNuuNBoO5zfpoPGZMmKPNXpqIJA4MVRmNwoRCoEDLsbabjbyj/NKv/EIYDVM6GA73sarplvriy+exsO/c3lxdbeZdzbF1CtXzp8o05pPVBX+cRvF4MPIQUuK0VZ0AWA0UFpRKZn27vrEbcRa//nZLIeEzl08kSUsVwMkZGMFWq7G/76uq8vyLl0rF2v37rf/h9/9XghxFUZ+8dHFi0t3bW3vjjes5U3n5peenpkq377z5x//XX87OLSQpF1D96Z8+8cSlkyur9wgJpqbNbu8+F3Qwyijzd3faW5ubn/zIJz/96V/7h//NH9zu9U8tVFp73fp27z//7b+Xc/Xbd+8tLpxr7HfvrdxLMzrodk+cPHHtnbvlsra8sFAplXbN/VOnZhFQKpXysDeEEJUKldXba6PB+MKjjzDKN+5vdPs9jLVCIee4eS6yveZuknLL1sLIB4VSnKRpkmgqTGOvN/DGo2x+fmZhYS70M85FlkBdc3I2URDCBPKMxUFk6SZPk6Kbw5jUd1pJnLHMFyYxDNMyXEqFqmhZSgkhGAHBcLfb7XS7ruuoOqAUEUKyNB0Ne1mcuJZlaYRm49jzFpdPjMdsf3Oz3elmAlSq5W6/1+g3E0qJQfKFCot021CwYEkSaKZjmToEqq4RTVMRwRwyDplqYKKiDGWeF9i2EiW+oAxgQRSVUwgYRAABxhFBQHBAmeCZinQVaxrODN3UFR1AjFXBGCVYJYTpmomxwpiAAAEoCIEiFZqKNQw1BLhgmFMoGEJQruYZYxhBgRBECDAAOEQcMAGQgAQSCBEXgnGOBGAIR5RzkHIuGGUAM0QEE5xzATkFCBEoAMEIQs4ABhgBKLggGEMIOOMZE1xwAGU6JQEACgggEgAKDqiADCIRRQGCEGIkOI/CKEuzsR8EQYARBgJg6anjgqZZEoSj/iBVCc9i27a44IquAigjJamgnAEBOcAIIwA5hAIiLjgUAkGAMZKySME55wxjwjkDgh0ILgHMaMShRgTPMkFpKgDlAgHBAGcYACDLJwRHABIBpB8PATleyjo+iCBAD0duHhSKHcN735/XAh/omA5ahpEEqgIgfhCMcdAdLalXDrCAcZZhhAEEQAAmyyoAAlAgII7iP2XowYEcFDxsIYTHR0EhHzhaoB81MRwwiAIAIDBCGZXFGBwAKIQUZB31TDxcLHGYQirzZAQXEAGJtQE4yPxA8MGhgoPlBgdAUCAYBIxzmR2EEQYQAQgzzjmAqQAUYgqxOAgcOlTwCsEh4DIqCMqzJbkAuTM4krYiADgA+FDLJv8Kj9kqwZGgFiIEEUQIKirJObam67u7dUXBQKBSKT83N5/P5eTQ7o08VSHlcjmKooOkUMaO0gHlRqNUKklhp1y9HREekn8KwzCKol6vJ+Wa8qOStjL5z45SUmWMiKQH5Evoup4kieQSZVAKpXQ4HA4GA6lelsO8pmlRFOWcXEppHPkKRoqtQwiZ4HGaAC4QAJhgQ9d0TVUUgiDIshQhzFKRxjGjDCGkGpqCEYSAcsGyLKMwzTjnnCi6aSoYYygAFCIKQoQQQRhykcZxFEWcUSFVzRnVFUURkAmGIFAQxIADwCDkAjD+gxJVIYQP8F4cxZVKGWPieV6apAAAQlRd15M4k2JWhJAQEClIUUl9t37n7i3bNJeWF1ZW7kShX6lUFAXXqpUkSdI07nUH/f4gSRICqWliBFNN0RqNrXa7/elPfyafN7/9N19TVfWF5z8quBJmaRyHAeSddoMosLG7pWoKzdhbb701PT1tGEYYhhcfe2xpeVkImKY0jnzdtKXEQgB5JTKA5KWG2UFlDYYQisMCE4TkzRMfPiHjnAkIET4y4x5GowoBAD7EVOQQyvEjBAjh+8/lQY+CAAdg7SDZlslLRK4f5O5Nrgf4sQDfv006+6Nps4G861MOBcQQKwARgJA0esJEIMEEIof3YoA44AgwIBgQHCOgEiAgFZwx1u32KCZRyjS3ABWVCBQFsYowxgggxAHnggvOAAAICsapkPAWQyy/iowrKmaMlor2c5cvzU3PRLEwi+Xb9+832vtWLgcAV4CwVU4Y5DoTbFAq5eLMmJnON5vt2PNNO18uV3frjc3NDQCA4zilSoVhcvrRi1/++tf++3/8jx69cCHwvVKlND83Xd/bzQR2K4V83iEE0TTiNO71B/u724XSRBLGWRIThCFnWCFxHGCI5man4ziOkwBhRmk09n2ClOvXh6qqBuOxEGKyUtrfbTg5MwrTNI2mGIizSFGRoiI/HAMBVVWFCIxGXrQdF4tFAMB42C+U8xlNKc38wM/n86WKwRhrDkb//H/53zzPa7fbMuIpozQTWXvYMq3cIBhApBJVCJElCYccQaAQmfBEAFGRHwWGquVNVwjqB70oigpuzrb0+bmlbqezvb2JYGrpeDzo2YYNNYUrSoLSUqmgqTrCOI09yzbyhpEmFCto5PucY8+PEVLc/CQHIgjGvcHIybsZYwLicZwG42GlmisW7CzLMMlarfbJk0uOqzf2W1evvqNrdrk8ceGRs73ecHe3641Hrqs98+yTi8vlnIvn52vVavHe6p1qtRrH6a1bt9I0azT6iprMz88yZpumOR6FjMKZ6SUAQBynk5UyQCnRiGC03WpUitpMbaKnYFNXTE377tt3VQQK+ULedm9e3wpjgAmo1aZX7u66+VISq71gbBiqoqhPPv0hRVFWV+/FUZpx1hs0uMiGnq9qJgQEINjtJbalXji3fOW1b2zc2/zN3/zpU2cXsArWN+7dvf2u6xaXl84amjH2RkCEn//VX7i/sXrnzi3HtQtuHmHt3KmLe3t1x46h6C8unW7st9qjzuRE7ct/9W/TBDm50pOPXahUc995ZRNhUCpoKyvdyXSu1x35fqAqyonFxWFv5AfbSTyen567dn3TG3ftnPb1r/2N6apf/MI7Fy5oK7c3hkMwOcVNw7W1ycbOMEm8za09J19+7vkz5Urn1r1BYYK0eh2OaG1qJkthtz0cjnJvv3H16rvrly8rxXzJtrBpsTTpPHJhdmF+NorHlq6ePrG814Dfe/etzU1/cbl67vxFDHinO27ub1uWXZsoKySna7qKjDu3Vvx4uHhi9tSJedchQHiVCgyCnSylK3fXu93B/OxsHLHvfvfW1OJ0u7t3f/XG009frE1N7WysMhF540azta0qZqmk/cZvfMq23FdefbdcrkV+qBBjc6MOOMzlcuNxMOo2PvvZn+0Puttb2+v1+p2tzrmLlwq5aq/bmZ1ZEIzWZmujYY+ytFgpaDqHOFrf247XBpZB7q3e39+vD0fsiYvZuXNn9tvt2Zpx+syC53n99ujZ557Y2/fHId3Y2KhOz1i25pYKz8xO7+/vZCwwdWDnJgTPxuP+qTOPLy3Pb9xfub9699nLJx85v7xxfyWNYgLJoN/PEnTy5GSnGy2emBoMozfeerNcnkoSt93pjCL68y89+8U/vfbI49bs5MLMbGFrbe/kiRMJG9y713/sscdu3LqxcX+r1Wrs7W0DkJ45e2rt3ZvbO9vnzp0xFa1StP7b//pfPfH4V37rt373+rtbC9NzSOD/+9984Z/8we8jVVy99t3V9buPP/HohOPu7uxeuXKlUinbumoQ7+nHP3Ly5MmV26u9bqteH336U8+fPn32yqtvrd+/f+bsaQWpd2+tNBtNhFClXD199ly329V1Pefkh8O+pvXDcBT6oYBAUw2MSbWaK5crO9v7wWiwtHS63xvt7bYso6woKsYIUOgPgygK4sTPu5Zla0vz87duDuubm0Nv7ObLszOnICBhkNq2YxoOhIrgqN/vCy4AAMVCyXaMTIQcUiOXZ6kFIM/iDENcLpQmy3nbIFEYtr39d97YUtUiZcrs7AzFeL+zF8VxbXYCQ6oYuDZVxTxPI6+/v88ZMIQSpoyzzLCLURb1W33NMC3XbGxuT03OOIVSbQZrqnn16nvDkQ8RVLDCMmAZdhhniFGiqhzQlFFAGYEICwIBRhzRlAEECCEEq0KILGUAYAQVIDCAgDGKscpYqqoqBgwDBgVHgiLBMBIIQgAEEwxDDBGGCAMBAQdQYMQZAhghDCESEDKIIcIcK1TabAhBEAKEESGEcwC5gAIChiBSMAYAcg4wRARgyAVBBAHOGeecAZklAhWEEMRIQCGQgEhyW4yLbOT1NaJpmpbGKU0zhSgCoSzLIICMcnmUCsIEYiKPGGPAUMZomiUIIyYDNhmDAEAugJDZbAgCDCDnkEmCQRzQaBxBQBDChHDwQNjJuECAAUAxQYIxAJms0MKQA87IgRsIcwAwhFjys0JgAAiEBEIEAYCH2E+OLOL7RJiH/j14TM8p8d7B4CRHk0PIJ6GJOOaxkSVjGAAkAEsy1SBAANlAINurOBT4mFr1sF/gB7kmHzo+AISQqOwg6eAQNBIAEYQcClnZlWWHLWcPchGgJFWAEA+nyBx0aMmAWBmcIQCXe/6DUFEA0QHCPaAZ5B8uIZ/gCMqSMJBRCgBkDDKIUyEyCBmCQgB0pFA9XvIsk2dl+pAQSKBDsH3k28IPx0PgB8rbw3ifB8kxjOmamjHa7XYKhQIATNOJ74273U6aJrqqSuWk7/sso5JJk8hqNBrJwkw5P3ueJyv4JA/mui6EcDweS7Go/MgURfE8r9vtyv+WXj5wWHpBCLEsS7p7ZH2FjJNM0zSfz8t/YxiGVCPKlJejvnW5uy8Wi77vu67LARt7/b29PQgAY8yxcxAIQqS4QGjoUAzMEcSq4CKJk5RRmqSUMSM1LZ1CggVlGaUCgkxwAQFB0gsMhRCCCcuywiCIo5hzDgXQVVWIA52jrmqIC5akAnIIAQYMcioAg4gBeCBz+GH83t7eLlGgZeayLD3y+IYhRYjohnogCeCQQ1oqF4iCWu0GAoBltNVoQiTK5TKndHd31/c9xth4HBJMOt22ZRnyhGq6EiehZRubmxvr6+ucA9fJtzvNannOdXNpFq6trQ0G3Zxj1Hd34jj0/bC5txdGgWmaE9VaqVRKkoxSihBRiHbQEwj5IekPjtnYOAAQYwAhZIxTyhBCUG4yIBMcCsAgFEdetSO8d9CW/pAE/EeiSg82EOLgIkcQAMClP1VVVcMwkjjO0lQKAtHBJ/rvi7uXryKPijEqozj/VnG8AFJGq6oqJgoDVG5KsoxKiT8RUHBGOeU8O5C1AACgFIgiAYEAgnF+pBGXilyEEITSrc0wxrqud3uDLIiyyBachWGYjsMwjnq9nqZpc3NzW1s78oOYnZ3dre87jhNFUbPZvHLlSi5n3bt3n1DwC5/7uT/7i7/GqnLi7GndNBrtlmZoCJF2u+17AygEYyLLIggZJBBhwXhCOfOHgaYRw7T2GztpmnLBcj3LMLSR55m2GfqBVGlTSnVdH/R6pXLedh2FuJcuXXr3xg3TNDHGNGPNZsv3fWkdAQA0m00Zv5mm6cRktVAoxHEax2mlMrG0tDQcDtfX13u9npQKDAYjx3EIUWkGwiDlHBbyBQGDLGWyuZ5zLutrVUWRt7lCvoAQajb3T55Y0nW9321Tyra2tkajkWHatm1rltIetCYmJobDYRQlnIpj6miAEcAQBr7njwflSqHw/7L3nkGWXfed2Ak3h5dTv855MjAIBDAgABKiKIGEgilRRUkrabUue21r7ZLtlb7ZJfuLq1xlu1ze8n5Z7ZYlUZmiCIoiRDCJAImMmenumU7TufvleN/N9wR/ON2NQaBEStytdZVfTU1NeN39bj6//y9lMpQmzXYrIdSyU0mSQIhVVUcIMWaoqi5NjB/ur0tSDiJmWhqAqVTaPD4+sO1UuZIPA/L222+Mj08oqpbNGdcfXk6ltYnJoqKH/cFJFDsjj6UzZjpjDA46n/vFzzTqvTurO47jfePrK5YFHn/ssamZpVu375ZL451OZ2+nlc7mB8N+s3kSei5CbPbKBVVVP/axjw363Y2N7aWlci5dGA58bSy9tKQPHP/wqDZWzjPiZ7I2p9TU9JRtUkYuLi9iJLfqrbpXX15YUGQzCCLOHYRgvV0zbSudToVR/Prrrw6HQ9uGh4fH45Nju/uHq3fW3nitPjMDkvCmJmt3796VlYwzIF/8wjf7ffDQwzhjVTa2dhcWcMrOz88tDYbdbqe/vr4+NTWzOD8b+OG97cN0RlEUKQjdq1cv3l5ZPzzaTaU1ReOlSrq9dsK5urW9aujS/Lw1HLiU+ZrBFd2uVsuH9aMHyos/+dxkEMaSMlpcLJfHZo+PWt1u23EBwxQAxBiPwsRKpZ955lo6m3IcxzSsQT/sdpxOi2xs3lOkicnxMonlg70WwnBmZm5yfCyKfENXXa97UttzveHh4S6SsCIDZ+iNHM9xvJPjVi5X2t66d/vW6Mpl7/HHr9kGHq43uoPggYcuuZ5jGMbi4mKtfvK33/5OOp01jbSmBd1u1xn6mUJpf+/kzvre5eWZi8sP5tLGwd6+rqFer1cujy0tXVD1NCGo2ehUJ7K2ZeBCKpe3jw5P4jAxTAlhbePOPQ5iw1DjxJudm+iFQZJ0JWxPTqQyabzbPRn2T7qddr/fCqORZav9ft3zutMTpaXFmbvr+6apGAaNExlwdThof+dbLzx145Ff+iefLRerf/6nL/hBz7DSWI4T6pSLs4zHWxsrjjOIEndudiJlFsrlgoTp5FSx3akpOM5mIESs1+sahjE/M/v6G7fHyxdajeGtlfV8YWxzYxtJWqVSOTzYTqfLk9NXV26/+fk/6Jkp2TRt3w8PDg7rtV633x15PcdhM1Mkkxr3RoxRVVfSG3d2nYFn2pmLy+mZqdmxUn5ufOrmzTutVuMrf/2XCemYVunwaPMzP/+cbiLDVp+48fBHblzf3d1qNY+3N9f9wFlcenhiMv/cp5+p12pDxy5V7EuX51Rt/9kfe6bX7Y/cXrmS63QasixPTVd0w2h3mpLMEuJlsuZYpVpvNrbvrQ9GoWUpGGOIECHMMHQQU10zMZYlSbFte9B30+l0uVT2vbDba9MEB6FPSFwqZYvFDIQ8DIMkiQqF0th41Q+SSqWYJDRJeqoq64YcRxRJ0LRkSqnjOE7bQW2AFA4hbzabuqrOzEzpmhXHIYSAEj4aeYySUqkShonn8WAUttvNgDFsauIxlc/lLAV3Oh1bk3NWaiR3VcuwbRswHkdUUbTR0Gk0WrpuXH3wwb3D48FgYFJ28fLV4cBnlCcxlVXOGSOEqBADkJzdsRlkp1CB0oSc108jLEImz3gjIZtn7ylF+BFFtZ2LISGEEEsQY+GOY2cCH8YZQuh+8eQHAyrFJ0EQio6086CEJEniOCKYEEJIwk4jRSk9rzX+fikv9/eenymMAEKIUvaDq/Xw2YsyDjAWorfzUfZ/bCl3/xg7z482fOH+tJi/ey/9ffuQf1ADLIgmQb2JFTI8C1oV/lLxi4qTEJ55U8H3Pe7svQD3Q/fL+9aaHL6rlQXvNUNKGHPOPc/TNC2TSomIwWw2a5uW8OkJw54IB7EsSyA3QeKVSqXRaBQEQblc5pw3Gg3hjhMiT7EEFTBPoDtxgXDOB4PBeXeCyPk0TVOoN8FpJxYSazZhFBR0nwh6iaLIcRwRJNPr9TzPo5QO+w5gUNU0yhJhQFMkfJp6SGiSJIxSxhllXJIkwzB0AOIoCoJAtIOKOI1T+SaCVDCsDDAhx4MIQMgBTChLkkSRJLFDvCDAGNvptBd4wqMoyZhSzhjgDJ5FB/99ek7XG7TbSpKJdF03TD1JqCzLUZjIMkIIhGEo6FGEebs9REiqViuNWi1JoqXlhfX1dYQApcR1Hdd1CSHNZktVNcYIpQmloN5wEOYYI13X1m6+5cXk4YcfxRK6d29L11KTk5NhZA4G/ZPaodKVHGfQbNZZQlPZbBB4YejPz88LrowQpioKxvCsWwCeDUXQKYd+qrN/t5b9PE7mTBuA7t/J98PFc4k2/D7znPuuPf5+U+x9eS0cAIRgu9PmJHZdNyGnSO++Zhv+I7kZvftT77PzioDX8zAV9OFBVZBzliQJhlhkZFcqlQThvuMJn2SSJDJWhL39/dXzgDN+Lm8AjAHOKBTRqegc0EKMMeeU0NOinpOTk/rBUcrQJYwwpjHxVF1pdTvewCmVyrZtR2ESRZGmSkmSFAqF4+PjVqs1Vq0cHBykUpY/cF/+7isXLi2UKsW33357rDo+Pj7e7fUG/aHjuIEbGrqaSmWCOICISxJKp9Ou66qaTCn1fVeVpZHrQAjjmJAksuyMgOhio4SD1PU8kU1nmTrg5Lh24oeBuAvEUSK2iDFmmhZjQIyjdF3vdruUsanpCU01EIbLy8vj1ckvr34pDOKZ6dmT2jFncHZ2No5pr98DHGOsaCpKZ7JRwknia5qSxISQOEkIYwToGmGhauiWZQ0GA98PLMuK4xhBybIsTVWFoHw4GARD3/f94XAYRRGlpFQqOI4DAKOUBmHSH3QkSVI1SdNM09R1XR2N4jAMGeNBEIiZVrPZ1HU9m81Swvu9NmPMD1xd1ycnx8WZ4/vu4VG3dtIqFAoPP3K1VKpQysKImJZ6e+XNu+uvzs1PlispDuKNzdXpicl3bq4eH28/87GPHh7u23Z2fvbKF/9i/epVbXZmmTLFGxHPIINetLff4ABEiVurH1dK5pXLS5VKpd/viylaFAVPPvlk7agRhSSdsj/+sR+vNdp7u0d3NzYrY5VG8wgAXioVTmrHYRim02ld1wFgiqJMTEwM+h5GqqY5jBPK4oT49UbftjTIdUWRquUZ1/X/5sVvyqrVrI+SCMRh9+TIePDqNRkfl4uF1753ezQEk+NpRUof7rdbjeHuvVdMS7ZstdV2H3ts+fr16+vr64Efzy3M7+xuISmYmZv+8z/7q4euX3/ixiMJiyenxwj1KmOZvX3ou/2O6+Qyad2QkgQ4bvvBKxdmZ6c3Nu+ULGtmZuJjH7/xh3/0J0/c+IShZRG244i8/PLa2ATIlQpzpfFCcdyyrF6vV6qW5hfn2u025wBjD2PcabW7vSCO0MTEfBAE+3snuXx6Zma6Wq1u37vbaLaXlmc4iHqDmmWb+UJBVSxFN3Td6nVHjHFCYoTZg9fV+bmxza0VQ1HCKJAkACEkCctk06K5KIqSVqvjG0nKzvtu1zStKEpiCkhIogDeub0xOzs2Vpm4sDx96603796963ne7PyFZquTxHxmrrKxvl3MlXr9GuVuoZSr1RpxRFwPDIYdCEG73TDSds/rh4mzu3VXwal2u2fomcAPFawhyCUJ+U5sKFan2Wq3hpcvWoqSTtlWqZg2LeXwqEsTSBh46ZtvyZr+uc99zsrI2/ubsqwsX1qamV0slqv7R8f3dtbjJIQAZ9Jmt1nnxIMsdr3jjc3bjETz89Uk8vb3+tVqNY7ZcCh/YulKu/320REzTPbVr770i7/8qw8/Wr5964CxqFxOX7r6M7/3+7/7/PMPVGZmNlbutSNv2I0P9ge6AS8uX/QceHjQ3d/91vTMVJIgjKzacW/xQnZ2dmZyYvzS8jyPws9+9rOvfO/Nnb2tqel8z6kRxvMF8y9f+JOPPv0kwuBTP/WpTvf4tVe3hk7nJ5979qmnnkCIjE88/nu/9wft7uFDDz7qOIMXvtz/27/9xnPPfVo35EazaZomgMBxRpvbR59+/qnhcHhwsKvrRhyHt1ZW7qyBqRmQTuUVRUES9jwvjui9nb2R4w+HHiGk2+2KYZxtG0kSygowdJlDRAgul/OGKff7vTAaGYZWrpTyheKduxuu54RBHAQehDCMgjCILcsWNdwjt9ds1QgjYQQKZc2y9XKhWMhnPWfU7bbHKqWEUUCILKFSqWIYdqPRSw5rQegxWa4WiiPfGwx6jTgIdSUc9fOWgSvFdCorySqWFJoQSVIY5YxxSZLz+Xy/0yMxNQ0FI2lt5U6cgF6vRynWAEZIAvy0gwdBKESJEEKxlBU46DQE7r7Ms/cjPLnSAAAgAElEQVTVTf3Im35PQwrEqgNhiLGoeRNP0w/NxhcD2feBvQ9moZ+p1AiDouz7tP6LnA5e3+9kuz907XzYfV8c5Q+3CGFnVb3nHwzyD4v6f2825v9XkN4Hq8j+PUG+v3el9/eejR98AxQrTcYRhoCdJu3A9x6TD9qHkMiy5ed06A+xXOXvYQhPvy6OYwiR53u6rk9OTqZSqbubm5gxQaaVSqXLFy+e6zPTdkqY384DZoIgEPlDiqKIuEcRdS4aepMk8X1f8AribBdwUVzj4lslSXLeVi3+XSxxBa0ny7LneeKniC9Pp9MiqFy0+Yn3R1E0GAwURRkMBs1m0zCMfD7v+yGEUJZViUuyonFO0akpjHPMAccQIU4IwkCWVSwpDDJMuaQwJCGEZYAB5rKMIJIQhJiwhFOOOBR2UQZJs9tVkAxljAGkgEeUIEWVVUWSVSAhgBDlPIkjUzbPo4M5g6KO5kMP27t4b2a2ahimrmuShFutRrfTyWQykqyc1Jx2p+25gSzLk5OT+WJmdfU2SYiiKnv7O0cY2bY5PTFhqGqt3iFxLGGkyKqpq71WXUunRqM+RBAA1mydWJbtDZwEkFTaancao9FgYeHC2++8trr2TjptY5ml0karVR8Oh7qhQIjdUR9hiSTx2trt+dn5qelZVZU5g1EUQywDgOBpYhMETHDnjDMuSRIAUBwnjCRJwqd+XyboOw4BhxBSSggRt8TTESCl7OxGf2rVRR8g4s72I39v4KwkwDhjBAAgYSRJ6Gtfe7XVONF1faxasUxThCKK1/3A8kdyS3rvBc/uz9v8fl8uNpyzd5swIJZOs2UliQUR4STmABLGKGGAMcQRRgghTimjVJTrAAAZj0+tzgwgcO6VhxCdMo2cszAMXXfkek7kjzAE6bQRxi4DOudUhFheuHDB0C3X9Z2hq2l6t9tVVDmXz25v72xu7qZsVCqZW9vrYxOT29tbqmENHSdbLPV6w1arZdt2Pl9J4siyDIXoEALXdVRF7w1GKcvMZNLtOKKczczOKjI+Pj6empqiDOqaJq520zRljDVNi0ny+I0nev126HtxQl/6+ktQUQkXyCdIpVKSJA2HQ8YYQlKlUhEJUYVCoVwZY4y5rscYazbaGCmMwiQhruvFEUEIJzH1XJ8ziRBEPTLyPE1147OoUgQjLmOoEACZZZi9Qd9tuYAyjLGiyEdHJ61WE0KQ87NLi/OqrhNKDctWdMnO2MJwzCjJFzKuN0SAIAymL8wN+v16o6HrhmHaQei63ogzXh0rZbP5g8MjyzIxlhRFy2RzURT1ep0ojC8sL0Sx5wcBdnAU+57nGYaRydlXrl0GHFlWemNjs93uXL68/PIr3yYkro5lEupIshnFTrPVqh23l5aqn/m5n7698hbC4PCg8Z1vrf7CZz+SSqVeefmNo5OOaeZJ3EVQTduV+olr2Yqm2hCihx95xLa0fr//1a9+NY7CiYkJABjnpFY/7vedb3yDaIYNoIoQ6febt293SmXgjNxSKVMoZA8O9sIwmpubKxbz0zOT/d6GJEmZrO367qXLs7qp9we9UiGDAYOQzU5OtlutJOFBiJbmPzJR8uv1+tF+TwJ7KauStiu/9/98YXGh8MC1R13Xube1mc2XL10sSzKsN46uXB7PZHKMMcuymq2uaUkcKgcn9xaWJp5++nFZNkuVsh+Gw5EzHI3s2CpVjDjCi/PX796544zY8qVZCURB1No5dG6tbf3CLzy7tXP34HjnU5/6ieHQDaJo5e2VKKTVcTS/OL10aTaTLkaEx5SnM5lGswEQrTdOGo3mwvzSzNw0giSf67JIO9xv9QcdVdGXFi/cvn1nNGxdvrJYO0naneNc3srm9OnpaqcdKIqZSReGI48xlMvlMcbXrz9QLOQS4o1P5DmJCU/Wt0b9gTscua12FyFk22nTVOq14eFh+4EHpjIZvLBw4e7G1nGtO1YuKZLhjmJGpQvLV+6svYVlRTX09a2Dd261PH/44IOzje5+dXx8e2Pt8uWrlfIYifg3vzkolWamJpx7O3cdx80X0lxizz31Ud0ymo3222+sTYxr+ayFUT70WRyysUq12+0lMXXtEYI0SVB1fKHZqM3PT2Qy1p07K9Wx3G/99m+98cb3vv3K91578+bcbPnRG0uvv7b1kSeuxhH7zisvRmEsQT+dM3IZGyb+xtqtB65drIxl3n79ZQCTTAbaZjGbKUdBFIfJ1r2D/b3266/d6bSi8WrBUAtI1XbuHQS+lMnaw/7wW9/6ymd+/if/x//hN/76q1+qlPKNen98bM4BAUZBPju+s93f2mwVS5mhk3Ra2wgzyrgko089d/Xqlcsvfe1r33jxWylLjeNk4DgHh4Pnf/qZeqPLOPzKi3/5iU8+02of3l653Wwdzc7OPPLoQ8NBS1Z4lAxrtb2T4z3NSFJpSVLize27/9Vv/MTKzc2//NKfF4rp3qCZy1u7u0eEgF//Zz/b6XTjODAtPZfL9PtdO2U+/oQMocqolMQccwCBpMj6WKXqur6u6QjKrVbr8qUHdF1vNuuD4WCsWkqZ5mAg+YHn+oP+IGSMFoq5scqFwaDXanfT6Ux/6HiuL0mq77u+36aUEhoEgZ8kkRd4pYqdy2cAAmEcS1CKI39tbZUTous654BzxDjyh16t3mSMaroxOVOdW1w6PGkMPR9BYJlmu1EPIb+0vFDOpN1+lyEwGPZkWdIUVVWkbrcPORirjGOM6/VWJpVrNjsc9FRV83yCkJyxUpxLCGFNUxJGT7uzhQiN34+7+OlzHjB43qUOP6SH+n3xjP94fg9LEhDqo7NAy/vh2AfTOMF7PSTn1Rf8vjnvOX4T2hPR2qyqKuBcUBaMwfeEBZzlskiSBBH8ABT84SDu+Q8VQTeQAwQR5gjy80UOOEvPOXW/QQD/AwSY/+PwHjjz7P2dYA/+yMDehwtGPxj08OEt2e/P8DyNVWccMg4RBJSL5FcI4TmzB99DDp4ze+fmOwTf9Tj9oHo0+r4s2dO1JuSMy7IcJUm72yWMwfsMTZ7nNRoNMWIOw5ARKiRm4nzu9XpxHKdSKcMwer2eqqqmaR4dHQly+7zLLYqi8/YFwfWd7+HhcCiiO0W0pHiDZVmKoggBp6qqSSKUg0hY+8T5LEJiTNMU30rASEVRxH/Ztl0olEYjbzgcCBKdcwQgSMRamDMIAVRkCSCYUIwlBOHID4MoSKIYYaRCldIEYogAgghhyjA6leFSzimlSUIYJUhWsaICyAFhcRQllERhqOsaR8h3XEnCSFFDzzWxxBHiEIvWFM6+72DgXbynSJzT4OSo1m63PS8QJYMYywL4moadSukpSy0Usvl8ptPpxHGAEbd01dRV27YZI57ryLIkgJYkI0lXaRJzTkmcZLNpzxuSOOKch66TzWYtQyeERKF3fNTYWFudmpvJF7Jx5Mexl81aJ8fHumEoKg5Hnm7b1bFKsVgIw5DzSNdMRVESCkThjbCSgjObHcZIaBHFIY+iaDgcCl2lLMuSJJ222gM2GAwEiDdN09BNQYvdf/384Nez0BYzDihNhOtPJERHUWTbdjqdNg0jiRN09uI/oikXP58M3ncTF5BSDCoQAhwhQPmHPXugAG+UUsGSE8qiiKiECPsfhpIYyJ3foE85Q0op4UjiIvgLAYkkFADBKPKzqBsEOBHDY0nCGKPp6cmxQoHFMYkjQvyDo57OtXQ6PSQ9z/P29/dJwjgHmmo6jmcYhqqq+Xz++Pjw6OjIsk2n09A1TZalfD6nmqnd/f0JQjPZQn8wGgxdKZcHQGnUe9XJ6sLS/Ntv3/TdoFSsGoaxtblZKhYxgo1GO4qCfD5/e2WNc+D7oW2lhffXdRwIoW4YhyfHd++uNusn5XIhl88fN5qEM1VVK+VKOp0JAnFRYFlW6vU653xqamp8fNwPQkp5tToxGo3eeusmADcty7p27cGTk5OZmXlKabvdBgCqipEwHoVkOPB13YMYy5Li+z5nVNNkRZUYowmJDENTVRljKGirVDo9PTOztrparlRjwhTNyGQylNLvfvdvLVu3bZsyousaicN81i4Xs51OJyGe6w4ATxQZDPptMa8S0b2ExsNhH0JcKlbK1XFFVjudzvTkzNLy/Ob6O4BLQTBynKbrurlcGiHJGfp3BuvZbH58XEqnU5QmvUFDkmPKQUwGrRbIZPXpqery0hwjxDTN46Paq6++efnSgx9/9qmR8+KNJx9bXV1lPM5mbcfxc9ki51BRFID1fn+gm1q71f7a37y0u7NPGchkJMBZp9P7T//Zox994qOS9MWR4w2GbTjqHRw2ZmfnVRVcu2oiDMIwvHb1wrVr13Z2dtfW1h55+MG93X1n2EMIbqxvqKbkRyPTKmA5efD6sqpIwWjUbnUKhcL87NKdO9uttqcbmaef/LHvfveV0chpNWpXrly5c2dtYsJcWe0A+OryhaUgDAuyJaus0+kEweippz9imBqlUbvdLhS15QtLD15/4LXXXvvyX337E89+cmJ8/n/5X//1Aw9My7qUyWZkDT7y2IO7O7uEhcVS9sHrVy5fuPj697416J0Mhs1SGYx8Z3d3/1PPfRpi7Y23vhv49Fvf2pJloKlgdnY+lc5WqtO3Vu5s76wuX7p0+YGrzqij29rc/PTW+rahK9WxnKlr+/d6r716rzqupjS73jg4Oj5htJ3JyYNha3qmUq7kPX9w5+7a8uKjnCu7uwdHxw3X9ccnpmzbzGUrpmFubBxjzCTAC7nxX/j5+Tih7XZ7FMeU0ntbDctKOUPmOsx1SCpVXL97DyPJNtVcRqvX9kNPgTAarxbCKMnns1FCp6ZT5VKVUt7ttmSDPfXUk8VCZmH+YhKzr3z5xVu3ak8/nX7yyRuyLN++vdpsNuM4btaO55dmPvMzz2UtvdvtnZzUw4D92Mee40zpdYemiqOQXbywWGsfNDsdwzCxZAydpNmobW7WJyYW4kQNIhhEdOS5qaxKEji/XNzYvhP6cRI6hqY5gyBnZ6KgO+o7ly+NZVKwOmZVJ68Pndb+/v6w19zd2ltYWpicmB9u7JZKmVdfW7PNIqN6sTS7c/B2s9H77M/9aj4z9m9/989+/JM3vviFP3vkI0tPPPbAV7/yteEgwaAro3wS41xmiiRyGPq9rp9OpZ+48WwQuC+/8i3IyL/517/7kSc+kktnbLPQbDeOjo4MU+8NweT05CMfeeTWysrDj1zrD93FxSUJo3qztb6+ce2BS/l8/uvf+OrO7p3LV2Z6/cb8wtwbb7x5sL+/fGGuWCz+8i9fz2ULv/8H/46y5NoDVx588IHbt29vbm4lCa3Van4Yu647MzM1MzfjDMPDw0G7NahWxxJKZAkRwpOE6bph6GYQRCOvrev6xYsXJyen1+6sjI2VnP4gigNNUyUJxREbDoeDwSCfy/m+b9npkRPEESOJyKEEjHHP8zBGCYkwhpqOVQ1G8Whvv1OtpmTd7A96lHIMcOxF2Uw6jhLPHyGEsrnicNBrdTsUAQr53c17ECsISXEce0NPT1nDzpB6QVrXfW/U7XVLY5VUOkuTyB0OAeMicy/wA4TlbDqLJFmWNc7c0SgCHHEOKSEMQIQUzjnjhLKEMXaaFAKRJKOzGq4YIAlCiPFpJDhEFEAGIBOPsx8hq3NOxJ33BcJ3lURibi3w0fv5QGGMPEOkYs9zQogko3MVj3hey7KkSirnfOA5jHFKKXsXQL4HXYiNlSSJQxmi01yG+9AC+MHrvCCEuqaLj5QkCedAwliUM7yv0PnM2XW2nPiPXeTJz9Mc/gNIOj8kE+KHlnR+yNuEnhOK/kZ+lj9xn5gTCufgu0av04U05AicFj8gxE/DD8XMhP/dWJd/QMwJAYKIA4AkKfR90f8hiDtJktLptGEYYvI+Go0YY7lMtlgsCj5N9PVxzvP5vGma+/v7tm1PTU2J5j1N0wT0EmJLgdm2trY0Tcvn8wKYiTL00WgkZJwin1MgSaHbPK3jBEC0Owhfj4hSF9UOovVO0zQBC4UKSYQhu47X7w4QQrKkMk44gIQIRAUZwlCoWAGHEHEOJYhV3cCaxhLCIYAIcUIJZ5TQOAwpIaqicCqiOM9L0YCdypAkoYxxBLGqibFKEBOEGOeAEgogUgwjYYwyQNl57SQE/MMP0Lt4LwjdOI53d3ebzebCwlI6YzUajSQJTFOdnp4yTTsMw0bzeHd/+7B2WCgUxqqVTrtxUjtWVVmoqobDQT6fj+M4igLXHWm6QggxNXPQbjKWEELiaAgRkjQVAHZ8cjgajWRZVlUF0MT1HMbjdqcZRX6lUgGMyDJOEoJUKZ1O67o6GPTHJ6YAQJTwKAolRT/3u8JTyMcAABhJQRII7xnG2PM8USNrmuZZNDAEkDPKfd8fDAaiVUORVVWVztM1f1jd+aljjQN2VjgjqC2BMEWth5gxnAo774vE/ZEH756XMSCEOEfswxppxCMnSRJMGMbYNM1sNusR6kdOHMdCCaNpGosTDAHA6My/R5l4ktBTkyJCiHMJ8OSMabxvoyAE4HSMCgDIZnPMiFkcB57bbrm9XgcgqltmFEXDoUMJkGVVkfW11e3Lly99/OMff+mll7a3N6vVahQH/T4drxQz2Uy720ln871eb2pyBkvKxMSkZdmdTqdcLMdBtLa+pmrWlcsPDQfhaOheunjFNM1mvUsSThiRFTUMPM8LkySMY4IQGg6HSRQnSeK7rjhbvvnNbwaBb5gKA3zkeblc7qRRH41GItkHIWQYhpjlzM7OitaH/f19P4iFtlvTtFKptL+/L+pWRFGMsP9KkkwIhpQDSA0jsiyLMMY5Hwz7AFCEVA5hGPqeOyqVK6lUSpiDc7mcKDXJ5XK3b6/k87mlpSUOgWFY6XQuX8jOz882m/WEhK1WQ9dVhEBCgiTmui7ncuOWZVFKZVmO49jzQtNKVcqlfr+fJLQyVkrZdrFcLpVKjUZjf3/fNNOMGQgpvu86Qz8Mk7JqM4r39vZ8L+m0h9PT07lssdnev3hx6c6drZEDfvGXPn39oWtvv/naL3z2pzhNNje37t5dd12g63qzefLkU4/8m9/9V/sH/Fd/5Zl213c29jM5vd0ajNx+rpDt9mo5PTtend7dPfA8QAgoFtVCLjsxOX779u2vf+1rTz/1Md8PP//5P9JU/eq1C81mOwj9y1cuiNM7CHzXdRijnueEYbC1veG5cb+fpOzs9NxEs1P7+LPPOG6/3WmMnLBxXFdkdX/v8PjotXJ5and3t9nq5XOpre27uVwaQCLJfGfnaGGhcFLzsjkrmzMfevhyccxoterFUmpmrlxvHKmqWijkHnroIVVV6o3a4eHRAw88WCxUm/X+O7deGB83sYwQxvVmw/W96enpjY11y7RkjOO9OAkjScYJiRYW53bu7UVh8t/+5m8fHZ784ef/DCFFxvZ41ez3vTAEHMprdzbHxhdn55bavdHxSXPvcP/q9Qte5C0uzo2GztLy/Ozk3N7uyaB7K5sHTz39iO8Nh07vP//nn0lZ2vrGyuHhwcVLc77v27a9uLBsWdbBQWNzc1NRzXQqC4FULFTX7+6GgWdZerfTkgC/dPlqPlfdPzhSldSg32y3u5ZlRQF88oln2+3u7du3x8cnj46OKpUSADFnPAgH2Wwpir2jY7dQyDYbnd3dXctK7d6r/dqv/Xq5XPjrl/7shRdeKGZLL774oqaa21u7xaIuHsBzcwu3b9+5eXP/wYenScy+8sKL9ePmf/3f/It2u/3m62/94ef/eGNr5anHP377nbebjV637Rim+eBj1w6OD23bdN3Rd195nTOm6/qbr9/a2LjTHzQ1Xa0UzFq9CzkeGxt7682Vn/+5n+3k2gcHB56bhIHb7w+vPH318qXFL73wF1//xspzz+fLlVylWIJAarX9XLZSLI3/9VdeVtSipjPXi4qF6s7uwfbuSSaT6XR6hmEUS+Zw2Lt8ZeHN17dStlwuj3Uah9tbzeOj5vWr8/V6HWMUx7GdMnZ373382RuLSzMbmys3Hn/4L7/0wuvfe6NQTDMGH3zooWPQ6nSchUXtjTfefOLJJx5//PE333yTAeXo8KTfH2qqPjszN3I8AEJJUu7ebT3//LPPf/qTkqRYVqZV7zmD+It/8aXPffaf/PVXvra9fe/RRx/ttLuKol2+fNX1olqtZhppwkaBH3/k0RtPPnXDGQZ/8Pkvx9EmxlK33yckEY8kBPFo5CEkzc8vAgDCMIxjQglXVd33a73eQFEkXVPGx6tLSxdUVY2CaGVlJYlZGIaqYeq6QhKq65oi6whhw1CjGGIMEVZNU0MYpNKdKPaKhXwB5A4O6oiDUql09eo1TunR0RGlVMLw6KTDAIh5w4tCxxnNzM8rsuqNfLc7GPSGOoa1kaNieHFxPkkSXddt2+71oiCOQs/3Ri5CKJvLU8o1WXMDPw4ZQigOIgCwaaSRpAYRk2RMwpgzsQ5iAAAski/OXoyxU789Qu8L3/+HLbV/wCX+eX/66b9Afp+I9Put095vmRNxdOc9AQK/nXsxCKEJSeiZeo0D+KGEkghOfLeK7offXjFWFg99QghGCGMMMUYICrxwf53D/2/e+xFZeH5QsHfOtgnyTjg/34vXEODCxHeWd3rq5TtFhudlf/yHZGTPwd6ZnhMGvq8oyvT0dDqd3r53T1RZpFKpYrEoYyyUVmEYqrIiSGNRtCCG7IQQSZJ2dnby+fz5SS4KwIVD1XEccS1sbGzk8/np6WnxVcKPI6CgWIeHYWjbNgBA1IALv59AeuJSEl5B3/fvr4UTolCBBk3THB8fr1QqJObD4UhUOEAIdeOsIBIDDCFjjNAYMA4ZZiQKORfMYUKSJEnOpz8IIxkpsiRRQpjQmUtYXMuiH0Ioz6GEIcIAcIRgnCSII13T4jCCgOm6nsQhpSJG44yU/j5nLv6d3/kd8aff+O/++0ajHgT+YNA/OjowDMM0jVq9Lkm4XCnbth1F4cHB/t7Brq4rjJJGo+4Oh1EU+r7ruSOSRJqmRr7vjUbeyCVJxGkCOKMkllWVUSpLWMJYliRVUTmjCEBNVUaO4wyHmqFREoeBBwGTJRRHoSxL7nCQy2bHKpVyqZTEMUTSxOSU7weGYSCEJVnxfR9CQBnHGGWzGSyhIPDjKDJNg1IqzJ1JklBG9/b34jhqd9ontWPf9xlj/X5/fX19YmJiNBqNRqN0Ki3LMiH0bK6Gzrxq6EMdse/7K0SYMSb6GBg7zcPd2tqq105M08xk0oqsuKPRwd7u3NwsYAwBVinmFVn67st/+9D1BzLpFAfsh73VappGCJFlxfO8MIxXVlYVRSkUCsPh8PLli2NjY/1+T1Fkz/cZ4wgijBDkAGKEJEwBJ5RSQgChh/sHcRDKshJRGhMqaaqs6WIjRB5PHEUccCRhWZEVRcEI6bqJJYlSFsUEcKbIMgRsamJcgnR9be3Hf+wTmXSKEJbOF3YPD/YOj2RVBQAW8zkSh6mUBSFDGDBOd/Z2fNednZmTZUWWFU3Vl5YW0ul0v9+L40hRlP6gZxh6FAZh4BYKuf7QiRMWBGEUJ3MLi5l0/s6du4Zu9gfDOCajkacb1uTEdLc9VBT9+kOP1mvNnZ39y1eu9nvDOCG+H+RyueHA6XSSmZlKpVQRHD0HQNP1bqdFGa2OV4qloqopCSWyphUKBQghoXTkjFqtlq7rGEu9Xv9cFy4YP0KI6OUkhFy9elW44yqVCiGkVqsZhtHvD2w72+31+4MhoTSbyw0dJwxDy7aiKNBUJZu2DVMLAy+IQuE+jaJI5AgPh0PTSlHGDo+O4zjJ5vOypHq+V6/Vms1mNputlAqKjEulQrmUr46NTU9NqZqayaR1Q+ecTU1PuZ4LITw+OihXKqZhcsY4AIah1RvN1bW13d2ddrtdHZ9UVB1h2bRsiFAqnWu3+74f5/KlVnsQJ4wysLt3kMQhQtAdjYqFzMTE5MjxGAWeFx0f1RCSMZJVVVpduUNZcnS8W6s7Dz+a7/Vbqq5kMrnV1duMEUJjJPF0xuj2GpyRn/mZ5xnzi0WrWq2apjk9NaXr+s133un2Ov1ef3Z2eqw6tri0uLq6AiBrNpumaciyNHKHMzNTnPGbt27u7Nzr9/ucg37f/fSnPv1Lv/I5z3d1Q1lcmj8+Od65d69cLPf7A2/krd+tP/30jS9/5Zv1ZvTOO7cYJytrx67rrG9sXX2g/BM/+UypLP3czz9/5erShYuz5ao1MVl87PGHdF3Z3t7c3NhkjE1NzYRhUq+1COGXL1+LQjIzc+GP/vibQZBksnqUkOHQTQjb2d1fXrpoGuYnnn32pa9/vdFsjo3l93Y3GePP/tgnMdZWVrd7PU9TU+4o2d09IQRKksoYuL26edJs6pqBkKzrqe17u4VyaW9v99atd0rFwndfeWVt7U4YBJQmjIXlinXl2uLe3uYnf/KZqZmx/f3NWu1oa8t78snL3U5PN4xSaeztd26PRt76RjeOgwsXLqqqHUX8lZff2N9rF3Ll2ZlF3yG+T5FsRDGfnV1WFBMAZXHx0uzcUpxw1wvzhbLnh4qqx5EbkT6jo4sX5xISIEwMU9MN3XX9mdmFra29tZXRve21ixcvIglIEtY167VX3+IMLy9dICQuFatRmKyurj10/ZFUStvc3j46qXd7bGe3NjtbffSRRw8PDl5/7Z1727XAHxqGfvPmyqMfeaTRPOkMmh99+ok3X3+NUk4SrmoGpcwwDEJZvz8Yn5h44omnbtx4slwc6/ed/+I/++cI4L964cuqIlMSyAoq5LX9/QNnWC8ULD/wrj802+8Pj06amVyp13MJUxQ1c1LrMa5pRiZJUDqd7XZ6qsENw0hi+vDDj+ze2263a63msWnwSqm8v3v8U5/+zG/9y9+WMb15c+vy1aXDgx1VwxyGxWJq/2CrfnJQqx384ud+PpezvvmNe81GpBt0ZXWnVKqsrrbKJVbfGCYAACAASURBVPtX/+mvvvnmW71eXzWswI/TqdxD1x89PqrffOfW6p2797a36nUyO2sUClld07vdoWHYzXqHUfmdt3dfe/WtRqM+Nb2YzaZeeum7h4f7tpV57rnnO+3+2urdXt8fq5QPDg9XVtfu3tkIfH54eNTptBVVnZycGg6HiqLFcZxOZ8rlShQn2Uzu9u3Vk+PG5UtXt7e3u51OLlcoFPKMcc9zO52OoiiVcrXXHaYzOctKt9sDSrgkKa7rJ0mSxIQyFkdRkiT5XI5zNhz2bUsfjXwZcwnLlqlzBuI4MnSj3ek2W01nNOIcKBrSDJzNZWw7JSuKLKkIIMcZQUpNVZEA9J3QH/FcTkcKGjhDhBBntF47KeTyi0uLCELLtHTDABzFJMFYSQjo9/pIkjTVSAj1gwhiFCexquuMc4AgB1ySsK7r3W7bdUeShHVdgxjJsiQknUEYjEYjy7LS6XRCiCIrQiYjFp3pdFqksYvIPrHiRAhiAC3TUGSJJImEoKYqnFFhNBJsgOv5jANCWLfXK5fLs7Nztm1TxqI4EWsHQmlCyNk6DXHOIWASQrKMVVmG4D38noCrEEEOmCxjwDmhRFFkWZIURU7iBACQxMSyLEIpkmWIUBBECaEYY1lSXHdUrVZKxbyha4wSCQHP90hC44SIhAyBOQEAjJ2GwSAoqucZxlh00AIICaUi154DmBDqeV6SJLIsQ4QkRVU0DXLOGQWAAcY1TVUkjDEWTkXROIVO895PWwEFnxPH8f2UF4RQ5MCJN0PwAZvjGagQNpJ3WxHOwDOEkN1XgiWsOiJ7E0GgKDIRHxtChDGAAv1iAIGEMEKn+XOyLAsv2TlJ+64JCJ6WDZwTsqfhBaeRmVxCGEuYc07oaZm9aOs+F9+eh+5wziVZSs4+j8AzsiwLEJLL5QRaEPkJqqoSSmVZiaIIQCi8uOlMVgSZuK47OzuLz7xIpx5OiASOqjeavV4viqJUOl0ul93RgHNGGSOMES6CQhChJKGMA4CghCAmjJ8xs6cbKD75eTjf+Ysyek53AAhPIyQkSZKkIAiQhDng9UbD930AAKMUANBut6Mw7HQ67XY7DEN35HY6nX6/3+v1er2eQDuu6w4GA1mWkyRxHKff77uu22w2RXO6cLWIdsFyuWzbtlDziRmELMvlcrlSqZTL5cnJydnZ2UqlkkqlIISVSkXX9a2trenp6cnJyampKcMwxsbGqtVqpVJZXl4uFApTU1NC0rmwsDA5OVkoFMrlciqVymazxUKp0WiIQ4AQQhgGUZgQEsWRAJYJiZM4wVDijMVxHARBGIYCeZ57CE+xKDuVE/Kz/4riWFwOhLOEkDiOozgmlBBKAQRYklzPgwi5roMgoiSJw2hiYsIwDXEggjA4n2qdpzpxzt/l9xISQcRkWZEVDCAbuX3HGeTzaYRwr9fxfTcMQ8qIaeqShJIkct2h5zkAAFWToyCkFMVxzMmpExpADAAFUHSM0PsJYKEKhJCfy4IZF0U1REwaGCOSJEmKEkYh6XYRkhRFKxTyQ2fQ6/YZYxjLPEpkGcuyklDSH/Rcb4QkSAjhlHDAxJHmnGuaZtt2v9+XZVmWsed5x8eHJydwbm5BJGeWy+V0Oq0qWrvdwVj6B/UinJFaH1BjCzZPBH6eO6QhPFVu/CP5PcdxxLxWnNnirpTNZj3PFZMPQkgcQ8aY8AyIighOGGMQyPhDWUrxDTHGhBJKKWccMS5JEsSQQS5GIJwyxiADkBJRKMshZ4wQSql0lovDGIPwTAOtYFWTCeGCtVcVY3Z2VtXxce3IC/18OgMBiqIBYyDmRFFUkpxe4UEQUEoQkhFCvk+DIFIUZXpmRjPterPbaffCgJyc1DOZzNjYGGAcINztDBr1LoRKp91aW93IpNOTk7O2lX30kcdVTb53b7vXa01MTE1OcjtlJiERN1+x7fl8PorC09EOIAjBIAiCIFBVFUGspjTR18lYYtv2YDAQuyuTyUCERcSFmEIJMnl6erpUKm1sbIjO0Hw+HwSeqqq6aVAOhewWIpAkkSQhScIQcQmiXD5LKDB0S6TGnd41kuTk5CSVSmULeT8Kt7d3LMsKPJ9S6LlhrdbAkOqaLEloMBh4/iht24yRwWCQzWanpyeHw+Hh4T5C0tLyYq/X7nQGmmaMRs7e3s5xfTAcANME5XLaHfkTE+O6blKauCOfcWLbmSAIJKznskWEMKOSOwoLuSJJuCzpnfbwte/dvPHkYyk7A7hME6nZGwDISQJXV+Mw2rZs63O/9NFKpbS6escP6fRMdXZu2nPjk+Nmt99rNmuWreu61my0KeH5fKlarRwdHPp+VK8f12rB3t69xx6bHp8Y+9mf/dn/4//8v7I5a3np4ubm1tR0tVwur63dFSWqTz99YzgcLiwsLC1eeeedzS/8xZ9Cmba7zWbrZGNrvdfrVCrjNx574qtf/ZuUbufzg2azvrQ0BiXgDAZxwp7/6eVXX9mcmpaf/6lnd3e3FI3u7N2RJEnCzIs6hAYbW7cxUu7d25UkpOumomjZTOnkuNlsHO7uHKzdubu0KD319GKn16U0Mcys40buKHzyyUdMQ6dJzBjq9UatBnjwKvnN3/wX//v/9q/+5I//9J/+2n+5sJB7843bm+vrvb7jjoiq6hAgjCDGNEmo50d+kMQJ9EPa6w4Rxu12tLqy5jigVNJSqVQqbVcqWd93CXVzBb3R3MdypKrS/kEznQYrK6uGYdp2ut8fjpyRYaSeeuoiZVKSUARBElNNtSVIJWRAbiBg+m7S7ThBFOtaPwoBZ9JwELSafV1XfT9SVdn3PdcdRWHPsILJqXHKPVllpqlfvnIhCGLHcX0/nJ9fzNhDQ7df/s5rSA1TaX3/3t7U5EKz2QrcI85xGMYr76zt7PTGq1O5XB4CjLAyv1Co1dr/8//0f/+7f/v709PTT370yb3dvVyxQBJw6fJCf9AhIKFBtLZys1DM1U46M7NTzUZ3cnIym0mpGpydnWY8Wl3brJRzoe8DLpGE/dEffuHSpSspy9zDeHyssHxhemwss75566S2b6YAgNrRcWd+/tLO3jEHRqk0kyRyOl0+Ou7GkROFtNfrpVKWH4dBkGxv7aTsTJIk87Nznp/zg2GnM/D96Nvf/s4jDz3zW7/1L4+Pm8cnO5Vq1raNkdfe3TlMZ4CEw8/94n/y2usvm6bx0RvF732vnUlPPPvjD9dOjrq9nVJlfLw68yu/8uuu7/f7g8ODWu2k7Y6iXK7wiU98cntng7Mom7OCaPDQ9cfffON7jUZjYWEp8Mna6k4cg+vXlscnqmE0lCQpndYDP7p7dzNOvqDrRrU6MaUq09OThMSuP2p0W5xbhULBcQae75+cHIvbnaqq+/uHgB8DLO3c29M0o5AfW1lZIzRMp7KMJe12GyOoKDgMw8OD48hPoihi3EtnipaZEmInEYyu6bIs4yDwGI8Z45ZtywoEMI4TP5vN2lYGANyQW54X7O/vz88viMdTq9lKkiRfyVPOxP2tWLIN3ZSRfKfWhxJZvnQRVkn96CCOIiNjOO6o0+kgyJkI1QTANE0IURQmcRKSKIYIuI4fx1RVOYRcUWQURTQJNUWL4oBhZOgWA0BSJIyBWBqep0FQSiURlXm2kD2XHf5oAlqEtQMhYVXqdDpRJILGCQCA8TMe6axD7YdhnxDCCEAuGudN00QcCXWZrhtIlkZRlEqlHMfnkImu6nOfi8AbhqZIihQGCWFAgNvz0rMfmrEEgFIaExIxoAEoAY7h389K/cgJtO9Xs/7viU/79/f6AfcMhN9XGcs+7M+Ms/Miu4QkQj0IIIIQIsYYIYwBxhmSJQwYPY2s5Yxz6Qycn6cEIYTiOH5flow4i05RsXQqZwuiSCxmsCwJa5XwOnHKAAC6rufz+bMBCmKEisRXIdTMZDJiBaUoimEY51sUx3G9XlcUpVgsitJ28fu5thNjPBqNBO9n27bI/0ySRMg1z61PlmWNj48L15WQeQsz0WAwGAwGruu6rhtFUa/XOzUoUoox7vf7qqpyCk5qJ4ADiBDjxHFRQomkShBCjiA+bdGAnjdCAJ8ZrN4VdZ/fH8TtCFCGzoSmIlFZHClB7skIY0X40aAQtFNKLUMLgiBtW77nDbq9hYW5XC5HCGGUnncBnGuzxTGS7jspqDvyRcGihGXXcYIgKJXKrus3GzWxs+IokVSkGhqgPEkiLEEMESFEkjAAnMQRpZRxhhGEHLHTqhZ+rjQ8DSpljHMCTm2gCAChVaUAMA4oAPw8RgVwGEUJpVyW5Xrj2Avd3Z19RdZ13bxy7eEwiDVNVzTVtk3DMACCSRInUQQhFNO1wWAQBL6ua6PRkHOWy2Uh5Pv7u7VafX//wDStmzdvMsbGxsZmZ+Ysy0YIv++cFur59xJ6H5LXAuCpRxMAkZqFzucf4giJ6dL9ASqMMXaGiP5hLzHDiKKo2Wzu7OwJtfGtW7cYo47jeJ4nAiSxqnEORXsjB5CC+73rH/JwOh8GCLwHOTw786jIYYMMMoY4BJwhABFnjHLOCBMOMXGOisueA4YQFJ8zSULGWK/Xe/utNxgNDUsJ4kBIDbvdHiVAUbR2u9vp9DLpHELYcRxZkVKpVC6XIUmehG42mw9aHV23Jidn0pnyyAt1y56cnqWUQogHowFnIJXOjrwglcl12oNms00pL5XKN2++88gjD88uzBum9uKLX5EkXdeUXqcbhYmQEIjBLdAkgFFMSRAGEDFVVTBjQRAoisIZ0HVd1/UoiiRJtSxbkqRisSjLchiGqqYNBoNmc8A5v3HjxvLy8mDQf/PNt3Z3t4vFXKGQ293dsyzLGQVWKlso5QnjCaGERohDxiAANE6CwSCgNEEQSFglSYSxrKkqQogQxjhEssQhNAxzNHL3Dw45B4ZilDJ5SYHBKBoMRjCjtzv1vd1djJmqKtOTk5ahJlFwcnSwsrIzN1fWND0hURBEmbReKJVbrSaSWHW8RClljEuSNjU9mU5l6o1av99LEhqGAQAgDAiCNJ+vYISDINK0VKftZnNpRc6YGuRM++IXvlUsWNcf+n+Je88gy7L7PuzEm+99ud/rHKcnp93ZBOwC1BJYkIBFGCKLwUEknVWSXaJDuSRLH1z84CqX/UWmKckiLJUpFlUQyyBBEIEECWCxM5sn78z0dE+H1+nl9+67+d4T/OF2984CJAUwlKemprqmXr9w3jn3/v//X7q8t7MjJX/22jNnTl+e+3vzjHtBNLh4+dTdu7e7vd2rz748M72sqYXXv/NOFPtS8lpt4uKl89ONGstibxwUCxUg6cbGQRhmftB76aWzGKOVlWXLMn/913/NsXR/PHzz+luf//xPpinjWWJoSui5UPJBr3P58uWVleXm3u7jx/d++md+6iu//xU/jDQN1yfrURQtLSz9xr/47cGg2zkAv/xLPxHFwauf+gRViO+5O80n3d7B3/m7n3v+hWc3t9Yak3apPPu7v/tVzwcXz08+8/zpJ08eP3iwO1mvTk5WS6UaQvTO7fu2VRwNgzBI337r/YWluVrDuHpt+atffWKYTrlcYowWCuXAF4f7+6E/ah10Bn1QLoPzF872+92XX/6YO4qGrv/r//Trze0n5XItS7BCSxgraZpkKZOQSCnSjAJomIZRcCZUqrbaO8EYQKCdP7ukadqg7+3t7QPgOY7VH/QwRFSpf/s7f1y0rcXFmVPLc944KBZLt2894JxPTk3evfO4MTWNsN7ptQm2w4AjRHVN220eBn6SRfFwNLh5/0G5Vjs86FGqdLtdCKFuqJxnhMDN7b35+ZrtEELRRN3Udeb7calsGKbOZHz77m3OQK3ceOGl5x9+sGGq1sOHH9glnbHaeJQBiQ/33blZ27GLCGFNU2dmDQjlrdu3FE3p9nzRC5eWV1977VPdbicMw3br0C5MJikau15tcmZjfZNxzrN4d2d3YX7JNowoHBccnRKwf7Bj2/rc/Izv8+2d5t27H8xOlpM4evPNNxuNahJmSkG7fOEqS+O33ry1em7xZ3/ul8be4Nf+6f/5aK3zyie/sNM8OGg1X331J1586cd2mvsMtopldXdnL0mSRmMiYyliNE1E5A8fP950h36tXHbMChLI88cqse7eav3aP/knf+tnfp4oKZO9gZuMPEFVfOWZmuBJY2Ki4CihL6bqZXztkjd+/T/7z3+u66Z37t3BFBy0ul/+va/lqhLDMA72W51OnzFeq9U5zyxHb9QrGYs77dFbN+689+7dVmu0udFhCY8i+YUvfPr0ypnrN97wgt5h6xBjUCwV0oQ/fPgoHxKhLGu12pRCL/DiOBt7Y001dV21HDN38FdU3fP8crlUn5hiEmqqwZjo99woisLIhY6haZRQSAm0TK1UspMkCePx5NQE4yDLsnK5Qggejz1d14ulgmUZUeSNAWQZD4Kg3qhM1Et7zQ0MQBzHqpI6TtFxHM5FFCTN5o6iKIwxP/CIQkfjcRCHcZQxBnVt4AK32+rMTVdPLywAng467VKpWCzaGcokkmEc1Mqlem2RQDQaDQq2w5hIkwxDSAgmlBi65tgmVWgUBpAkqkoQQUIyAFmaMMbSlDNd14sFk1JMKCI0F+2kebOUy9hOQqv/ShqSExQIYiLEUXjP4eGh7/tOscS4hBCKH8Ic5UN/zmPiJYSQCyEExDi3Y2EQQtu2KaJ5HkOWZf1+PxbCsm3f9xXNBABwfmQr7/s+S6MsjZIQZDzzfT9OGTiOEc4rxTTNfhg/OXgcqUcpVVUVJWkKYF66ISi5AJxzxiBUlac9WuCfoTH5Edqhj/4+PBKPwA/5bMdszJN/j502f4QZ/lP+pfL7HFP+Wk07f/hpwr+D9wvA0/WlgAACQBSq2yaHEiA0Dn0vjgiBGGMpQJqxHAhlTAguJQAYoXwQEidJLuc5mY//qSsgWB4Gf+R1L45rXQAhpsQwDNM0ESVBFPa7PSE/om7N4WUOj7JScopTu93OzWbzeIY0TXPhH+d8d3cXQtjtdhVFyfuiHM3LowQMw8jn9fKYSHn80ViSJJqm5TTOXHfz4MGDQqGQ4/Z5H4sxzomdeX2IEMqzGXJ5ju/7cRxPTk4/e+2Z6ekpCFE+Z5CSS5gfVZDPeQCAEGCAoEIVSihAAEqYJ9wjgAACGGKEET7qNY4jJI8s8CXFREogpQASSiiP0w0lJUocR4Rg3/Ms24rCUNdVu1iQQEZxmDeuJ73l05a8H/Z7uqFl45QLnvt85LzY/f29KIoURc11blQhcRyMvT4EWNWoZVhhGHqjkWGYR18bgCiXcYlcOAaPAwMEgMcC2DwoPVeAgWOcHXApeX61VQgVjLM00xxNCiS59H1/uPbBzOw8F6lplbMsu3P3JiUahEhIiRCamppqTE0Wi0Vq2/1+P0mSMAqklLZtzczMaJqytra2u7uLMHAKVpZVd3ebhmFNTU1NT08riuJ5nmlaT+9g+CMO28BHcxoQQnkTeHx1AB/t6v8KLg05oSJJMkrp6dOnV1dP5xEfEMLZuSlCSJ6NAQkVEuZhLFhCAaWA4AejGHNQLhetUsZyPyICIMh4lqWSSYlBPmWRHECIAYIIKhxIJIUUDFNKiAJBynkeb4EBZJqm5kcxjmPP8wLOHceamZnyxgPNJEkvHnuj0tQMxjj3gcmylGBVglxjzhGi+XpijA97Q4wVxsHe/uHQDSQkqm4VSuVnn302CILdvR3Pc1VNYSLDBE5O1aIo0DTt1vvvfepTr966+9bu3rbrdaTkhqWqGtZUWq8vAon29/cNw8gP9vbuJqXEdgzLsRGWcRwhKXNPTscueJ7X7XZt2yZEefLkSe4CXKlUfN8vlcuEokqlHIZBGHlvv/1Wc3c7ChOIACbQGwenzyxzDgajh3GCXRdlgmuaiYmUUkgAIJSEYJVgKQkE0tAtKSEASFEUEEVxFnIpbM0YjFyMiarpAOE0ZULgNJFJmvT7bd8fnDk9PxyMIBRTU1OH++379x/W6xXbLnDOhIgajYl2u72xsXPm7Gq1VtvdbcZpIiUb+4GiKHOzC4uLKxAXPC9wvb4XDE3TjBJ/c3MTY2pZkR+ECBGCFdtyNIVkSVx0JjSVRlGgqdr21sHO9n6vA1798dXmzm61Wn722rVuv7m7Lxbml7ud3sF+FwLyja9/q9vxOy1XSgSRUigUnqzv3r15Z2lxHgKYJkDKZPXUSqu99+qrr33i5ZfW19da7f1mcydOgpu37tk2nltY/de/9W+EACvL8+Vy+at/8JUXX3zxc5/7LEJg48kjgJTTpxf9YHDx0urNm/cvXrh87/4jVVWH/VBVVN8H/+V/8VOlkl2bqFtO8f/51795/twZ2y7MzE7cvPne8src3t7OpYvnarXKhQury8vLiwtzrd7mwsLi8899bOvJIQBKGLDd5gHB2m7zIUKoP+jOzk5rGizX8dTigm592rQmioVFIAuP1nYOD7v1CbsD5P7BQZ5A7EeuZet2yez0R7/6q/+qWtY5B1HIgaRUoYIjzoCEBCJFIoCQLqWSpjDwGcTUsmtLi/H01BKGgvEMCmCbTpoNv/HNW2fOWv/hL/z8F//vLy0ull564UXP8yZqtcOD9szM/IsvvLK+vv57X/nK0tJSq9OPY09VjTDy791vGgaslqsCMkyT+ZmpwUivxRXddjBSLMtRdTWOg3bnYHFpjovoP33t35+cKq6sznvD9p2b31EUcO25haE7cl2v128pBtreagPI43RhcqowUakftJ64XshZn6Wg1TqcnJyaqDUURRkM+q32IUIgjIeXr5y6++BRSrBA6kFvuL3b6/ddKWW7x7zRWNdSxpjvt6empg4PR1DSEIjYExiQ0HcnJxsQJgRnjlN0bJpl0jSwphaHbndhbubBw9v7u+7lC2eSmL3+3evz8/M/8bmf2T1ofvWrb999cMcPDc9j/9On//bNW3e//oeP1je9Sn24u9t//+bjarWcCZ7ycHK67Hvj0XiUJoIgDCRGgLYO+kXHqpQmWYogH8/PmzvNzX/wD/7nU2dqZy/Mep7rB6Nq1Z4oF9I01hR0/c1vXzp38c6t9x8+XNveBggLgLP376xPzoCXPvax3//9b0qRnTt37r/5r3/lzTfffPjw4dzcHIDigw/uR6l37/4dxtKZmZk//Oabvjc4d/aMZVmGpmdZdvXqxXqt0dyrf+/6Q8PUqCqzJFI13aJGs7mPMYYEMh5gDFKW6brpFCwgcbfXAggihChVVlZPt1udJMmEEO12f2pqtrmzhxA6f/7c/uFWHI4RYZAlg9HAD8j09KRm4M2NHT9wpKQIWYZVUBQF4cyylVLJQhjGCbds1fOiTvdQ0eTk5ESpVFAVTIkeBCGUKEtTSrBRK+fxp5ZjTs9OZSIbR2MjS5MkDcZxwSlUy7WFmbknDx91O61L505fPX828Mf37t2MRDI3N+uYVjB2hWB2qVwuFPu9HgQCAQGRlCKLIy4F0jTFtC2WcT+O0yxGQgnD2CqVFcOAiAghsEJPBG+5IWdev+b1JSHohGIHIDhhQ/0F7tYn9/inVDq4WCyqqhqEcf6c6Fg4JwAQudOCFCeOcT/YAJy0GSDPws4ZTFwIyaXkSYLSNMUKzpPHpASUUsM0K5UKpbu5daEQQAoRRRFjlqIolEAMmEiFbds0ZTnJkDF2bLr2oVXbn1OySCnzVN6jqDSEFUyopkHOeJZ8X8DVybPJp5boL1ASHT3DMWMsX5KTju4kihmcAKc/Ol534g3xtIrv+yI6/lrAyR8ip+Hp5YLHLcWfqqA7+Zs7t+SssoE7GoxGcRx7QXjYbnEWE4pO0sIwooQQgrHkgEkhmeRAYgCo8iEwdcKPPWnVTmiuOfyVt2fwOOaOS5ELZzLB91uHWZaFQXCypLmlYpqmrutqmqZS5eTo5YSpnL+W8yHTNDUMQwiRm7LkZvI5n1PTtNzipVgsWpaVJElOq87fVf5WNU0bDAa5bYdlWQihXMuXBxefiOXyxo8Qous6YyyP8tM0zff9HBvIrxu6rk5PTy8szGUZxxiGYaiqBIIjh//j6EsIEBR5rSehABxKJIGQIKchCiAkYzwDEkIsoIAQYYAAEAhgAEUSp1ICKPix+Y5EiEAohZAySyRSoOBIcskzACQXaZrxIA6wgk+AVnGce5HvmY8wGHPH0vyDxVGSm6Lm4O8xyfhoLzKWsiCVXCRJAtI4RjhXRiqEnnRNeWMB8g0J0Yku+QcPy7EJcB6EAFgOKwug6wbBim3bmGLT1saeu7m53Wn3bLtw4dIzUiBF0YQEBwcHDx89GIwGjUZjsj4JACgWi5quEkI8zx0O+/k3l6RRviEsy3Kc4oULlyCEg8FgbW2tUZ+cnZ07yRh9ahr0I+B7J/l7J5yQ3PuEcw4VFT4VN3nse/mXumToui6lVBTNMAxVMTVNz7ngaZoAKPJMEgAgxZhn/OQShRASfwYD4OQYH9+QEAIwp4LkMvKjcyiFBBAAjBCSQAIuTo49S3m+z1RVFSnP6d2cZ0Hg9ft9BUKNHGXB5yLXXDJLKYFAQoh1XUeQnqjAFUXJr90YY9O0gyBmUg7Y6LAzAABbhcJgNJqemtV1XVVVy7KyLBuP3d3dbcYSVdU0nQyH3fWNhxDyKHbdcYeLBCKRpJngWbFYFEJ2u13HcarVao7ja5pqmloetskY41LkH0HTtSROXddVVXU4dPPDf8LA3j/YzYPguj1/a2srDMMgCJaWlgaDQbFYFEI4jiOlRAhynoXROIiSQlHm3z4hRIgMACElEkKwLFWolqYMAJTrknPY9rDdQghbtprvG0qpTnQhAEQYIRKGSRTF+SDq8PBQUVC1Wrcsy7KcQsGZn5/L5ayvvvqKAPLgcL9SLQEg7IIDEQqCgBDg+64XDNOMCZkoKoZIDEc92zFNw1YULYoyyaGqQlW1qoUiwlBKUS4VCgX74cP73XbHdowrV5wPPnjMefrcc892Or2vdCv2mQAAIABJREFU/sHX5xcaX/uDb649fhiFyblzBkZa63CnXpuLQh7FKRDqoO+2DlqWaVqmbtu8Wq2/8NzzjCee3w+CyDCMnOdACLp8eXlxcXFqapZlvq6bgR/rul6tVg8ODp577lmq4G9/51u1+tTb77y9te0tLk2eOXOm33P3dgezs404YrXa5M7O3uXLV956641iqfi912+89eb6eDRGmNcbRd+Pv/GNb547t+qNw+3tncePNyDELM2m52tjt9luDW/dvkexebDf3dnxGnVjezus1oCqAqqATm9P1RdVA52/shT6cLe5b1kKhHBnu2lbpmlamjptOdTQMESc8eTCxbOrpy4ouPI7X/qeoqgK1QTHQOY0qiNxCoKUKAohWsYQAJRgLU5SQrUwyIBMszgCAlaqBc4JZwABfTSMCg4tOOW1tceFQmHL267Xp0aj0cF+a21trdkMTSPodQe2U56enr59e71QBKqqOAXVccxi0ZicdoCaZt3M80eUqJhACRIAmWkpW9uP6o3SN7755V/8T34+jLsZ92dmZrrtAyRRGidxGgVBVC4X0jSZqtchYUTJ4nQ4M1vX+hGQeLO1aRhWrVYbDoeFgmPb5sqpWVWjg2G71TpwylUPAKw6u9t7v/v7X/PG4dTUjG0Uk0yRABOidnrdekOVwNAVFPs+Rro/HhQsu9dpFcp2peoQymxHU7Rqp7u7sd53LBBEg4uXLmbx48fra++9/UgIIPj+22/ds4vOB2ubWCnOzS3fuH7jy7/3nV/8xV/+v774u+/feux6oNPtRolodbo6lYapdnv7jm2Wy+Vub+y749Z+K4kznqRplCKALaMghDw4COYWitUJ7dIzZ8OoH8WcKqBeL2Wx//GXX/zYiy99+1t/0m0NZmfne73RqZXyysri67/9pVYbXL1Cg9A/dWrx6pWrum5GUQIhmJ5p+IF7cLDHeGxZejMJDcPo9XppGiQx8P348LCtq5plG51uO/Dd3b0np1anGpMz7ijY3+sgSHWzICT3fT9K4yjynILZqFUcu9QfxEGQKCq2bLtQKO7vH+ztNauVer8/TOKkWq1648A0TadgBaEbRZ4QcRhlXMSUSkI5QAnCqlNQCwUdQDWOkARpxgREAkCQsRgJSSgolwtUEe12ezweWQY2DQ1CpGlavz8aDcdBEAMALLuQy28YY4ylmcgiliqaaplOFsnxeGxQXSGUEPLgwabb76wuLdQnqgjIOA4zngZxEGexSo3BsD/odYtOERNk2QZRFUqp4LDdC7jLoyBkgudFp6YptVotyvhmc5cQUiiWVUMVgp1EkOd3On40oYRPV0XwB/CTH8nC5GmiY17awOObmqaBnHh24pn54SP/XCbi97UuCKE8bVUCgTHSDSMHMY69W2ihUIg4z8vWlIm8PJMCHtNZgQBc5IvF+dOGnEcOouKH+ry5i+ARWw/jjHOsGZAxyJngHxrJPNWcwL88vvfhI48LzCMd31P4HgDgL9OOHYU7/wC+9/2P+av2c/nhaZwf3Z/wzzRNgUe+mjkkKoFknOfGmLquSwQFi7GCFUyY4FACSlVKKUGYEAVCmKPUGCOKECbwhLCWL0guNcwPzokKMf/GCSEAobyezA1IGGPjwM8tf/vdXhSGUIJisagoykS1mqZptVq1bdux7KezHHPHlKNfH4+zLHMcJy9uc6gNAOB5Xv7/WZblJ/pkcU4wjHzR0jSN45hzHsdx7iIzGAxc181L1lwzmYf7nQgp8zfjum6lUslLVk3Ter1emqZZltm2GccTnHNFJWHgcaae0JhzSZ4AkihKnqx+HGsvQB6nTo7wNimhBEAiiAHO9aMQkiM9al6t5zJXAHOYB0KkICgIoQRnSh7CTk6+nSxLFIUkYSQE/j5/po/o91gSIylMTTcMw3fHLE3zeDuKiRQyDkKWZUAAYmCqYQhllmVJElGq4kIhbwrQU9mNJ5EGT51NdJyHk3s3IohyDj3PV/XkXDEm8iFBztNFCJmmWSxaumUOBgPGWLfb3tnZShOpaRpVtfF4HEVRkqau62ZJZhiGYRh5j9pqtQxDS5KkubudX9krlfKFC1MKNe7ffzAYDK5du7a4uOiOxsPh0LLsp4+cEOIHcbB/F6X+qQEMBGmaJknCOT8KP3jqqnFkxIzQX/jSkAvGciAoiqL8Tso5F4JDJHMUG2NIFUXKTDCOAMAQCwQQkPzP4J986CDKBOccSADz8QCG8rgu5floBwIAEAdSMiYFw7lPdJbloZm6rqc8Pcl8T1nS7fY0jNx+D0iepUHCQkQQISSOY9suRGEKIXYcJ014DrLnvRAAAkJACCkWi3EUp1GSRhGHSNdVKeDa4w1F1ev1OmNMUYiUXNVwwvyR17e42dx9ohvk/v3bCMswcsPQj5OgWHT88RhwAgSEALuup2laxhlLmKZphYIDIB+6Y85ThBBBVAhhGAZnPIf4Xdctl6uMiX6/7zgOpbRcLu/sbkMo4zgcj13HsRSFFAqNMPQnJ+tXr16+cePGd797fX5hCkJJFUQpkVEYRT7nTFEUXVdZBqUUaZpmWQqkCMMwDONco5LPHyCEjGWWbVBKOZcCIomkkCAMIt2glmETJSuVSpqO1zdG43Fy9vTc/Px8lmWSA4qJbhvbOzvlcrFUKuzu7wEgt7c3MUbnixdWT60MBoOdnZ21xx8IoJ8IrCFCCIuS7RQKJc6AEIGuWYqiYky7vW4YBouLCxDCJ0+e7O3v5VAwhEBR9NXVlTAKfuu3fhMiXq4U79y51+tJxsDq6vjC+Wc3N3qN+vyjh5umUUEQ6xqcn4d7u+2dbV837i8s2HvPXGo0qp3efhT4lUphf3/v4sULc/NTDx/dH44GjlP45V/+5UZj6jf+xb988mQDALi9vclYuryy2O12U8b3972zZxsSKIZh3r+3Xq9Xs1S6bmgo6gsvvFgoFOI4vHHjrY0nh6WiNuj75Yp169bG3/jklTDyms3D5k5zY+NxrVbRVDMM03fevoUQwEilRH/8aCuK5NSk1WhMUcVNkt5EvVibKE00nC/9zm/OLtQvXHhp0GOHh0kYjob9WErpui6QVMpIVenkVEUC5gfB4sLK5pONpaUlKb8Xhkm1qmcpEAJyKcQxxxsABCRBEFOqKIpBsGoahU738O6d+5QAXVU0RbUsR9crVy+vIAxuvv/Bi89/4uvf/Mq1q1co0Xe2tyuV+vr6+tf+4Jbvg0YDcC7zEeZ4PFpcapzVFvv9LgTCdjBAgUR+ko76g5ZVqC0tzQkBPA+aZi1JS9s7j8+eW3rjxi5C8a3bNwadzktXnyudOjszP9uYnmoe7O3v73aH/bPnls+dPsc5v3vz9vbAnZ1ZaUwu3rn9KAxDQpRer2fq2vrG2mc+8+mV5el2+1BRcZToB919NxSJO+aAlyp105JRLFgaWUZRCkmIXi7PDAax49QJZyWzlkaAQBVjKQQLvFEc9RHmjk1WTq889/wlQtKCo6RRmKZj24HFwnRWBSyDhVJta6s1OUubu6PpmZn9fZ9z/d/+ztdn584rWjkT3qP1JoRAN5xySVNpNjddbbd3TZ1UKmXDLA07gyzOKNUpBCxNi3ap3Wv3e0PTBHNzs4Wi7XmDS1dOP3zIJpXy1vYTjchi0fnWH//h5vrmfrOjKeZErXF29dwf/dEfvv3+9ZlZ8Nzzz7huf35hdm5h/t233/viF7949uyp2dnptccPm9sbbjCq1Usvv/K850Wj4XhuZuHdd94dDtxOd2ibOIys7Z3HqkL3D7afuXaO8ahQ1CmdNk0nSUC73VI1QnXD8/w4CfwAtFqtQnEyDAOMYblSPLVyOsvS9Y3NOE6BxI5dhljlLCIUCcEODlsjt1twFN2gEihSSkJAmgVh5BoWMUzsB3EYsTgVUoLcRyEIh4Zh6IZi2Q5RHD8YEiql5KPRSDCuKkaapkEQpCm3LIsx5rouAABC2RtwJlkqRblSrZa1LMv6nWE0jhWC4/HYMvCg59/x7k9PVVgWQxXlah8hOMKg0+12W51rz1xDEkKIVUKlKiWiqseyLOE80wxdMbQwSYRgU1MNQJT9dns0GmFKqEa5bj5dKx/3OSIXm0AojzhofwkSztOF+PHwVAgJoyhCCOWXdMZYruKG6GmwCP45ZM6PVA4AYIQRgkJyCJGqKoSQfr8fjAPGWBjEum50+j1BiASAMZZlghCiaZo7Gg6HQ8kSILI0CSWLU5aahpPxD60I8zIg9677YeAmVVVPBCBpmmJEIFWwPHIqlyc1IfwoOneMFP1VUZ6+j8z5fa/1VxKbfjImeJov+tfR7P3gD39OT/hnQq8QCPnRTD0IIESNRsMpFW3btiwr4yyJfaoSlSpcSMFFjqc5pmMYBqUUI4oQopRIwXNq57EhxYdqvae/QfwUe5YJkY8SMs4yxpjgVFOFEHl7FkWR5EJVVUVRTF3PCVNCCMF4kiQnEr44jvPG8gQkqNfrJzHr+UQ4D2fPmzQpZRzHeapeXn7nFelxEKU4URvlWj6M8ZMnT2q1mqZp+QNyL4Z8YydJQgjJdYDVajVX9Jimmfs26aZGFAyQxBCaphmHkapQeDQoEQgc2QVFGcsjFnKS6rGhLvwI3xICCaEAOVzOpTiKTyQISS6gkEIILmQu4zqi53HOM5glaabEnGdpGnOeYUowRRLIE/3e98UNfNjvpRFDBPGUc0WYuokkEkB6rkcQggQBITOEBOeciSzmCCIKFYSRqeZlKOOMZVkqc/NfIYDk4Mj+FSKApRASAsmBgBBIiCEEGMGjfopLwCAEGCMhgOAMAkkwwgS7/V4YRqHnmpY5jjxCCefC0C0g0u2Nh5ZVDDCdm18iCC4uLs7OzamqurmxzrPs5ntvp2lar09ggl1KfT+AEs/NzGUs1TSNM7D2ZE0KYZlmmqRKiRYchxJMCMwyjjEBQOaR4hCKNE0JUXJeL8ZYSgAg+jDMHh6fLMkxInlagUIIpUZ9YvoOux0EIecCQhkngYSQcyAJlFJIBLhgEgEJhYTi5AIlAfghjW8Ryk2gcu8lgTBQCY0jDp8i7jLGsjiDUiApgZQMSimhAEAKqSBEAIq4YFyEaSoIoYoGM65Q6hj62AtC39dUDUEIIGRCIogkQIwzCTFCmHOesRRBKDmXgkspR+Nw0OkyZL57d73rpWN3qG3stfsDlRYUAOvlOAk8HymqSpVikYkEYUCH/UZj0rLs7e3t0dAVGZcAUgIHXc+2oEZl66AfueNi0URUi9JUt4xur2+ZVrlkUU33A5qE4yTUHdM8aDbDMChXy5ZmzE5OffDwwfr6k0996tW9vV0gheNYd2/fCnxmm7hem6EAqkShqrqwOIsIzlgqIDBsu96oe+PxaDQaD4OZmSlK1DCMhBAjd5xkqaaajDGAVUhVQRSJlIPeIAgCXTejLEuF0O1yJjFjAmbScQq7B51/86X/dzwe66ZeqdZH4xBhyjLgWOXR2DOtQhQlCGmOXaAEZXGYxgklGCIsAU2TLE4lwhgjJc0yjFVdszBSkjQFAlOqhF7AopgaBUqRrisLC/OYSEoR49np06e7vb7rRoqiuZ4beF7ge9kEvXPreqlUPrW6Ui7W9g/2d7b3bKeICRmMPQHRYOBWStONWl0IDmC6MC9bhx2WgSiUWaKZVjETXEhOVbWsq3sHezs7G+Px0CnYL3/i2d2drW6vVXCMd995c+Pxrdmp6Y+/fHE47E9MFCYmJm/ffbC9s++NFSnV0dCPo9QyYDAaAJQw7k5PO9eeWxoNOpjATnez3dl85eW/8c5bNzc2DgHIdre9LMvccUZp9603Nk+tPnnt059ZXjq/8biLkFxenOm0ent7bzuOfmp5hTOQZpIgy+2NVpdWZmbmm81mp7M/9pKrS+dff+OPXK/XbndmZie/8IUfX1tbxxgtL05ub+6unFrAEP3ET/7kvXv37t659+0/vr24MF1vNPzAffe9d37+Fz53+vQZjKlpmGnKPc+/dfvtyenq/GK9OmEH7CxVFNsqXf/et4EsqYqRJCPLNNOIAwHXHt51HLy80Nje3LVs+OjRV3qdePOxKyU2TD3wY0Ux4ygsV4oYi3QwAgjrmuONPc8ZEYUmUW+rN7Jtxe3tLS5OAcFKxYKmqYyH7W4vSsI4CldPrwCI19Z4reZev/GB78e7u61KpfzSx05jBHpddzzuryxNGabpOI5hWVEUTVRngiCKwoinYmNjd+AGYSSnZ4vTk9VOZw85fHpan5tZGgcLcRJd/q9+aWPrEaaQZei9dz9YPXXK9R51Oge9QXtuYdpzQb/1ZFgxkiiuFMlMY6ZWqXFGG1U9mp+7fXN9a9175ZWLBXPqzs0tTPXz52vnL6z+1m//5uSUg0aR6TR2m+0w6BlaBQnKUqApRhwncZg4pjEadS+cPeW7/YJjtDsts0iIwuvTixJkG+vbjAc3btw6ONgvlcvPXHnm9nvf6nUl4umrr762ttbGyKSKtdM8YERtD2NCq1FsxAmrNa622q3/8R/+79WJEoIYY6lpCCN55vR8Fo90XUmjSKnXfL+nIH1pvp4kbO3Ro54b1CYUqEdI5ZKolbIzdF0vHu3v7oqMuX7z7/69//i999Xp+vyD+w9+599e398Hf/9XXn6yvvfB471WJxmGo4+/cOXsL56DEL/15ludztpv/Mbr83Pz01Ozze0n3/2T73Q6ozgOXDeVWfLaj53x/HGjks7Mz+42d8Iw+PjLV65du/r6977z4NGDeqP+/EvX4rh/79adaq1YqzUkABlPiyUwPVtDGO3t9yanCqdWlgBSt550eJa02oPD/aYQrFarOoVypzeAgFCdbm5tFwolxtjhXlNViaZphmZZpgEkFyKlBAAoY3+om3rkx+1WF6oFQCFnEhIJJeKAh4kXxjxOfU1TJZCEKHaxOOwMuJBZKhBUSiXdNAr1en3jybo7GjYmJybqlcGg2+60agXbMBWDApGmRae8uHhKJcr777xDoKLYgLF0tzUoFVWSQpvaxaLT7bR4KirFctF0csW/77tRmLCMU9WIkxgRWCzaSysrKU8/ePgwydhw1D515sLHP/bC4WGn2x+yWOAiUTXV9cY5h4VgBAAAUgjOCAaAc4wRlAwBLkQqeQoAkAygHGoAkGU8z5aFQBIEgRRQSiQElhIDQCCgCDIACcJQSIIJZ4AgDBHO0jQJQ8E5RkgKzlmKMAFAEkyyLIMASMEQxkKKEykNgCRjGSEQYSTyHDUoM5ZQQhkTCqVRGCuUOgUL5XQbSD2v6wdBFITFIhdCxGE06I9ycwQIiZACIJBlWZikBAEJiUSEEEwVk0Ispci7RyFEmmZ5iBdEQAImQCYBlwARlHu5fcjogQjlTM68kqaEQowhABhjKJBgHEAhmQAKhhJijKAQnDNKKWeMYEAgSoGAgOcEVYSgkEIepYPzp4ASdFwUSQA4APjY6QYBKKREAAgphcxTE3OsASCJpIQwr6SPiZgASygBEFJwAQRA7BjxkMfWOXmlflKD/SCh96PMtDx3OA/5AkdBd3nbKT+s+gUET+OEPygIFEc+OUIKIYUEQIAjTz8hREawgpEEkiEoheRQIggwkjhLM4wwkpIgxDlHEAApjrIwpICA55xnDCCAUEoOIUAAT01NIEIMzRRAhqHPDIWQHFyBUhz5VsD8lTkHUnIOeAYJAlyeoNDyuJfBEgoJJJJAQAAlOEY1PmR7AggJoUmauENXUdRxz/V7YxYyBWsJi3nGiQoJRgjiwBecp6PRMDfJE0JqmpYr6IQQuq7nXV/OqMxzs3PV6Hg8hhBalnUybSGEmKYZhmHu6VIqlXK21Elgev4+T+z6Jicn89dijJlmLnbluWDPMIzxeJw/SY5k5CgFhJDxDCMSRxEhxHVHWZZiDOGRDE9CAY/2gZASIIQg4FICma+jkAJyKVAO/EkBZG7OeRx7eLR/GGN5PCJECGIIIUxZhjFmWSKABFISSgBEUgLOpOCCIMCZTOM0jxPPuaxPzyk+zGP4X/7X/w0jjBGWXIA8c1NISojgnGcMQkgJwQgJIYGEGBNKFAxwlqZxHAsuWMaE4Ch/cxAAwSEQCAJ0FHgHgIBAYiAglAhIDCWE+SmBDACO0JFQmBBCCCYEYwCyNEZQQsCFyBRFyxMqoOBFx56dnpps1DEGlXJJQGCYJoRob29vPOhevnhu7A49d6wpynjs9noDxhhClFKl2+tvbe3cv/9Bt9MFAKwsryiUhkHY7XYmJiZURRkM+giCOI7SNNE11bLMwA8MQ7cdJ7+ohVEsJZQSSYAEQBASiAAEQsiMIJrHAxKkqqrGuQiDoFQq1aoVxpJ2u+WN/IWFRV3TpEjnZyYlSN98640rly8WC7YEEgJ8FJUIfqisk1z0CSTgnOXUDiEYyNWiR0pJAAFBUCIgPzQAgwgjRAnVqDLsD/uDwdb2dm8wMh1HIjz2fSClShQgJUIwdxtOOc9SDgGCAAkBGMaIkEwIIRgUUgrBWZamWbVS4wLplhOnotUd9Vz/sD1IYm4otq6YlUKlWCwrihaG8frGkyRJFUXjAkUZVzSTCZhGmaoZk/XGaDhsTBSXl+ZFmgCeWDq1bTvhEhCs6xpCMk7COA5Gw165aOsKtU3DMe21R4+iIAz9YK+5S1X1YG+/WC5deeaq7Tivf++Nn/vZX9jdbwVe6Filj7/0cQKgOxwoqlKfrKc8dd0xE3w0HsVRFEahoephEIZhrFBNQiwk5FwKAQTEVNH8OBmOfdMuFMoVTFWzUHQKJaLoABEB0HA8FhIiovSHrqppVFEzLkzLDIMozWQUpUGUlio1jHWnUIqjlGVg7HqBF/lu6PshgVRCJCVMmAzCOMu4kChNGYTYshxVM4AEmmpUqrUsTQ2T2rahmYQSGEVeGMaE0OnpedMqPlpvegHTzZJCHVurFJyJNAZJzFYXT41G3tbGThQlne44zdj07EIQpsVKzfOSanFecs1Qi8WC1WntRmE0GgaGWssyjSrGRKMaxIHkaavdWlqc/Vs//Xkpk8PDg3/vs580DXjl0qkf++S155+7sLoyr6rZ4d7m3Oyk540XlldOnTk3HKbN3b6uF4DEBBOWRqaKHBPPzBQXF6sHB2vt7vDixelXXnlxZ2unud2i2JmZWtjf7U81luNIlgoVTSk+fryla1an3Z+dWSo6lcODfhzxKErrE3XD1M+cXq1WqoNe//GjzTTiBKIo8Ajiui4ISZPE3dpeO31m5c231i9eLL/0sQv37r238fhgZWUWYzQ1OXl4uN8f9Mdjr9k8jKPkzu0OhODwsLe1HWAybO6tYSzPXzx79979b3zjdds2zp4/PT0z+WTz8eLCpb3d0fLKuXNnL9p26fHjrX5vLFICOO0cdC9eOHf10oXAGyAsJhpz77//AAD9zOlr7767RomGoaprRhD4jMUT1fL+/p5manv73Zc/ftWyyJP1+wj6e801Kbzz55YLjqFQeeXKRUrRYXu/3e3u7rU73Vg3RLPZ1LQkDP1S2TZNrOv62bNn6vVaoehoFAKZQZDqOkQwQTh7vHZvfn7atq0ozCBQHq5t7u31hKS9bucb33z7vXc3DePAUjnPwnfevj7qD99++53QT6Zn5nkKAjfd2d55/PgRENnSwvTMVKXf2UYgxYCFwWg06J07c5pgGPre1csXPv6xFzCU+3s7+3sdglGnfbjT3Hn4cF1R4ZWrFxrTExcuLJaLRKN07cF2vzPQVDOJM864SlCxaHjjDmfes9dOF0vazdtvCRkdtg6pyg1TVSgEIIMg95ASLMqWFxYvnpsoF9nc3MK7736wtnEQJeD9uw8ZIIZTSRlgjDCOpdQFVCUgABIuIkwTgqJyiS4vTiRxT6GMZ1Gzudk67JxdnRj29yTPXv74Cy++eKVUZxeuLM0u1B5vbO3u9zTNUgyNqFJB4JUXLn/2J184f25eyvTHP/VT5UJjMGw9e216er7+J999Z3JqipD6vfsPTq02/ubf/GzgD95593uf//xrtZrx7T95v1rBteqESs3rb9wZ9pPF+bmXX3yl4FSSiN18/+Zg0ENYQCiCwB2OB0kaL59aebK1fe/+k8999hOzUxNj3+t2W2kW6TqpTpSoAuqNcpq6V69ebLcPtnd2et2+rmkQAErpyB3qutHc3Ttst3aaB6pO+sM+l5lmkMGgSzBKUx6HWZoInqLIZ+NRXLAnbKM4HgeSw5m5BY5xEEe6qa2cOmWYehAF7tjPOIvCKPd7L5VKk42pLMvGru+NgyTmhKhxnIxGLsuycsWpVov1iXJ9sqSrsOwYSDAIgKEX5ueWpKT37q91ewOIkWGb1VrJKZntrhuP0yhIgnHIUm6ZtmHZmqpHSUwVZei6SZwqisYYx5oJEIyz2PWHUeoThWgGGbij5t5eq93zvWgwGEuBahONlGd5JK+u6/k9kRIiBCcYjUaDUtFRVQokB5JxJoAUgos0SU3dgAABIaXgLEsFY3nYABLcMQyFYsA4xVClBAqpKQrjR3laAGCVqgDKwA8oIYauE4VEUcQFk4IzwVSVMpbm1i0QAoQBy1IEgKIqAIJMMEwJgFIiySRLeUo1KjjDGEsoJyenFheXdVUnhOq6qak6IRRIoGkqhIQoKiaECykkIARzISCQhBKMEIAACJFlTHCQsbxTAgBAQjBCSEjJBUcYYIIB5GmWSCkBRJQqhBDOjzg+8six4CgeOndrRFSBCGOZB7dLCgmCSCOUYEIIBkgylioq5WmiUIoQEIJhghlL4zjiggkgADxCPwAEEIg8nR0ACWTeBUmEjsRP+ew6NyUAUkogpBQCCAmggBJACdCRJ6BAMkedMMhlZkJIrmhaGMVEofII+pMAiLyC+lNVi/AHPRhyYz+Q++EBKCWGuVfCEXqMMSaUnNjFn8BHR8atT0kBc+5ibiwpJeAsy9tmxlJKcbVaAUAgBDnnSGJNMTgTGeMYEQAkZ3xvd69SrZTL5SgKxmN3bm7iUyvWAAAgAElEQVQWYZhLqhACGAEIEQJAijy7G0IgOWeMZRhAKKHkAkqAIMxtJ7IszUPFQL4nIcASIikRADBHGqBAEAIoIJB5wY/AicWsBIDnUDmEEgIBuMAQBuNwqtoYD1yKaBjEgnOVqsWiUyoVS6WiotJarTIxUaMKkUJalpll7GncmHPu+34eixfHcb/fH4/HObGz1+sd29Gn4/HY8zzXdbe2tkaj0cHBQRRFo9Go3+8fHh7m7M1mszkcDvMn2d/fz8PTO53O4eFhp9NpNpsHBwe7u7u9Xs/zvH6/3+/3R6PRYDDInUF839/e3u50OgiicrlcqZbzsDoAOCFYQnDc9BAICIIYIozy/i3fkhAiiFC+WvJkrgLh0VbNPVDg0waKECGAIED58AJghTLBAYI57xwTkqZZGITFQokShaWcEuUEIH2a3fpRfC9Nc6lirozMCd+apuXixQ8bRIwBhCdpKEeBniL3pZQY4afJ7sd8iXwegPJ4mdyr86iVlRJAebT1c7auopwQVQXnCCJVVRVNBRgrlIZhSBE2NR0jlGVZo9EwDAOpRspkEAS9bltm6dbW1qNHjyCE0zOTABkIpVeuXJEQep53cHCQZdnp06cDb9ztdt944/XV1dUXXnhhYqJKKT442BsMBisrK6VSodvt+r6/u7u3vb1dKdeWl5d1XYcQYXzC+si/r2OsXErOOYS5Yo1HUWRZ1nPPPSdkhrHs91u5cwk//nPy8/8vbr/5fKLT6Ry2W1EUZVkWx7FhOaapAyD8wFM13TQt3wtPqJ4n6j6eZQRAJAGA+VJIy7KyJC0U7OLcTBROU4TzS39Om5byiEehabplOqbpIoiGQzdN04RliqqbRollCEHNti1CVNsqTk9NEYwY61+89AwlWCB854OHVFUDzy/YDs8YRNL3fJ9QwbimqoIJxzJNXdNNw3VdXVdqE5Uky95883qWZYeHoxs33ggCjxAUJ2E+JdrfP7QKzrJTwIgyxgQEURi241hRaLlQtG1z5LqMZ0ICxhgXDGEAEJCSM8aSJFJ1xbINVVW5kGN3FCdhnqySW+Xmy2jZBhCSc0PXtcDz8xNo6RqlWNeNbm8ogZiaavS6XYUQJKTvj4+wfgwoxUJQxpgEQlVpHKdCcF1XCUFJkvnBeDgaagqJokjXiEJEq3UwNTWBEGIMMYYvXbzm+UGSZBoxDGJIwNN0x3Wj/jDABFtW8dHjtbnFufm5lebO4fra1uUrV+qN+u7Wzs7OHgLw7JmZjc21crnsOIXaREkPAFEpJYBg6Y+CJIyKToESrKvaSy9cAUC47qgxsbi0NN9sbhq2ury8CBbmk5RXK1PeOPzuG9/xAxp4WKEEMMg5ZJk0VQUTrmkahPDOneAX/oOrn/jExxynnKX4S7/91bmZmmmaK6dWDg8PL146f+fObadgWKbW63XSNLbtwo0bN4eD3ic/+cmtbW9tbW1xecrz3ScbW/v7+7Zt8owIyZq7h9VqaaJhLy6dfvDwXhB4u7vbQQh2muvXbyjbO82V1dOrpxdtR5uYqGkGuH79DdcNvDFwR2BhoQAxc4rq3Dx4+LB79dlqkiTf+fb3Dg+Gn/n0pxnn/U5SKYG56QsshefPXksisvlke25+9dlniod7f9zpdMrFxtT0hOM4r79+/f693R9/bTEKxYO7LgKuvFgCHEjOTV2jBBcLTpL6Gxsb09ON9d3W+QsV3UgrFWVxqeL75MyZ17785T+8d/fBmTPzTPDbd+/oul4uTXgeW10per5LkXH2/EKlWnBsw/fHb719XVMJoXz/YBMhpFG13qhEUTg3N6NqdOi65y+cOThoRjFbWT7/xvfexUT8R3/7Z9bXd1udg+VTTr3mnFpdACzzvKBSrs/NLup2gVBSLJZ5yrceNU+fXqpUVyUIx8E4XB9wycrVkpS8UCiM+l4cp5QgiMC3v/OtxuTsT//spy9cWvzy737tyUa3VDJKEwWM8fvv3UlTceXa5YuXzv7eV7765vX7qmLUa5O6UcZIG7vh0vK0H7h+0HdsGgbj+/fvc86n5ucpOayVKrvbe/2+9z/8939nolrWdZXz7Gtf/YMb12/8t7/yhbNnlgql2Xb362+99z7E0ciNyjVdCJwynnImACOEhd6QUGk7MEmiqUm71epajlUo4o3HzW4SlMtFqvDA5/3h9vTMxO52594H7772mc88X3r24doDx3Ecu4SlMuh4qmLoqhFH3VqtVp+Yfvutm2+/996wQy9dfO4f/6NfJSr6h//oH49doC0Zt9+7Vy4Xx278z//ZF3/q85/9lb//3/2zf/5/zM/Pr542o2TUGzbH4/Ty1YZlFedml5dXlgQQnucWCnaSxIPB4Pz5s51OK0mylZXV559/rt3pP3ro3b/3RDA2GESdTjQcxpbVSDO2vd2k9DDOknffv5tlWZoIjLVioRRFacYAzlin0zo4aCMKOQcIi4mJEkCYUDwzM73X3AcAzi7M1uv1IAgODw4BxBLCKE27/ZFKsWoVAIClUsUyzDiOh8NhHEaaRmzbApwbhgGgUFVNSlmplAJvzDmyLFVTDdf1oigEQBJiJHG2v38IUQYhFBBiqttWGZaMTEB/5AbhcGlldnlx3jIpYKk/7rujYexzPwU0lo1SUbMrCEPB0gxkkONRkGUxxxrlCIz9gKoaQJBJbtmFjPF2tzMaeQCq6v9H3XsHSXbf94G/9HK/zj3TPTluAjZhsVgQIAAGBFKkrUCaciJ1uiv55KQq68pVtqqsKled66pcsmWrbN3RZ8k+yZJ4ophJMQkklwhcEMDmnd2d2cnT0zm+/N4v3B+/nsEAhGirfLLs/mNrZrvnzbzuF76f3yfpWYJVw7B0zXrXEJQf1eYd/Z9DtxLnb9MEvkMcKF/AOWdAMCDkUCQHHsaY6/pBGDJZVYVRKpUyU1YYhp3+oFAoDh1P13U+MhKiw1FPVYjgUEEYAMihgEAIBFWMdNOMolhTFFNTBU18302ieBDHuWw2irVOR3hBFMYRQBhywCiXNjouhFzsVxRFVQlkFAJO41hTCcFIZooDwQXnQPADAAOAQJD/ONeJHChHc6AAkHPAmMBYLlm/NWrCd/gbscxmBwIBgSDAEOCDUAoZMCKfPdo/fxidgN4WqSDAQQ4levsLwEFWCQRv9dgfaRA/CNcTggEgozv/XArW/4uVn6Pm54N9kVZSfPAcHr1db72cA/hOY+e7J7v+Wf7Co863UUk3QhAJJEZkqzg8R97erg4AB0CqPaGskZTNiDJmXCowh8Nhv9/3fZ8JJpFbt0uTJOKCyvZLxpjnBqqqOo5nGAZjzDTNMAzlv1EUpdNpacCTFJykYSQmlF+PhIuEyIQkjLE048jOEjn9qqqayWQwxuPj4/l8vlgs9no9GYqBEHIcp9vtplIpaeojhORyOZljIu2Lsq49n89L9C59g/JXHL5p/30+yI8acA8VrjLh9DCoVx49CEHGRZJQzjkUgBCkKAoYBRmJw8aFo4lGQgiE8GE8yZGMIyY4gHBUCSIOfkp2ZYyKRQGQOPXwKfn5hb5fKJYq5fGt7b2NrT0znV1aPj4zM+P2O9VqNQgCGcVTLI1PTc0QQm7cuhUEwfT0tKKphmFcOH/O87xXXnllOBx2u91isZjL5arV6u7uLsZ4cXERY8xYsru7U6vVLDMljzCAIMEYYQwkjQ9HAn0MxUF15mitS0a+zs/Pu95gMOhwzi3LOlL6+VYB6F/Ipy61qbZtE1VJp9OBH2bzBTuTY4L3er3h0OVCJEmEMIAAEkIYEKNjQ3ABxKjDEUIEAeQYcPGunmaMsUyhAAADAAQX+XwhZZuWZdbq1X6/G/cGlIp6rRUHYRgEqqoBCrjAt1dWoWAAADPVtywzly+cOXOu0Wr2eh1VVdPpdEIjSqkQvNfr6rpuGlbKtgaDwdjYWKVSyReLiqrevX9/a2c7n88/99wTL774omzJdB2n2+1CTAzLNizb8VzBuWVZRsogCuJJAgQLAi+TTuXy2SCIopiGYeB6rqrpCiEYw5Ru9fo91x02Gg1NUxRV77TbURQJIQxDtywjY9u5fKY0ViAY9zodCIGqqiHBiootRTftlGFaiqJtbe8YhjU9M5XEkaYSFWJMRBIEqkogRpoBGbN8349pgpFSKpUYF37gyU4USHCSJIAzXde4gIOhB6GIYgABfbC+22gNn37fs71h1Gy1pydyXBBF0VXN7g+jTtf54AeeqdV333j9/hOPP/U3PvU3/9Pv/d7lF78fLIfplHWjc49TOhgM7951XU/4Xufkybw77CVMpQLdu1tLWQqNw5nJ8sL87P17K836/pNPXrz65us3bq5glETR4M7K9aeeeurYsWPtRn/j/r21jY1UprCzXWu1Ezs1mU2nIIcEq5zENOF+MITEKZQmnn9+4eMf/5nt7c37918rFqamZyYL+VwcJWNjpRdf/CEXSTabHhvPcxF4/iCXzxSL+eXl2Zdfqq+s3JmZnZiaLnl++9q1a5TSQiG3vPiw67D9aqPf7+gGOXZ8MV9I3V8T9QY49ZD1y7/8fC6PiQJVjTz7gY9GoXDcHibsve99Ioo9RoVlpe/dXVUV86EzJwSIATzT6e0/9dQTw4H3m//2dxp18Hd+8R/+u0//9tra2n6199wL73v1yqtLy8vNa2s3b9x5/oXs45fez2Lja1/5VimfNTTlzs0be7v1S48dpzFoNdyHT8y12oMb12+lU4rreD3UGh+vJDQYGysByCYmJuaPj/3UX3k2TqJMJvPYxeX79+9iVZmb/7lGo9HvD1J2pl5v7u5WVcVwhuH8/EIuV4KCHz9+yvO7L7zwwve+9yecx9lcJqF+f9BQVTVdmh4vT0HETNOMoiBl69vbu5WJ0n6ttbO7trg0ZVjpXN6cWxizMmJqIj8+nsukrEFvsDB/srbf8oPwuQ98OEyCRqv62pU3dtd7P/HhFxaXK3dW3tzZW0tZcHFprlDMGppOKW/Ve67jF4v29va9Zmvfzhh+2ECKy0DHSusXL53qD4OHHzr3ja+/WKv2d3e+c/P6mut7kKkffuEvKUrq8uWX/bA7NTU1PTvWaQtNWe4Pmhub93q9ztTUjKFbppHSNNN1wscePf/sB16Iw6Gqoq//8dc2N9YmJ4pRHFQqY6puPvv8h7d36OZOByOdMSWmkAsEAGKCQxYjFCsKgDyhcT+OE01lw2HtjddXBOO5LMhk8+XyfKO+H0b9x594LpfdX1+r/vC1l4tj6f1q9djSKd+NbavYqLX3dzqhb3hD/xvf+NbAedjzu7Vq94+/9HtPvOfG4+95yjCUzY1qedxaW12/d99/9rljt26teJ64ePGibuDnn//QX/7YR3/r059+442ruZwBAJuYXAzDeHfvfrfVP3/hgrzb1mu1fn9Qrzf39/cFgu1223UDTTUuPFK5c2ej03JVHeiqRojOhYogBNDY2W2ePX/6y1++dfFioVKZ2t7Yq+7ccz0/l0vruuF6QSFvFUpFRgXRlHQ6O3SGQnDNtmZmpjVNMzUzDENd16emp9rtdhRTx3GtdA4jsVdv6imrMj0ZeP7Kygrn3LZShqmn0zaNIsMwKJNuvViwiCgolbI5QwghTVNUVe31uq7rCmEMnZ7jOMdPzAchhxCRkArkM4YxFmPjuVTKKJSyukaSwAeAj1dmvAFVdCOdtlO5IsOEcgoxVmwiuABamtEghmphrNTorlFBAeCqrhJFB4jZmXyYAMpIOpPDSIc4REhN3h7JNlp75vwwduJPy7v/Mffqt+7pYjQ+jbw6AHEBeRAFcQQAkHozgaCdSs0vLGKFdDodxw+kKcgwDIRgQjkmCgIYQgwFxAAhoiAgGGcYAU1TFQQ0jAzN6AS+QlQgqDMctJoNhahhGJaKRTmPUkoZE1CAAyXjaGcwxrquKQqGUBYVEgXLWjB4UL5H3zWpBYr/TPnwodvlrSD4IyKlQ8bsqG7p/8ewcgHQO0qm0Cgc4wAaiqO/BR2NORFCAICEeFtNGQTwvz3kO0TGh6OyhH9wBKKOJKaikTrux8d4/pnGy3ewl4d4D0LIMQYIH03BEeJdgnPkNt4RcQ+hwATKpQ8ZRss5RxgJLqRgEmMo+zsYYzIMM21nTdN0XV/GbBaLRc/zbNsOgsDzvGw2K5WZcpUhlUq5rivtdtLFxxiTySWlUkkOZp7nSRrGNE1JQui6XiqVpKRT1/VMJhMEAcY4nU5LzCblnTIaVB7bUkoqKxkkByYjW94qWhN/kYWNf2a8J6NLJRg4iJAa2SUPqWd57UAISmx26D4Eo3MevP3DhkdPpNGCBDgEexBIzTPn8OBCCYTgCEsLmoIJQVjioiRJBOVR4GGMgar6Achmc0KwnZ2tmzdvI9XQU6nBoCc4z2WzU+XyudOna81mrVZr1Pc1TQsCb7+2l8lkpqYmgsCjSZwkSRzH586dU1XVdd1Op9NoNDqdDmPM9/3Nzc29vT3HceIgZpROTFbGyyXP88IoEgIgiLjgEAIkd/9glUWW9SGEBAOMSXsriaLI8zzK2GHNKyEEUEwIYQAfhbL/LR+yw6RUKpkpC2MMAVI0HRGVA7G6uuq6D2iSRFGkqroQQl5WDk9+BDhnCUIIAMg4A0AITgEEhBDKqB+4mqZBhBkTSFEFEwBCgAlNYs65rmtpy8zm8zPzs61WazAYRDG4dev22FhZwSiVSs1OT12//ubu7m4mkzF17dbtewsLc3auwBnotNqMJf04MgwjTKiuaoSQJA6B4GHoApF4nlOr709PT29tbXHBHXc4Nzc7MzNTLBavvvkGgEJRSJLEKysrpqJlsvl8sbC6vqqomCgKiZCuKF4UUBpHgW8aip1OR1EEkeCCUhorqioAp4ynLLNQzHm+77rDTicgqkYQBoCrqmJZBiEYQB5FoW0XaZJQFjOeAMgRgkIw3VBNU9cMFQAEobBti3PaH3QFo5amR1GgIMQ5A4ATTdU0TQjGfIoQIApCHGQyNmPM8wIOgJ21FYQnKxUFw52d9cXFOcsynP7AtFMYq9W95ur6RqvdTZklYGsQIQBVzhVdzywuHW+12vlcem52uZAtF/OVQq6sEb26t5PE0ezcZC59ynH2g7A1OTk9Pj5bqzpOZ+B2nUZrO5e1ytmSoeEkcgfdju+6V668ur62ZqdhqVS6vXJbUZV8sbCzs/vy5dedYaTb6cCnUURN0yaKrutWEjBFw4AngIXDYd9Iadmc/Td/7qcbzb3/53d+O4rAiWMPHzu2VMhNCK7cvn0PIbC1tfE7v/sfr19/szeoq1p26PSardqZMw8HQfDyyzf9oL+wND05VV5dW5menjb0FOdMUTDjccrWFRX2++3VB9dt21xcQqdPn7zw6GmIXIiYquj7+zvdrtfpNLd3hmfOnjp79qH19XUIwfRMOZMuEDXZ2Fydn5+en5++e/fuxUcff/LJx771jR++duXqqy/fjGPguw+cIfvhm3cLxeuqnl5eOrG+2gD06okTJ6amyg9W773n0uPg2KKdtj764Z+8eeOHjt8vzYztVRve4I5IIs4TgrnrtIdOqCi0Ui5effPqP/yVnxO0oxK08WC908ltbW1u7+59+EMfeebpv/yPf+WffvwTn7h48dJv/Ma/efONrdnZUqPWLpfHXN/ttLo3bl4pFXO379ziNDZ0hSgiVzCjMClXCoQoCPGNjQftTmtucW5jc/fUqeMC8p3t2rnTZ7wgefXKtyEix48vOV67fWenkC2YetrQknbL6XT7uplvtKv15m6r0SuUzL3qvuO3hIgXFhbsNDl5cq5W2+33h1GYnHzo4WE/2N7ZIQo4c/aEgPyrf/yH/X5fQPb0+yYmyvk733zp7/ztX4LAvLey8+abNze33picnjSNXKc9IEoYx2E+mx70a6ur0fLywk/8xE/90R/+wdU3r6WsLIaIMaYoersx0JXUE4899bn/9/O3b79xfHn2K1/++tPPnFdUsbu7O14Zv3Hj1tY2rUwurK73FTXNgcI5xoQAQQQEEAINccFDz+tZFpyq5E+ePOcM693uvqYmhZylqsS2DNsSq6tbpbGUZZ4iRLl18+5ulUxNzWSs3M7mftoqhym4t7/b7w50HSQxm51ZTqi3td3d23FeR7dffum2qoFHHnuoXq/v73dOnbJN0yrkyplM0G53IUqefO+j1e3NJ5587O69W3MLY+sv3tvYXNE03R2KAIGNjQfHji+df+Thyy9993uXv3vz5kqtBiamgeuCduvVM+fOTk0v3Lm1MhwC6IOxgmJnc3t7XQB4rx+4HlDU9OQULhSndSONUKPZ6NgZoOu6qquu5y0tziKCDTPVbDY5C1rNaiqVVYjuDPtqccwN/GajTSm1LLvdbpumrihKabzguMNur51TlHaz0+l0koTn8xnT0OIwolEs18UZVWq1WhRFw0Gr22+nbUETxBj33AghFCWJqquUCS6QoiqKkuKM9/vDZrOaKxbKlUnK+xH1du/v1vY3UqZVyOezdjpKQMBRGPKIuvXeMI4DQ1Ns2zJMXVNULZUP436j6yLNVgxrf3e71wt0C9idbrFUHJ+YZEDdr7V6fYdzL6YiZWWp7ImF8EeZuned1Q7xiBxPDhe+/7SERnEY+8k554AoGsYY0ETaVCilQoADlRaBEEOA5Sb4KDp/1PnOGEuSJIFAsEQAliSxpil5LYeIQiBI4pDRWLUMQ1cJVlOmYdsZx3E0XdcNw7BMxhiOEoRVAbEAfsIEEIjSSE5Zvu9HUcCTUNeIrqoo4QwAQuT4xyGCAkJOOQIIASAEQgLxt9V3vxstJdvqIYKEIEIwhIfxU6M3Fr4t/QWO9GsQAHTA9UlrpDgk/d7i5cRhsPsBfSfAWynjEADAR1l5QLro0KGqbBRSKfPlhIACQoGgQFAIKBCUDj8g5MvktHMEwcAfk355BDTCH/kWvv1reCBwE1Lm9haWk/JRKZWS0shRSeBbb5WsqobwqIlRyJjHd4uLP/oHHI3bgT82aBC+A/IdpteOYk4EAod58m+N9AfT/sHhAcFowpd7IV8vYwU1TUul07liAREtomzoDGRseLFYKJUKlMXpdFo2itmpjKZpg4Gjqmq/3zdNU8bMyq3pun4QPj8CYEmSyC84571ez/M8Gb7S7XZd18UYS15O/kgcx61WyzCMdrst25UlU9dsNmVhg6R2DnPmCSGe58mnDsGR1D/2+/3x8TFZBRHHURhEh9zY/wB4T+rcDlenDjWHh6ScvFgICBHGmKgAAJbQOA6TJEEHUB4RcBDMCjgHCB09EAVjUsQ8OosRQpAJBhmEACEo8RCEUgwhmMSZssmCMyagQhTD0CGEcRTVqruOM2x2ugLg2cnJvjO8c7uZzWSrlCoIQwQTSpOEOY7T7fUlypqolHd3tjc21oMguH7tahxHBMPFpeO+7xaLYxvraxOTlbNnTs/OTa/cudvvdTVNmz+xxJjIpFODfjeMYimlTZLRihmQ7YlwxGUBgA+YTAQgZ4xKYSdjTCEkjgA7ouY8/PIv5lMnhDF2WGwiOIgpBYioujYY9LvdTjqTJYo6imBCBCEyIvQIppxGUSQA4EJQmkAIgODwoGzxMKcUIawomhCx4EAIwBnERBUC9XsOUaBumJXK1OLCsb29+tr9tWeefhohsLO9BSCfnJ6gIjF0Iwo8pOD8+HgQRHPTczROVu7dDjwXCpAEESZQMzUMeOi7NdcpFUt8LBczFobB9vZWsVScmKgsLi0xxr74pS8sLMyHYZiyrSTONlstnvCZmflsrgjh+kRlKqFRs1Wfm5tu1HY1TdE1tdfrur5rpzKEQMvSMYGaZkQ0cV3XSJnl8hjlLI6SwXAYJzGCCDOgqIQoOIrCwPcGA9jtdghGgjPOWRgGURRgAhEC/UEnxWl/4MVJ6PnDodMzDFUlhqnqUURCz3ddJ4hCrCqFQkFVCY4QhILSqN8fuP6QMcYZL4yViqVs4EVYRbqh29l0JpNJZ2xVMzDG6xs7t+6uzy8sPXbpccvIqkjlAFCOsKJwCGv15vHjD62vr1955bWvf+NbW1tbrudlM5n91tapU8fbje6pk8dNczFXUJaWlq5fXem3nVxGm5zOPnZpIW2rMKbb6xvf/tYXk5DFLBAgd+nSuUzGWlg4vrG5KYRotQYb61tbm1Xbzqsc6Ib1vvd9YGe3f/v2jp0quF5g6jqALJW1/EhVNWhZyr17N2r1nfFyOZPWC/lMu7m7u7u1vdkbHytMz6gTE+V/8S9/XVOThHrnz5/p97sbG6u3b92anV08caIEkX7r1p7ndy88eppS0en01lY3F+dPHD8+22qZhqWEUX9vr/oP/sHfajQbL7306l71QRT3PvLRD+Xzuddfu93v+41GY2Ojmc19YX5h5vTZZd/3V+50c0WcsCCK+2GUrje6a2sb46Xy/PxspXL/c3/0pfGxPMZavd658srdiIIuBIINQncLofo3v/59RHChgNO28gef+RygKAq83Y2OopBC3tjfbrfaw/JYgZf4Y5eKRFFu3rx1arYCIWo09s89cqzV2Fs+ttTpdHynPejuX726tnx8SlP566+/pGrkc5/9bKeLBHAvXZpsNZNer+P5A0LAV77y1Z3d+mDQmpwqT09P+76nqgABnETezs7WxGSlXB6bmBwDMPb9wclTk5msAXBuaXmuVmsBhB5/z6lOt9Vqr+9XWyrGjf1GPjt160a12x4WS2Pf/Np3u8M6VpJCPl8Zn9zfbxaKi6Wxwtb23dXVFUUB+7WdQXeAIJ6eXPB9ahg6Ywlj0V5tZ3Z25uSppaHj5nMVwaw4gS9+51tbG61OJ3jooYe///Lll75379J7jusazOS0+YVif9BRDXh75crQ2VhcyJYrdpKAJA7tlJXL5dq1Jo3jUm7s85/9AhRR2ibf/NqDmanM0uzE9l7j5s0bEzMzs3PL//dvfVpR53Q9F8SREHqcIIgB41wIjqAggGKQ6AqujKa4CJkAACAASURBVOeK+RxByHWcJAwLWZsL2ut0a1W/PF6KYnDj+m1dHb918/7aagMiXshOdjsui2C324sCUSnNMO7NLaQ//vGPem7yJ99+5f7a/oXz45XybL3RmJyc6HXaNEYnTkzFkdja2gQozubyG+tbJ04uZLKFH/zguyt3b0IIKKOplI6QQjDWNbS33mu1GxCxW7eub+2sT0yUp6YmB8MhQHB/vxHHUbvd3dmuhwFMpTNj5RKGolbvpNKWoWuKbk/N5G7eXn3s0tPtdieJPYKNUkkvFYsCAQSgpuKUrTuOEwW8WMpU96oKYtm03mm7jDFVVVRNj+LY90LTTulRlMllM9lsv9/f3GkIwON6p9lsEYyLhZymqVEQHMSgxwAAXdMRwoOBU8jnfX9IFEiIQhPuewFjYnn5mKZpg0Ff16yUbbabXYRNyx4zUgwrnIGICw8r0cx83nPierNXb3Sz6ZRCzP4gIoqhKITxJEkSBDjGwDR1XdezmXQYs97A6/tb2XRa0c18ycjkU6qmJpz3+i5WNAAVomlRyBBCmBA5gRydaCVLcHRK+5EO3sNEjXft5AZycwJBjEeDEziYnlVVJVqCkhgDwIUAGBFCwii6eu2aomoxo0zw/mCgGyZnAkAEEWYcJglXEFAxyWayIgkhYJRSTVVydkoIrmlqFEWYpxVNEUlCGYOCc84opXfv3o3j2A8ihFAQxQIwCHEUx5KcQQgzkGSz2fFSQVEh4lzwOAr8Yb/PGcMIAiBixhljUld10N0mfUdQQPSn9O8xmQQol4AP9/0dUPiQ3xthD4EO2aq3iKt3KirfWasODuNCfvSpI2ziW5zk6JUIvVOsiUZBrALJtBVxUKb159Gt92etmjigPeUeobfFdUKZHysOzXKHiPBd+br/8hzRo79azoeS4JFLD0TmN7xF3spA/hEEhQLK5EIkAAcQAMFHbWwjbpkKJn10rVar2+13Oh3pwGSMDQYDALhUB0iIhSARQjiOl8vlGGONRiNJElm7J4RoNptBEEj60XXdYrGoKIqk7xRFSaVSEjRKZ43neYSQdDptmqYk+pIkSaVSqVRKVdVerye3PDk5OTMzI8GO/C2EEJn/qWlatVpNkmRsbExuVtJgGGMpLo3j2Pd9WQcgq/n+x8B7cm/lpU027436tYVIkuStkhY4cjTJdKRRlftIwH1UugoRwgDwI71z/PAYAgAheBhnJBEmMTV9pOQEUOpxBefyQqJgDAUgGA8HA8C5YRhBkviBH4RxvjS2cvumaac9P+x1mhomQRBJs1wcx+lsHiHU7fYKxWKvU9zY2CyVy7NzU9Wd3Wq1CiFxhr1716498cEPqgre3d4WjBEMtjbX+7320tJSt9uJ49gw1PHxSj6ft2w7iuLk8EyQAFgITCBGGADMGIAQEkwQBoOBlzLVw4NgOBxKXhgdPGRAzV/Ipy6Jb4TIqNADICiEEEzXNcPQVVUhBHueizGhlBMFqCqRf7yqqpQRKIBCpH6DKwrBCDmOE4YBRqMKR8ZY4FMIcZIkgiOECELYddxsNqvrFsaAJnEUxZqqz85OPfX045mM0e/3xsq5KPIb7b2xcg4hVK32jLTe7jby2cIPXv3B45cebzebpeMnMQFh6He6rWw2nc9kpqamer1BGMSddtsN42wuf+Lk8Z2dnWwhjwk6e+6MAPyPv/o1IYCYmKBxsrS85HuJppqeH1hmamZmZq+6s7PdOnVyCUJhWVYubcdxXCqPD4euXCLEBJuWGUQJYzROgmFtGNNE13VFwaaVTdu2lA1ACIPAj+MQAJAkMYLA0DVKE9/3otjXDQtA1ul0NN2gNJ6YqCCEWq1mFIeCEwUBTVd1BfnNIAwDEYeZTDqdtxEh8kzUDSOdSQ8Gg1ar5XpDIUCUhDt7zsREuVDMNVr1TC6lasR1/Pml+VzfmZmdLpXHB13PjylBMFfKWemU6zvTs1Mbaw9My+r2Oo7vnj17utfrNRvNIAgunHvszs0vXr58uTxuPPnU6cnyeHuic/m7V3TdLuSMKOkuL50pZcxLF49tbm6+/NIPDGPswsXHC4XC5cuXb9y6T2kyvzCztdl57dWbgx6YncutrK5xhD/w7DTllNJY0zAzia7i4cCP4siLhhU1my9YpoWIkjz33EUIoTMMCcZxJPr9hqqHP/vXXvjsZ79y4ZH8Bz/4/P21O3EyTGf0sfEMzcE4dk+dWn7/+5/qD1t/8uLXxscLZ86cfeP1q73OoNurT06ObWy2s/nKwtJiNkcerN8dDofjY/k4Tlwn3t/raWrq2LEzn//cl+r15nve89Cx40tz8+VCMXPt2lU3qBmp4uLEjGHAxaX5TqeTSad/+z98ZuUOQBD8/b/7kVdfvn7jerXZAJUywBQ09vlEWV9eOLFfbwkUP/rYyUcvLjfrG08+SQycefP1e5//o2uLs5mNB4PxshWGXqEwNTZe+P5Lb1y8uPDJn/vJf/9bX04Sp1hId3pVzsu/+a8+PTU9Mbswe+78mU996pO3Vu4YpjLoh3MzmTevr1gp44knn0ZQz6Ynu93Opz/92VIRZHPWE08eT1vmwtzsvfu349gv5osExQ8/vGioShgF9XptYWFucWlua3erUikHQbC6evf8+UeIwqIkFDCZnc8vLI21m+WMNdbvRi9fvrm92ctlx32/Pj5e8kInV1BYEt9fWfvkp/76d7731a3t5qmHs4+cP33q5CNJArY3fjg+Pt7tDjOZ/OTkpGWqYeTtV3tPvOeZfK6YUACBdu/u1vRU+XOf+yNDzwz6xsc+fuLr34qefnruyacuVOs7+/t7vd7u8VPL733qiVdfeklTye3bP6zu7S4vZzce9Fut6tXXf7g4v9RrDVr1uq6QsVLaHw4giP+nT/7C5Ze+lc/bjz39/Oe/8NWP/dTPW2am04smJxfcYNdO5RNOqYikFwkTBGLMGCLIYCFOm6V7t1d1U1+cP1NvbL7x+toLHzr7+KUTQeDrWmVnuzteKM/OnMmmvB9ceblUmPMc0W65Y/nlLh3uVbemZvIf/cgLCGqf/r/+w3DgFsemtzZqLNHzhVKn42zt7WLCLlw4OxwOBYyzubxp6a1W6+HTxzjlH3rho416u1kf/Pt/9/Vf+qVPaqrxxhtXAw9MFIrvffqZl166vLKyYmfM/VrNNM0LFy7s7lfv3l0DQHTa/WymoGYzC8vLYei32007k0YYhUncbnf269EHP/DI0PGuXb+VRGJhZiJJ0NrGnm1r84tz+VL2u9+9OjOTchx3aWmx2ew99NBir+v0et1Uutjv98M4Rghli3lNM40g5ABt7OwOBkOOFAAwTeJ0xqJxbBrW8vJiEgV37txOkni/Wu31wnzOVFWt3x/mc4bstolCFkOey2ctM9OoN+v1hhBwfHycEDOIUBQlkzNllbBafSNiQ00RxbFUsViq7TUtSy3lynOzywQbCOpxTH3fV1VlenpCVdU4CQXjtfq+H3iZTKZQzOmatre7xxgb9LuD4XBycjKbz/V6g067Z6V8O13w/EhwmMlkIQRR4sM/3e/0o968d9RtvyseEAjKTAV5f5dZ9ogoHKBOf9Dt9ZKEEk0lCHEheJIIAAFGClaLZqrZ7mCiMMaJShgVADAAR3qzE0tLaUvXFMQSygVlLE5YYtspyzQdx2m22kEc+Z47HA6imMYJffDggaqq6WzOMC0ASEwFAAghCkYuG0EZk95LykIexwqGnMVJFApGVVVVFA0AjhEkWIkjCkfNduLHJMgJIRjjh8vWXACIMAKQYAzFSMaJMXpHwcARSx88oFDflRZ7B3t21IMn3o4M34H9DhCmgPzI1t++D/DtWwOS3/tzmrh+NOvlRyk1iMTbe57la/gB0jvU5QppkTtsCAR/Onv3n+X33mFVlQ85l/IDER9jlFKIEYCQjLjKQ+bxaJ4kFBggAJgYuQzFiIvlDEGk66qdtnK5DMbYD4IkobJaWUZiWqmiqqrSAtft9F3XxVhZXl7OZrPdblcIIa3+h9yaqqq1Wk3ar3RdlzSdZVmZTEYCGRniIi1/cllH1rpIm58cgGUDhLQUUko7nY5EiYeSRl3XCSGDwUCyfK7rOo7j+/5hZxgAIpdP67rOOYsj/t852AMAvJXP+c//5a9LwH1Q48YPG6U5f0sFgQlmjCc0AQBYpqXrmsTWowUJLiRUk4E58o2WzGEcxwfqdol0oOwfS+LAsgxNVeIkcl0HAqEohHMGGCMEa5qqEoIwIoqCIcAIYYiAYJqmyDWGIIpMy0wYF0AgBG3TJAhHYaCoSqlUtFMpP/AzmexwONje3lJUhcZxsVB49NFHZ2anMcEQQScMXM+dX5h/sP5ganoqCPyEJrl8rt/vxVE0Nzd77tzZeqPR63UNXSOK0mm3Xc8Jw8AyrZFHW3AIIaNCVTXOBKOMKJgQzFmiqqRe3+eCxXHUqDVnZmYs0+A0LBWyQNAf/vDKw6dOFvM5xpgQsqPvrSr2t10KjkhqDz4OcNDmKt6uOoAYk1HYKVZkuO5bdywAJVKVhDvj8oODjDNVV/0gbLfbjuOqmkYURVU1VVUkk44xQggLITACuqaqRMEIAcAppZCzfq978uRJLjhEMIojhDAmCqWcEAIRpoxignXDiOIIEwwRiOKQc9HttiFi2bRVLGR2dh64Tjed1icnit1OI/CHBAtVwapKMMIpM7V6fy0IPM6Z4ww4Z0HoR1G8tbW9tbWdzxX7/T7C5PSZRwBEnh90ur2r1x6Mj+dVRRMC3L+/ijEp5gqc8f1qbXZm8djxY3v7u2tr91xvYOraxETeGfanJyftlKkoWiplR0miacp+rVqujLfaLUpZvVkvV8btdEZRFVVVVFUzDIMJFgYh59zzvOFwmMvlNFXxfV/TtFwua+i6tPxaljk5OdVoNCnjmWx2OHQo5XEct9ttztlYaczQtOGwT+MYEWLbGUyUXq/veW4Q+vVGrdNpK6riuk4UhaZpAAQcZ0BZlLKMUimfzdg0iZIk3tzcbLUbcwvzjz32mGHqXHBNU7MZm9Ioif27d2+Wx/IPPXRcVfDv/u5//MQnPvaRv/SRRx+9kMllNrYecMhLhalTxx8CAKYshTH/tStX9vcbimJYqVREXctWGo3NN177fhg59XrN9V07kzl9+lxlcsY0MzdvrDAOG40OQlqj2U6ZeG2tfeb8iZ/86Z++cfNmNjc2Vp5yHScIAgSZogBn2FJU9txzT5w4Nbu+fqdQyOgGVhTU6bQvXryUyaSfevqJTrc5NV32g/69e6v3V+88+d5LX/3aFycmxisT5Qdrm+fPn7Us/Q8+83tx7L///U/2Bq211VXKaLEwdvvOnQcP1gxT7fXar7z6xi//b3+r2+3U642JialcrvDMU889funpf/3rn3aHSaPe3d72VTVud9rPvP/Rf/Kr/4xxp1wpTk6Wr127ubAwv7+/n8lkrt+4puns6afnidJ9+PSJT3ziY1dee/Hcuclnn/vAufOnZ2YLqVTatFLHjh/z/PanPvVxBP3HHn84nbaOLx2bnZkzVLCxttbtCSuVfPCDT8/Mjf+1v/GxhHa6g7aq4ep+HZHY9aLxcs4dON//3vCR8zNRzD7/+W+cv3Dmi1/+QqPRUFVle29XM7R8PjM1Vb58+TsL87OaDvr9rV4/8ZxkdiZ35szp9fV1yzQb9aauWwQoClaarVrKtm7cuL62tqppasLY/Pz87u5ev99njCkKiWmsKKTd2D9x/JhtpVXFZBTfvLVJcEpVTdtKMc4xpoQwymjazrU67Vt3Nm0L/Oqv/pPjJ45/8xvf7vcH7c5g6HgnTzzUancfPFhN4hAIkM0WXv7+662G+9qVW/ncVGV8dne3vrVVO3vuZK6Azj/ykOPsFYqp3rB+4/bVqZnieDm7uXm/2dh7/rn3p1LG9tamRtS///f+7tnTZ3TNYHEsOO10Wum0yVksQLSzHU5MKP/z//LJXC4Vxp5i6IaZubuy2emxTjfB2Gy0upwLgIRuqkHgqRrBCNEgJlCJQwoRKZbGVWLUqs0gZHFEH35o+blnPzo7sxz4olZzzp19CvFsteoArs/Nz5VKlW9/63vDfuR7FCKOFVYaTz366CnX7Vf3WmHA2m0vSaiq6opGtre3Hdd3XT4Y1Oy0adkKJgAT8fDpk4Tgre2tUydPt5rd1668+cJzz6XMoqpkbly7f//e9lhx4u69ezs72+m0vfZgY2lp0XWdV199XQABgSY4V1Td0A3Xp1evvr61vbX6oFUaM/oDtzdoUUazWUXVjZV7K6XxMcsy9qsNQ9f8MM7mUkJwx3Uqk5lardNsgjDsPfTQUhSFnhcKQYaON1YeKxQKlNIgjKI4abe7e3t7vf4gm83b6SwQAgoKBFNVJQ6CVqvBGC0U8mHg5XJ529ZDP8im8xiB4ngunbWDMKnVWl4QWalMoTCOsWaYtp3OaLqVyeZPnTxjpgq7u/uUxpoKV1bWJiqZF57/oK4p9WpdMDA+Xhkbm5ieXjQNQ1VJq9WgSfzQqRNA8Nr+fuB7P/jBy6qKJirjY6Vir9f2XA8RZBhGp9ftdLtxTFVVTWUyURQ7jq+oahRHruPqugqACIJA9o/x0X1wROx4nieDHEb8BocYY0p5klCMiWlahBAARBxHSZJQRgUXlMaGoWuaYuqGqmBNU+1UijGGCEYQ+0HYaDQRxuLwho6IdDJRyinjcUwhwgICiCAXQFE1CKBCMALAc5zq7u7Wxvr6g9WN9fX1jQcbG+s7uzvr6xsrK3fX1h5Uq7VavdHt9MIodhzX94NUytZNAwAYxCFlDGPMORdAAIik8QRjnMSR77m+70ZBEAa+4ExViKJqiqrKZVmIiACAcaHrJsKYy2A2TCBCCCMIIaUsjhPZ16dqumlZcgKM4zhJqEAIIKQSohAMhEAACsENTSMKURQCECCECAA0oiGEhOAAAlVTRzwSSyijXHCMkaIQQgiX+RESTDJGaUIZBRAklEobGCEEESwRN8QYQJgkMU2Y4JwJCTwggkAAATkQXGhEQRAKxgmGCsYKIQAwTVFVQhCEmqqqRFEwQRhhjAnBqqoqikII1jQN46MkMOecEUKOAv+DdEoh6wxkuXSSxBJyHFR+jwqZfd+XcSNCcNnujRCK4whjRGki4Q1CAGGg65qmqdlsOkmiKArz2SwYqSo5RMD3fUVR96rVYqk0NzdXre5HUTQ2NiZHO4yJlOnx0WAJuQDys4MQUkbRwXh5VMl56GWVPys4B0IABDCSndwcQYgQEoxiCAmSUZECcAGFQBASjImM7xSCMw4hoowPho5hmIPBMKa00WhJ/5sU8CEEPc8NgmA4HG5ublb39j3P8/1gb29PwrCtra1+v99sNre3tyGEvV7vwYMH+/v7cRwPBoN6vd7pdFzXbbfb+/v79Xq90WgMBoN2uy3FqK7rRlEkHXqypEG+3vM8WfMgG7wppb7vO45jWVa1WkUIua4r0zsRQu12W9KDmUwmjmPJImazmanpSVnjjtCIG0QQYYwRxEBAITjC6B3z/I/if3iQ0/SOtaSjkR+Hi03yvD60aMpAE9/3pflQhtPI/BhJV757PueBYfeth9zWUX22FDQSQmRiqFQDMsaSOJZ/nozWlDSdPIfle4Exlgc0pXEcx4wmqqbpuprOpBQNCsFH9JGiEDyikkZxQJxLByDE8t1kAHDp+4QCQCQwEEBwBAAEDHAU+J6q6NK+mcvler2Bruvl8nilUmk2m6quTU9PIwybrUatVnNddzgc5vN5y7Js256amtrd3XUcB0I4Pz9/8eLFxfkFCOHGxsbW1kYul9vYeLC9s6ebRqlUYhyoqlqpVBzHwQpBCIU0ke8V40wezQo+0mdyJKPlT1tGEqPYG/hj6j7fuUj2dof5QWE9Hd3DOASAH+1Xl0oNcLBIiQ4WjKQmEyGoKIrkbBlnRx0OnB8os4GsVQQCjIJGBQSjICOFJEmMEEIYMioOPj4o0X4URdlsBiHU67WnZyZc132wfv8HVx48dvHMYNhI2TrC8bXrr9m21ek0JFlPE6GqesrIQKZ7fiAAE0KEUUwpjSKKMLdMO4hC1/NzuQKAg42NjSihU7OzxWJxdb3+yiuvrK+vCyEmJydTqdR4vri3uzvoDdzAv7e2Wm80dF0Pw1BRSaU4Nui1CoVcHFNCSBjE1998bWpqqlwuR1HEGQvDMJ1O9/t9L2yEUaSoajqdJYQoRO07/SAIBgNX0/TJSU0QRdO8MAxdjMdKBbnYkU1nut1uOp2enS/NzM3Gb97odocIoXw+f2x5OWVakeciBPrtrus4Zsqybds0TV3XEEGWZem67rpuu9uVcTUCwXTG4kniuoNmg+SPHbdSRhgGmqZSmpi6aqW0Tr+5sb7V67vzM3O6qlAWBuFQAIoQaDb3PZ+mMtaFR8//0ec+d/nyS6cfOeOGQ5FgCNSp6XkIh5sb13a2NhcXj2taLgojw8aFQg5hTcXBbnUnmylm8rnqfq1aq+/Xeq+99jqjaGu7Y6ehrg3+6s9+qlHd2tp54Pv+2tpakiS+73V6URDHHCQxExjEiAgA4JUrVxxvr1pbe+/TFymDjUbDMFK1+jZnBGF+9/51O6OE0YBxYKXI9s7a7NxEvbG7s7vR6vT7g+bU1FQun2p36q7fb7Xq3W5PCJhOlWzbZIy5Xq9W806cKvzar/1aKpV6+OEzD506vXp/c3enHgUEAcv3+FhpOo7pRGV6fMLY3tp973vPnj596uVXvr+6RjkHuVxudXW1Xq8fO7Z84cKFbrc9M1sRwmt3N3/ypz9g6Nn6fv/+/d3/45/9+he//PWvfuWbtcbuP/3f/9Hll75+5co3s/nxfmv92OLpS48+/Y//0S+V8vbv//5X7bSyX9/Y/qHzi3/v5z/+sz/zzW9+faxc+fBHTT+I5+YW7t1dm8iX3/fkM2NjxS9+9XNPvffJne398+cu3Ll3a79WPXvmlB/ElanpKEweu3R+6Xhlc3OzXMlMzxSL+eLuzu7Vq29Wq9VsOtNpD3xvjcXJxOS4nSaZTKQQvbrfPHMGu6732pU3Uinz3LkL7XYbAFApT3IahV5v5fYdAPW5mZPLy8sPP9y8dX0nSRKPewuLs5qRff2Ny08+eUnR7X/7m3/yxBPp//UXfp4m+Df/zW+99trar/zKJ7e36hCK8+cvfOYz/6LRBO97yhgOg5/66b+CRFbX0usP2ldevf7oo49FUSIEmJ6Z0HQ8dOunzy7WarUrrz1YOGbrOl9ZWalMjqVSZH3jLgIQimh6ZrJa3d7d3lcJGCunAy+cqJzTiLK6dq/fdT78kZPZrPnlr37ppZe/84t/+xf++b/6Pz/0E89+4P3Pvfzqb/X7zLYrE5PjRFFVXWUiQRhwziFWBScQKYqiMAb3q8M4dhrNcH29NjNbStnG975748GD1Y3Nzcny5Pqq164HtdogDuOnnrkwGEZ3V9ZUkuOEbW/vnDg5d/rMUqtdVQnBSM1lxyensoahF4t5yqnvO86OaxjAtm2EORcUcHDvXoPz+LnnPxj44XdefIkm+Plnf9J14q986bvdzkBRtPnZU47jXb9xY7xcunjxYmmsGMa+EEzXcbPZrFQmTFMtT1TeeONqbyByOaXTSfJ5sLA44ziD73yvv7hoRGGyv79XKpX6/WGr7isQMEgWl+eLpXyxmKs1dre3NmfnKpVKhDB55pn3dbu9b3/7cqfX1/SU4ziWZS8szNcazWq1XijmbNvuO04YhArRM5mMSFQgEkrjQi5np40gCDqdNgQCAGQallmxdN3s9ppRRIPA3djYGw6ibMb2vGDT3fTchFLBKI9jWq+1d3fbvX6YsMQ08Mxc7uM/80Imq/c6LU6T6Zkpgo3y2KxlZlxnuHZvdXZu5tKF81RwZziAEB5bXnzjjTfStpXN2JhAAahlmRChwWDgui4haHZ2MZPJMCaYkNgssm2bEOQ5fhgFMn5c13UZUiCt6YdF0lLcJG/fnCFpuouiSAigKJq0DEmZEkIIKhAjoSiKgCAMw8AfEAQF43EcQ4y4gBCRTrdvGIai65RSAQDksq4XcggEFxwgfiTgQM7WgiZCACFLIeBBdZXM+084Gw0SUkY3GhyZgBAjBAAGGCGCIAJQ9ikJQTkH/NCVIw2EQiDOqRAcIygIkImcAh4sXwtIE0YJlUCOUsoE4EBAPJLzSc0XAEBApBmmDCbQdR0AKFQNKaqKkBjJoIBc3wcCJElCBRVCQIRkqD8CMr80ieM4ioIwDCmjEEMhCBdUjMyWAkICkcCIKIQIwYSActUYQAwgl7VUQjBZyoAQwhgiREaipVFPH4AIIC4L2KWPTpaBjawojPE4jgVggkPGE4iJEABCgRCBEHDOECIAcAixNCpKxmJUvQf4gUD00KSHD+qRRxXFAAj5LRjVsUntG9Y0hVIGISQEKYqaJDEhiDEhqRbGhRTNDYd9SuMwDOM4Dj2fEEKIglVVNoZL6xCl9DAcUlEUiOHb7KZ/RoXqUWQiIJA9hwfgQR5I7AD3jvg92SIguOA8kUemiolQoBBQ1YlUSHY6HdcPkiSmlEVRhAnQdZUxllDabrczmUyhUCgWxmTUnyzikyembdtSDioReKFQmJiYkCdvHMdyRpKaPhmpYpqmDEmSVJ48cyXFV6lU5HwVBIFc2ZEEtVSuHkSsW7lcDgAgMXmxWHRd1zAM+bYcUo7ptC0hFudcIeQw4fK/ng3+c6Ka3+L3/sW//o1D+KhpmiQ93yFBRAgBCImiSNonieMg8OM45pQKzqGMrzxQcmNMCMHy6OCcSRzPBZNrBxAB3dAsyyIESz3uqGtcCBrFI28cF4xSeUBxJgRnQHAIGIIAHWqXkbyAMiHBDWWcMYhgFAb9XpdxrqkKo0m5UpmZmU7bqVw2u7H+YHNj3U5Zw0G/2+lMT00CwRlNFubnNtbX4ygkGLnOkDN68+aNu3dXrl271mjUtzY37t2/x2iSIwLClgAAIABJREFUSqUggmHgy/rQwXCIMIYQ0pgxJpKEJnEi95dgCKDo9TqMJ57n7u/VpqendU1lSVAZLyLIX7vyg9MPncpns/Iii0Y683dRYx9VkhwAb/hW9hUACOFDufaRJQR59TlyAMGjugZ44MGVZaGAcup6znA4pJyGUSi44FyAg4BdzpngDHAhOOWMCsbBKKNUpFIpRSW6rgdBgDEUAnhhwDinjAnAMSEIE03XwzhigjHBdqu7zVaL0Zhxv99rBeFwOGgDmCSxTxSRTVvlsaKh68V8NqUZpmFhpNmZnGzhoZxlcxkzZWNFNU1L1U2E1OHQjynXdYsQNYwThahz81PpTNa202EYTZQnwjCKw5hgkkpnBo7nhwHlcT6XFoJapu4OeqHvMcoH/YGhWePjlXqz7TjDs2fPOY6rKEo2l5tfWAIA+kEQBLFuGKqqUsoSyjgVmqabhmFZhqKqcRTHceJ5PkIok8lgTAaDoe8FlDFdN+x0Jp3JdDpd1/Ulxeo5Xj6fY3Gyt7dXHhufnp0/dvz4seMnJycnGWWDgZPEibzQU8bkLRwgwCjTVdU27ZRhWIaZttKl4phtmWbKggDs7mzXavsAcQRFo7HfalTjyEOQLS7Mbm496A/7/WF7enbu+y+98vIPruxVa5ppNdvdZtO3zIyuW6478AOn2/WTOHaGEUCY8mC8nJ+erUxOTd25+6DbdzXNdtzo6pv3bt3e2dysDYfBE088UiqVCoViJp2JolgI2Gi2d/cbHCj3Vnc5QwSrmqoxRhUMdB0JQTlNZqanjh9f5Jy3W83hcHj82Il7d+8rRIEAKArOpE3P609NF97//qf2qg+eePJCylJLxfz09PhEZdy2zThx49idnR2bnS3X9vca9e5YKZ/PZTEGk5Plc+eWK5UCAMIZChpHd26vQqB95ve//d3vXG23+mk7P1acyuVKtp350Idf8H1XCNHt9mgiwoCpCnn5petx5GiqNj83t7m5urp2J53RNQ1UJkrTkxOdTmtzY9s0s3/4h9/e2r4zPVf+q3/9p1569cX/9HtfKI9PlMfsudmpudnZhcW5ne21Ry+e+cCzj2b/P+bePEjO9L7ve8737Lt7unvuGcwAWNzALoDd5XJJcZdLipeuYkmMSiXFluXIcsWRVeXIfySuimNX8kcs26m4IiepmI5EyYwlS2RomRQlkrsksRd2F8AuBsBgZjB3T9/99nu/z5U/nh5wSVEVOo6rMoWa6gb6Qr/X7/d8v7/Pt+zMzU8z4e0f7B22WuXa1GA0jlN2+cpVgPCd9+7u7XR73XFvMBgM1Qeee+obr/zZ9WeeLJWL+bxzYnW5WqsAJfZ2tvu9Vq2e73T3r12/fO3q5ampynt3361VKkoopKBj5yrlGgS00aibFr1/f/36tWfrU/XXXn1vqtEgxOz3PD9IACDjcTQahaOhZxs2wUY+X80y8HD90cOHe2kqTdNaXVmxbaPRKD1xamH11EqpUgIgXl5eRMj6wu/94be/teU6pm1bU9X6B597nol0eto+f74yVZ2qVeudjv/s0x+em10uFqf2dluvvfpalMQIse/euP+RF65cvnLWNFA+b1y/fmp2tul5g8HQN03YbDYMgu6tvctYClT2aPPh1sbGrXfu7O608wWFCLNtWG8ULj15cuiN7Bz5yAsf+fNvvrG1/cgbG3u7D6enl0Nf7h/0CcFH7UPLJgDyKBobmAgu0jgjyIGASICZUOMg9rw0SRUCbrsz7g+S3d3Rvfv7COb3djppgvd3fQAdgzrXn7m6dv/ug/VNhAkxUHO2sLgyBbDXOtof9sdxpKQgWcYUjEwbjMadKBojQiqVfKnsmo60HHTlykWMhR94lFKEjHyuvLmxN1WbVcK8fu3HXLu6tPAEwZbgbGFxSQi5ubWhlARQHR4e+H565amLg8HAMI0kiT2P1aqu7eArT51+9tnLWRZmWbywkH/n7V61lmvUq8uLJ1ZPrKZJsr/vLy7N+2G4/nDHsPDyiWVM0OzcPONyNPK7veGNV9c6nX65MpVlvFDIM8l39/cGg75hUACkkkpxIbnECEKlbGp4w2GxkC9XioNhDyrVaNQ5Z4pLwXkUJUnMTNMO48j3/UE/KRXzCwvLObeQxMwy3WZzvtmYq1Sm8rlyqVyfmpo2LQsBNTdbAyrZ3lpvtw4RhFKoKIyDIMpSPjU1VcrnveFgZ3sLQYggTJMEQjC/sJCxxLJNN2dTA/UHXUJwksQAKEJxtVoeDAe7eztQySDw4zBgaRyGY4JUqVQWEjxe13/sQtKghTiObdu2LCtNUyEEUMgwDAgQ59w0Tdt29AgDY5kQQggupaSU5FyHUgIAMCmplEtRHMdJnGUZxMTN5bKMU8MgxBBSh1XrqzCSSjdwx7Fxk7VeBSSHSmEMKcWWaTqOhQhBhFLLpKYNEJYKZhxIiCXCEFGICcIUEao9PQghhSYqE4JQSsE5E++DTxKMLcPEhEAFMUKWYVm2iw0DYQohhYgAiADEXErDsiAhAAKhjYQYEkoppQhhvXANABBSKgB0k8wYS7NMISSkAkJIISBQBqGGQSnGUkohhVTHKFSljkO4uAKCMZakEeMMU0QpJpTohDIMIcIAI4iQ0nljCCsppR6GV0BJybkUAEqNrFRAQgQwQZhghAACYBIvMalzFMEQKMUFU0BiDDlnACpCIEIQY2ia1NTmJUP3U8QwqUExoRhhaJjENA1C4QSvg9QkGu17fyBECiJN3tGpXVIBAYBECCAMEYIIAy1qYQIpxZhAIZhmpSIEuWAIAyE5pRhhSClGGGCCpBRjfxQGvhA8DP0sy8IwiJNECO55XpqlYRgUS+VCoeB5XhwnS0uLpmXpBffHBfnxJlN6yEhNZnl+0G76F+3KCCE8ieuYFJNYbwuNpJQSKokgwAgiiLVMhSDEWJOZSD6fTzMex8nc3Jweo+12+xqIUq6U5uZml5eXalNVy7IWFhZWVlbm5uZnZmampur1en1+fj6XyxUKhWazCSFkjFUqFULI4/bEMIx8Pq85mZraEh7/+L4fBIGOf4jjeDgcakOmdoRmWdbv95MkGY1G2u1ynKkG4zj2PA8AEEXRY8/n3t6eUiqKor29veFw2G63oygiBNdqFT0DrCthAACGuhSHE78t/JHytN8PNHp844d2ff/f6Hv6+fpBOm9Ni6F/4S0nXYdui7VdE0FICDEMggHUFlDOuZQKIUSpYZqm1rWTNNKgG4lEmma+P0ZYmZRiqF3CjGUZhogQAqHCGAEBhBRAAqkggBhquivSqwhCpyMogDIlEEIUQaWAAkhwZltOnCZxEk/PzNSmpuI4LhVy5XK50+/pFjyXdy5eOn/nzh2IlDceYoy5sHf3to/ah81m89SpVSnl7dvvjPoD/SUqBD3PI9ioT1XD0DdtkzF2cLB3eHhgO7liHNfrddvISQmBUtgkpkWVEghwIcVjN6x8X0rp+1u4H7jxQ/W996uCfzEs6LEP+7FZ/X1YJwDUJM3z8dY8xoipyZVAQYVAGmdcSiEExhhIZZqmY+cwxsQwCDYme7BUFAGCCSGEGpN1AdM29SIoxghjaJomQogJASECACkJlZKmSTmXcRxWKpV83r351uvtdtukQKnYskBzutbvtYQ0co5FEaCUKq6wlMV8+WBw6AfjcaSac0vUNLvddi7vNGbmhsNBpVYfe4FQwYULl9588y0pGcLmtSsXX/7OdzLmP3HuLPG8drv9gWefP9jfp9TyBiODUttxnBzJGEuCKGflCMGU4jAJHqw9ohhEEbCch83p2fE4iGJ/be1+HMdSqRIx9vcPKaWW5bquMgwzy3gcJZgS1845Ts5xnDRNBoN+6AdpFufzeYzI9qNdDcUxKJ1fWDAMI02z9lE3jrMkSQCArcN+rZq3LZMCpJQajbzdg4570LJzeSl5r9eVQDqOPR6PTdO2HUcfWSwTUABi2vOzC4vzc0kYeaNRMVdJZEYB63f6CUslBJ43arVaVy5eWlhZVpLHoYcgrFZrYRhCZPhhNvAiwynXZ91CqbF92K0V60I640CORmkcKdvNKUhMu7i8fHLo73ueb3ZJt+9PTZ+9f2/9sHU09sJqeapaKDYa1WvXr+xsb1w8d/bNN1//+p89OLFwcuxnXJhSAcsoWwZjHDuWDRRgWUItrCQJ/AxYRjE3f2r1xFHnURyxCPKH6zsvf+veJz5RCcP09OknvvSlPxRCnDp1aqrhVttO6+jRcDg8feps67Df7e+t3e/7vrd6ajFjwdq99Zc+/mOjoX/p4tOHB93799Yty6o3apZFL168kKbs9q21P/3qG4I/ePbZp3d3joaDoFys3rx5i3M+8rr37z+s1vHrb6w/88xCpVo6eer0H/zBl6bq4HP/ya+2DjuWZR0eHnS6rQsXT0spfX9km+UXX3zxdz7/pzs77K/81c88+4GnW53Wjdf+dG3t7o9/7Gq5WP7Ij314d2dTiWxnZ/PShTObm/dn55cXV2cOW0dMZP/oH/+ZBKBcAU4OOG79K//226unTr7x+r1mNZeOg4++9Pwv/tXPUEP99Gd/Yuh3XnvzRhCMz4z6n/zkZ45aXQjgcDRcu3v79dfXbfuN2Zn6T/3kz5xaXQ7DeG6+IZmM46xYLOUcE0NIibO6cs40Cm+8/srubpAvHq3d3b506bSCoV4W3dx+5A3jn/rMB2WmdrfbYZTeuX3/iTPX1h+8TYlFEN/Z3bp0YfXZZ86//up3Qi7L1dyVK9c31rf3d4bz89Ocpf/qCzf+5n/+2eb0sm2nSTaK/HEUMAyzipv/F//yt69dfXpp+eTpM7MvfPRpLwi/+MUvvvTSlQf3t9cfbF6/ejHwg+np2Ve+/drbbw/OXyq1D0eO2VFTFQDE/HyDQGlQ+9zJ0zvbBwoI17WGo74AQ8u1m/P5T//0Ryvl2hd+74sbu/FhN/n4C5fOnb30r//N/yVV3rXh/v766skn5pZmAEYKoEqpPvaj7a39KMpSKQGUpmFwABTEkFJqUGQXJVLDIFKkAQz7xOnZC2fPvfHqWqc9Wjl5IuHJo/1HTh6ZlojCfnN+tlBB+63NXitGmQmkk8QSG9Cwg8EYu3m3VHEqtSpEKM1Gw2EXEbX1yJCKmabR6/VOLJ/MMjY3tzAaebZVSuLEDwLBQRiGBjWKhcLu7t7W5s4zH7g2DoaVSvWjH33xn/32H//iL3603e4cHrVOnmq4tr18YvHk6VUpeb9f2tzaeuf27bk5cOHc6lGr/+2XbySJQIgmDNy89XB6Jj8929xrdcah/8wz19M0bbUHjx4NR17W74f5nH369JmtnZ2BN9EQEABQynEYpRGjhBTy1SxLPW94FMf1RlUBMOj3C4U8wjAMfIsaEUvSNOGpAkCUSmUBuQK4WARpyg4OurlcwXYLg/6Y8RFGBucyiTOEAkzNJA14Fu5sxXF8ZNvw4vkzq6tL3W6/3R0ILjyv//YtTzJQrzVOnDpVLFWCIEAKOIXicDh0CkXbNSSGXhzmygWeJFzEaRLHUchYMedYpDl1794DIUStlq+UynGaeMORPx5GqdKAFs0meH8orv7Lx4lenOmsZxbHsRASY4oxhhBQSoUQUgnOORecCyGlRBBSapiOXSqV0jSN0qRSrdQb03GceYHvEkND4yAmAAAuAYZAKCWl4lIInW8MJEFASAGgQghSE+ccJ58r6FZKKYEIhowhUzKUqMlkndKER238O76yC50/LoFSQAAoJliUiayFAcBASaCwlIozxDgCEkIggRISKCWkBIpLxbgESAnGmGAKKKCQyjLGmI6dmKA7MBAK6KKTEAIgwpaFqEG1ZMaZlJJzGXIOgIIIKKQghFIpkSaEYikUl9y0LN02mhaRSgolOU8hAghhoAAQeqZRAaljIZRUSjClgJJKp1NjQjAmUEmo1CTwUIgMCAkhpJhoEqZGvRAMFYSSQKUUwUBJACEkSBsXmVBASSCAgBNf27GpTUGlhFJKKqUjRiattVJ/mQnrByrn75FOjvmruumCEOpXMwwjTVPGdW9Gc3nbMHTlzLXJLo4jjJFlWVBCCHG73fbGHue83x8SahSLRc0yybIMAMg5txxbKSmEfMzF+feSjB4PEOk+Wb+UlFJBhTAAapLCraRCEBA4UYb0/whCqNBEoFZKxXFsW5ZS6vDocP3hehBEQRgILjnnnuclSeT7HkQqCIJOp0MIocQ0DCPLeBiGrutqGko+nw+CQCt4UkqNb/F9X0M+9dqNRmXqiusxijZJklKplMvldO00OXilTNNU41h0W2jbtmEYOmhBx/QVi0U9y5bL5XZ3d3UflcvlHMfRIJnRaFQqFfUIolIKY3Lc+L0/uvNH5vfA7xunfL9y80N3sP9QXov+0Pqb0tLwD/g5J8hdvSvrtSJCCEEIIT0uRgiCcqLvSik514Kvsm3TsizDoHohh3MmpQQcMJ5ybhsEa7MyYwwoRTHR3mL0+L2EPJaxJp5DAJQUEiKMEAQIIq6ghjBJxBQnmHieBzHK5/Pdbpdx7jjO3t7eW2+91RsOZqbnDg4O6o3an/zJnxQKhevXr7fb7UePHukFAN2OaiWXEGJZBqU4DGMnnztx4gRnMk3ThYW55szczs7OwcFBvz9ggn/o+R/jnEuiAcTwfQe80P0eUOr9JukfjnL+Pjz0X6rvPd4hkF4dlN/n89ROD+1hUEqjcBSC75syn0RHyB9wlU6gIIbRaDRybsFyHMO0ECQQQkQIRnSCilIAKQkno4ATwyeXPAgCwzAYY/qYNwwjVyj6fkAIZUz443A0irXjWUrZ63UuXLgwPz+7t78d+8OVE7MbG+tJHORzhm2SqXJJJNzzvF6nL2uyc9gOYu6nMF9urq4u5XKO67orKyuHh3alXBsOvTu330WIAkUO9vefvDp3+tSZgTfOGGtMT+fy3tbW9ngcpAlznXw4CjiXluWwNGQiq1QrqysLPI0qpSKFM/HYr9UaEGIJMKVWrdE4ah+MRiPDMABQaZq2u/1qtYog1jQglnHOuQQgUkkYxtqxnGWcMcEyEYVJtVrCCFFKheCj4ZAaRrM5jakJIQYKQohM01xZWQyDIE0ygEkcpQaijLFebyB6faVUksS2a1uW5bq5o/aRkMKyDEIIQrhcrEgGOq1BzsxLzm69dec2hIVCTgFZKOZN13TzTqM2NVWpNup1KcSo34cKtdvdfn84OzOvAK5NTf/Ez/z8n3z1a1/96leXV+DK6hMWqScBMw2jVp+9d+9mGIymp2cpsQZDj0uRZuyg1VWqGMayUln0RjuHrfDMmYWf/IlPP9p6aJlwfmH63v1bSTasVAu2lT9qjVuHA8fNZ7yPkY2Ig7CJFUIwhQBIIIAyGlNLY4+98q03Z+crR4fed288PHOmks+B9lHP87zZmflGYzaXsxYWZ/xgoADLWDIeDx5tr7ePRnu7va0t8MEPTp08tbx27x3DxL7vYUw6ncO9vUPLNgqFXBj67723efbs2e3t/W9+87VCwb761AfOnj/nOHffe/eh3l5AIdsqDHrswoUnAm/93t39uTl54dxV1wXPffD6cNhPktjzRhcvXjxslRuNRr/fS+L0Oy9/k6C3/bH8xI9ffeb603fvvvvqa698+MUPffJTL7337v3f+fwX+13/7/zGr7/yylf/yT/6/NWr9U/9xGcQUcsrC/utw3Kt+su/8sSrr90cjaNKtd5u+2nKv3vjXi6HheIRB2/efnXhZC0Ih0k2SjOPENTpJkK8d3L1LGN8a3ObZ0IpMDeX0560t956C2HZ73cXF5eLlWKn0x95nSxh3ljOLyx1uz1KrOWlU4sL0gv8UjGfJnJja3NjQ9ZqgElQKoC8U+12jvqdwdzCiXK5c/v2LdOkhOAo9j/43NOXL5462F8nFKa+b5g5xvjhQRcoy6SlQXf/1MnFhfmV1197e2k5X5kq+t5AKVWv16lp/I1f+ytvvfVWmBzdfu+N5ZXpT/3YR1955Vu1auPtd472927Vq1NvvPp2EGzMLhRXTiSzjYXFhRU3Z77x2o3Z2VKWBPOrC0W3OF05kSZxrVY5e+HkmzdvtHvthYWFjMW9UfvgqHXh0sXyVPOP//BP/ujf3PrlX/rrQhhv3LzfnLWjhGFqR6mXMWk5uSyLlBBAgZRHkECTUGIihJDOgMqE5FmGCZSS2LlqEHlXLi/XpqvT881Wp8tVdvf+naP27uLS3PZW99rVCxgL0wJXnjwbDLO1t1r9TpqlYnV5wcoFYdwzTAlhFkZ+uVyByPICnkTA9/1Kpea6yhuNgyBYXJh+cH9rY+PR7MzKzHQul7M8LyQUxnHStJoz07ODQc8wzGazyXl2cHBw5Urj/Pnzd+9+8fCwOxwOquXy0vJCv9vZ2NpkLPOD8cLCwqs3Nu7culMs1v2xwBjYtnv5SpNxvnuwZdkGhGpz60DB15MoHo3GM9Nl03CTWC4tnyxVa+N338MYzczMhGE4GgwyllAEoUUIIiJLFZOUYLtSnpqaStJgb+8wl8OlcjFLkyxJhFCW6ZaLlTQRnU6v1Tl0cm65XIFAF20xBJRgI8uYlmPShGEsbIIXZufS1N/fXavVbJOou+/e7XXaCwtLJqFhwpI0tZyCwlhCFGcMhmHKRJZlGZBZllWbM5Vq/vDoYP9of2amMRz22u1WlqaUmPm8k6ZZGLFqrQgBBkpxkaZJKGSGsDmZbCdE1zZ6Xft7OLrja7cueSmlSqJ8Pm9ZtmFYCCEpOWPp40YRI4AxNizTQESJNEmSxzWSLhYBRpQa4ng9/phroiZcbwR1y3F8MZYKcKkU5zJJle5ldJ3KpdSeTsFlJqDQRYISECoAAEF6OVwX9wpDXQwIKQVECkM0AWYqMCFyK6UYk5xnqciEklAhACEAAghtUpSCCyklBJJlXAiMkM4c1jGD4DgUHiCsY+gnSVRSACEk5BghoB57kWAax1IJAJQO7WacKZ5pjh3jXMfQc861BRUooIBUEhwXnJPIOYT0FBEEADDOFVC67lQT0gmQcOKoJLoUUwrBieYJAJJSKglMw1RK0QzqkR/GiFYsFFBSimNzLIcYKgARAhjTiUFNAsbSLONKScMklBoIAYzJD/g5J2hSoEe2dEi6/leFMXr8MCkVxhBjqmsxDVwYjUYKCAghY0jXzK7rSskhhJigXN5BCBqGQSAGCoVhGKfMMChCII6iYqmcJEmr1RICIISSJLEc+zF35P91Ip8WCd4/1IMQVIoACJRSEE0cvmTSH6Djfg9ACLmSUnDd9XLOlFK6H+NcEowRxIQQ27Zt2ywUCoQiPTerlMKIYoyDIEqSxLZtnXteLpe1/G6apsalpGk6Go0ghKVSiVKqx/O0wVUDRAghAADP8/L5vG3b4/FYq1mc8wlHFwAN6tTRzbZt66SHUqnkOI6+q4f39AJHmqbvd9iNx2PLmnjCH3/PfzFkUv2IyFY4qe3V98dx/Efs9x6bs9M0FZyDHyrvosn0ISEE69gQANCxJKiOT5T6pKr3AIzR42lAbfvGBAoGlNJtIdfxiPosjCBSx4N6EACDUIk092YSMnkc+CiBAhBSiBCEDGEKMVESSI6lVBlLECec0CgMhBCiVOp2u+12m1Bj/2A3yzIoVad1xNNse3OLEDLbnK5UKq+1jqYqVdswR/1Bu91WXGgfnZTSLbhTU1VKzaN2R5N/ep1OmqaUEtt1bNvWOxkAGAIsmOQiYyw1CIDoe6ib90eR/gDv60fcio976ce7ke73Hl8+dLDh95Jp4Pftb0p9LzJBbyb9hSKIIUFCSWqaGGPHcahhU8NMEwYA4FJq08vEC58yyQVjLOFJHMdZliGCxuPxpUsXkiQZj+NOp4MxDpN47AVzc/OlUoVQlCTcNF2lVJrGnPPp6emFhbnZ2Zks9splu93eHw56gifCMR3DNAjFkpjEQoAiiQuuYxUcBcXcwvz0bDPLsnKlBhEJgiiXLxiWff/BRhBFfhjGcZIk6Yee/3ChWGz3utu7O7btvPPOrdMnTy0vL1cKpZ3t7W63KwkwTFKrVeqNKQolAYpn6ZkzZ5rNWQioBBgAEiQxRLLTa+uBRoiQZTlKwUKhgAhJ0lTTiZmQURQBpSsDqEGdpmnbtlMqVmrVKqW01+v4nu9541KpDJnIuBBCUGK6Tn519dS7t29RSgnCQgjXyQFkxWkmlNLukSiJPM+jlAZBDJGEEHIuiZKSg9jPev4oi3nBcUQGIQJpzIPIF0IFh2HKkoWFhYsXz5byufv37/c63fn5eSHE0VE7l6sctXoAkKWl1ZUT27XanYwDw81ZNJfGoeAKU1ooVev1eqFQkgwpiUzbQUhFYbK9szsex8Vi2XZqK6vGlSefbrVa4/Ho5vp716+fe7R9f3amblvO3bv3/bFIE7iwNJtwblhl308RNCmmBmVApRjbObdcq84e7Q1H/q437G892vD6IA7QqZWzGJBaqQEEOnvq3MHh9p/+uz8//cR8Lm89/fRTrcN2q9VhaXzm9BJLtr1hd3vr4dknVofDwd7OIwSNyI/fu7MehYkO6llZXX608UgpLFKQK02fPn364ca923duPtryRoM0CpmUoFarKJC6Tg1DcLArTyzWysWFfN4wCHjjtRurK2cEY82pZr1WTqOYpyIJZa893Fxf/7nP/mQQ89/6rX9crrk//TOfyRXdnZ2dOE5Kxal33tpZe2/zv//vPm+ZoNGs/vGX/nWh1Dh39uLdu3cZM69evXTUid584x3ByOLSysgbr6yu3rhxY209alRBmPBS1Tl7cfGdW69dfeJs63DfzVl37mw/uHev2xkMugNEiUHtUrFSrVZHo/GdO2uf+PGXgJCFvE0pNE0QBqmbs7JUhGF09uzF3d3d/b0jz/NK1eoLH/l4r9fzg5RlBzMzjcUTK/Va+WCvt7q6CpDRqE9PT/c6vRBiFYY+sOxz584midfpHBUqBQiBadC7d+/dePXNJFLF3DRC0s7cAAAgAElEQVRBrmtX/s8v/tGFS8sf+MDH/4vf+FUMwd/4lV+Lw3Rre/3jn3j+y1/5fYX968+eePOtl1dPr37605/8l//iDzYehsWCAYVdKjZKReP69WcyJg4O91zXufLk2cPdrQsXT+VcuDBX40yub9zFWNkOOTzcPrEyS205GLYWl1fr07W9/e7O1j4E1tPPPPPVw28dHLRs05KCOw5dWFhIOH/r7bd7o7Fjl3rtgZJGFKYIC2obGIGUJ4RQgAHASCGIKS2Xi/oiGMbjm7de392/R0ApE1F3eATgyM2bxASLJ6ocpKZJLj91YX6xuP7e9sFGFPk+Z0mhmKN2FiZplCRA0TAwG4163i6mIj8Y+kpBjW3wPO/27VuOU2g0p+I4PdjbKRZLQiZCRpSSmeaJe/fubWys+8HIMMw4He/ubj961P6bf+s/PWwdYAKrVRdCvLPdG3lfy+Wsra1QSLCyalcqU1EEmg3r5MoTb752WCgABLHj5Cr1qd3D7bX7/doUABDcunMIJSgWQaNRGg2DKGaMye1HO0EUNpt1SqmQTClhGlQgSbACAqRxCAGxLadUrRBsUGIKAY6OBJAD08pJKaGCSk4mxJIkUQq5bq4+NY0xEUKxTDDGTcOCgEKIOVNSAtu2AQD5gpuTRLKZZt0FINl9tJGESTGXNw0H44AkvFSpCWmXilVi0Fa7t7d/UCgVV1dX261Od721tLpACFKYhmn26NEjfziwbTufz5uW0e/1OketcrlsUHPYH4z6A8/zIITFalUorAtBfvyjiz9dwOj0LZ3gjJGpyxJ9CcAYP0YS6P4QQogRStM0iiBHRIk0RUBxoUvbOEl6vV6appZlZUxyKaFUUEgIIZdAIQg0e3FSLxIFuJQcIYggRAoIyYJIJCmb5AcgqACQ2sEEkAKTDDcFpJ6ZAkBCTTqACiIIgBRAaYgdxAQAJNWkm9I5xxgSRJBSgAmdOif1ID9UUEGJCFEISikFUAAjRAhF9JjrAMDjbAaE9ZyYXmvOGEOM6YoDAUgQwAQbBuFJooRSQEIEMcYQQ2JSSrFSKmPMtE1Np8SEaLaNrnMwxmSSmzd5Qd3vIYTSLAUQUtPAGHMlkyRmLFNKQAgNw7QN+7hXRJMKSMcFKECpAQDIMkPDHrlgSinDMPTDtXyhdVExGR3ESkmlJELE9z3P8xnLKMWGQRACtu38xfk9fVdnjB0P7MHj+ITJ/B4AUGdd62chpJceBEKAUgKhohQTgijFjOthUWCaVMc6KoQwQpQSnbZoGEYUZ4ZhREk2GAwsy3VdNwxDN5/TzI1jhQb9e/V778eKaBuyrsql1OqBgBBBSBBClOBJvwcg1m+npFJKKg6hQhARQv0gghDWarXFxcXBYNQ67KQpgxAWCoVqtTw3N6NfQotvLBNSStO0EUL5fN4wDNd1S6XSaDTS8ei6gtXuTW3s1JQEja7QkeuMMdM0IYRhGOo1jvF4rMPW9eGpj33XdbvdrlYOdZ8MIex0OpxzwzA0x0V/qjiOO52OLrajKNInBMOg+ol6/5/sdeo/aGzvP97w3vf1e1JKRDBGeNKfHOuzj/GPmr2LAMAYYYgwxgDrwTwFAZCSSymUAlJxhBClhFLqOI7u8YJgfDwOq7T7lnMfKMg5T5XSUiyEUAqpgNTKsVLKNEzL1BwnxTlXWpRGEAAoAMDgsVyGEEIYYQmBYcA0ZYVCTgglJCtWKlEU9fs93w8c152em93f37eoQSmGQMZxuL+3c/qJJ9IkiaNACOY61ng8Go0Gjx4+bM7NNZr1cRBQQvTmnJubsyz75ltvR1FEqVmr123bnp9fKJerrpWP4xRCiBEWnDPGfX+ccwxqYKWUAkgzm48JKT80k1EqhZSSf9lg7Q/0h+9vGqF6f24MxAhDTCCEEGAAhJqkv05UPfE9PVBpYRYhRCjNBFNKsTQbjUa+f5QxyTkXQiVpmqapprYCpdIwfjwfnWUpY5lSKmPpmTOnfX98//7a3t5ekkb93kAp8PzzH758+cmcYxoYUUp6vZ5lWfOzzU6nY5i0XqtI4SIgPvbSp155+RvDQScIfcm9WrliGm4hjy3LppTa+RwplAdjH0Jh59xRazwcDhGE9+6u1et12zTW1zdtJzc3NzcY9F9//bXp2Wa+mLu7tjYc9WemKzdvbgG4HEZjgKRbyEkMh77XrNTDKNnd2VtemE2FGPQHjpMLYzYeD1imACTdQU8hxbhK0rhUtiRXtuOmWVasmDjLMOcYY0RwFCVJlLqOWywWuWAjbwAVyOddCOHI8yzHdJWbpqlpW5VKzbbdwWgs/DhLMwQVgvDwYA8h1G63EQBplj3a2wnCRClYKpWmqjPVUvGwfZimacKjYt4xTJMxFgQBTBBIuoARIYQ/8hyTPnnt8uzs9MHBwf7+bnO2kQl278Far98Zj5emGwvFQi2JRW2q6TjOlSevOU7uy1/5GiH2wf5R4KelYt0fJ7aSxRoqFdxu52jQb508eRoB4XnjME7qzek4GRwddnvDQa6w5JhoOBy29juUkv29Q4OKaqV07vyF23feMwz7qN1HKo5Cqzo1U6rXzp+/sLmz3RuEacyY6RADAgBYxggGhmG0DncHvVZz1llbW/Pj7JnnZsqVwuLy/MHBAU+zP//GV5955uk4CZMYnFo9HURjjMzZ2flyuWaaeZ6pTqdDKe71emfPnLSbztwMOTw4ytKk32v1B+LkyebFS2e2th7l3JJl5Z599goCtuCgkC+Zpjk9nUvjqDlTGY2CerNo20a32x6PQaEA7j9Y++IX01K1UaksCZE3rRJQ0eFBv1TOb2xu12q1crn88z//czfffLfXPvijL91cWHI/+clPX7t++W/97d+4fPnq3Xe3BkNvqjr3u1/4gw996NqLLz6LYPLW7c8PvH0ADQjhZz/700HAx6OuEoxlyajfq03V93a3T59affqq/PCHzm09Wndz1txsYzCYr1VqDx9snlw9f/f2nmnkDg/WV1ZOJUkcBYltOpVSdXnxRKX86NTpZcuAR0dHvV4rjENsiELZYBkQGUjj6Fvfej2Nwa/+2ue+e+ONr3/t3001GxfOn52bmzl79uyZM2d293Y+/6dfu3v3/v2H/Z/46auzszPtbs8bxdujGMHgqLP99a++fvp0zspyj3baG1u8MVVGCNkOwQScfmJ1dXWm1dnAGP/Wb/3TfN566aWXgjDZ2njkBcPf+cLvvvTxj965e2d+bvrrf/bmP//nv/2bv/n3f/8LX7ZtfO3qOcN0V0+cmV9Y3Nk/zDj7xp+/EiZqeeXExYvPXLn8xHSzNBodPdrcOtzvb2/urK2Zdg4RQx4cDYQAUQL/7VdeaR0FLAPNZuOJU+cuXJh76+Y7N2+9l8lc3PVu3Hz74pNPTk3PhAJyDr3hGAKKsWVZlmlRKYEXjm3LsW3bogbnnCs59ka9Xq9Wq33soy94w5tJMlpZXiJYCJ7ZVv7kSt0w0e7WXhKNT586r5Ta328hSNM0JRQCyOI4SFUcRApg4NjIsCw3n3NskvGGQU2RwY0H241G49zZy93u4LvffXNmZmFpcbnb81tHRzffeltKMDe7AABK03g0GnDBGWNrd++XK8Xrz15MkvSN12+WK7Vqrd5uty+en2q1WoEXlUpgbm7qxY9+lHFx8vSZB/c3sAFnF8y93dSP+vtH/fp0c/XESQUejH1ZKAKEQblmmdQ8aPVcu1Cfmt3a3G11xmfPzWdJutFpE4ocx9bjFTxLBQdCAIIEUNjzhsSAEPJG07FNHMd+nAQnV2Y4U74fK5lhjGqVaq1Ry+VyURhGYWy7OZby/mBYKlYdJ48QZpwpBSHCnPMH9zcME5SL5mFrV0qWsMy23TDOHCe3Um9IgDqdHkAiiEcoJQCpOE38g0BK/sTZ06+++U0Fo+vXrlRKs+1Oa+z3uEwLhkMMKIRAmLj5wnDoG5RJQIrFKgDE8zx/PGbCjMPQNk2TUiAlAkByoXSigJSCMZ4koe8rBTBOpGCcycFgRAjVBAhdSiolKSaIIiDZcNj3hhBABYSgBGvfDaXU83xvFPq+XyqVqGVJnun5FwihQlj3bwAgAHXrBgCQQnKKESUESCh0+E8S6ykoJInS8HuFDGrqmgtBACHGEEAlgJRKQQ0yEEIdc/wlQgRrW47QM3NQCYF0L4uwUiAVUunsAgSOV4clJRghPbODtQJmku/1e+p4OAUASKjxuBkOoxgQKiECQrJMADkByGGDKsAAANSipkZ/Y2gYBEGYpKmup1ODQoJNy6IGfTwCgyFRSgEhlVKST7BzFBOaGRhj07YghAnLhOQpS4WSEEBCiZN3TEK1fii4UlIiACHEersAALSsZ1mm9ppRSgGUnPMJzFxKSDAUUgEBgZRKSh07zjlLYy4ExjnbpNr/9cPkF/zYzwknqDwFFIAAAiC+N7MjgFJ8MjbFGZcyjmMhgWFAggABAAOBRAayRCmugIEw5SwTXDFsmIat5RNKjUlygJOL01EcJwiajovihHMmCUVEM1oV0DSVv6TPmCiQkxtQQp3goak2E91SASCV5EAhpCb9rRZvMcZQY/OBUtpzprQcLSFGBCAhuGlQDGHoB4N+3xv5mi6TpgmhEGNICOIiS+LMsKjgMk1SgKAQKk3TMI6AVIZl5t1c66il34gJXi6VWMYOWoeSi1KlDAE0DUMCxTPGBYcIWYZp2pYScm9/3825xXzJD8dAQYywYdFivqSgElJ6nh/GEWMizZhUgmfCsOh46EEE8xBKqUV+o1Bw8vnMMCwlOKVGr9e3bbNWq1VqZYQQz5gSEhsGQlBKBbVEDibH4PHv/1/8fK+VLM3OKKC3Fc9Sps8ZCCBCCKUGgRgAJaXiPOMq0/0VIQhibWJWnDNMEAAgSROggGs7ruPovAvLtHSDo+9qx63uA7MspQRblgkAkIxP4i/EZM5Ns18m1mqg+3UkpZRSCAUIoQpofgXgXHEphOBZnCgI5DGzE2FjIkkjZJrUti2pOGc8CVMAADUMgjE1jGKhkC8UWJaNRqN+v29ZluM4QeR74bhYKUFFlEIrKydzbuHw8Mh1897I29rYrFQqtus8/exzjl0tFCqVSiWKfMdxpBRh6I+8we7uDhfZ/PxMFEUsSb/77Vc//PwHq6UCi4dXLpyCIPun/+R/+Pmf/ezJ5SVN9cEIa83zR9L6lMAYS84NgyrOoJIYY4RInGRCAtNy0ixLGScEKyU1PElN0jqVkooSHId+pZi/f//exoOHhmNGCRuHUb5QHvtxtT4ThBkxLCmEEHySXaqEXt2jROc0UKAkFwwhGMfhc88+nS/Yf/+//YfPP3ftc5/7uYf3N1iWOY6TppllWoZppQkrlUqcs6OjNmNsb2/PdR3HsQuFfL3R8MbjXr/Ps3RhbjoMfJ7FUTBuHewYBArJBWT12cWQQcctPdzYak41n7p48Vt/9nUMYJQm3f7YLdX8IKAIWJZxdNTK54njGFEUGrZRLFekwrsH7XpjhgvY6XjV0vRwOJqZLlKcjkc9IAWGhEC6ML9CKW02m3sHe63OkWG7Tj53dNTyxp6QEmMcxkEu55q22T5qE5NUqtUw8PN2nnMRBL7vj23bJkTzsmSpVBSCE0KBUmmaYmQ6josB2tzcXFpcOjg4qFQq586du33nTrvfdd2cm3NNy0rCyPe8cqmYz+WC8bhSLkVRdHR0RA3TspzR2JcSUNOkyJiqVF3Xrtdrcern8qaQLIyjIPDyxaKQMl8o2JZTLs3nc9NZFnvD/rt3blUr+c997udGI+/Xf/03/8E/+IcvfezT79x+9/d/74uz87Nukayvre3ubq8uL1Iqx6Pe3MwcxmR37yifL8cpj6MEE0QxLhWKg2Fvb2/b98f1eqVQtBlLz184893vvtmo57q9PlC04JSlUkHsTTWqQRytnjoDBH20vVvMlwhCYTB0LCyZb+Lk3NnF1dMLqQi5jL1xZ+nE7OrJpdAf9/rd2cb07vZup9OLRmm5VFs8sbDf2hdA5PK5dqeDEH7q0lODwfCrX/napQtnDWowkS4tLfQHnal6DRG4d7CfxpntFrmwWAoFNyQ3X3nljaeuXsYY3Lp97+q1k51Oa+3e2sLCYqlQpdScmqr5wdjzBmv3Nl984YWtrUeeN+z2vGKR/PW/9kvbO5ujQX95aRaR1B93MRWzc82D/bDb9/OFkpMr3bpzb+Txd+8+TCMgOH3u6Q8JJt98/V3XcpdP5so14vuDDzx3fWvjwez03M72Qeuwv/2od+HCpXfv3q9OTX3owx8+am8KPrh+/ck4DQaDXrM5ffbMxXtrD03D/frXvpllCeNZu9168qlLtk2+8fKN5567+NJLL7x9642penl9/cH0dHP19Ol7a/eiOL53737eLZ058eTL33oVYXh06Fk2ddzK7ExtHPh3bj/4xKc+EoTBeDwuFku93ujh+s4Hnr80Gg7aHW92rrC31z53/on7a1tT9fLRYdRpHVqOU60vtY4GBrX63X6xWEyzdGF+Zn5+6jvf/u7J03WI0qefebLX61LD5YxduHhGqvSNN1+9du2pw8Oj1169t/nQP39hpuDWbt9en23Onlie+8gLz/+P/9M/+6//m7/rjcePtnd/5//4smOTv/df/T0Ewf/+v/0vmxvbly8sDduDZqPu5o1C0VIoe+fOA4z4Cy98bNAd7u8fjL3hVL06VausrW0+3Ni/8tTV2szKbnvc7vn9UdQfBY5TFJkyiQmk4lmGEHxMNUaTsGBJKWZZijGUnDGWlcvOwrKs1gyKjXarPV1rCsYRgjdvrg2HybWnz1y4dP6Nm2/cufvgF37ms+/dXNve2eWcSsxPnlm2HCuIwm6vJwWwDIuxLE1YKW9WSyWhRKlUDqJ0r3V0+anr3d5gHIS2Vfjyl75ZKJafvX5hdrouRZjP5b7+9a9funSpXC4ZttVqHZw5e5oLvnb/vUqlkMvn763d7x+MSsVSrV72/KEf+efOPxHEgWlZcZqu3dtiIgUA5XO1oA/CSBgOebCxkS/ZUcIA5q6THw19kzgGNmqlqV6vi4lcXJoNglEUBxBKxzYd2yQYYEx2dloUQ8OgjcbMaBSFUcRFcGKl4Thkb3/HNI0TS/Ohn/V7Y8cqZimmhpvPF/wwBAAdHrYVQOVSSV+jgyhK0ziJ02I5bxiUIEgojKJxoWBiqIbDsWVZywsrlcrU/v5eoZCv1ysHrZ25hSXXLVGa54JEMQ8CP02jfu9gZrZIYAoBD3wvDCK3XGBSnVhcsezC+v2d9XvbCBicgcODI86449iYYCWVVCJlKUZECmXbznAwsi3HMkzTpGmaYAx12BjCREq9LPs4og1BACDECOlFW3xsvxRccMdxpQKEGr4fZElqWYaSqlzMJWFom6ZUQgKhTYmQIASRAkAo8T2/I9IMb4D0zB0AStffAAoFIIBxkuby+e2dnalaDUBoGBaerB8rCADW7DoEAURSKi4lxBQhSJCEQOquUv+WUlHDTBnnnLt2TimVMp4yIaQaDPoEg3pjKk3jcrko+eP8veOINTgZ1cEIYULAMWMmTbNCsaiRpyzLEiFarS4ldpaqKIgLRXeqXmFZcHC4vbQ0OxqOqtUqhNi1TCE4UBBhJDgHAGKMhJBCaPsiQRAKKRkT4HEqu56fAwAjHVSnoAIaOhIx0e71lZSFQq6Qc2zLoAhJKTBEBJFjXxiCQOnQcJ37rAdPwjB8PKj3uGnD1FQKJEmMDaqDGTLO0jTZ29+Pk3hubq5SLo99r1otGQblnAMxwWMAIalhYIx5xqQUpmlapmUYVGdZcc74cdeq/YGmaWj4dqFa324NXnv9jUalUCm4q0vzJlaubUjJpQKGZSJiZUIKhbHhSIXffvvW7v4+IUYQJptb2ydPnUlTvrm1BSG9eu06AIogWCqV8oUcYxkAABGMMcqyLM0yTLFtmgCCJE2yLAMQ6AgBk1KCCcYIKCW4pvFBjBElFGKmOZ1KxzlM/HtYxy/rbhYhCJGYiNbvGzNCkCYpP9zvNRrNjY2t0dB/5733vMiXStUbtVqt1mg0EIKD4UhI0WxOSyFMy2KcCcGF4CzNmOAGpQDCXq9nUFqpVg3DQBBmjFmmGUaRUgoqlGbZ2PMsy5mdm+t1u4ZpUkxz+fzIG0ku3bwrhRwNR8QgruMijAQXpmkKKQr5wnA0xBhnSWa7duiHvX6vWq2MR2PTNATj5VI5jiMMMctSgxr7+/tBMJ6Za1Sq5ZXVFcmFTmh4bNR7f8rL/1Mu4nHKmhLvv/v4ue/v0vXLUkq1JVsvP1FKNfh0YWHBMAzf9wkhSZJozP5j26b2I5D3+0c54xqb47qufkQSJXo3BVBpO6JpGpBJzjMhBYJUZAljDBuUUqrZnKZZkFLyjAEpNeXzMfgYSGUZ5uOPblID5XJZlkolhBBQn1ekdgkjfOyv0Mo+xkAKPVOrtX5iWnYcx1EYciEQRoIrLjIIoeRSSiCBhuRwpW36UiQJz7IEEwAh1OkunPMwjElKbMu0LdM0aJompmmEYSAERwQ6rh2Gfj5XHvQGN195udicW1o64XkeAHB6drZQKCyfWF49sWKYRQhpFEXHJkkFEfB9v9frUgMTQizLCryxdnTqIU6l1A+ZoIVAyR9VyTVNk3POWAYhGHTaL3/rG1mWUWqOx8G1p5+9cOGy4zgwzaQUAEAF8fE1QQEAsiRNUlYplwFn77x9s9fp/sqv/mfFci0Tstf33rl1N85UlrFqrck5T5JIKqHnADWSSwjFOOdCaF1XYzmLxSKhKp+nV65cPnPm9Pbm9u3btwaDwdLS0qVLl3q9/qA/9MZDKeXOzq7vB/v7+5ZhlkoFIfnVa9dPnDgx3Wxub+9kjJ87f16J7M03bnjekBJkmMh27cPDvVpz8eDgYP3hw36nHw4HgT92LTtv27nl0p37D91cwXFt06RLS01CZBB4XMQgZSyzK9XpplAQYQkQ47I3GM00Znrdgyztz0xX87bNGGeJmqo3DcOwczmAUKlcDtN0MBwdtbsYQ6UU44xlfDgc0ogMRyPLtdxczrRMhCAAEmNkmqaUMgxT7fk2DFMIwXmIEBJCFnIWQjjv5prN5uzMDFDg6OhoZ3vHoNbUVFOvC5qmUymVh7ZFgIrjqNNuhf6Qc24almma3W5XQWLZNlQQIVgqFRzHEjLr9jthYhoGUlCWyqWF5aV2u6t9yLlc5vtjKdhgONzc3CBoKRiP4tCHCgCZ9HuHOzvrSeIVi6spD/NF+wMfuLYwN72/v7O19XB5abVUKo39xA9SAA3LKgIAhIj3W0eMZU6+YJpmGPn5oru0vDroj2eatRdffKHdbnW7/SSWbs55sH7XMPHl0xeEArZZ3NuHYTi2DWoYGEBBCJqaqoSRTwx89swlb9wbesXVUwvvvvv26VMrK6UTo2EfIM5YevvWRrXafrCxrqCqNmuD4dByrMWlxbfffrNWq3/6Ux/77f/5j65cns1Y9PK3br7w0hXbmbl9+x1EyXRztt6Yzxj5u//l/zr2QKloXHly9Utf+fLlK9N/++/80o0bLyOjP7do9/oblYrzy3/tVzY3N2/cuPHmzZu/8Aufu3PnQb6Q/9mf/alvf+flZrPxu7/7r8bj4BMv/fitt7cgSsNoMLdQax281x/4U9Mz7fbuSvH/puw9gyxL7/O+N554z833ds7dMz05bsQusAtgsUgkKIKkRVKyq1Qlm5JMu0R/sGyLZQsuy5ZJqSRZlmGybIsmDQYAJIywBLB5Nu/szuzspJ6ezrn75nNPfpM/vD29S5ikyPthqqvn9E19zu33/z7P83vcr/yNL7x//XY/6kBIMbRmT5Ruf3i30dsk1NhruNuN6OlPPVIfcMfHzz908fJv/9b/tb6++z/9s//iv/0n/6ZYIlI1f+8b//aZzz7BWPKNb/yum7Mty9zZ2hkZmvzwxq0rr7xVqw11Oi3XtU3T2t7ezrmGbYm93Z2rV999/9q7Fy+fu379bi6Xi+M4SVMp1PTM3PbG7v2Ve2fOzSsFn3lmjFIj5+XffvsdDq0v/vTTjKUKcSaTdq/R9YMv/NSnHc8olfOPPFmlFMy32zPH5uZPTFlOvtPqLd9fe/XKVdLfn56Z7PX8NCVf+qlnWq1W0O+vrW9MTAw39jvlivejP33DsfMPXX7CNNDXfv3/eOLJS08//ZVqsRy0vf/+1//jhYWld96+Njw02dmnr7zy+vyxE2+9ebVQdOv12sBQbWllkRj+1fei//k3/tnJ+VONg56S6LkfvDc1mscIGGZ9bW13v7FNKb11t/fmq/9PoQBGR/OVcgEqcPPDD4Xg7RZ/5923sbP40ONPPzH/2NLq3pUrb0uBlIASEqQAglAKoVP0ED5Yx0IURrHjWLZlJEkiITQd98TxqXLZWF2+DwQ4Njd3+8Ob71+70elkk1NDacLeeuNqGKef++znv/3N73/+qWeUQlffu/XVv/kVAdXtu3d6/dB1PQ745MTM8vLy2uru/Ozw3MWT/+7//ubIWPXzX/xyfWiGmg4AIUFq/tjpxqO9Y8fm0yhmDAzUhq9fez9LleAIY3ttbePgYMdxLWLgNA03Ng+KlZJpwVzeuX1n0d6AU1MT5XIZQvz6G1dzrhsl6X/4H/2dH/zgua3NbZvUOu1gf689Oj44Nz3NFd/c3ey2gYGj4aGq3+1Dkd65e9+1ge1ajYOGl3dr1YE0C4GSCEHHsSil9XpeaeVBZIaJMwYNy5SCZRkzDGBZcHll2bML5VKx72dSqDCMup2+advFQmlgYAgCrCM0cZaZNvW8MsbYtGin0+aCQYwIhf1+7/y5s489PsYytXRvrdkI67VJg2KDurZVajXauVxeAREG6cbG7uLiYhT3n/jEQznbAhJHQdck1k57/5XXbw+MeBjaBHd63SjvlQSHsUynpqZs20FACSGANjpCgTFNE1bw8svLa71ez3XMer3uupZlmkoJKSWhSB6mMO/x/P8AACAASURBVI4GPN0grcEC6IG9RirFwySxbVcClSRsbX2jmQauVyh4uYnRYcWZaztSCSbYxxrOoIJQPqD5PTAbAgAAEuqw8RgcmjwTltm2HYWxEGJtjVGKLcuqliu6QEGzSxAAUEkFAZdASqAAFABKyTGUEGhn3eHYJhEgGEqhEAaYKM45QhJjwDnnLDEMk7FYiVSwhBCihDiMfUCEINTWLcE4pFTXzkkleMZYEicUplGMAIcAOZbFWUIQdSwbSkUQciyLIy6yhGBlm9ggyKQ2AJwACRGmBClMNCjQtt0sS03T8LyCaVImZD8IAMS63AA9SKdghDLGMMaWaRqmSQnp+MGPXnjJzXsPPXwpZ5uWSTECUkoMkYEphviBBQxBII+8uI7juK6rY2k6bHn0C5IAMcYhhMVSiRDMBY+zNI7j3/3d38257vlz586cOaOAUDLFGAkhNBsGAKCjklApHYE5TDYdAmPUUZOH9s3pIUF3iBt2Ieb39ak2PjZ68sS8hZVgcZYmEkDDMgE2uQRcYSdXEgrcu7eouIT0kKlhmiYmhmlaSco5Z7lcLk2TOI1Jgi3bxBgrIVmWAimhFFAqIDEAQAmGgIQAQiAxRBgCBBWUEiNk2ybF5MF6VaoHNc76dQkBlFKYwkPJWgEFFAToz+JHDoVBCCGGEKFDsITuEMGEYACAQkE/Mg2fUhoFMed8k20yxmq1mpQyjmNNhfB9H0JYKpUoMcMwwrh/VDzmeR7nvB/09BOLwkSIxv7BnuPk9Kizv38wOjrW7/dt247jWDs2tU/bNE0t18dxXCwWhRB6KMjiBGMc9gPBuJTSMIzdnV3f9wdrdUqpYFxJhTFut9uWZSghj9pcHlzQ//7bx32bHyd3fLxq+y8fF4+O1JnJI0SNPo2PWCEfB6/8mXlPj4w6Smebtj4jCSKHwr04KmE7rGLXD8Y552mGDXoUetbwFUyB4zja9pokiW7AsG1bW+eTJJFSEkIwplIJfbFhACGhRxUW+g4/6nnHWNN+oIIAQUJoHIQJy8RhzYt6ACzhCkCEMISaRnoIjwIIKiUYZ1xIhJCpAcEPEKOaZ6q9+0dzsy6UCMI+LdFSqRTQaGpq6tix46+++po2AjHGKCHdbjeKOwMDI7Zt2bbFWJpmWZom9+8v7h/sVqtVbVX9iWleF8P8hayev8JNe5EfQJzk2tqa4zinTp0ZG5+cnZ21bZuJQ14OxkgC/SkGEYRKqUKhEIZ9zrlWS2u12rPPPjs0Mi4AfO31t298eDcMfdu2tY2TcaaUPJr34APOJ0KIYKLNGIZhRFFUrRVmZmaWl5d/8zd/06LOqVOnNjc34zi+deuWECroh0mS6EIV13Udx5GSp0mslGi3mgiCOE12t7eLhVy16MVRf3dr2zFNSmGaxshzoQCmaTuOHKjV0jjzfb9er1eLhUKpCE3n7vLa7s6WrJVNC0MlMOaE4Hq9btlWEKaNRqPTDeNUWU4h7xXTBCgEoyjycnahUIJKMMar1Wq73fV933LsOAnqg/W6aW7v7grBLMuFCARhGMVBPp9njBkGqVQqlUqlebDfDPsaB3xUO5tlrFIpZxlPE4YQKhQ8KWWj0QAA2IYJAPD9fpZlvV6fkIbjegRbSZKkGSM0NQhCCGCIlRKOY1uWCSFMkizn5cIosRzXMO0giKIo2thYM01aq1d9309SPD4+OjUzubm5jhCZnZ1tNBp7uwf9vl8uFgoFj6V5y8TFQq5c8gwKyiVk27hctislp1gwAUgwgZPTE1CpMAkt2zRNc2FhYWh0bHt3t9nqu7kKpSZjDCFl2SZQUnIoAHRzBUrMXq+3vLR4+dL5fr9369atXq9vmbnp3GSx5IVhf3d7c2xyBiIFpOApBwY1KG21mizuycx87PHz9YHh3Z1GsZI7e3a02dr98Y9fE5xXKqX33n3Xc13X9kbGqmdOn//Od1+emMmfP3/+0ccfefXVVz/88EY+lzdNurqx/vTTpzjPokgOjeQwJrZt/42v/vzGxsb6+sbduwuV6vjP/uyjL77w9v5e9vzzd578VO3suflWe682UEyZPzM7NTY6s3x/9w//6Pc/vHHLcRzbstbX192c8YlPXP7Bc995553l3/iN//Jf/8tvuA748pd+9pd/6T8/ebJy4uR5iJgfAS9P+v2+BKBaLWaJH/iNv/mLXz42N//BjVt3bt3t+MuXHyk+9sjjG+trk9NjA/XCjZtvnz977P3rV5hoD43kR8ZKn3r6xNra1t17G9gAr73x9tz0oONaFy6cn5mZunnz9te+9t/FEbh+DTz8cGBZVqVSCSM/SRIIU8exCSG9Xg9j4veCOAbLy6utTp9Sw7Lsgfpg6KciAWEYOjk3CAJi0OW11Vdff3N2durYsWPrm2saQfbCy7eiEJy7KK5fu2HZtFQrSAVyhXy/3+dSCsEgQvOn5ncbzZ2d5vrG7vvv7/AMeN4Ln/jEE47tvPTiy8fnphG0CHaGB0tra1tvvfGBFFAw4/kfvbe/66+sLFE6YJv1d9+59uILr5w9czGXKwMAXnrxlbGJ6vLq2ttvv/3II5cO9ndLpcKZM+DDG8s3byxfPHfizJkzUL5/4uRMq7mNsGh39gcGq3fvbnQ6YHwMPf7Yw57nXb/2Xj6f+9KXvjQ7N/3mW2/vNXvXby5/+1vfpmaeCVosD1mYZkgRiIFSCFKFIUBKd7ce1nABVcq7vt9LA2YQhAyj1w8W7i4XPZIlcRIKIPHa6kYUZZYF+v2+6xa2d/b2D7qNg263m9344HY/DEolTwiYcd5t9Rut5tDoCCHUcfLHjs0bxGZxdO39GydPHDMss1yqb+7eBXE2PjK+32wpBUZHR4GQ6+vr88fmAj8dHZm2zDxG5vUPbrQ6B2trreGRgYmp0WYLra5v7ja2skjVSsOQgDBRQ6Mjs7PTd+8tJDEwqJwan9vZPLj+/lbzANg0cC1veqJYH6r0ou7y2qLI1Lmzw56XQwAN1spba/ucxSNztUp1sNls9PsB50aahQiCvFfS0odpmqMjI61WC0GSZnGaJhCnjBk5z63XB/N5d21lQ68ZfL9pGQXL9hoHOxVicq4gwIQYQgiMKcYyy7hSyrbtgul4Hut1m0E/LpY8p+gBgBAkUmZxzAVn4+PVnOP2/JZJXdMBN2/eTGMwMXnScXKVSg114NraRrOBw6BFoZyenjYtz7JAsVAxqNtq9cKIzc3MFwtVJZQGR3OWCcEIQYRihAmEMAgi13bb7Y7vd13XrVRKlWqJYiwVF0IQAiWQR+uKw4YxgI/w1x/bhieAAMuiCiAusiQJotgX0iXYxlgpIAnVeQusGWqHy2WlEMGHHcUP4GlIaU+oEELIw7UBZlLo7XJdLHYEP1eSKymAFFAJveIEmmSJEKEmgBgDpaQEh8IWOsKt6bCTJmcIISyAhFCNVltIVqkMFot5qKTjWBhjKYSSEACIICIYm6bJeKaYNCzTyTlIQqY4zxhLmVvIpWFiew6GOFFqc2uHM57wRClAKKpXyxkz663KxbPnpZS2bRvYkjKTimOITMtCOh9ECQKQC04otU2LGFRJmSQMYEQRRpQYlFJMFIJZnECMqGEgBbiSBKKOH77+2usmRpOjI6PDQ5ZJpOJhGFKEEcLoME0DgVIQHL5Xhy3kUj7A9ljwY83jAigpAELI9XJxHGeM53KObus1LcswDEJInKRKMiEg0NhRpImVSCoN6ZNKSc4lYxnStBgldRshQpgxJqXIMiYEp9SwLEsBEfZ7BtHJQBQEAccKQ8mV1LknKUDGpYCY9xFENImjNEsMw8AIACWFYA9GOKGUMgyaJCHjacaIZVOMiZBKSKbdm0gdjiZQSQx1QSKiBJsGwRgTiBBEuk1Oz65SKgmgguAnCpn14llXqekvMPpzRhQdyEqSxPf9ZrPZanb6QQAo0ZDMLMtM09QFzpzzOIt939cczk6nUywW9TysZ1oNYsmyTK/Y0zTVjED9oIZhQHDYhqe1aD3R1Wo1PQVowOYRWsa2bd3c0Ol0bNtGCJVKJc55Ekaad4oATJLEcZxmo4EQGhkZ8TwvDiPbtrnI/KCTz+c0AEZj7TWf86847P0lzdtHXxzNCkevSP/vkWp3lMXTg+tRzaDW7Y6wNEcs2Y/mvTSNKaUaOsx59oAYi5XCSikFhRCCcykkE4I9ELIgQghgRDFEQDLGEYIYAEwIwMQwDD3Xabfukbao3xf9sxhjAqGCQAClu8UgUhBIqElHQCKlv0YQIIw+momlkHESYoy1hVoIISHAkmZcKgkxJghSCGEmgNLBX0IUECqVh9cilHpTRz+HNE0bjYaeTnXZjj59e10fERzHsZcrnjhxamhwNI7jwcHBZqNFCHnssceE4Ht7e61O4HkFKdn+/s7O7pa+RhqNxsHBgRBCQ2b1EPsTfes/gcP5S6rY/9yTBiGEINIKb6FQuHz58j/4B78aBNF+o7W9vZdkGaaGlAJj46PqTKCORGEIlH7tvU53YWHhzsJ9atnXr3/Y6XQ8r8jlYSeHTjPr3nbdn6pt2hhjggnGQAhRqVT04O04ju/7CIHlvfVSteLmPWIapmmWS1UNoTIMo9fzpVSmYydh4HdalmGblAiWZUlsW8Sy6UFjd315afHe3bHhAYMY/X7v4ODA9Ipzc3OVTtjrhgf7+8VCwbIszvnGxoaAuFwuGQbttPZdZlo2kZLbTs51bYSwEJGCpF4fzBjs9BIgQblcbTQahUJhYryytrrY73XGRydinCzcXdnb2xscHhoeGcQYFwp5ztn46Ag1jE6vS9PUNq0jWJGBEVKSMwaA5DzLMk4pJYTk80XTNMvlMmcqCIIwDAmh2qZrmlQTBTjnhBjFQnl0ZPyg0QoCP+fmy4U8wrjXayjJEKEIIduxoVIQAsMgrut6Xmq7OcMyhRAASMMwoij0fZ8QwljW6/V6vX6lUgv60dbmzujo6OxsMUshUJxnsQLMyzuVah4CZhgKYxmFrWKeDA3kDJLcX/xAEtN2nSyO+n7XNmmcJrvtfWrZvt9P4qRYooZhMC4llEIChKlp50zHNjGEEBiGmSZsY3Nza2t9a2OjUq7kbGttfSXjERPZ9k5vcGS034sMk3qORyhKwj5LYsuyjh+fP3vmwsF+++at65V64dix6Z2D9XKlGgTZ5Yfm337z9uVLj/jdsOSOFfKVCxdml1aXslRSYi/euw8AHBoaWl9fv/7+nUsXTjf3W4ynFy9emJqduHn7DjWtVqtdHxhafef697//1vFjxz75yccts3Dl1SvHjp1st4JcrlOvD3TaXYM6UkAEcRj0G42m67pBkFiWefzErGGp23eu7eyC7373O4MDxtjozNLK9tTU0FOfepYa6Hvf/3avt3vy3DCxkOfllleW2p1Or++PjD2ViU6xCD/xiVOPP37yW9/61sLSmxTbM3OP/eB737x52+e8cfb0vB/slavlr//WP//Zn/vl5557fmAkb7nOS8+/++lPP1Uq53M5J1/IDQ8P72w37txefvbzA5aZM02jWMzX6uXtnTWM0alTp8rlYqfbKhQKcZyODBcr5QEJYJpwzuKhITvvlY2ioRSKkuS1N16fnptNUzY8MhynycLiPQllwtLxqcnPIHTtvdvPv/CSkKxYdGaPzVRrJSlFtTYYJ5txklXrtWaj/eSTn5BAXXn1zYHBqd3t/c2tzTfffOOpT30GY/LB9RUpwZNPVouFQb+7fOfmXYOCf/hrv/rW268///z1jIGpqf7tW3ffeeed5eWk13vzmc9+dnJquOfv/+zDz7759uJzzz33xhuvbe1sWpbzuc999urbH/h+SCleXrw/MzV98szx537w4dvv7Z05Mz47N9Vu7Y0MmbMzp2bnTq0srx40O12/Mz41gony8s741PSXf/rn/pf//RuvvXEjTTJaARRBgBDWURqpFAJKu+Ue7LiBo4U4kAhRBYHf7d67ezBcKzzy6KVSodo4aK2u7p89Ozs7O3tw0N7ba4dBsrIM9na7IzUSBFGasanJGcFls9G2bRfjXq/dw4jcvHGLEGRZTuxHwDRyOYcaBgC41WwHcWyZuWqpLBibmhhv7jejoI8xFRyOj80MD40Fob+9s8OZnJoqDgwMFEv5OWMmZd3tvR0/AjkndjyMCSkUi1Lhdqs/Ozl5/fpa0Y3/6Pd/MFAtQN7DwJwan1lbXVtbXQ2ijt9hY1PeyEDNdd0gCI7NzqWBaO736tXS1PRMmmbb2xtJEjMeI6Ac23AdM01Tx7VrtWocR1kqpORpGlMDYIyLxTLCimBYKJSKXsk0co7jG9S2HQchgjHt+1GUJIZhYowRwrVaHWHU7bV3d3f393czliAoIVSFYl4pyJgIw/hgvzU8NAoU7fsREKjXDQslj6tuo7FPSS6OQ9eunD59em9vx++111bv9/1mtVgYGVYDtdGHHyrWh4ZHRyZMYy+w45xbVAqYpskZi6N+liUQCS4Q4tgwbIKxYJk0TcGyJAqDwE+zRHKWSSYlV1wIoRTgR8ssvaWMEDmc99TH/lhjyDgzAcbEoBRKmSAsqIEMA3EeJ3EAAZdSKokx1WsthRDAhBwGp5RCEjzoTwcIQkoQQMaDyAaEENu2nSQJF8wyzIGBmmVZnpvDEBGCMAQEAQwPIXdCAogpNS2AMJBCcoahUg+0MQCxUgBjwqQAANiWkzGGCFUK3l9ZZml47sypSqUMlEAIQAjVA2QpQRQjZJqmEExyZZiGZZtQIaG4FFJw6RVyURCbtgEgDhi/fvNWHCRxIDgXkhHXdUvU3t/2pifHCcIIEYqoUoxJRhCihgEgJAhBjIGUCgAuhOScCQ6U8nIOQIfASyUFE1wCpaQkxEBApkmSZKlBKE/TuNcDjgVZxtMwzAAAkmeZgghCpJN0el2MINB/piGEenA4WhkfGjIP83aHMkIU+0EYAQCLqJgmGWOp4EwKwRjrdrsmFUoeYl0gVAggQqiUHCmke54QwAoIlgkAJYQKAQyRQpraj5RlmRlTnGWEuBrWYlBqEJpzXIPqI5EFiVIKEcykJq8iAhEkyLYt06SYICKJDiUCKBECECndbYgwEEBkIhOCKYUBlLphHkNIECAIQAgFgkoBSDDG2DSpbVBCCIKQIAy0x1AqJZWUXEAJ0E8qE3pGEEKgB4KTlOoBsebINQ845xAhy7JyObdUKmFEtxqNIM0QwqZpe543NTWTz+c5z7SQ4Pe75XI5juPd3d1CoZDL5bS2kcvldJd6LpdLkkT36VUqFdu2KUUQAsuyAECMMSGExslSSqGUU+NjtkG1UqdHsiMt1ySYIhj0bH0AgUAB5dimbRm6GoAhoCQnEGRx1Gwe+H631+1WKhXLMhqNhmEQ3eCihaK/YhTrJ7yaf5bM/+dgVPX5eaT7HSlt+uzV3JojgVqvsY8AVPoArS1TSj+a9w7ZRFIkCeMZ15hdgxiHPFx52NimlCIGJZrGqYTrusVSAUHIWKakpJTqPm8IQJrEcRQlcUwINijBGIdBkFFiWRYlBCGKEIYAUEoNgx4W4OgmdoR0PBcCAPVgKjnPgFRSc3kVAEpI13YQxgQTCYGesKUChiBRnHLGIAQIISmRhhZDCBEGhmEcNkYqdMTm0g0hvu9rw6t+XwAAURIbhqGgEkLs7e6GYRwGSa02kM/ny6WK/hFCSRCECMB262Bp6b5pme1Wy7ItpYRBsWWYjmU5tq2HWyHYYeD5AR7z40rrX5fJo08vSolmFjUaHe0NaLW7WlM1bdsrFHu9rpRS4zsVBHrjMI5jhABAsFgsFovFsB/obxbKlUNIruP4QaKbiJR2ZkOl5z2EMaVKn1tAAaV4FEWU5gqFAgBgaWlpbmb20UcfNaxcu9VaXlvd3d4pVyoAYi/nKQjLpmG7Ti6XzxcKPI1VGm5urO/vbSolM5aVy6XG7tbmSthttQhSSRRYRJnU2G22a1aNYiOfp08//fT+9s7inVuNoCd4yjg3XG9jfYMYoFYvcZaMjw9bBoqTUAoehjEC2PdDIQzLKQgeAwB93wcA1AcH4jTMOHPsnGGaS8srw0NjAGLPc/2+//7164NDA07O9rxcFEdBv0sIqVbLQRiYlMZRdNTRads2hNBxIEK42+0xJjGiB/stSswwTPf3W0ks9GaqlCKKwlwup4RqNXvVarXX6yNEbMszDBtBU3f4Iqg4zzCGlmXGYQgRwJj0ep0w7Pf6fdfzIECWZUxNT+zv7UklT506HQT+9s7WvYWl4eHhkfHRbtdPU1atlhybrK9tNg/2Ou1GFHT29zZffPEHECnXpZx1fvd3/tf7K8tR1BmdnP5wcbPTQ2kWh90ehhAqcPrM6bHRCdNy+/20NjCcpjxhaZCkCU8JgpQQ0yDUooMD5ZxjPP30Uyfmp8Owt7hw13HspaWNfuhX60VsOFEc3717a2R4ihDEeZomPOdasFwyKOp0oldeubqwdCfL4iCJy5Xr4xMDpcqoQev/8l/8ztnTx4Ryt7Z3J0bmqrUhx13z8sH62t6/+M1/02p3P/3pxyfGJ9qt/omT85PTc9X6EMsSLtHLL78bRt2x0bmtrfaHN65cuPjwY49V1la3q2V3f69ZrYzc+mD7ymtLjz42uLffGRqmp06dfPHH70+Mz02MT+/tvfvQQzXHsRGCaRp8+OHCP/y1X7169ZrnVianpn/mp3/eMnO12tgPf/ia69phgC9dfmrquFOqWIZpLt6/Nz9/nBhk4faNtbXVubljQdDHGE9ODV44f7Hbjjud9hNPPjE9u1MuoVZrb/7EdKvZHxysr6wtPPaJC4zLXtB3rVx9oGbbhgL8jTde63b6rmufOXMq55bWVjeHhsYbjf2p6XHbxTc+eKdU8QqFnOvkJi5NHjQaB/tt2/KoaXe7vXar++6715qNVs7NFwrlMAgTJpOEL9zbnJwcqw/UM5aura1+8pNPGha9fWfj+Pz58fGp5/70R4LTa+8vQigZzyqVO6VScWR4rNs5uHXzDkTqM888eeHCmevXbz366CMvvvD6+vruD3/44yefeKpUKGxvb3U6jaAffuVnvlSrlkZGh9c3Vp959mHHyzY21qenJ70CP39pfGau1Gx2o2wJkv2pGW9ne+Fv/fKTL796de74ZDk/tLW9ff39m57nlvKekiCMWkmGr157bXi80O+r0YliP9wdnyjZllcpO0ncVSr9zGcf73a7f/TNN06dqJ87f6Lb3bTd4V/5u78yNf7qd777/Pb6arkYS44xoJwJIBUADABdd6YEkEApBSUXwrQopiSUUkoBgYiFfOf+UrcVXLp4TLq03QEra5sjo/Ug7C4trQ4NDv4HPzfU9+PFO4sYgMmxyXMXzi2trnZ7HcexR0dH0jT1PM9z3du375gGhRycPXnqypUrU3OzrVarWi5Zia1EdmL+dKNxgCE2USWYm1Ai7gcMAOW4tmGYJ0+dSlh48tQxx3E/uP5hnPQKpaqEEMHOifnzQT++du3aCy+8ViiU+v0gjbPjx8b3dnuu6ZjY+qVf+OzCwtL1a29laVaqekix4QE6Mz6yv7VBCI2iqGC7NoUTo+U0yTY3tzmTSZKagLi5HAIyCAIyUjcMw3GcLEvjODIMC0DdzyTjOMXIwBhEUWBZbuOgi1E0Njrh9+I33rhWr1aVQgY1yk4uDOLGQUsIYfT6c8fnqoQgiG3HxBglUWRahmXhVmtveJDqPdax8REISL/vF4omMbyr77/ZC3bqA7WhwaFGY69vxOVqjVCsgCDUOHPm/NjIiGPbBNMKoWGcdlohEEa5lOdM+L3AMihEyrKJZVmEAggVF0qjwNMUcZZynlKKCgWvWPRyngOB1HIGRApAoWF5GmQBIAKacQh0YENzFqFCgHFJTVMpxFgGgKxVy2MjwyNDA5ViIQlDL+coBQEkhFCplOBcKkUo0Q1v6si4BRQAgILDlfPheKIgAIAQA29gwVitXj179kw+nycQ6bAfAhKAww4oBZQCSCkgAAIQ6wQX0vfxoJhXKQUR4kJBCIlB4zihhqEU3N7egFAM1CtuzlFSJElkUKrpnlrYRAAgIAlBiGCpRBoFQEIJBIJIcJklMI1CKSlCJGS80TxAgCJEFRAZS1zbLBVslsaAZRAbSRoh0wFUKMGYAEKkun4QYaykJA/YeEopQilUTEkAFZAKPBBcFYYwi1OWIZExwTnEAAlWLeRNkxIpiBRJGlu25RhU1yIcdW0giIESSnHGGQRISq5UZtsWROABFVUqeVja/kBplZaFSuUqpcbu3k6x4EVhwDmzLQsBlfdyaZpoj68QEgJAMFAIIwWUfnlauUWHHHuMAYRISsFFhgF2HJNQO0kSIbPWQbfvd1aX7gfdwpkTs6ZpEgxZEkCEAYIIISCB/h0aBgYQO5aBoQr6vhDKMgmGinOBEbBNijHgLMEGwgRIxaI4UIAZlFomkZwjoEyCbIMQBAk0pZQazWhQTDBAUCL1oK9L6j2xI0DgT7L6tb6n1/sP1rFIQQ0K0u5nBABECGF0aJrLsiRjiVIKQaykEkIyxqMoghAGgS+l9HIuy7JetxsGAUvTVrPZbbWFUkpIqWTGMsuwqGmwLGMZ64dB0PMhBqZJCcaYEp4xKQE1aJZyy7YE4/t7u9fefy9LUwWAYRhZmnIhKKGGaXDOOeMZZ5ZBO+0WAMDvdjFGYXhIExWM6eEqS1MFpFQCEwQRvL9037bNfMHTfi49TT0YoP56I9//X9/T93CkDB35No/0Qy3R6+9rjqjuiHcch1KqEfFHpsijf39S3ysUCtozoIFF+qoTXJ/zEqlDJyihxLQpRVA3F7k5u1Qq8Yz1+32stbIklZxbloUhTJMkiSOEUJZyoaPHEGRpmsvltNTIeUYI0nFB/bFFCRGa/v/gRNTPIE0TbTe1LItaJsZYCpWyLI4jjLFpm0oRKSXETpJkWcQB4ABDhE0JgRYYMUWmaZiWgxDimdJ5WS27AQBYlnmeZ5pmGIa6IA/fXwAAIABJREFUWpExBgCsDdTyXrnV7HpeASG0t7d3/PgJKRRjbGxsbHtnGyHY6TQH6vVupxVFMePpE088cfr0yStXruzvbXc77W674+ZczcY5mveO5M1/r9T7F91yuZzv+34cSSlN00zTQ4O4binRlgBimIeoKO1KV1I+2JzkXCgl0zT1fT8MQ8uymAD5fF67bSFJGGOOi5VSLOMKSIQARkDn95SCD0wRgnNWKpW63VYYhgjbk5OTs7Ozu/t777x77ZOf+pSXz6+urfXDYL/ZWNvYzOfztuNAiFKWcSUVBAjBWrUEINs/ONje2ez1Dsr5vO/38p5dLLgbKysjA7VLly6t7+2sbR3EcfzylbeiKMnZTpIkF07PEyglUK1+8Ma7N7/4xadzrnnr9gcIKgTB/t4uY8xxClMzJ/cPOlEsXSvnuTAIs8GhobWN1a3dHZF2IVAj46MjgyO3btzr9RaEEHPzTw4MVK5ef7fbbQUR3tnZy7KUEJzLFUyLUgNHcezYlpfz3Fyu0WgY5JAnJoQEAHq5/MjIiON4qyvrWcZKpcr8/Dylxt27EcYoScPh4aGc4zWb7VKpJCVoNNtRnNo2pNRIozTLMghTkWSGSYueZ1CkXQqM81Kp0PH7lBLP8zrtdqVSHhsbBQBwxS3Lnpk5xjhfWFigZufihUcoxcvLq4zx6ZnJYsE6OLCKect2iFLZyODg0IArZTA4VK9UT62srBx0mmPjgxMTM3dv31yLAsVF3w+KpYJhUQAUJgATIOIkTgKvmE+imLNUpkxwBCRuNmVkkVq19MorL9xfXDQouHTp0vlzp/phHxlgYKg6Nzf3rT/+3sbGWt4t5txct9uNkwgAZVn27l7n7sJapV7tdpNOT1KCP7i+/fjjF+7ePRgdOQVh/hu/95zreEmYf+yRL7z80jtrKwebGwfPPvuZTz35mSSNtrdaTz7xmSSM7ty5k3J15+b9O/f2nv3s5V/8xb+dpbyQH91c7+7tBYJhxc3XrrwzO3Pi/LlHnn/+tb/7d35h8f7t0WHr7Ln5p5765NbWztL9lTDgJs0+/fQz3/ve//vMF36Kp93R0ZGbN28cPz7/3e/86OSJCxDhl1568Y//5MVup08N0PXBidMTr77ypgThxcuXHnrosbv3bu/t7ZZr1fOnLg2Njly79sHFcw9nMV5a3Png2uIXv/iFixdOvPTKD7KkNT42JoSYGJ83qLuytvf+ezef/ORTz7/42lBt9N69BQglRGpzc7NWG9jdbZSLw2nC9/cbhKLzF06vri7fvHX7l3/py6VqcW9vr9FoujlvcHDEdfNxlHT8XpbK/b1mxtnc3PFuJ3jh+esHB+CRRwbu3l0aGBrL56vdTjR3fLZcHtjda337T76fxEBx+IUvDA/URpdX7l99t33qVMlxbcHSl198LQjA7Ez9/v2Dyw9N319cxwT0uuErL7w8PV1UMjaoubGxPv74o9RQ1z5YGZ+s1Qbsg8bdN69+8/Lly3/y3R8++eSTcbp+/uLo2HitMpBFsYfxyMHBnp0jJ+cnLdOW3P4nv/5fffuPn/vgxu2Mi6FaeX9vPWPRV37qi9ubK3Gyly+7k9ODU5ND77xz5ZlnPtNpttut4P7STYjsmenjtuN98uknbtz67bffXb+3uBmEkomXt3f9z3/xsX/8j/7R1772T2sVDyMDQ6K4UFJRqKCSCgghpVBSKSkhwBhGSdyPQgKE4ZiOZVMeqyLvtjdd91TjYO/S5fzk5Pja+uJAfeT8+Znbt5aW7m9bJoZS3l3YO3nmxOlT89/57nc+/+XPtTqdu/cWypWc7/c++5kn64OFna3tfrv/v/3b5yo1UKm3kqg3OFhqtlvNxubSIhEi63V7FJMsba+3dgYGJqq1vDZKSJAODQ05tlfIVyYnjrc7+2++dSVhbGJ8Mknw/l6/Vp0QQmxtHYyOjhIY9v3ozKn5paUljPEf/MG3x8drk5OV1dX1LGmHIZ+ouhaBnmWnTFS88vrK5sz0/PjI7PLKmuBgYGCw57cNEw0MVCHge3vb3a6/trZlOyiN42az5Xl50zQMw2h34qDfH6j3C0W324mmJqawbG5v7xby0radEycmeYY5E36vVasP6pWkZVEBxM0P7wAo8/lcqVTe3d2l2EwTJnKwWhmWErRabYRBo7mFEABQ3Lh1nfHo5Jmh9Y3g2LGJsM8rFTuK+e1b1/KFQpZFx47PZGkkgaSGCSSEwOIpx5adz7mCA6jgQK3YbjVyngksCGRKKCQESQUVoAgSKSVPuW1b9XqtXi9XygXHsZRgCOn1loJAfcx9o7ULeZSH+YiaBhAXElOScoEgAQCZhp13c8V8yTLNOAgYE5xzy3Ih1ExDoHOjBEKp46MIHWHvCURH1ccKQYRIxphpGpZpEIyEYIJnuuVdj6YYKAQP6dy6DU9ImTEJMKUYYYq50uVWih8u3gHGWJsYJTAYSyjFnAnOUqUYpZDzWHKRJhFBDkboMIwkpZIq49wwDESh5IJn2eEmNUJSciAMpbiBLct1sjRFGJjUVAwlccqzzKCYMxb4vuDcRIQlcQaQRameAQiBBBO9KtVeMISQYdAjUJ/O7B0SyJVCABiGyaPUojagGMVxmoT9rh/53bWDvcFa8XOff8YyMIEqTRNdD6fkIXJG7+/oHApCCACYZRJjzfHPPhZ2AhIIyyQIGYTQXhCwLN7Z3X733bf8Xueg0Q7DwDSptiBmWUoIgQgDJSFCUnB0SBk8KieDlJKjLJ923JmmkaZpksRKKUqJbVutdi/yezyLkfT08GISIrEBoUQYEWIoKBFGCFPbMdNMSp51Go39ZktIoICVxEGaCMkygxBCoBCcUERMqIRMkhBBbhLPNs1McQKQSbFJMcUEAcA51/MkUkAyLh5MdzrhdrhA1e2GGB3VdB/O3lIe2dU+WrUqpOk+RxKfPkApoYBQSh4218uPtKwoihhLe92uUiLvOcW8Z9um5zojw0NZlgGFTIsqCZvNht/vDQ2OCMmEkOVSJUkjBEmchEJkWqrxhc+VcG0bqmiwXocQjo6OZCnXp5Pn5VqtNheZ63j5Qo5l3DBMLrK8V9za2rQdK0t5qVwI+lGn05qamOj1+pZlBEFYKpV9v2uaNqW4Vcz3/K5h0oGBWqFQ0AnDv6477y8iuKg/eztKqx2hTI54LYfXNee6e7DT6eTzec1rwRjrGonDWku9+P8JXkuaxVJKyzYIIWE/ylJh27blmnGcsIwrLhjLIIRYQWpCgYhCsFD0JBcba+tSCo33gUqYFCsEkyQSgiklSqVCoVDY39+XUsZxok/3fr+nVXW9rxCFfcuyHMtkjIVhX+kMqG6HA5BgSLDhWNbRxg8QkpqmxAoiQDASUrIsYZnIOLMcl2BiuQZCFCHEBZRSSgiUUjxjgrEkAQghDA2EkJaktFBmWZaUUqc5dZBPKokhieM4CvcK+bL2fNbrg2tra3GUlMvllZWVJE2GBocAQPsHu45r5Tx3eHhwbGzEcSzG0izL8vm8m3O0bqOVwzRN8YOeDf27OYr2Hplxtcm41+tpn7HOOh49PcMwtKGfUooh8Dyvk8QAAB0tc103CJv6VMiyzLZtxrIk40opiIlUUghBMeGc5/OeLjDRW1Ce52kfcy6Xg4Q4zqHoqoBG9WhGL8gYk/LQ00gIwRhGUTQ+Ps45N03j7t27gd8fmxgdHBjc3t5+/PHH8/n8e++91+/3z5w+qy2+5XJFA7G8fP5gs7Gzu7W5tSGBGhioJUksBN/f3wPV6szM1PGZ6aQfvvH6W24xPzsz+4d/8M2Z2RMGdRbu3Dp9fPbevbuD9cro2Fg3CB66fCKKgjTxTWrcv3cPIXV8fq7X6x0cdPQudT/wte27VCptbW0Vi3nHBhiYzYOdtbW1u7dvD48Mm4a7s7Nz48b1s+fPVKtVyyJCcsGyQsGLoohnCUGqXC6ploqiKI5j0zSHBgb1vN3v9/v9UGdWV1ZWAMCmYcdxLITc3NysVWuU4mqtTCDKF3JxmJgm9fvdM6fPRXGSK5bDMOz1OgrKlZXtapWaiLTafhrF42MjQrA0ywgx+kEvjmMAoWmao6MjaRojBMIw7Efh/Pz89NQsMejQ0AiTghDD93u5XN40Ddu1UJcEQT/N4iIqnj59yrHpxYvnpWRh0Nve3UqzpNHcXdhYHBwaPHv2tGtbi3cXxidGEQRrK8tRHJZKtf29rdNnzrmevdc8sEtuvy+zOInigGK30ejv7255OWtooGiZcGxkKJdz4zisVEsr60v3lxeGh4f/3n/yK//Nf/21Qq60u7vreZ5JMAJQCIWgOTN9QijVs1KH02vXOhcvj/3ar31tZfX+b339Xz/7zE87ZvGVl161qP+v/tX/uX+wz1KytxsrRq5fvT0zMzk7P7e9vb2xsQ4AeO/9G912J0lBnKq33v7g5MnTb751fWe3YxrskYc/YdLiyROX3nrz3a/89Fd/7he+uri48DNfferWnWvf/vYfvvjSDxHCgwPjxXztn/4P/2N9oPryS1fufrhADdFs7Y2Pz95fXJISXLx4cWZq/tf/8dcAEqYDohjMzoMo7YZxJGRiGs5rV95aX1+/eXP5wqV561x+dfmDP/3THyNV/vIX/tZ3v/8DztYoLrz4/BuIOGncNkhhc3fzvXcWx0YnxydPvvDjq1de/edDoyOLt98MfDY7N+T32yMjQ4xljuO0Wq1eLygU3Z7feu6573/u2c8cn59M0kjKfKFQWFle8/0+xkaWstHRcdI4AAoRYpYq5YH60He+84OJidroqLh+bR9CcO78o4ZhXLny2ur6+ujoCACg1wWzM4MWrV6/dqfXa4d9PjtT7fvp/PHjm5ubnlshKN5cb37m6U99+aee/eDmlaXlxWajMzNTsky3Xhvxu/1OpzEyWqdmRs0UkeTOwnvnL0w//NjPxHH88KNnr77/2vHjx0+envl3v/Pb5XLh4qWzlUppfeuDy4/M+u3G3YXbljFmm0MD9VGZLaYxu/PhogD9Zz/3RLnk1OpFKQ8mJocGR6rf+d7zZ08PpWnYah30Ov3l5capM9N37n544uTZyamxv/f3f+b3f+9Fyc1TJwdX1ze7Pb9arDUbjb/9y7+0u7uLATQMi2eMs9QQAAHtsFASKq2lJEkigHrxpRdN0/zsZ5+amZ4cqjlQZS++9MPXX3txeLRsGXBrc3liYmJqcsy2ShOjExAYu7uNLIyBEucunPzhj75Xq3vrG0sHzaZUac4tHhz0pIyAyjqtvYHq4OkzeO74MaHUzVvXFAZT01Pr6/fW1hYuX76MMSNYjY1Wx8cnVzb2k6yzsLDo94ILly5RSkdHx/b29pjgly5+YnlpY3hstO/H3/qjl70cdBxHSjkzM338+PFep9Vo7DdbB1xkC4uNRx+d/Pmf/2rQ6z7/wo/a7dbUbH17e2d7ax0T6uaKUNJ8ubCyuDEwNE6w6/u+5VhjY2OGiShFfq+jpNrZ2bEsZBpWo9GilBbypYNGL44zloG8BxYW7mOMZmam7t1bLuQK9drA9vZ2tTK0sbHm2KVSuQ4haDQauVxeZ0TzbjGMtmvVuuNaBwcNCIngiFKaxBwotruzceHi2VzOXrj7QcaiciWnZKpAZrnFgXqu3dmrVyeMhNxZuLOzfTAwMGBYdH2zl4TB9ubm9PRMvTLkuE7eKykOud4TVyrsR5r1TSmClAIohGQsE7ZFsyxBAAjBOUs5S9M0dl2XJYlpkCSJlFKmYWFIHjSGHzpxjtZbkquPVrEIaPMqkyqJU6hQ3s3bttdu+c7wYLlc63W6hkFdx9amTWxSCCFEUJcvCaUE+wgTohd9hB4mZRTExWK+2+0WCp7vd1kS2wYt5Nx+vw8UtiiGQArBMESEYt2EjhUhFEqIEIBScgQV1pxyBfUqCCEUp5nk3LSoa5u6vo8zliXp7Vu3pqcnPdfJ5xx1GMrCQEFtBYIAKSUY07Q8qBcAQgjTpEIw17WTJKKWkWWZZVm9ju/ZRSmlYdmtVosgube39/Wvf/0/+/v/6eTkZOOglSQJpkCvPY5iYJoZcYTo02+wEIfVzfrhOOfNZs/zvDgOdXWeYZDGbnNjfQshcOfOnS984VnDwAopCxmMMaAkpfQBXwfr+nKtFRKCCgWPcw4hIIQeLcCUEkApjADEwDCoY9mO6yoF8zmv221jaHuOnUbh0EAtDNq2WTxKNmlfzKENWHzUK3ZUm/zxCJbjOFpfoZQ2m804jrM0HqiWZ6YmEIRBEAScK8ARgoetj5xzqaSCXO4yJpQSpXIxE5xSs1yur21sb2ztYUqGh0bSKDQMLLlQBBuECCX1orFYLIQ+Cv1+liUIKGLblGLOMyA1bBVhjBE+NJ3JQ/lAHE5tEH/8yX+8HFxKqWlGms2BENAxoyPPJFAQAKXROIVCwXHc1e0DFqWSZ5Zl1WpV13aogZGS7U7ToBhKSTESGZNSGBhRahKClIIUwyyOsiRCCGCIuu2mUgIABKHiLDUMyrNUCSYYC/u+4zjdVvOosE1fsIHf4VwIwaJ+0DxQGBNCqFJiR21JKXodCQBqNXalBBCoewt3ECQQKQhQp9MmBEGIsywJgrBaLROCut2u67q+72viiw7OHfaQfyyxdXQOfPybH3f2HY7KUB0ddnTwkXvzL5kn0zQlhIyOjurPKNu2hRDaLqFLJo/YLVLKj+Y9fYHpe8QYK3KoAxJMiE2hPLwssQENk+i6Q+0n1PkujDHFWHclKqUIwvrhgyDIsiyKYtd1qtVKlmW6AFGfgqZJOcs+Hkn8+JvycXureHDxAACQRCxJpVKZ4FJKjKFlWZYFpAASgADoknQGIVQSIUKA3leDCuOjyj6gI6FHb/0RHgYhZNu2aZoZTy3PBggEUWJbGSEGISSfz/t+0O/38/l8HMerqytZlkZhrJTq9XzDMMPQ3dxc39raaDabhUJBj5GGYdiW9Vcc9PVQfmhdwFgppaXUo5Yb3SlpmLqxUERRxBiDEKRpmiSJ3+vpgxEhOuEax5FQUO+5UNMwTTMOI73JZ1um53n69SJiAkwO50+RCoXzjkcIYRxKqcMbmZSSUAoe7H0e7T3s7u6eOXUiiiJKab/fn5qYvP7hUtZsXb169YP3rxXKJc7YqRMn9huNhTt3ivkil6yQ83Z3NgkhPb83NDJcr1eTNH777Xcc25ycnPByTq/XC/1+3nEpNddWN1JFL168WCjW9hutUqGoFeBWqwWQ2j1odjptAGSx4Hmeh6EKgl6SJISQcqkkufDcXFpEScpzbq7n+0kS5fI250yA1HIts5ALLMN2zJPzJwulfBAEhCIiUKfbFoLlPNcyjV6v1+12bNsOkzgMI9dxHNdVSm1vb+stSf1peLTLhRCACOioHkIwCPtRFKyurniO6/t+EmWdtu+67v/H2HsGWZae52HvF06+OXXOPXknbJid3QWwAHaRRIAwSIAUTRqyi1W05LJp/7FdcqlKsqwqS3a5XJJpyqZp0wxiWRBNAhAIEyCA3Z2Ns3Fy7J7O3TfHk8+X/OPc7p3dhWTfX113uqbvPffcc97nfdJBfW846lenpktGwQt8LwhqExmNKhEnlEKhkDVNPQg4QioMfQBVKOQsJyMlPzjYC71RLpeTEjr9fhjEuzsHQknOOZcqvUkghCzHkEq2Wo3RsKdjFcXxzs4OIch1XUCcaujWzesxS46dPLfTenj58stnTp1Qkge+i6RaW7vPGItjhhCMXK/d3h8Nh91uI+dkQHJdA1AkiTwWB7VquVrJSR7OL8wWshlDQ8OB5wVu6Lu1SjUMw4cP1+fm5ggxFMeGrkseRUlEiSYEdPsj03I0PafriNJ+tTK/vt74J//4n+7sPmRML+SmNjebO5sDpVCtWqxVZ5aW9PW17Wbr4M6d2//g4j/4/ns/+N3ffeeZ5/CLL75IiR4EQRCEr7369ttXrp85/dh/+Fv/8f/6v/wfD+5v3rp156u/8LWvfvWrW9sPK1NGo3M7U1ycmXNMh21uw+KCtre319YGr7xyudFoHBy0fviDnyISWzZ9uL57+/ZdUKjd6t668f2TJ0/qulmbrO7tb+7ubXjR4Pz5C6PRcGZ6yTTaUhDfS7Y36iCMmamlcmHhd/+nP33nrXvHT5y5cW0v61xeWpz43AuXJD/+9pXLUoJt5V+9/O7Jltzb6QoFgunNJjz3zIntnc3jx1eevvTEa6+9bpn5/qDV743OnDnbbNZv3hqGoftLv/w3/8Wf/IEfBnEcCyG6na7nBblcodPpDAcuxjiOw7W1+1ubO93OSClx6uSZqcm5vb2DN19/w7StdtsfjTb39jpTUwWdwtZWo1bGBFthGGcyhShkKyvHlhaPb28dmEY2ly036q2Nh3uCQyFfPtirX7x4KXBZEIS97qjX7+XztlTRvfs3vaDDuK8gqk5gqrOD/frXvvY1wzB0zdje3i6Xy889d2kwbL3/wdpnnn/GMmjoFfvdNkviH/zr7zUbQRSqMGazs7OPP/7EubOrg2HzCy9csG0tltH9e3cpgYmJqW67PTc7OxrcwwgIoJmZGYzhtdcuZ7Llixc/u7/bV0ppWlbDxPOCVr1hGAbFgmCMcUJwrBDT8DhNTo2zCpBCoNu6VNKiijN/1G3s4ERT5aWlqfPnT5y7sHL/wa3+ILG1jGUZnU47iVuBz0uF2oXzp3a3dkb9/t721qDfJkQNhz0hkzOnT5x+7NT84tT2zppU8gtffL6UrxpUm56dqjebnHOskTfefCWOk89//nmE+OL81DtX3lZK9Qcdzco//sS56ZkaS1SlOnlQrycxX1k+tl8/+Ff/8nuM472d7sbGFkh4+uJzhJCRO8hkMrdv39naWJOSx5E0LfK5F445lv2XP/yubZtz85OlsqPrOgDv9ZLf+s3ffP/q7Stvvr+z1cwXp4aDcDjwJZGe73Y6TT8Y2rZhGprniYmJXLlcZIxJnkaGoDQQxfdHGCnT0uM4TCKZcYq25WxtbW1uNqvVyeXlxTiCarXMi6rd6YWhb9uZmZkZ07bL1Uomk9E0clDfU5I4ZlEpJVXIeN/38ebmQ0JVf9CZnCoYJpRK+enZchSPuPCl0HgSjoaJqZOZ2ampqaneoIsxtiwt5+RmZmbKxVqvmyjgSGEAfCg8AyURIiidYhEWAITgNLZBEaIMw8jn877vp0l9OiEYKUxA0zSN6GkvvJRcSsm4BOCU6gASIwyP6m8w4YAs03SIEYaJbTmBH/a6/fm5WUooUsjUdNMwP4y4GLcYKN00EEIkLSJIBzIMVKF0CErXsgp42/cNw+A8SXU3V65ceeqpp2q1SR5HAFJKLgSXAFyk0yIoBIAoYE1hheRh5UPKXAFIDIQgXekAklLMOFNCSomiKFhb3zItrVou5LOZ1FWT6ndAoJhzKaWh6UcTfOomSqeRdJE95mqk9DwvSXgcxxlDmqaVyWUN05IsIIRSSommmXYmk0mIBWlaUnrfTFf/6Qx2JGA73IMDQgRACiGFkLouc7mCrmtCcCnT/4RkMpnpmZpGcaFU4JwRChommmGk92WMCJdCiXTsh6OROp33jjRWj9IqCjhCiDGGMPX9MJPLcy4Jxaurq6ZpJUmysbEBSLLESzvQx9OpEBqh42lWSHUI8NIP/WMqvhTrpqOarutxzBbnZhUXuawzHPbdUT8MfZ7KCKWUUrJ09a4U1UzAVAhZq5QLhUIum5dAXdcHAKIZ1epEPp+zHJvJyDB1yzABQKeaY5kUE0PXcdZBCiilBCMpRfoy0rnlwwiQj2rM1CHGO8IzY35PiJR4EGxcJJgWbqfnmgKZbjBYIpSCKAo0TSQsisKk1+8Ow0QJYRjjKuwMsXWD6jplScSShIs4juPUzpZCfQBgPNYNTchEwbinbSxcBKTrWkpnEUKkVIZhpsJgPDZmksNTSBx55I4cm0fIaqyfPFRUpifh0QFJT9EUiaQviTGWenlSRSSlR3GmPx+YoUcenyxaSBnRI/ll+q9H7Nz/J394hL1T7JDivUf/6Ji2fRTvHR0OTSMIIaphpRROr5hyPNFiTRGK0uQlhJCUIm1BR0pJzpRMRcxI1wyEiWA8SFgcRoamVUrlNPKRYpJCUooJTr/wUikhJZFKSnTIDqNxQyWgtCX88MuDCZIAURjZjqkU4lIRwBgUQghRpBHd1OIQh0wBQggTigkBAKxUWhCJjip1PnEc025AXddTei1mFAjSDA2BxjmPY6ZRMRqN8vkiZ6Lb7XqeZ1mmaZr1/YNUGmpbZhJH7VaTMYZAWaaBQCkhDVv3/w0qzZ/7KR5aTiGVlaZ88dEJd2i/VhhjODyjDQOklP1+v9lqxQkHQKmuN80v0qiulGJiHKyaz+eDwAuCIBR8OBy6ru+6LtEYolqaYQMIJ4lwXffQB4weXV0cHTepIN3cuO5A0zQF4Lru8dVj3/jGN8Lwz65evWob5vTUVJwkPE7azVajUT914mSn015eXh0Nh1nHcXvuhQsXWp1WvV5XGH7x61+LwmCyVh12e1fefMsfBk89fmFuoWBlc8iwn7jwxH6jnSRJqVTCCHW77SQOgsDz4ihO/CSxwpASUNVqdWFuBmHVaDQ4567rLi2fqE7q7753E2E9jmPN0KMoVDJBEPZ7bceyKCZcspt3bh4cHFQqFYSh3W7ms/YodGu1ShxHgidBFGMCYeTbmVyxWEhzxnVd7/f7lNK0zlUIRik6vJSHGBNKsRAsTgTVcBj6K0sLjDGCEKVF27Z1nXAR1Rs7hm65vqeQzGRsyyQUUBRFUnHfdwEgCDxNt0qlkm5aRNNHQ28w6EeBGwSBrpvDwbDXHbTbvWwuZ1lWxJjnuWlwa6fP6419zx8hJSVj7Vaj095PojCXt7/6C19ae3iXCV6r1fb29iZqpf7A0yhBmhKCE6SQYoaGoiAeDTuddluJyA18O2t5XoQQKuaLhWx21B8gRQyDcM4w4ktLy836fr2+nytMNJuCkS4XAAAgAElEQVStOI6Hrvud73zn1KlzCKBZb5i6gwAIgK4Zpmn3I7d1UO8PXNdPTMvK54pJgn/v9/5kbW3fc9nrr76/8fBenGB/5EYRPPnkk7/2a984derYP/lv/9HBfjeI4Kc//alhGE8/AysrKydOnrTtDCHkjTfeKldqm5tbuXz53PknS8UfHBwc+L7/z//nP/rWt77c7u+Wpl1stF6/8t7Zc2d+6+98897djYO9/q3rB8dXz77xxlu3bg4/85nVtQd7cRRdfHoVCQOkIQS7cf32tWu35uaXpFTlWsnJa17U3dvfmZuZNvRM5HPLyGad6Ctf+tqtm3fq9XbuRDUKUacNb7x27e6dejFfvnb17vWrHxQKudWVynvvXj9+/OQvfeNXJf/hu+/ebDXF4tJkoz5cnF+cnZ3f3Nwsl6u7u/v9fl/mCICsVitCJFHsnzgBTsa8cfODjY31xeXlIIimp6cJ1brdfhRFjUar0+txzi3b6HQ6um7+rW//quv67sgPw8g09atX7+xsNWs1p1qtEoqk5E9fPDZyo431Zi5bRsAnJ6ZqtZrn+vfv3ivmS53Ww17cz+eK9f3622+9M79SVEo3Tfv7f/HjatX67PMvCpGYJur2Wp1u/eFG/7f+9ucRFo36AQvF5vrev9j7ju8FpmmHrjh/+hkKdmOvXy7XiDKSKEJKPH3pyfV7fq/ldTqB45hT05WMg1dWpool+/adTR5HTzx5YdQP9/c6jp019Ey7N7CNpNsacAbtVvdkZToIovevXb/49Kcte043QAhBtQwgLYmYOxyhXAYj0ClgzBXmlAiKMDrKXQRIJ5Ig8BHBGkKEEJNSWyON+sNcLjENNbswd+vWu5TiarWSy+WymfznP/vFbmf4kx+/tL52x+27uWx+be2+xGpmZuqVN97tDiCTNRFmUom1tbVarXb+7GmRsCAc1mqPTUzXWq1GIrhhP4YxBP6QJUnkDRbmZkajoesPl2fnZ2YnDMMYDX0huOCq3e5ub+/fuHXznbfvf+b5cwj0Y6snP/PctDfyXNcddHsba+sIq1KpZJik1+v6QWxlLKXEfn2vUU+mJ/HS0oLgrJDLh37rg/euKkVOnTqzt9skWo5SbW5+QbOAGgiABbtDQki1Ws1kDMc2GGOeFziWbZo2wcbA93XNdmzKWUwQTeJoOIwM3bGt3NTUjOcFSRITihkPGA8tM2OaWtvtpgtfRDTAaYIC7fV6SoGpDaSUmi4NgzmO47pDyyaVagFhsbA4ncvRkdd2vY7r+SANyxzt7/c4h1KpVigUoiT0/VEcRZKpVqctJQFhj3mIFOdhDOOtPhaCKymV4kImClAMCgBLKSWXQqj9/ToBMljtObaVJBEXia7rFHMKWjrUAAAGjBCSTKZVSof337RZWXEhdF0n1IjDcDQadVvt4XA4OVGL40g73C8nLElVcQSneZmYM6Y+HK2VIhgUklIBkjhtr8YIIUw1Wi6XDw4aBAPj8fUbV48dX5manGRKAaReRIwVEIKAYKWQAqQAK0xQys0dzYIACCsFQDSiJRyQMiwTRUpwhYDknIyl60gqjVBD0xmLHcsez4uKHM4n+IiqOsy0VI6TTWMV00Q6hKhhWJVSFQuqa6bgkZJoOHQNQxXLJcOk7V5fKIjChLUDwB9u+fHh48inNGYUhKAUE6JJycMwUgowTlu9JUIgJQjBECJxlMwtLjiWIUBu7e5InqSyo9RbhRBhQiCJZFoj/NEIxCPa6pHgdCFBprMTRiRKkmKxZGdyjMUL83O2nel0W612QwhGcDpYHqK4Q8oLKXiUojnCe48Oe6lKKwxDhJBpmkqpXLbo2KZgSX3/IGFxHIdpWt4hNSiVUgrhKB4QQqmmI4woxQokgKzWKvl8nuqG42RN29J1HRjHgNIu6yhhSRT2UFcnVCdjstpniRQcACt5KC1GCA5bQ1Lo82HufZomdAQepAIAyfkYP4uUL6VJzFK8kEa2IKwQQgRrlGqO42QyubQKxbbtUABCyMll8/l8rVYplQqmoY1G5VzGiqNQ0zQhGKUawfrHck1SXPcorEJYpVPuoc8QE3KEa/CHafhjIyU8Wlfw8xGU+IgH7+jgKPQRfMWZSNmXo23F0av6WCLj0WE82mV80sU3Lnz56ONjaO3f9IKPnsQYa5p2FFj6yQd95A1AenVLryMIKUIIi5kQMg1rSlgipcQcCIfxMoZznsg01zUMuJLCNgzDMDRKuBAxSwAUIZgLTgj1Ay8IfQRI02nKTY0xg+CAQIGSYhxNjA8l8yiteE+/LQooIZRSQrFUKoyCJMFSCoQQpYggEFJwLsMoiGOWZoJhjBHWqUbThZmUPM0bEkLgVNmdphgf+nlTbJ1Gx6YORtfzqk61MjN5sN8MAt8yca/XGwxGURibplkoFErlUq/XA0hDFLUUYztO1nEcztnOzo7jOOnbjOP43+7dPLoipJe/I8oxvTRYlnWU5owQ0jRNKhEEgWXo2WzWHw6iCDzPS0lXjDHGBBEyzvDEBDABAESAS5EkCYsThJRhmsCx4ziOY+m6rhkmNczU+yfSaDBCDi8zaY4wRggJKVM1phybAUXa7dhsNmdmawDmc889d+LkqRc+93kEsLe7VyoWC4VC/aC5t7MLAO1WixLt/p27+Xx+YqIMMvrg/bf6o97Cwvzewf6Vd64UCrlyuWhnsyvHT3TqrZEfhmGv2+tSK6sUFPLFuZnEXFpkwbDX2omDkVSsXC4kIOMkDFtBKV/QdS3BrNfvxHFkmfbG5vr5C089+dRzO9uNtYd7jmMinXQGrVwhV8hbrdZuFIv52fnQTTBWCAFXLIw8QsHzh/v7jWlQjLN8PpMv5MrlipPJ9PqDKAwAYdu2bduxbZtzEUWx7/ucc03TLUsPw3DY62NMAEBIK5fPWrbu+0NK0e7ufsbJEKJ1ew0pEydD270BQGJYOJfPGxoCKRVjmkYIUlywJEmiKCoUixjrQRyxwGdM2I5JEWI8jqLIDwJds5REACSOORMSlMYSibFUFECjswtLjmV2GgfVUva5p58gWO7vbXX7br3RYwzm5pYL5crm/nBjcyfy/MWFhdKXXnSHo16vG8dxErmZDC4WZy3bZjwzMTExOzPb6w46rW6n0xXce+zMyaxjAXCNypXVedOAqcnZ4ZA3Gs0zp8+2uq3h0HvszNkH93ZGwziXKQghlGBKCsaYUHGpkqOmUZbEsDLDgbf+cKdcLtSqc8WC/1c/eikOfYS1mfma77k3bz1YfvsdqqntnYdhhP1A/tmff9dxzNOnj2WL2Ydb92q1yXffeXd3N/j2r38Dv4Jfff0VPwjK1fza+sbKyvyvfPNxJWV1ZrVR32dy6AdJNpt5uL6dy+WMpfzC3LnN9S4o/Pjjc4sLy57nz87UEMCgF1ZKk9Vatdv1ZmaXcplyo9368Y9+dubssRe/8MW9/Q3PZzzh//vv/+mnPvX02tr9SrH4YG2dM6HR6/lc/tzp+a3dAykkQmhpcenWrft//Cff+dYvf+43fuPfu3vn/isvXyZYo9R46smzIzfww9HUSuna1dszM/P37t07dmz19KnHDMM+czpjms7Ozna9IS49+0TC3D/+kz9dWVrO5/Pr6zv7e83llZWlpaVWq+N5LtVINmcfO7a8tbMT+n4SD3y3L5WarBWnporZrL6zu1ssFg3D4FJ8cPXms88+kc8XZ2bKGacIQOoH9WwWJiZrd27fz+UKK6uTjUaj2ahPTBau3Xjr2h1vYWkmCEe//M0Xdnf2XG+wuDD3h3/0fxVyTrkivvb1sydPrXa7nbdee7tWmnKsyv17/isv11dX4NvfPrO90Wu2rgfRYGrqqfW1vdu3bq0u1i5d/NSoMujW0IkTn61NTKw/vNMb7u7Xr9+6M+CREMy4/NKNmEtdn5qfnWkdsMXZM5dfeaXbTpbmJzudYb8XcAHVynx/EO9sbRlGpVQr7OwfmJaTyeQxplEUU0wIwSjlerAEjA/98HC4s0ZOLpskCSEaBgUKCcaLJeyODmZm58JgqEC0233OQHDqu+Kvf/xSFEZJFBgamlheqlSmX778CiCUxKzfhVIJ8rlxOOTq8rIQ4s7tu4rL4bAvFedhtL2zJZViXNMNoZTotQelfA4LIECyVtb3or/6q5/s7uzv77U9P2m12tlsvtvt2xnnhRef0jVt6I06HXdzbaNR75Rr5tTkNIDTaPakUuXyxPETJ7d2GjdvP5iZmjz/+KVTJ33PHQ6H/vzs7O7uHijc6XQq1clapbi3fxDEw8RzK7WqNwyCcBiEXhzH2ZwFID3P1widnJw+fizfbrbX1zdMM2NZZd8VXChKjDhSnsttM7e324yDZHl5cXUFHqzdA0wq5Qkho929ZjZXOn58xfcjd+QjDJZtM8ZZwhYXlqUEFikuGKCY8f709LQfOJNTlZ3t9TAMW61uux21O3tBEM9MTGrYMY0syCFjMvZZv+eZeraQK2UyNgbsOFnHzIQ+BwAYDzBEjSc2jAARRAkRCghRWro11nVTCql4RBBxR0lb77Tb3fzKMiWEc800TZBYJ6ZSUioBCqk02vUwFiVFfQiQRKCQMhDSDcJEzFiQyRgssgN/gIFzHpqGQzWEiZBCpKksAg7TLwiGw3xYIUBxQEoRjKVIBVJp/gpSgKIwaHd6SRJXyqV06BoM+p47QlJolCglkEzjnyWXIKXiUgnAWAElWKXVxpKrsXVfEUpiligldcPgPEGI8gRFYfL4+bOFvFPfrzcO6owlPEnG8FnBIZ2DRNowAEpK5bvuYORblq5TyqW0DEMhxDhXVrbe7ILEWFmcKUC40+u7bsdwskHk/fill+I4MagJwBRSBCGEURr5LUHpVEvfOgakEGBITUdAEEpxHigllNIIieJYN3SCcMIZxUTTDM00DCcThP71mzej0KMYG6bOGUeAKNGkVKAwYCmU/LmJCY+m2wOAkOkozyzbjhMehjEhXc451fUgaEVxjADFSWxQigAjNI71wQiDBEASJEpbFRUglaaOjiNM0l9GnIuQRKCwEAxjzJkUQgw6A8MwuOBSSEIIpmN93CFGPVIRI5lmEAIBBd5oiIheyGWJpmNEUiCmONMRAa6kYAQTqWQScyWEWSzqhoExFoKDwATpSiEgiCBIoxARxggjgDTJSo1P9MOKyA8PURo/c0RVqbTUWiOYpkXsKcWHsEqtjBhRAOTYOcdxpAQnY3V9X9e1YjE3Nz81PTVRKuVBiIlqgWBFMMKp8kKBkGPrWjrWUqql5cYYozH+RalmUkmhDiHc4RGHlBkeI3FQ4wCRI22tEAI+kZeBAY3P+lRPDAokSFBCiFQZSymVSgkhlRijuCNZcsrKfJLCORIwfizD89EtACbok7V7H2piP5Ht/0m8dwhoP6KLfBRZYIwf7d+LpRRju6pI5XJSCD5OCiaIKqIUBqIYj1NOUzKmEWrbtmPoQRB4rgtKgpJKojAK3cA3TdO0DM5JJpMRQjiOnaoo0+8YIQRjiBDCOO3UBImAEJzWUyIEUgo0bjkds1uUUoRBKaUMQ0mRNocQgqQUcRRFCe/2Iki1EQpxIbgUhjRSpQMc8ssIISlkHMeSc8BYP3yksZyMsSAICCGaQTOZzHA49NxICjQ9PV2tTHIuB4NR+hmneGx/fx8pOTU11e12t7Y2jx8/ns1mWq3mxsbDOI6LxSJCKIoiy7L+LUjvY3gvtcalfjNd17PZbLruejRP1nbsOI4Nw8hkMo7jVCpW+mumaQoJYZiwJMFUM00TQPlhzDknmk41mloZU0Og5Dy92FFKS6WSZlqapnmeB8Ss1KalwoyxKAqE4ADj8lZAR2EtMi0vppQiBHNzc4Nh5+LFs7du3fov/4v/fGdzr9lsHjt2TAkZh9H5c+fu3L57/Pjxvb09wzBHI9dz3Vs3rq4emz955rHbd2+6vq9A2Blbgrpz/16/09epwZjQhQqCOAqZQTljfGpySkgZjEYMVK1aEYkrJTd0mslYg6Fv67ZlOs1GU9dxv9/N5XKFWuGg2dnZ3j5+4rHaRHljax9hNXT7lq0TCoTA9GzNIEQCj1moRFytFRaXlxGRB7d3CxlH11UYuNlcfnpmmhJd1/WDRtP3XN/3ddPOZrPD4VCq8SeSYvLxeYtAN0hKz2IiksQvlzOGCX4wIlRlsxbnPIw4pqI2kc8ULc65UJJQ0e+PCAZgImFRMZcr5HNSSsu0fd+vN7aiBHSDaJoOoLKWKaUIw1jX9Uq5YhqZOGZxHEsEGOMkSeKYcSr6rhfGrJjPYU0nmi1AG/Q6H1y9XalOfP7zX37t9ZeFRLMzCxs7V7/yhS+EQbC5/vDu7VvLSwunji+32618xjBsPVfIAYDrDpcXyo5NglFSKhpTE8uO6SCEJiarmxtrw2HXDwqlco5QNDM1deWtK9/73su9Pnz6+TmWsLW1h1HIkXSVRI5BTcNmMuTcn5qbGawNNrf7hEKxPOEYuYRxpHgQRVIox7GGo3DvYMey9Garv733sPzAvPTME4srW71+fWFlfmZu0s5YV967UqhaWIsXlifb3es/+uu/NHT73v2NV1/bGA3g6accw0I7u/eHw8Ev/co3Nze27t1p/Ce//Z/u7D6cqp5/cP/h3m7r9KmVh+sffPvb/342m/2d3/lnS0tL7ijsdDrLK4vVSklyVK+3BAfnxOTy0ul337/W7naLpVI+P6Fh0xuOhgNX15xCrjAxUa1Wy61Wa3N718lldw925hYn2+1uu61OnJqamzfjZNQbtGZmL16+/FK5NKUAjh9fvXd3e2v7oDoxtfbg4Te+8aUo8q9ee/uFF17c2tp4880ri4tLe3t7M7PT5ia5d++mYZLHHlssF6tvvPnW5OT01OSMH0TXr18vFstKcV3XllcWTp85YdjazevXOt2tOEqq1aptq36/tb97Z3lxsTo5YZrm1asfTE3RyUn72PHZ5ZVCEEZvXXn3sbMr2UIRBLn41FcR1TrN9g9+uP1Lv/wpb+SdOX8y4v1urzNRm886xR/85UuG/sA0nz99egapRDfQM5eexZgcO3b88Qt7x4+ffPKJ6m/+B3NvvvGuklhKubtb73aCbN7O2GWN4pnpwacuffHWtTtcaYWS+cHVny4fn/7ci5cebg4IlkPX6w/C1dnnAIr1bvfh+lqtaLbcfi0/06onIsEnL56/lTxsNcKE8U999nmB8NZ2CwjEPA7iMF8s5At5pYTigDBRkoACDIRLnFBQSCCFx3OegrR/NY4kNTKGYVhOkQm29uD29LQ9Pz954+aNXDa/vJStlCfLpQnO+K0bt5CUlXJxb3s7LvEgQJaRdfK5XDEzNXmTCcGYzGYK9+7ftQ1tdna23+spLoMg6LR72ZwzOTHT7nSazb30Bnz21JlTx0+9feXKzuaWnSusXXmwth5kHKhUTMvOLi2tRlE0GrlJEr711vVWm114olAqOuV8ZnJCFkplSox2l/kBuX6zub7RnJzKX3ji8dXjywcHB9eur5fyhZ2tlhJ+86AvBItC9Mwzi51uN+b83IVTB63uzTv3jUAaltkfdF13iIkkBHm+63le1sk0Gq379x4SRCYnZnLZMudmr+sG/lBgkFLwhHJGlKSDvnf//locB6ap54p5XSeEkr29QcKZ42Q0jXDBOq3emccu5LJaq9VhTCYJJwjrBhISopgBwMzMbLlc9EZeu3MwGjAEEqmsTlDoS2ppWOnHls/0hjIM2GRtZnJ6kvEIQLnDURDwJAxsywBQIEFJodJGJ8CAFEukYFIBlypRSqRalcCLwjAWQjm2c/rkiuM4nMv6QZOziLE4k8nwhBOU5jeORzU4EhopkQZOjGdiAlwqjKlQSio4fXpFIyfa7aYf9IaDukFxEkeO4/hBAgqluSmH8jx+lM95xN5QBFIqzoVIn1Njj1y+WDJNY2F+nhCy8XB9fW09DryUFJRSYpApJyZTNgMIwhQACMaQigpBIIQAg5SCEByxRAiW1voZhpPESkmSyTiBF+7v7knFbdvSqXaUSCOlkgAKsMLoSADZ7vfr9XqxWHQcJyWpAGDoernqlG3nNGorQZVKuFC7+/V+t27ZWAIf+p4QauTFSRJIlgihKCWOY5umTSlmjAvB4zgSQgFISjVdo1JypRCl2DBMKRXnSRjGaYIaxhRAAmBd13P5fNDtCMHiKMxlbMM2bdNiPAYBBFEhBAhQGDASn0xH/MQkhpTCCGEEimCT0pgzriRPa83CMMzlcml1G4iPsDEwdlJgwOOWRqWUBIwRwIeN8QgANO2I8zHGKlaFnIKtpEwYgIYJIQqPacxD6KIOB3WOCMaIUl0nWGNSxZEwDY1ougSkJFDN1KiGMQghlJR0TPgIKWUum9N0TUqJePrf4bQ6ISWeiEYxxgofMjHwaICkPBINHuk58dFxOyTEUr5BSpJ6GQlFKV0huIrjRPCBYVi6bnKeeP5QcBOQMAxCiUIgRm4vn8+FgedYZphEhBClABMKgBEIgjGA4IwJLhQGhUmakZfSjnHMlTxqOEBHYTBphwpCKE2RUSA+pNeUAiVTSukj3B4ATss3jwD2YQNLGs5LKZEIsJSKwZH47tGY/U/ye0fk24eC2E+ehOjnFKw/iveOXKCfBBFH1tAjVvljOtWjP/fxvvUjiSpj46yq9BoHiI71rBQAS0PXTdNMwlDwhNCxeVcjmDOGAKhhWqYFBFuWJaX0PC/1nqWJRuPC0KPMUIxRGhCE8OEzRI03VmkGbdoZipSUSRwrpMYJTkRPm/SUVJwnLIlZzDUCiFAERKq0GAQ/Um5+eIM/7AeBQ0o37eJLIWj6wVBKU2I0CRIpeEorCyFGI7darVqm3el0tra2lpYWHccZ9nuh7yrBbFOXPOl1OoPBAANUy8WsY2mYaFSLg+j/v3/vaBlwBIwbjUYa7pKCUimlNqRBEESBHwRB6I4Mw+CcDwaDketLhaKICaWobngel1IApkdq+/SD55wThTO2XS6XR4OhUqrZbCpMhsOhaZpAzE6no+lWmpGFx5scBADyEVp5rFQXgvPYdd0g8Fut1l4UJ0lkELPb6V44dz6Xyw2HQ9u04jDqtNrHVlbffPOtiYnJxkFdKub7/pOnzrv+8MGDe1ijnW53dnpqOBz2er2J6iRgrGmGF0bD4VDjMBy49UZnc3urViqJaJRmE6WN8Lqua1pSKdfy+WIc+cuL843mnuu6rjuanJzsdruXL19utPqGoUVsXBbv+y4CJSSXCIWhW2+0s9m8DOTg+tVc3p6dm45cf2p60nN9JQWLQk75cNR/+HDNMCyllO/7qfg+CiMpAWOwbVspJSUXgiGkTFNHCHGeYAxpeg5CqtNpV6tlyzLb7bZtW7Oz0/v1A9Oi/b47dEcIk15rND83XSqWB8PeYDAgGOm6BkgKkfocxnoGme4FuYjjuFDKlYoVziXjIpvNcyU/LCFF3LIs3/UESzKGte3uBO7QMfQgTAzT3tndj2IhFblx63bge6+/djn0fN/zJicmVpaWdEo9yygUM4mIEx76vre3t6cTXipVMJILcxO5bGl3e//NN99cXl7y/MFnP/dcJqs/3Hjw+ptvz0+eOnXqzPknz/X6nVKl5geBYRgz04txwOM41gmAFEEQzC9OJSKem5+cnZ0NIzUcxb4fIixPnVi9efMqYLWzs081KJXtbNbOZX1NR71+c2a2dunSyVi47X5zfnF2aqbW6u+98OKnGo3OkxcfP3Xm9B/8/h9bVvbkqcnpmSCXyf/Gv/vrx48fzzn2P/xv/ruf/eTVzbXo3XfWLfzq5vbdre17jaZ89pkVS2v/4te+CSD/3t/7R4+dnT977oQ7SJKENxoHLBHvf3BNKjo1OXfn9pplW8O+2N2Fl15+u1AwS/lCEkWrq8cGg4E7GtpLs2ESWjbVjBhh7d/5xvMTM7Mvv/zK177+xNbGmh+MqjU7X9Cbrd0Xv/D84sKJbKbyF9/92f/5B28SDco1ZpvGw/VNzx+Uy9Wf/vRnURQ4jvPGG29sb4fPPLNUKOQmp5YIVbOzsx+8e2t+fv7cuQu97qA/GM3NzRFCcrkMk1zTiOsOp6cn4mhl0DmYna0Nh4OtzXXdNIolq9HY4tJfWVkpl+zzjz/HOQ+Czubmg26/u7BQqlS0Vy7/eHnx5InjcydPnf3d3/nnEzXn058+/+D+ejaDTiye+Mf//V8Xcms5p1QqwWOPnRsM+mEYb292vvDFsxhpJ46f+u73/mz12HIuZ+eyzmDQe/rppwZ97+2336lUSv1BI5fLViqlm3fWKpXqg3u7pcL8Ox+858WDhaVKmNRv3HmpUNZydvnSsxea23D9Sr9amVY8g2R20ONK0N3tnuSGO4ylMFhMBQJFjN29tm5nNIMGiStQAkgEgTcc9jVNy1q2UkRwQhBGQJUCrrgc3wAQqPGKulCZbDWbQcIBUT+IlQzKpcKTT545d+5swlR/yB6s7TXq3U7LB4WrlaliPhuHwcrKyonVx995766uWUksctni3/jKL468ocJKCKDEXFpafvrppwe9bn2//nBtczh0HcfJ5QpSoUuXnt1Y37hy5cpoELz++ltREG489PquJ3SYrNHV1dVKpdZstcIoOjg46PeT2flctabVJkfLqzNfeOEzH7zzUyFQrZYZDIIwGpRK+RMnDIwoE+LmjTvzi8ul0kSxNH3/9p3hICrm7V7XKxQsBOFf/ehHtmPOLSwVKsX+sKUgCuIRIopSjAnouple2YSQrusRrAFAsVhOEr6316AkLzhhTIVJZJq6aWQQkHy+qBFg3Lcsq1yZCJPQ8zzTtkxLVwq63fZg4LVbfc3I7ezs6Lqp6+Zo5I1Go3KxYGualImUfH9/n/HKzs5uq9EII9/QZ5MkbLV7KyuzO5vbjhm120m1eswdiVazVyhOEWz2RgOlpGBI15x8JhcEfaQkAE1hFRqbNjBnCWOREjEXsZQcsLRsK4oSz/M0rFOirxnnsDgAACAASURBVK4cJxhLLprNZhz5vu9aliUY0w5dNAirVKuVJBGkmPJwfFAIJJISgRAKMLUdx7QsIVk2Z7U7dYphyOLQD/L5fBjJlPVQR9Isgo+iLxBWOKUfFMIYDEM71M6RIIwJIRrBUqNU1z3Pi+M46zgazmqUpPXWBCmkJBNSjFkYgtIXrzBIJYRQKJX8ICEF1YgtEikl1XUhma7ZTKcAmABw0MrlMsGgaZoQnKBUokbSoSmRCvDYqqRpmlQoilkul7NtW0gYkxua3u32C5KAYpRYVDMsJzMYhhKBblsAGtUM3cBCgBxxgRBWiFJCdEMizKSSkgMolY5/gBQmmGiYkLTdjo1T20HTTd0wEQJK9TTJAwCIrvkDV9cp0bTUwpNO+enRHROmoADI0did/nCU0P6RXESFTdOM4lDTdE3TdF2PWcIYQ0hRx04Fp7quK65SBST+qNBxXGOQcm2HJuFHR/mjLrV08kwhKwLgguuaBgiNoQwmCGM0Pt8kBilAWZaBEEqYZIxJDEwqQJhSijAGCUCwRrFSQnIshZJCCh6NnTgghgBUS1cDSggBUimhQGGVqhwpSfFe2oIm4FAwiQAk/4jxLAVUR6hGjYGNRvV0eMYEYQyEjuFNeoBSc6ZpmoQS0zRNw0xNQGmWh2mauVyun0SaRjhHlGAmBOOxFOkXhArJGUso0VUK1pRSkBJCyDSN8Yco4VFmTymUWtrS3c2RJS99pFzcx0iw9P0SNCY506956jtLyeE4BZdKYfmRDJsj6PQxiHX0WX+yd+3RgnWpxFFz+seifR7l934u3ntU+fnon/tkxd+HeE8wnrrmMCAhhORCEpHSlJxzQGOsiZGiFGcymVI+77qjfq8rGR8FESDJBY+iSEpummaukLekwAgNhsNeL+Bc6Lp29KJTayPG+ChABWOM4CN2RvWo7BWwAsS5SDsZqUENM8s5U0oIUIQQgnVDRwgJxmOEDQBAAoBghBGhNN1VKCWUkkoiiRFWYBkmIhhJxaQ4cu6lFXyappmmqZuaHwYYsONkfD8a9gehH4ZBIrmYmJiqVsrtVnN7a0tKbpt6q9XKZJy5uRkpxGjQl5xPTtQUKIwp1bBmGm6jIQ9vEqmrGkG6McNp+HP6JABgTFPdRFqjkNoQut3+3t5uEPgYU6XEobREahqRnGsYGvuDrY11kbCR6wPRI84RptTQU7X0xMRUsVyyDYQAI5wWZRKqU6Vkq9W6emPv93//f9vcP3CcIsIaItbs4tzmxq6umxgBphgRBCDT68NRjeYhHAXD0AyDDgaDpaWF0dC7cP58NpstF8qj0eh73/veysrS17/+ddf1nv3Uc/v7+1s720Sj9x7cn56enpiYd93Oa6+/lsnaQojQD0zDNHWr2+7t73cDN7I0+8TKac6k77uFSnFutvbq62/cvXMt89STVHGqablCJWYRxgaWAhRxcsXJmVlKSalSGXl+zBTnfGJqYjiK3n//3ShRll1GSGUzdsQ8jrhGjBiQpmmOZbMgGQ49UDiVJZi6ddDbnZisdTo9Xfdd19UtOy1P73Z9y0KG5aT5pbbpJAkHkARhhQQowAgAASU4SRLGuQVAqFYuTXmjwdbWdqFQ7Abddrs9Pz8fBEG72V5cXRVCBEEglcxl7XKhXCoUMabA8XAUuO4wm806TqY6MZEkHGEiFKII5TLOoD+KIi4ESAm+HzQb7VKljDHEYWg7FsYoioSu2QHEgguwsecGoGJ7ZvpTn/lUJpdpNd0HDzauX9+Yms5jzSnkCghpBGtzszMYo7v3brvucHl1ybZNjROMlWXSUimrZLK1ufng3v18rkSJdezYMUxxd3fQGwzfevt2q32wuZE8vP/m4xfOf/qzlyZqles3b9y4vR6HkMnmR17AOc9Ztk7S9C+xurxQKEysPdy6cfMeT2TGsnQd7t37wDTYE08cKxZPrK3dm5ycvHDhwtLC0s7W5u1b1/rdllDzC4u155679MMf/euht7C5uXnz+o0Tx8/+4R/+kaVn/s5/9LczTp4A6fdG3Xa/VCn2+/3vfOc7xXL2vbcf7G7C7MyZP/+/X7JsNDG1kET1MACC9e9+97vdbjuKwHGySpFCqUip/rOXX/rKV74aRdc67WHGrnpBcuvmugQwDfCGQeD1kzCJg/BXvvXLoFilVJidn33zrdcV4uVy+elnn3ny4lM/+OEPv/Wtv7G6cupnfy0cW3peLwjY+x/cuXTpEsHGrTv3fu/3/tzOwMlThTgOAND6+sbiwtSlS09//3v/ansn+Pv/9W9VyvmEvWaauFarTc9O1A92Wo3mxGT5zu2716+922x0qrUpQ9dGo9H07AzGuNdrX33v6tLqkuKq2x0Wi5WJycmEMSFUtVZtN7sPH6677qharTz3zNM//NEP641t27ZWlpfiiGEiv/TlF+oHXYVUs1m/e//Ob//2f3bv7oOp6crtuzd+9vruZC3brPfydqlcyj68f3tycqrT7FQqMDdX/clP/p9KJfOTH1+2ba2QzU1PLh8/duGN1/8lKI1zhSjkC9OWZV15557rsyQKv/z8xdvXbijka5p//NQJRMtB1HXdYcbOTE2XvvmLv/g7wQ/u36tzwR87fYxSTokjFKc6iQVIFDMxcvKlbC7XqO+YTj7jTAUBz1imYzvdbr/R6BQKhYydVQBKcYQIICyUQGmLaHpHUSAAE4Xckd9sdBqNXqVkAxK5vH3x0sUz51ZGnru9twvKKZeqGLx+fzQ7PUkwopQoXT9/9jRAZmNn+9SpE17gNxrt6fnpfD5/49b1+l4oFeu2+ndu3e222mEYT0zMHT92qlqtJoLfv/fXP/vJK7Va9ezps1c/uF4plRzHefrpY81u38jWJKAkSdbW77Y73WqturA4deykcerUyXa7EQb+vTt3TU0i5QnF291WFMqlpaVsbvLmrbXdvXqvHz3//LNPP/Pc7du3L7/8MlLy1OnFduPg3LmTo2Fv8sTy7NxMfzDY3NnePtg7aPamZia6/V6rVadUAxCmqROCOZearlNKa9WJWrXqucGDe2ugNASQy1dtywoVr5RLhCrTxiCjNNMymy0UCiXWbpZLE0KBbTPbKhLNQsTR9Mzs7NLDjc044SdOLADIbhdzwfJFC1CmBiYAn5iY2Nnatkzn4pMX+4POve0d1xXbD9urK2dAUSX1bLYyHPYDn2GlsVhJhh0niywlGR8MRjh1GIEETJBSEsE4AIFgijSkiIEthEBKlsllzCjSqEWpJoQs5vJxHHuex1iMC3nPH5m6EUcepaCElKBAitRdoxtOSrOkkrxULspBYKqlI7umaYzFfsRKxXwSeNVKNQ4DjHEmlzdtRDCRYz3euNhtPJwhpAClnAlRIKUcZ+IjAAAnY1BKQbIo9G0AmSRT1apm6FIKgpGUUrAk5feUUkIhCQoAK8AAQBQ+HHalQgojhAlouk4lVSA0TYsSjDHVdKIhI4oDTdMKhRwoFQRe2j8hZRoJIyVITdeVECwRiutKGixO4jDKTM3kC4VUJmYYhlBqFIpMtuC6oWBKo4ZtaYO+AICcnY1i13VdKUHXjWwuRzCmlKY2tjSRTnBJNWLp1mGen6brGiGEIMyliMJIggBKkQLDNAGBoemWYyMFI2+EFSilMraDQOo0TUBXGAAhRQlgTBAFRZA48u5KmSI9QkiqiCEfBiEiIpVhGGEc+r6vlMxms7ZtD4dDhJBu6EEYcs41TDCQFBSkXNij0QZKSvjQJEykElLJtLRQSYURwRQRRCUIwZlpWJZlBJ6rFCJUxxiHSZxWuqV79g/RSDqHE4wwaITqpmljmjBAFIECKTnCGuc8SVjKuWGMiYYBI4IxAE5YgrBOdS3lb6WUIhlXkysEKdjDqZFHKfwR9umR4J/UHDuWPKqjJEWpIG0yUyCJwBinRlpsGEZ6cKI4whgTjUZxlMKnJElGIy/rOPl8SrcgKZlSenokNaJjJJlkoBDGSCjEmbQt/WP+PYUJiwUGxJVUXAipAGMNK4mAAFEAiBCKsRiT80ooRQ6/w+nqLw1slUrhMehARwudIyRyREQppQgmAECAEEIQ4LT9+9Fsi481q30sn/NRPvDoByH5x4JkjhoOP6LnFJ8QJH9YdSgfcYSRnw8Lj15EtlIIgsAwjFK5FIah7waZTAYAGOO6bhCsjUk/whn3Nc2olEuS88D3bdtiSRLHsVJCo1RJgTHRTRNpNE1x0iiVUnLG4jjGGGuEjk81xlN5Jzk8jTBCaQgypVQnND1GaepOEDIppQKBQCGShlqRo6oTzwvCIEoSkTDFpZJKAsKEUl3XJRrnYiGEqKEDAiUVSSW6KVGtlFRSKgWHqSTp7g0AKNEoJXGcKIlN00wjnR577CzBWrPZDAJ/MBhiggCDrmuUYIKRrukIJOdct2wulFRw4fGnDNseDEaXX3ntM59+rpjLich7+sJpXYl/9j/+D3/r139tYWGWcw5YEUKYECSteE0R3TgNVx1CwbQ1Vaato1Iwydmx1cVeq/H3/94//NY3v/qZ5z+zs18PmGCAka7n8sWXXnr12gfXV1ePfenLXxZKaroRRYFOSBKHE9WSSeD73/8LpOQXvvIVpVlOrlRvDV559W3TzI0GQ0ujhCgAkXDOlRKEYESwVFKIQ3GCUpIDQBxHv/CVL0nJ//iP/+i/+rt/99lnn717975h6O+//95rr7/a7XYNQ5ucmqaals3mSuXqyPUJIpVK3tTE+x+8RTAqlgqWod+4en26NmGa1ttvvq0kJDHP2NnPfvb55WMzr75+2Q/9YqnEOGs2mzPTs6bl7O/VRyO/XJly3eDya++8+MXP/Mrf/NVr711L4jiKgm6nuVffSlhkmk4uXxmOEgk2EyoWXiK8aikfBYPZ6claqXD//n3BOEt4EIROJt/tepSqUiWfJBFjjGqabupCSM65H0TUMJIkwYhalsW5SnxVLBZBSt/vEyyl5JiA7VjDkW9Y2U63NxyF8wuLlUJ10O33B80Xv/C8QvFg0GOMVSuTQcDu3buv6cSyTNcdRiFvtwaZTM6xM5TqCQsxAdOkEokwinK5opQ4jsX/y9h7xliW5ud9/zeddHOqnLqqOlTn6Qk9eWdmZ3Y2UiKXlCiaopa0aUi0JX+wLMCgYRimIRuWAVkgZMqiKVNckIRIac2wXO7O7OyknTydY3V35XBzPPee9CZ/OPdW18ySsguDwnSh+9a5J1S9//d5nt+TSWTatabvBwQTx0mWihMA0Go1A+4DqFwu1e40KMPAUl1fmQayHcMbtMKgfXJl4fzZlbFScW93Swt17dq1mzdq07PJZo9MT42D4gmbDbrNfNaZmhwzTNJstZrt1vkL56VWjOFufV9xFYSCC42xmcuPp5K5gPPt7R0N+vSZk/fv38tlcv1ueOvatVIhSYi5u787Pjs+MTu/s1sFZDJiWohyt0ewmpopPn7xXKW6a1mmVIoy8713b09MOs89d3Fn784rXz6XKynOo/ffuzI5voh19uqlB1evrN6+tT02SR95dP6pZ0/lCymlRK3eoNi5dvXehx/fn5rIf+1rX8QYu73BxYtP/Yf/8Kd376z1e55W9KWXvvT977+1t9v/8pe/UciP/8mf/Lnn9bQKlfa/9Oozr/3wzdOnlhrVXhSAkHRqNn/n3vbxY3PHjp79d3/4/yQTGYQwxWQw6DY67syMMzmdzeccRGm93p2bGedciCj6uZ/7aaUlJerajY9zBZuLwYO1OwnHYiy9dr+RzpgAyLGT+3vVsbFSqVj68OPVc+eWn332fMSDwcB97fvvjhdmnn/+6U8ufbi9/eDU6eWxibySvOt2fc/LpPNuf5DP5TBW1ermysqpzc0dKWF2ZvHP/vx7MzPz2UxeKsgXCvv7++12u9lsT07PPf3sxe3tte2d9e3t+hNPnBkfm67VG+12N5FMpFOJ6zdWTUuZLIUwOX3mxNXrV4NI+IH0+lJJNDk+TQi9eePu0pFiMu0QRkUkdrYaZ0+dsC1Wr5WffvrC3btXv/6NL29sbTpOan1jO5I4nRzf3trf36stLhw3zcRbb71XKk5Ry3n99bcTqcTs/FyuWEwn9YsX55bmrbc/+lPEIoRYoTA7NTXfc5uNxloun8kmCtLPvf79K9dubpw6e2T17oPHHjuTsEkYDGr1MmNsrJjzPSEV63X58tKZWo2HIUqnx/b22u9/eDmM1GMXz6+cPDoI2kr5CLRWimCipBoi1xVQbDDMCDb6Pe/mtdv37996/LHjp88cu/jkyjMvHX2wduu7f/Y9pUjoIUbTkxMz9WrTtpz1B/cSSevJpx6fnZn6k++9tVftJpPJKAwvf3qL4Ghl5cTkxPjA62spbNsSggeeR2hiYXHl2rUrQYjW7u9lMhFCuUI+8eSTK71Od3n5WLlcvnXrllQaURpJXiiV7t67W2/3Fo8eMQxzamq60+pub+wqrnjE0xm7NGUk0tl2261U23vl7vzcIjOTtWpjY7NcyieSSQdpaHcbmZR86cVnvb6XTeVKxbEP3vs4k81MTc98+MnHxGDblWqkAkpZMpPp9TrJVIpSM5lMawXtVi9hmgZhKyeOu+1Os97QiilIFYrj9+7dWlqcHivler3GpcsfnzmzghAyDKtYGt/frxrMVgh3u67rhunsWGl80vOCtfW1IOhbli4V05m0AdqXOjSTTjKdwohc+vTmqeMna5VGGHCbWVpyKSK31xoM/FzOmZ07ZtqZYn4iCBAz0qaRbDTaUcQTSVuoACFt2UwqLvgwrRdD3h6utECPFmwaALSSoOWQsIk0jiusMQLQSAPBoLVSUnHhgg5GDq14CaiGe/PDHjvAGjTG0choNwTCDbEdAAhJHeNBEGgcowjig4kVwkN6Ao4dY0gjKhCAlkjp4WcVrwIxIAIEa4QBKQBBcKwXaa0hphsM33e8ITt8WQIEdAzA1ACaAFYozmXF5tRY4UYMM6RR7NL763JBSEtKOOchAEbIYIbdaPYePFhPpnNAGOccM4oAKQBEbUKMuIZO8GisVBQy6nY7WnEAiTEmlFBCYnccABZCKqkI4DidxRg1GMGANEgpOQAorUBppTUhxGAME4Li0kIAHa/rNGgtEcgYMcAYNSlDWDOKtVajFTsgpTUiAFQ/7E7UGgBhNHTVDuEcMfQGQdz6N1qGHeSyHgovABQQjk983OQpNcT79hDrJgdkDoQ1wMHdObwvNQKkQIGG+NSp0YgwRPgMT75CoDFGlGKltJBC4/hdEQCMEAFEATEEFCGGCYmTcoAAEQRoaEocaZsxF5QSOnR7aYWUUHGQGY0MhwghKcTwKIYGOyCYxuHJ+GaDEb5lONQO+Z5gII1BYUTiJB+lZAibAMQsq1Kp5ItFy3F+87f/zf2tfcdOnT15Zn5mfunIbKmU8QdtAEGRQAq0AqxoDGEcDl2xqXK0bJfDPOTwi1IcvmkBAKSQByd8SLzVEkCOtNiRviohnghiJi0e9hYcNlkrdegtHjgqY9zJkKYbJwlHw9RIxBumNuMsqD70IsMfIJ/N2ikhH5JyRnfaT/I5VSTQQ18AjluFlJZCq1FxGlJaE00OWDWHH+eH+p7JCLJNwzAsRpGyeBAiUBhRCaClUBqUlKClVsoyrWHJoBQItDcYSMmz2SwjtN6oCSESiQQgCEJ/OBbD0H6KNEgAgaJ4UCMUU0QoRvFwrJREmJAYoYsRJsjzvEF/wBgzLZsYJgYSj8SEYELBMMz4lhVCJhIJy7KUBM8XA89HBJmWQwhyB4MoCgghjFGMsVBixB8heEiEifV4gkfTfHyow4sBCAFGgKIoipOdjuMoKbqddq22H4VCSukkE8tHFyPO263moN8LAp8i0Fr3+v3+IECMLrkuNU0Nw3kSDoo3Yl7A6L/RvgI66KmEh+BnNILzDOm4WmupJMWYmSZGNAoi04CxsdKpkyfzY+O71Vq10fGFwAgMwzQthxkmIVQIPurbGLpV+/2u73srx45/85s/Y2dLYCQ++eTaW+9+0u50EpbtmIZWURQJJaVCWmuikRZcCjG0/lKCMAal5IgvTABQFPFBP+i7PmiaTOSOzB8dH5sMQq9Wr6dSqXQyizWamZ5GCnU6LWHii0++dOvmtfsPtqcnxpnlfHL1Suj5R+YXut3uqTMrIhKfXnm/3p4KfDeVdJDmjeo+SNloVDlXO7vl5aUTzz377Gs/+GGxkGCUVMvlK1eunD55+vjyMXnkSG498+bbPzx37rGVk2c+/uRWtycq9QbCGiGcy+b2up29nf2zJ0816g23252azG9sbPV63Xwu53letdKwHdOyrIjzrtskmDHGCoVi1x34XphMsnQ6Xd6vEWSmkkmkVd9tmraBNI14oKQArQzDYJQKoXkkvEEYBGE2m280mkK53W4nk8kkU4m9vXVCMI8i0NKyGFY4YTPHdhhjQkhA2LJMz+9ZCZZMOVIKbxBaVtKyLCCACNYIU9MAgsIwBIJ7zQEz8LhVwoRRykzb4donCEQ4CH1/dnbm1ZdfvXP3xh//u+888+QTn3x0eXpqKpPEvU44M7ts26aWYTJla+Hv7u6OT5Tm5ueFlJZtd7q9L7zwQqNeX5494Q28q9evRGLQbNfv3Nt49rnH5+aXGs2qk8hubNW+/4Mr//1/918vLczOTOZ/5Vt/BwHfK+9qZr/z0ZUH61tSi5nJnNvoqihy0s7c/Ey1ujPwWj2X+77/937pV+ZmpsIgKu/vPvvMs3u7a3dWt27fufHohSd/+7e/7Xboq6986fEnzqbStO/VX37l+Ymp7M7O5rnzZwyWyGbGTp589NVX+zvb+x+8d+0vv3fNseE39XdyucyxY0cDrzI5OX723MrW7s7EhKxUK9eu3RRCaoWVACfp2LaTsJBl2IuLpU7LX3uw7wcCaf9v/o1v/sl3/sKyjNJ4sdfrUUpbPZEr4Fw+ncnkU5nE91/7qFIBjMuLi3Bkfv53v/1H5crOr3zr755YOeeHzWRi8sUXX2y2qh9/dGViQs3Ozs/PH/md/+vfJ5Mkmy3l8sVvfH387LkTSoebW1Wl+CMXTk1PHnnnvTfrjfLi0SPMou6gNz5e+vCTD+fnFy5dufalL315YnzyX/zzf3n0aK7bcY8sLN65fa/V6nzhuRdzxdIbP3wzl8sBQptbW4VC4fTpc+WKe+3qPT/otdvB3n6USBQcp7B4ZFzNw7/6V7/z1a+++K2/93cvXbry4btXWt0+JelaJZIamJGqV1r5fKle5a+9dvnpp6arlV4Y8Ve//lyzXn3xxcdPr5zeWHtw/Vr39p2PZmcmrt+8/N57Hzz15Mvl/e7f+tu/fOP6+ltv/+CF575w/dq95eWjx4+e3tzaRQMZharTabguXHxmobJb2SxVqbZAW5aZ8Qbh9maXQOj2Iy7MetVvqD1Dc9th5x/NJbPhz5x9GhQKgyCZSadyhjdw5xbmWk33xuXVfG4y4dg/+80X/+zPv3f5ypszMycef+K00rg36O/tbwdRD2uOEFJCIkTI8PepRAAEKMYGAYw1O3F83rHD+fmJu6uXjywnifNoeb/+6GNPVSv1m9fv7e+tb25uBF74xONPFIrZUqlIKb19Z/XG9auNth87vgAiDLrdrInIL40VfD9cf3CPEIQxbrb8H/zg04WFjJB8djY5Nze/cuL48uKS1vrOnTue26vulxfnF/yQu75/997q5s4Ol3xhYSaTSe3v7+/t7Zb33EzSzmdS3YHb91qBMKnZHp+YWVo+ali1SqWRK+Cu282kmO+Hrts5cXxZIwtDzw86pmVxPmi1K9mM1WpW3H7rsUdPl8bHfv+P/izjkEaj/+BO/YsvrxxZPAqAsrmCEOra1ZugIRj4N25cCweDyYlxgpHrN7nUmLbK1XaucGIQ1idnMheffrTXdXd3K0EQppK5bqdfbdQRsOmZIwtLxwljfddLOEnTwoahCI4wisKg1WxXDJMQCrZhLR2Z77uDTDrLbVndr9arlVw2nc7krEQCI+BC55yUH/iI2EqHna6XyaWEMBACA1tKCaUlJohqNsTtHyxUf2JoAaR1PN/BKCSiR8RvpUBpBVoDUrGJE+GHK0qtAXCcr4EDxiMeLR5iHVEr0COuIUYaYYwowji2ssEwa3RgBz2Y9+Lf6SgefxgnWiuJpdZaYq1BSWDD3JZCWAEBpAADBok+Q5CPY/UHOEIEsXyNY2trvFEeewxjF97QqKYRIDTsWPs8hH+0mB4uqYErhRAhhAqFuJRaI0yYbTsKkXhsklJGXGBJwaRaay1FGAZhFCgtozDCWDu2GbeBSSWGHA2FMCYICMOMECIlNw2mlBgEfhQFmIBtmBhjPKz+HtZ/m6Y5GAw454wxkxkYY4w1guHynGA0rFnXCoDAaOUduz41DNNTcuRxo3HIjBzUHw6BLZ/j5h+kbB5GpOL7QcdTEcEEE0oO7jcxtHOC1jF+Jh4KEWgFgChlCFT84wghHF87qZVSCODweKBj2gKXUilNKWOMieGLIYQIAgKEgsYABBAGQPIACyL0X9kBEIYCRTJ2XRJCsEFBD0mpMoYEaTANA8PDwCFCSEQyrrWUUg73FBTI+HgP/pZGhCKMFABWoLmMRywIQi6VSgwJ81iD0kpKIRQXnud3e26328NEEs0RFhI4VkgrorXmIY/b2uLrFX/fSPDR5Rvd6wCgKfqJDzgUjlVKaS2VlhgjAEBARhPUwSg1shKOCLGHH4rDtXgPm+GUHtVm4tHjPFy0S5Cg9HBY/yyC5bBGeniANEeJ2cNhLkLIyOwIw+faYHGOeERXiR/iWEbGSoEQPIoiEYpYzPtcIPAzfQyxoZFSqpQewktEyLlACBGi4/vDskgiZca5VcUjSshBc8DBh2EYSqswDIdP4Og8Jp1E7FcODwmguXTmUEeh/lyNo2mahmGYpuEFQfzGMMZKg1RaSoExptSgw8dMKqUoQ6mUY9qWYRhBFDZavpZCgtJx4Z7gmBBKGiVmwwAAIABJREFUqVZKHuobQQ8rJh8eR9x4YxjGwUUyTTOdTmcyGcdxHMdBQHZ2dqr1WqPREEpEYXCAV0YIYUKUkhSxuLgiVmY/o+fqz/02Av0frdj4ySgn14iCllIGURhyUKCpwSzL0goFQRAKFVo88P0gCIIgiKJIamWaJiHE8zwlI9M0iHIIiYvvaa/bNRzteZ6UklAahiFWEjRXkh84sONDj9OYCCEpeRQFADqOZcZZvmG5RSgjJjAmuVxhbGyMGbjfd4MoTNiOBlXZ2006Kcuyas0GAD13/gnPi1bvr/FwUKk1l47MZkt5L+wnMjbBZGd/bXtngzEScT+RSDCDFDN5wXXIZalYyObSlcp+rVZxO4O1tXubm2u+F968evXll186fvyo57rTU1P+wDt5YqVWcT+9fIdiIhABjRgzcrmc7/XiyOLA7QPguFmBMer7AZcyaLkAbjKVtK1UEASdTk8BMiyrUCjEWx6e71sYua6rZXRQyBsTepRSjUZDCDExUQzDoNovp5LO2Hix3qglU9iyDd/3Xdfd29uxbUcp7QdukibcfjedTuUK2V7XY4xYzPD8HoAWPGq2XEZt23b6/X6/51qm5SSsiEvXdbXWQciRhkQqmUjYUiDP50qBQkHasSjDrhslbctixo/f+fGDB/e7LaiW24zYD+7tZLN5P4gmxsfGxwp7u5sU4UceeaSyl1NKRZFYX9/M5LOTuczu7v791fWZ8aM3rl91vfb83ES333NSyrBxq1vZ2d/s98Gx84V87uOPLl/65McvPHvhL773J4V8+rnnnzdTudtrOwghHvGYya4NIwj9Dz/88eLRiS9/5aV//a9/a23Nn5t/bWujvDB/lIvw9MlHXntj4503r73/Qefpi+l/8Pf/sx++9v7TT19stbq2Q7Z3Vl948fkHa7cfffTxy5cvuz3v/up+aWyGEnusNH/mlPnBj2+BNvquNz97PAzEoxeeWDm5/PY7b25trJnGdKs12NjYSqeyjuOEvvD9vuMkT5w46fYGBoNCYUxwYtjoi198ZWlx+d79B1PTY6dOH4+LN0xLHzk6Pzs3mctlJibH/ICbptlstj3Py+WKURgiYK+/9qOFxalyZf2Xv/ULpx995sGty196ZfLypVv5fHFudsE0jXw+PT09fenSJ+l0qlhKp9KWlDyKQrffKVd2Ll2+ffzEeBgOEonc7t5Wr9e5ePEpBCTwNY/Eb/3Wb+/swRe/uJTPl0BjQsxBPzi2srS1uWMYphBSaXj55Zd937ftbK+/qxV+cH/Lstmxo4U3f/TjhJP1vCCfL4ImN67fNU078BWlRqepPv7oyqkz5wZeUK31Fo+cCgMReP6jFxZs2zp+bOXMI8uJdPiX339Hw2P75bVuu31sealRA6AaY/zExWeq1c72Zr2Qm6nsX9vaqF9P3281mgis2dlZgkkUikIuj8D1vJBoms+NE0w02HdvV2bmJwi1G7UBD3Z9v1ccY6ZJZCQlJpMTCzvV7sLCHAJ67+56PlsCgEbDrVW7jdqNlZUzzz7zYiqZ/6M//rOTZ1Z+7hf+hpl87ZNP7xGcptTBwDutWsQ9EveqC400ZhRr4ABAMaaEIhBIY9ftZ9KpI4sz3V59b39v4cjsh2+9vbVZ1hra7W6v151fmMnniwRRLdDc3Gwqldrd2ccYf/Onv7lVrnXbPYxBCNFuNLkINUjDYKlEkWAdz3vZbH9sPCiW8ktLS7ZtCRHt7W+3W/VkMh3/sghDf2fbNR2HmvbS0lE/9LzQxwzxMBorlsrVCmOQTrFcPkUJkpqbDlKIUGpEftRqtWrVzl65FQSQtKFYzIGOSdFSKqjXq8eWT8hQ7uxsb29szc3NnT9/vlyrvvvOG5mkLIwVF2Ym7GRqbnZ+v1LdL9cxIhJQrdq0mJlKJgvFXI37QdCfnJ4KRGe/ent8KmMZtN3da7Xry8vHOp3G2oPtwSDM5wjF9vT0NDWsTCaXL4z3Op2tnV3fD5Op1MRE3u8HQdihVBlUc66jdnd/r9xodGSEzpy6UMyP3Vt9oIGUJia1ltnC2PzCTHl37+aN1VurDybGpx577IlWuxWFKpU1CVIhjxhmBiNS6uGyWx8GnaO/sp8K4bgjfdSSOiLDjcaDUeoGIwwYAQY03LaPLaIIaa2G4Ew0JPnFGsIwMXggLSKM1U8eACj0MPR0OF0z/K46VklAA1Yx3R8UPqRHIa2x1lohNFIZyQGdIJZdRhMdUqAw6NEQBCqWIUfETdAj/Wi0jP7JTrDPesaQkoAxJtRUkQSFNWAgxDAtRCghBDAetQFSwgylhIwlV4wx4GQySQlmDGutpRRSKa/vMcYs0zQNCwBhjQGAMTN2+ccpLydhGYQermqIVxcxaiFuPIuTQYxhjHRsq8MIYUwxxjS+uKAO2eoenkxyQNVXUmsthZSHSBtoGIgaTtFoeG3jXF4s78RdfhqNcIZYxwvLoZKGkCbxRA0xaFRrreKRW2stRBSTZuKrghDW8UgJwwqykdQT/0OkFeZSCq4AI8SMeGzEGBBSWsl43EfDEjMczy2MsVFzHhr5/XQYRsObGQ1DjGEkHs4SB4qTVAd7IvGbJYgMR6NRbUOs+sUDzmjsgX7Pi+9jjCB2TGJQoDExiELQdXte4EvQnucnEgmLWXF+MgzDwQB8t42wYFhRzLAmAIRiRmJYKAJQOnZdxgtyMeqxVKBB4wMt65Aqp35i8axiBubB2vugD10pJUQ8yerPaXGHZzD1OeFPqHjYwaMyBqW0HBaVaaWlVgBIaYU0SCmUkkqBBBUjWxXSWIHUErjgWkkhFIDSSoMCCRIpJGPrL2CNNdZYaRWXGGgtpdSx9UwppUYmVQ3DBCDnnCL6k+/lM/oexgghQimJSxQYi+v4pAaptJAK4m0AKTVSBtZK8QgAKMVaS0ao5ELwyGJGPAx4YYB1bGHQOP7NilAUhrEKj+M4q9Iwwk5ijIcVe1qZjCGtJRcEY+Y48YPth8GwvUFIDTJuaoj5JQazEaIYNMbAGKLUYJahFdJaYQyW7RDGCGNSyt6gP0S7anRAv8Ex6hcdyuw+LHnncck8IKW00NpACEVRGEWcEJJOp/uDbNftbW9vY4pNxijBQkSKC6UUolSGIbNt0zRjMe3hxsNnf6r+R1oU/7q/E+9MKCVBKwBMKMU4Dv4d1PHZZoLm8vlkMmUYBmMmIUxwHqcxTdMc9APfC4gazfmWzUPBGEsmk8lkUmnqtjuDwQCBwFgDxkppoYXWmmmCDoyvQIAxgOGehxA8PqWUGlgTkKAixYMQFCGIjRULfhgirYMwtC1mMsQMmk8XPJ+3u94LL37x6rXMRx+885/84s+/+MIXbt66Wq5s3bxzvVjIu16PR+iR8+dCHnLOLckYwVKIfDY9XhxPZrKV8s7U5BggqYnc2Nj5+le/8qPX32zUK6dPHZufm0kkrbfffe+RC49tbW102i0zkRbcB8CBHyWTKa3EzZu3E44RRdHW1laz2QTEAMC27QRNxvl4xsxkIq018ryg1+2X7EQmkwYA3/cnJkrC177vhf6AEAiCIPAGCGvLtgkBoZFpmsl0Jgg4NjTFWkSe223OzS57Xn9nZ09xiUEFXl/KMJNNC+4PBj5CCIOkWEVCSRUF3iCZcRzH1EoKhRMJJ5txut2u73taaC8IbTOBCOKKh15oJxNC6oHna0QBDN/3MZEAVPAQlBj03HatghQcPzppm4nnnvrCxx9/apn23GzBspjn9Xq9DkFwdHkuk89du3al3e2OTUwVSoViscC5vH9/6861Vq22BySybTuRSl185pHJqYmbt1c3dxqZVLpaa5pW6vrNO5W9CoH29av3vvnTL6azyUrLbbSD+N5wXRdLVcilo7DHtYewfOfdN/bL/k//zCOnTi+//dY7Tz319Ozs/O/+7u8VS5kvPPeNZ5/xF4+cmp2dbTXCt99588033/rKV7709LMXb9y4xoXf6/VW7z7wBvzypTv1WvSf/+qvAcipiSP/+z//P37jf/yngld3dnZW75WfefYi5/K1H1z2/e74WCIKCA8jnMaEEADUbgWtRndmeuH9999HapDPjlcr5YD7586d293edmwyPl7ARKQyBmCcH884SXt7Z+/ajevzCwsTU7MnT57s971+v+8P/Lt3bmugt+5sRTLc3a++9vrb7sDj3J+dWfjxux9OT8+YRnJ+bmJzc/PH7vsRD5SS3/nOn/7jf/JrhWL6ytVLlkX3yxumBYaJ3H6nUsVCRP1+/8SJkzvbFSXR7m6FR2psDJjhFIvTSsHpM8kb1+8GPtcad7ouIR4zbGZYQmrO5eb6XjqTCHw1NTWeL2Tu3L577eq+74NptB57/Fin0/y9f/tdzuH0ytT8QiZfGpuenl1b35oYm5tfOP6jH72VS2ceufB4oWhduHAMUy8Q2/U2txw9NzO+ervV9+q5YopgxqhzdvH09777Pg/Zd77zg3KlPzV1rFYfFHNj++VaqTgxOzNfqTYWFhbHJ0S35ysJAzfgPJ3PTZd3+zMzuXxhql3f3dpsWzbmoj8zPVEr1+/fufz8s89hSFz65E6z0TWNTLWspicmt9a7tXq33YTzZ7PF4sStm/e3Ntu/9we/8/d/7R9cePTUBx9dqVZbpbEZJXWn11cisk3DoCYGYhACQsb8A2ISSrBWEmmVSlh9t5lOZ2uNnRdfuri0PPt//+6/9TxvZ2fn1KlTiYRjGGx+foZi+t67H2TSuUQi0e8PPC+YmLYdy4RkgjLMGE07lh8MbNtmjBCEp6YmACmGycLiQr8/iKLAtlCtulMs5inRG5v3F+YXZ6fmlASt9bWrd44eW8iUpqNQLcwvDwL306ufTs1OCxmVivlcKskjDojPLkyWSoW1jQflajORGFhWspAvUWIrTaIoqlZrhGjLMv2gj7DO5ZLz8/Pz8/PNWr3f7+fyGYxUpbr39lvvMwseffz87v4Ow04xPRb0e+16tVGtdDpeEAJlRClpmyyVSiGkMEWWjRYWC3dX94UQicJ4KpWSKOj2W4P1wO35+dx4oVDgIdi2PT5RCgNere7nC5PZbKZWu7+3t5PJPDozVfJ86g061DAmxqc3dzdEKEIvLO/5oG4eXV7hUh07cZwScvXq1dV764RRqcAXke+Fy0ePGhYJo14ylUTMD0KPcwHUQchRSHKuGGLor6TeDTfHR+VWoBAiehj2Q7Ekh+OIBAKk8Wj2owAcEEFII421kgghrRAgBVrHaXaAeI0emyI11kPo+2g2G8LMYuMljiNCw4DNQ33vECYQoVje0aCQ0gjUkHUeMwTxsPwh5gyp+PXjtio9NJMCildoQ+EOkAYxSn5hjQAjoiEeajXEnckQpxwPzEToJ+ZkfeA+FEAIQhiIQkgrpBCKwTCx0TH+zIXwOUIYS6k1AszokCguOKU44oE/8KIoQAgZlokQVhoiLrSMD1jFahahiBFKKY4hgocRFHEWUSkVKxPxtIAxViNu3FBMA0TISICF4UbAQ6fcgR6FY2VEA2gECI9GiNE1whoU6GEOFDTSoECPdC+IqSdDjUAq0IC0ONROHA9BmMQjNR5OBARjQAgLIfWwAF6NdNdhCPMwe0NKaTBips243dvzvEhw00pohEEjNRy0iNYYxUBMBGgkYKKhCnKQIsRaS8aMOKiIMY0jURHnMrabDofz4cIYf8bNC5+hgIxOIGA8MjMOb+aEk0NYE0QJQQamjBCEQCmNMVKgZafb6fRUvMegdRRFrVYr9CMtAsvGBlYIK4YlxRQBQ4oczsWNGBwakYcsmYPrpTQaSV7yQHI4+MoBdTII/aGKqw8UJjxilAznvc81H+hDgc8DH6ZSSknNQ3FgDFZKydhOSYjWSMVe49GZV0oczHsontyQjuc9pLFUQiuwLGvY1Kgg/rpGSsl460kjjeP+h8/sFj3U6uLPKN4BYYQIJP4/5r3R7tcwI0gIjvmHsbkRAISMhBBRpEDzuJA9Hi2klJQyzrmQ3KQsPh1cDJ2TB7h/SimNmYFax5jg+GjiJ3ao2g2/NYkf38OUG9s2hRBSaiGFFFJKEVfahGHAWGRbjmFYNjO4VBopEXlCgVY8m0k6yaRhWJhSLgUiuNPtasExZfEPjuG239BNjT5XfBHnZfUQLSHjLS7OeavVFkJMTEwgwPlCNghMRLBlMARqMBiEMiaLAhDCGGWMxSjnOCOK/qo9tGEf5F+v733ussWxRiGU1IAINizLTphOMmnadkJDrM1ijbEmBy98eFAkhGBMldJaiLhUt9Nq+hIxO6W19jwPEwshxAwjRhMBxgjpGHmqtQ7DaJixNGjc9xBLz1KKAwtBPEYygyCEOA+58DrdWiKR8L0+IMjmcp1Wq73bXziykkwlu91Gt6OnJsYfOXd2fm52cqp0b5Uwg+5u7TOKkimr02g1m7UoipLpzNh4UUnouQ1KmeMkkZJCRCdPnTiyONv3O1z0F+bHv/WtX6hWq5aBiwszSkci8m7dvF6rVpOOqTEgwAC4PxgkTOx5Xr1aHi8VCYbYIpJIpqWSURQZyGbUJJghRKXUtpVkJavRavT7g1iR9n0/n895oe+HQRB4mUyCEK1BgkZCiCAUhpMUQvb7PdtJY6G05GEYIKQHg36/73IehlGgtbQsm1ADIQlIFksJbxAqHRWK2Wbb7fe9TCaTzDiZjFMay29u73c6rclJJ5fLtNtN3/eFUMViKVvIRkK4rqs95Eo3l8s5TtI07DDshb7HQwyCB4FvEL10ZGHguYHnu24PxmF6errTap89d2Yg+nfv3hKCK1BrG+v9XkcIVanUfuVXvl6tVZvN1vjERKvVs2kulSq1euVO13985czysWMDv18sFhMJCKMQISMMA4yjfAHcfvNbv/yNkyeO15utmzdvre00fN/PFydN00RYACipuAKez2f9oPNP/+d/+NKXX339L/6Ci8CwNDPgD/7g37/yynP/6L/6h8WxTKOx+6M33n3i8SctM/Hppx9msomZ6cl3fvzDubm5MAyrlTYldnkv2tqAVl299dYbmES/+qv/6ZHFmRs3NyPhKw2XLn/8zjuXxsfHzpx6zPdNHpFed1AqFXzfM1kOYVGrNE6eOlYqTjBiFAoFzwvm5mcTTur+/fsrK8eFEmvrd9O5dLFYdJJGJMJIcK6hXG3OTU3eurV69+5dRk3XdbvtZjqdJYj0+6FpoO/++eUrl6+fO396c73y8cf7MzNV00hwLsOQG0b0xMUnosi/c/fap59+mkhYmUxmeWnxwf21I4tTnU6HUNRo1I4cOcKY2Wn39ver16+uF4vpr3/9p9544/V+L2w2eoyZjCba3b5VaTz77AtXr91CCHGhX3/9jXQ6PehHd1drxSKbmZ2anJhtd+qPPPJYrfrGzHRuf7/l9jwApCQYBrj91uLScq8ffPjh+8lUnhmJq1evY0wNw1hdXf21V37RCxohby6fmPjZn3365MrpyPcWjy5i0BsP1lLpnOS+27997fqqNzB//9vfSSanE3ax122YRrLT3qlUKufPn+/3B4N+IHmEAVX2y+3m7kR+sVB4NpOeTiVnc9lZ24pE5Blpp1nfnZywzpx52m1d++53f5QdozOzY46ZKuZmNzfLt2u1TkcuLp3oZes8ZFubFdAkl2PVavX1N14bK84nk46SdqGQ29nZSydTIgwYpYxQrDHDlJIhWck0GGVUSxBKpdPpKGT9QUOq4Gtff7nRqUeRKOQntrZ2u12X86g/6Hx66UOKWTaXtk3LdV1CWMJhuzu7QmtKqZBoMBAYQSJhSym73Z5tWclkMgxFEEWa6IgPFpcWMMaNpuQiyGZT/X6aUEQZ8cIQYxyGkM3mZ2fne16/Vmusbd4XoZ4cL1Wr5WQqgVCyUW8kHCuddgAUIUYwCATnVtYaH7OiSGSyBc/zGo0a5xEh2hsEWoYykdAK3bhxY/3eumVZpVKRINzvdTNpOrcwl7JNUNHmWpMH/sTE7NRYybHsrZ2dWqMHSLVa0Hd5rd46cTxvmKRS3RufdCan8mtrjXpj/fHHj49PlNbXtqen8plkLpXMJxMJboDbcxUCylC92TQMM50yFhdmuZJz05OmRSJOGTMxllIJihkhrFQck7wR06pmZ2e9gd9qtRaXlqUS2/vlpG0988wzYRjOzc3UG/tc9gvj44ToerNhWElmAEIcaxyLbgd79j+5N/owDTUyaI7+P+5IQ4eZFFprAKI1RUAAxSwPNIpRSEDDpQJojHEMhlEw1PkkGs0VGOHPAhoOgj1ylMt4uNOOULyMw2rIkx+GukArheRQvoi/GRkdasxsQxrFXjId908MdUIAHbcDxklCjRBGNH5trIfOUvTwkNBf5+f8TOU0whJhirACQJjESBghJEI4XrYpJTgXQiAtNecRxoiOcmKe5zHG4iUxY6ZpmZNTU/HWc+BFCoaMhsgPmGkkEpbBKIAKQk+OcOIHQMV4wZ1IJAzDOFjCKSWFDIeISMJi3kTMX4lXXoeMc0ojgrBGQBAGQGAwB0ABxqNeehzDJUYsDzwK9+GDP8aTG0IoHiWEUoepjLECRmPtd1j3hj6n5caUmoOZZPQe9cG4EtfEA4AQajAI4w5epZQGkLqvQCs1tCwjREaO4JgTM5xMuDoIeMa9j1iDNA2LMYMZxGCWaRqEMcMwJGikhocR30OUUvQZXKkaRa6UVOrgSeNSxmiMg/ce8CGFHimNtMYKQEvOudJaSN7qtAEgmU733J7UNAy5FDWs636/QylEfg8QJyCRQlojkBggltgPygA/7+d86I87lFWL30jcifdZdqU2TSOWHbVCh0/y5/yccVfZ4dK8uDNj1AE4lM44l0qBEFF8BmScD8UIAMvDrXefX8CrAyLL4QgfDyOEqAIFSFM0BMwSixyGvmgElNL4/RCEMIY4ldZ3e1qrmDTJGDUOHf9hH+ln5j1QHCHQEvFQGoZBMXBQWkqKkWMZzDC0UlIqqbhhkBE4SFFMmO1oUGEYIqXD0B8M3FGdqCQYMUpMw3Acx6CMYCyECIMgFNHB+7ctg1GslFJaAEiCSNxBSQiKwigKJNg2dSyMFTMQ1cTQltI0vvHiHgdCGEIYtBRS+EGotSaMMcO0bDuNk1woKSPPHwwCr9/zFBeg0WE3NkIItIJhsm7oxx+eJqWllPF5BACMwfMHo0Ie7ft+EAQa6YmJiZCHkkeCC6UUpdgwLB6HBQCE4BCGh2s6AKHP1az//9H3Pl+pganSApTmXPg+lwCGbWdKYwmhNrbKob8dcg8Twxt4nMuDzQklQUntun2CcSKRED44TiKXy2ULBeJFhmXF1W2maSCELNNUMpQi1ACEEAoEY6wjdbDZEwSBVgJjFOdKTdOMHwYhIimDkIOUkcE0NZjWAGDYDm412wCq0ynv7uxkMoUoyLvVHhc+linO/bnp/IM7195/+7WFhdnl+bmsY9uWZZumN9XDGKQUtmk6llWu1CghURhev341mUylkpnVO9eJicYmM+fPL3566a0Ty6dBD1qtva2d7ieXrq6cWOx1K4QKhPEgiAjBJrYxovV6vVatLMxNa8Ul58VivtVqpTMJHinLMpTWjJlKqUHf9/zQcRzbsmNjZ2jyXC6TSqWazeag048nWw0qkUhipIMgIIRhrHq9nmFYxbGiEDqIBqVCVqrA8wedTtOyLd8XphmapgEgE4kEIJGkjGGz3XYtmyoVYVC2ZTgJu1GrhqGdzqTTCZtlTS359s5uKutMzkyEQYSQdgddd9DJ5NIIYUZNx0m1Wi1AnBKGQRGM/EgrzkNfNupVJaN+v3f61KkrV97lXCUS9sb6tbGZadMgmckxrbVhsG530O9Hc/Nzq/c2Aj9QSq3e3eh1pVnAA1+WxmYxZRG3drfd733/u8eOL3/t6z/19lsf5DJjGxs7s7OlXDrz/DPnz6ysdDudt99+04sM20rk84Ax8f0wY1vddtt1m08+e/YrX/5Kubr11NNPffvf/J9vvvne//S//Dd/+Pt/fPXq1uy886WvfvGf/a//zLSMcrndbG3Yzhtat8fGi91u8/adW+NjU9NTR06fPut2dL3ef/Xlr77/9sbd602Tptc37/7Gb/wPFx5b+lt/5/TLL78kuG42eiLSM1PzhCSdRPb69dtB5Obzy+trtaUjR155+cX33n97Y21nvDQJgBqN2iMXTv7UN356Z3e32WhMTpYGYS8U3XTG3C2vOYnU+tYaZc7Y2MTubtnve4O+Wy5Xzp8/3y9Xtnfbs7M4n80FYc+2stkFw7RwENK1BzuPPzbf7bqNentjfd807JmZufJ+tVDMnD59utPp3r9/d2KymMulTpxcTqUT29s7ruums6lGveU4qVyuMDk5e+3qOhdoY2NvaXlla6e6s1fHiLr9QSad9/zog/c/yeVK/X4/mcqajhOG4fUbq74XNJs+M3Aq5dTq5fJ+w7LsMJSE4GazxUW4sDBGqEDgtzq17d1aLj+WziS2tyu+T3OFfCi463ev3Pj0xRcvXLm2eudO7/y5L1TK+8EgQED6vfbKqfMGs0IfI5Q8f07/+N3bufw06JTbD/L58WarXSjkK5Xy1lZyYnwCtPL9AVhI64hivbO9k82OLy09unav26zTcqVfHFuYnEpiqsr7HYMUZueXux21u78luZybWVFR5uTyufv374PaHcueHi96lXK4v7f5S7/0izdurJZm0l5ft4k/O3tMTzntlnt8+RTDyPN6WgqkNCigiBiEaC1AS2ZSTEFwiXikZIiJJFT843/yj1bOLn/7279tWVYY8scfu7i9s9Fqt6Znxra3twkiFJsE7F7Po8RamF82DQMrQQnRICkhCJRSwjIZAksp5fb6Wmvbtm3HSqaNTrdhGMbc/NTmxuaxo8c7nc7t27cinxdy44SQ57/wyLnzF3xBZhbmX3/9tUEvOnPueLfV4mFAswnDYMmEsXBkBmO8vrYdBTyRSNWqzZs31yWQsfGCAj2f1eOdAAAgAElEQVQYDMbH8tlsilE8OT7meS6P+rVKO58vJJJFKULBAVMEGE2OTVf3K81aPZtN5JbTjp2YnSiVaw2/1wn6rsVwOptxnNB2zE7HcxxDYyVF2GkG2VxibqZ0/0H97p37J06dyeWLQRi2B/0gkpgZWqB7D27mc7nZ+XnPa169tp7LFSwrkUqnI94JuQhCzw/cntt23Q4XAQKUTKRnZxIXHn2i1x2kUpnrlZs7+3ulifHx0oQAaRhsZmam222VK7umjfNj1uq9S+VKE1F1cuUcoqY38LRmGJtKcqTx4aUbjDh7h+c9QEojGePjFdI4nnkoqLi7jwDCCCOsBRuu+BEZrftjGQwNDXyAAWMAhTFCIGPv0wFUIs6TIUoAkdE/G60n4mEMDkDwMawFAWCkh+VwGpQEDUgp0FRpjXCsJSKggCgCAC20VlojUKA0II1iuQ9prAHFNe0KpIZIg9Qqdh3GJRUoNnmCVoBknBo8iJnBsLbqMChOHXzWmGqNuAKFCEZMAeJS+yHXaogWBFBKS42Z0lKBppQqqf0o9H3f7Q+UkowSwzAYM4TQ6+tbGkBLJYVCCDNKCSG2bVNAQRAMPKG1REjjWJST4iBwFJcw931PuL1DhEMdG76UUlp6COLzCVqDlqCVVkN5SCgthsQ7dECyiQF4nwt7qqE8q2Oi38O/NsqvIY0AkZjtgrQCqXSsLsGIxxDzc2IE4WcXe/rAOTxaDyIE8VylpRjlA8kQWa81cCEjHgEgRBggJgFi3UrrYbM4ivsCAeKORAA8FI2HEMrhZRVCCiFiPydjzDCZBqWRiqEomCAMw/5tNBpdYXRT6JGdVeuhO5RgqkErrYY6MSAer1E1IKVBKqQkAGipNIBhMgWaUgKYEkSSluOrALSWQioJCknTNAFhBAorrDUCSeIQ6sHtGH/YBxsQh0vz1Oc3LA6m6KFuiTGAEoKP1Fo8mrQPoKyAh7Vjwwjf4ZEpfoWDWSBW8wgBrRRGGpDCBCGCAeshIDeG7sbcnkOKy+fonQhiqqrWWlNm6vjHwUFhARquqw/UPKV1pIa7O7GwirWK1WlCGKXEpJRgotVfsXczHGUP/pxIWlorxgzLsvr9vpQ8k0lallWt1ijD+XyGUup5gRQhpSgMQ65E4AechYyxyA8cx0lmUt5gIDiXIkJAi4ViJpNBSruuG3o+sQEzhhEyCNVEcs5jKrFhGEPHNjMQM0FrwzDihBLGOJPJUEqlFAgDJcQwTc7Dft+jlOBhe4YGLePsotSq23NLpZzt2EEQdrt9ADI5NdNzB1EYegNPSUmJEXdoxJtPQ8lYASYk3iobyuLDWswDBOjDag6EdT6fxxiHYSilCHl07949ZtKEY1OMEdIQXydKTcuMj5AxorSIN3XiTQIhBJKcEBKbIQ/u0Ycpxs+O5of5s/GHEEIpjQBVa4279+9jav7hH/3x6r31IIympmbHJ6YjoTwvYJgSQpQEwVUMjJJSWYbBw0AIBYCCIGSMgdSMMS1l3PCutWaMRVGEkUIIcSEiLjkQADARO4CAEYwRYfHPqjhaOnSuYk0sEMJjpjIc4NzHSBgGkrJvmTKdTr311luTk5NCdNfufNB3e61WM5Gwkwnbdd2lhSNht/XOa6vnz1/QvhSc71faGqJjK8eUqnOht3f2M5lcvdG8ePHx1dV7+XyeGOzy5ctp096v1Dy/Nzu1dO/B1Xaru7y0FEbhT/3US/uVWiZb7PXDtfVK1I4kB4xJvd7EOhwfH/f9QeAPCNZOwkwkrTD0ASDiA6lowkkD0J47AISlGHQ7bi5fKE1M+P6g0WhijBhjGqQfuCknkc9n3J7rdvtKKdPGpmUNQnd2dq44NlauVPPJUqddtx12bPlILp+an5+bm5ntdb3t7d18PvvoY+fSmUSztb9690G31+x0OjyCRx55qt/3Ll26nMxYC/MnSqWSFwRub1Au1zkPKSftdktwWSgUO92GO2hJxQ3DymTSvu92u+0wDJMWC/udhGMjLE+fOVnIJ86ePX7j5lWpwnzeWFp+sttru64rVfi9737v1OljTzz+9N7e3v37a/niuGEmn3ji2ZdeevnXf/3XX3rpJYOaq3f2EME0okoTIY3337spZCC4fKArUm1/6eUXpQ6mZuz52QnbUg8e3Dlz8lg2m0km02kzh4zC/o8/NW3IJDPNamUikzBN7Xu874aM2r/5L/7lx5+8BxjanX07yWfnMaO4Vtu4s3p1d5efODYZBpDJ8Oeef+H6jSunTp0ul/cxsi489er/9hu/sbtTJcgUkfPoo09aZqrX33v6mdM7e6sawuMnTuyVH7z8xa+CZidPnbpyaTWXmWy1e1OTudDvBn5zfW37v/wvftU0zddf+8uN9Z0nn3qcgP7gw/eOHjsaBIO33/nR2FgpkU726q0z5044Kef4yaWIqyPLolbv7O1Wfc+/e331K6++cGrl5N7eXj6fe/ELz6+vP3As0w9SGqQW3LKMUm7CdTuhH0VhlEyms9nU2bNn6vXq3t5up9sIwt6x4wt7e/t7+zuFYjYIvOvXr3/ta19jjH3/++995csvhIHsdfummXjllVfc3uD69RvLy0uPXHji9u3b5XL16PLxGzdX1zZ2pNTlWvfnf/5vfvDR+7/+6//tO++8c+bMY5trtTt3brXaFcogCAZR1NEaBaH31FOPnVg5vr29cebsyT//7ncW5pbW1te/8fVvuH0htbV6pxNxXKv0ABRg9sMfvv/+B29hKufnlj7+cMOk+Pnnnrl7+9r83EwmM9vr9TTCd+6sEZpeWTn1gx9+kE5NZQuFKOglMwlQxBuEnVb17JkTvW5Ha39qctLz5VhxyjLdZqetlNlpuYQCYLPeai8dH5tAE81W4+NPP+l30UsvPje+k7577/5HH7974fwLyWRpbvZIp9Pb3K6fPnUkjPrNRvTmjy6dOvXU1ZufTk2cDTzKcLLd9U2jiDESKsLYUEpSSgjGRGODMMUJJkrIkFCWSFg0pIB1p93+ub/9jZOnTqyvrU5MFK98+gFG5vzC7Ozs9OxMsee2EVJhFLi+vnB+2ffk9tbe7u725NSMZZv9fr/TaZm2mUonhJBEs1y+sLm5g4BijPuDnsJ6fDLt+WG7W6uUa7ZlEWpgSjK57M7efiZbqreai0eOjY2Pt3qBP/BSSadUTPEoOP/Iqf3y7iAYmIwwhsvlvbWN9bnpxSgSbs+bnpudmZkXoKNIrK2vJ5NJwzSEiMYKJc4jEcl2w22KzvkzT1587PnNzf+XuTeLsTQ/z/ve//btZz+nTq1dS1fvPT3d0zM9wyGHpBlR4kikJEsyYyewgSRGACeBLxMod0aAXPgicIAkgMEoSGzZiCXSNkVKlMgRZzgczj4909N7d3V17XXOqbOfb/2vufiqqptDKvJFAKUuqlHoQp1zvqr66n3/z/P8nvXNjQ0EmmDwvWK9Vh/0D0SW1StVMOrhvbsGsxNzc8PROBNSiOzU6mKlVl1fXw88v91pIa2Q8qrFYNjpnj21fNDtb2/0VlZXW+3uJIyjOA3DSafdkVysnprr93cadTfwkTG62fTmFmZG48loNBgMegaBBvH2u/evPDt/5crVe/fuObYfhyFCcHDQxqCfvXxxOOptbD7yfdet127f/nQ8GrQP9lwPnVia9ouu5SS3bnVLpcL8LI4jRYkreDJbXxgNxmmauq6LMdHKMMYQwmma5m1ypVKJMdY+6NiunZuSMAaLMqUFBmQM1USiHNVtNCBCmXP8RzkHiWshjTGWZWVpyhhzHVdrnfKIUYwxMISUMq5jI2yEEFwojBGhRCojpcQ/Z+tB2kiEiG3b/f5YSWVZLgBu7XcCL0jT1PPdKIoQMkmWYsJK1UoUxkqpOBHSAAFkYSREJoQgiGJKjIKMC3OoW2EllVZKgxqN+6VSIUoyLyjstzvlcjlOYooMMqBEZlsUlEiTRCPQxiBAjDLAYJTRoJVUju0QRnjKh6MQCEiCMGFCKIItAOzZ/uzs7Hg82R+Nhcw451Jy13Nnlk5LZVzXlVIAQp4XjEaTuw/WXJvlQENARgujAQhBhBDGbEopMgCgMUKMkfFkoARQChkH3wXGIE/0lEqlUqmEMc57bnOnFeecUup63mAwUMpIKbM0cx2v1+ufO33m7XferVZqnutRYgkhlOa7u/vLy/OnTp0aDAaYkI2NjRwhk0NhjrfHTPDjgr4jYodijFFKEJLGGMdxbMcZhtH29o5fKDHbEUqFo9Dz3Zdf+tz+7raRGcWGEoQw1RowIvnASY6yXrledJhU9DxCscWQwygAJsxmjM3NLfyLf/Evu70BIghr7LoOl5JgqjQGhAk29JDrCRoO2RAG50uBMQZphY97AY93DMchxphutxsEnpSSUUvIBBmdZdyyLIqZzDhlhCBAkBfOH/cG4FzZ1oc8ezCgLUoMGEDEaNBGaW0QgUxI23Zlxn3PjyehyHiz2UyzTCqNKdFauk5gVFcksUUtKYAyy2j9JCiIMSLEaAIIGaM0Mubnw6XHActjx6l+qoz+aRzJzymUSn3mc44a8/BnrJtPA1o+Y6/LVa6j+KhNA388ChFCmcg812/32kHBn4QRwuD7PgAOgiJCKByNcxVEHWHtj3mQn6nX+0WZJ4dE5M+KUooZVUangoPSrudhjDXPtNbIaHLUb3Dc6vm0qHj8cE/2PUpJmgohIqUkgLEdZtnUgCIEj8fDKJowxhzHYxRxLo+33vy4xSuX0zQeDmPHtiuVijFKSKW1Dkfj/HXmVyqvWcdHwI981yIYS6WEEIoLnnEwJgiC3ErKGFNKZVnGRaqMcFzLcSzHccrlcpJGlsWklEoax3EQIuEkTuKoUQsAlJLcYhQAhuPo8eN1ITQXSkltDMqlef1Ur8XxBTr+Zh9bxp/6TqDjHnYAiOM41wYZY17gU4qlVoKnQmT5jxqlNJXcwGHU8BfNEp+B9vyHB/mOA9SEUIRwHIW7+/txmtWnmoEf9Pp9rVE4iXw/ptSymG3b7s8/HP65jT+/CAaDMQhhhHF+S5IKpJRY56lFqZ/CySikj1+O0lorYYzmnCdJgjHKI6TGGIzBdiw5lp1Ou9trEazSZBJGo5XFE45LV08ttdttDMZxnOlGAemYZ0kacwvjNImqlcp4GPUO+kro/mC839mfOTHd6QzqjdnNzc0s5efOXjp/4ZIQolwuM8cejUeuZ2Ui3mvtphmUgv7FZ86Fk+TD9z/4whdfuXP/LmPswdpDYgVc0CRNsFWyqIW0baRwXdt3AwSVOBqORj2tte16zeb06dOn9/cHw+FkNJy4rgO5VI+QbTtRGCdpIqXEBIwxU1P1OA4tSj3Py/ltWmtqMUysje3+jRu3Gs365StXLp05xbMoScftzu5kMsphj1EURVEahluYaMclSie7e/u2TUvFeqXcjKNwPA5XV1fqjXK327tz5w4iJPCLUurA91Mh43jieZ7W0hhRq1Uwxt1u1/Pc2ZkFKbNOp1sqBF6tVC6XHJdeu3ZVqbDd2Z+Eg1Onli0Hzc7X53Dt7u07m1t7vmdXSuW33357OBhPNWeiKK3VmpNx9of/8v8e9KN33v7IKLOzs1tvIi5ixgjPdBJLIXSaZv3+Zqlsu44lTOrYUqjxqDVaX99/8823Xrh6bWZ6DlhlkjIAHMeZa4lCsUgIjEbxaBh98MGNG5++v7u3F6dw4aJntH7llZdPnTrT2j947Udvzy9M12o6jU210vzGN1598aVn2539jY2tcBKtr9+ejJTI8PLi2e3t3bNnz/YPpO2opeXZ9c1PEWDXKR50xjOzjVarXSxU//AP/6+DzmRleRXASTI+msAk6v2v/9s/WV/fSGLueR7G5PmrL/yf/8e3zpw5Va2V/v13v1OtlNMsHA15NBk9evjg/MVzxqh2Z/Do0Q5gFkeJ79gnV6bDaHj1yrOTcFTw/PPnT89ONzoHrd3dnf3d7eGwnxOwymXf87z5+RNpmrqud/PmzUKhUK/XW+2d5eX54XA8mcjTp+d5Jl3XO3lytdVqv/vO+9VKhWc6imIEbCwG+3vdrc0djEmhULxz5+758xcLxfLp0+cGw9BgvLO9NxqP/uKHr5XLxTfeePPWrVuN+szW486VK89eee4//fiT9/b2t+uN+r27m+fOnv61r331z//8BxcunAPQX/u1V5u1KQzvMFLc3V5774Nb4QQTWsqEStNUm9R1ueMrjGHtXq9cbvQODn720xuBb/3m11/tdm7bDjt9+jyl3s9+9iHowvT0VCpAygywllpS0IwxKeX9e3cH/WGtGrg27nXa0gLHQ83ZKc8vV2qMUtvxZNlzw2QEWK2tPZifP/GlLz7z05++fvrcic9Pn5ltrrz5+s3Z+Utbj/e1SXy/rBXwzLhOSUm6vHL6T3/wWrm0f2LpVDiJtLQJIVIobUCpPHuT4y2QUhoRwmxbZUclPRbjPK3VapcuXSLE3Lhxg1ry/IVTaw83uYi0idutXSHT7e1wNIDzZwr9fu/qcy9NNaY//PDjSTgq4CJCBhE8GPQB6WqlNplM9lptLbHj2I5bqpSrbkAw0VPTpWmMDTw0Sj1a30ozWQjKgo9Gk3BxaSUIgtv3bpWqM/1+b3197fSZlXPnV7d3NzlPkVZGqiiKEMYAyPHcgofqVS3S7OCgl3FuCJZSjsYDjDFP5N72/uLizMnlFQooTbJ7dx+88fqbrVZrfm42SUJGsG3hRq2iNYyGYyUkQmY4mQAh40lcKBTkaBwlglK6t9eaTCaMUIzI7l6YeAk1Lmib4sLqqTmhFGMBJZNara61ship1gpT9YZUWZpF6+vrSqlarba1Obl1+2NmWYVyqVAoUIu1DzqFMviFYHd313E8IbiUAiFsO6Tfb3MRT083p+plrRVjVCYGkDy1uhzG/V7voNuT07PNL3+5Xi5NMYswDoN+f/HEmf3WTuAVCkUvTVMjgFIrbypPkixNSRzHg0FfCLmzt4MpyYNhUnLQRkppMXIIvj8a8gwohPRRvAopKY1RoEBrSSnLkowx4jielLxY8bXicRxaGFGCCAGEjdZaG0SYRS1LG6S15lmK0OFUmlfwpQm3bTeKEq0gilJG7ZzePBmNOU97PUUZUAb9ARRLEMeACGgDhABGIBJwbQCALAOlDjHfx7ODASAYEAGtoT7VGwxlbaowmoTD4XAykSfmyyDFQSdiBOoVmmUy40AIUAoc0tzEhDEihCiRxmFmDDSqAXO9ScaFgSSKy5VKMahMJpN+v7+8fJItkjSLsyzTWsZJGoZjAzSf957SV+GYW08IoQwwYUdTBDYG4dxbafJCBfbcs+e++qtfKZdLSoo8qscYKxaLeUNYvqHZtp0PJJZl2Y6bJCljdj6bubY7Ho9Bwbe+9a0bn9xMotSyDgee6ena1772tW9+85u2bfd6vR/84Aej0ej46R1nvQjF+Mhxd0z1yEej/BMopYTS9c3tVqfHpeIillopA/Va88TiUq1cKQU2AaW0UEpR4mgDTy8V+ZPPZ0Xf9wuFgsUoIwoTUNIgRJRB9Xrd9/1ubwAGHwmFCDDRuSB85N01WOfsUY0A/XVjY96pdlwGwHkqZIqJMYqLTCqBOecWZRjjPHJ1XDgAh83NT5YTDBAqdXyJcvHaWFbKM5EkcSyEExmtEZDc3+64LrMtwBQAPz2FHgFUEMLkkGZz9Do0IgZJ9B8yFBv461/8/9dvhBClNLNoJjKlRbVa/t3f/duEEYRwp919++13pNKE0vykKU+o5YtXrpfgI4ISHJFYf/EhcmXomDOCMU6VAACFFSNU65y1o3AOAT5MaZqnW90/oyg+te8RBEYpKTTFlmUbDVrKOI6V5EpyKYwUBCMEhlJKbWZpy+ZW5jDLcZxc1DFaMUYcx8IGhNFSSZGl+e8JIwzUYfgSU2pbDIBKSYQQBCMMGBRwJYTgxkASh4QQyqhlEdAamUPsIedcKcEYKxYDqXh+6oOAUGoJoQ43T88Zj8dKKc8rUkqThA+GkhCgDFFqgUFGYwCQWuTbdn5N84ZscyymHfGgEDqO+eZXHCglxpgsi6WUGFHP8wghtm0ZnmVaH3JKkUEIaW6eprh+xp35/wZi+etgLYeeD8CO5xGCM84uP/fc1eevOJY1HA4Fl4QwhFCWZRixvJbjl+6ZOL+1H4cW0JHyjbGRRkrJEGiljM6j2ugQ94U0PjpFyCvplJL56o4QyW8onHOhBHCdiTRKo3E01jLpdVtpmgDoTrftuW61Wi04zrjXTpM0S0ObMjfwonFspNJCF7zC3PRsluqtZG9l+RR1aZppywpqtZmtrZ3rH99eWFrodjtnz522HHtje8MLXKGR4zPbF4TZ4zCOorTeaIZh2Gw2t3a2O72ugeF0c4kxwpXCFBAAF4Jz5DnYtmkSG2ZRz/Ncz7Mswiw01awyxnzfC6N0e7vFmNVoNIWQ/WFfaUkIwgoQAkIc17NtyoTIJpPRZBwqpbygQKi2bUAIc853drdLDp1qVCzLCoIAIX3jxqfb293pZkMpGQSebdtpGm5u7QUertQq42FskXB/fwBAmjNNzw3aB/s7OyEhUK8L23KV0gRhm1lKyINORwhRLBYJtRybaBUnyQAhYTGjVDY7e3Jubmb98YM333wDU7mwMOUFgV8MNrfXrt947+rzV6Znp6Qyp1amH2/uPbh3f3Zu0XX93f2+48D2buuNN96sVesHnaFF7UZ9BmFJCGACkguRKc8rYC0xtWqV4OGDu6nseC4tFGrhWBIsGbXf+uk7aapXzy51+mOtSM5EtyybIImA7O7uP/PM+dbe4NFDmD8B3/j67124cH798d3JZHL6zGqpOPPBezdvfvqgsbq0srJSq5aSJIuj9PUfv/nMxSvbm9333v6jkyvLi4tLG4+3C0G5Xm16njp56tSnN3/GGKWm0t6ZDLu7nb3x17/x6oULq9VXin/4r/7NV7/6u1ub+5/73FQQFMpVd/BhO47EzMzMmdXT927f831/erq5uDj9R9/+3pXLz155/tkoGnkBax3s9/vDMAwJs+No0qjPeJYbRZnhkzQevfvOm2vrj2xW+b3f/U2Zxj+7d09IXgwKBd/zfX9xYcmg7MSJGSn1cDi0bXc4HFoWLZUKjJF+/6A32D975uQL167stbbOXbhSLNWSJDlz9uKHH37y7nsftttxpeJQ4mSpBIzOnDtTn6q/8/6Hz16+UiwWX3vtNYNorTo1NzdfLJdv3LhnMNnaaRnE7ty5294zs3Nt27kSx/Hy8uLKysmpxrRjBzdv3nzrrU9WTy09+uRuszn3/DNf7LZ/kmad8VAV/OnxYKyVJaXCQKkVYJImyVBKgTSkyUimcGsra9Sz99+5NxjvrqycAAjarf7jjc1Keb7ZXOz0QmkyxyagOaXUdYrICM754tKJmenZfn84GQ8SPm5MNUslfzQMMXbDONWIZ2q8eKp59+6jUtV7/oVLg95watZFVvvqtSvnzpx5/c2/PBjdRjYwLy6UqAQxDkOCnXCsPKdWLs7s7nSXli9pxalla62VEpgghDOthTBKKS2Ekom0KAPspFmmMomAADZJyqdnytWV1T/+3//Zex+8c+Xq2ULRRYR3DrbTNE6TbHV1JQqTNFLz8w3QtNXaUwrV61VMrEkUhuEYYzwzO1soFmq12n6re//h43plujldpaxgOeU4HYdJMj1TKJUrftDtd3t37t6u1RpaSCnNjU8/xZhOT80EhWKpPhXFo/6gkyVTjx4+uL92d39/SBhUqy5QUiwVpdCDwSiKpFQ8DpPuINIAtkvKlaIQmUWZ8XQcRcWgtLCwuDS3uPZwDRnsuv6FC88sLS1e//iDYb+njeBSWASlmZIyrNXL8/MLqZQHvVG5XkdhTDDZ3d1fe9RdOFHMYyq1ihWwoF5pep5ot/p+Ivfbndm5OQWqUioUC57vWXdudz/48D2jAAEZjaXnge85BEwUjvwgSGJkO0QDi5PQdVEYhtube8vLy3EcP1p/OJlMMMZa8TgaJrF9EMbt9v7U1NSnNx44DF7+/HO+60oD7XbLovbDh4+KF2s2ZaFMRoP+reH1uzcf2MQ2BnGedwUxJbWU0hjkun4+hGgFg3CMGM2tWaD1USs3AqSPevYAIE8oKYRIvu8ZrZAxBFEpOQDiibZssJid8aw69i8/eyEIPAujwHcpRa5n53RuatuUWYhQhFDBD560RCBtjMGIMmYLoUbDyeuvv8kzGQQlrYBQ2whOqZqack+dOjkYDHzfj6KIMptQSoiFCciUOxbzPN+27Rxg7jjO8QE6ApJTKxUYRPC/++73UyEdi2HKslS/+uqrn3/xGk/CNI4srMPJSCiFqYUxjuNYCJEfaruuixAaDAbGmOnpaUzJRKjBZLK3vUeZ49r+rZt3Hzx4gIzyfF+bHOGOhFQWIsLAUabS5GfnAKAMaAMEjmEOlszdTBoZjQzB6DDGiJJEzC7M/87f+b16vZZGUb7sYYyZ44BlgTrEUQIhoDVoDYQAENAaqAVayzimbgBC6IxXajWhleUwSgnnXEihtSpVyqfOnIZCoTEYfvrpp3EcoyMhLLcGagRaS4zRZxrSjmfuI3wIIpgKoTRIBNggjCi1HDuXBDjnFGkKBgPOU4jo2MCJEJgj0IlWaYIIRpxi2zIEIcCYUTtv8c4FEoRAI0wAw5Hh0KCnQkEI5TjXw7rt3D/4VJXG01NjDtUjBBOCtcbGmEatbNtMK5UbIKWUecUFeZrPCUgbafKCkWPZEyDXKgkhOYHfINAEcyls203T1GMuAmJZNiHs7ffex4gelXjLI8sr5M7qw40aAGGUL68GEEIEjNIIyJEwZ8A8jdb8m39DRGrlWjYkOkmSer38tV/9lamZplbw8ccf3/rkRhQljmPnFfNgQEmJKcGAlNa5ATaHAeVqyi9NzyKEtKZPnH0YiSjDYAABQQZjyJmYCJlc5tQI8u/D0xGwp98/2feyLAZQjLWs+WYAACAASURBVGHGKMaQ8lRKrZX2fbdarRgDaZqGYRhOdK1WRZaFEGRJKrNMSsGzlFDqeS5BWHBulEIEO44TOJ42WgghuVBH6dRcxCOEYkCUUqV1fttyHCdNEq00z7LDMnVAzLZ83yeEIIbSLJWSKyn7vZ5lWZAfCxmcJmmaCqPBc/00TS2L+X7Rdn1jUHNKN+oEMDUap5kYDsM4y4wxlDKEnmipeR70M7ntPNd3eN86At5ijJQ6RLkQQpWW43EyHGplJMHId11CsZFSSpnvblrL47zfL2J/DgO1R//8PH7zs1HLz+x7SsooioyWSps0EwjkYDjCAI7tSqF5JowBZtsYkeMvf+QURUoZrQ9BwOgQTQz5QHTYrKAxQsiymBRKSYUpJRQbjaSUSKGjblJglFKCtFZCCMdxcrhZfpvhykRZLDSuTM0EpZKWycnVU1E4/vCDDxq1qjdXuXz5uX63wxPBMM44KRaLU43GaDzGmCVJVp9eRIj2xz2/XOn2ejaQ+lTzT3/wxtzMnBfUw3BMmJ9J4wWl7b0tYYQU6SgcXrhwGSHotEYPHuycXFktVojjVVqddmNqQWqrVGn0h3G0t2uAIMIwQZZFEdJRPJlMstnZRrVaTJO02+/v7HY2NtaZ7WmFjcacKz9wCLaklJgw1/UpxdqoJInSlE/I0LZZFCXb22ObWYRQIZRt255frAmptQmKxV63+37v4LnLFxE2+60tQrCSZqbZsG1XB0ApVlIRjFeWm2maBL5/5/ZBu5UUC0VAeH3tcau1PzPb+MLn6xnnaZpNxglSsl5vSM4H44FjUwArE0k4HjebdYvRTuuxMtr3gBE9HHW5jO7dv4sJrtWDwaArFd/Z3SsUPSn84VBtDLY+vr72ta80QGtCqDFmbW0zE0gpcdDertfna+UaAoQNRHH3xPwcAHIcr73XSdPowvkl215xbLS5fX/j8aPPvXy+1dp6ePfB+XOXwl7suaW97YHnVa9/dHuUEDCsWCwTbMfRyLJNoVB0g8bU1NzS4lnX2Z+bb8zPXPzwvXtnz5+8cePjtQctm1Xu3Nr6+q9/c2lx9eOPr3tusPZw/aAznIzEwty5t/lDz0Y8tZLINBozcRLu7PebzYZfoI7jdQ8GSriN6jRl+uqV8+trO2sP15ozwVf+o2tf//oXP/ro06vPn4yj9L/+b/7bhdnKs89erZaL+/utR48ePHf1QhyPHj0e/6P/6u//yZ98n4uT0zONW7daRpj2XufC+fNhmFS8YNLrKWkqterOsMMzD2TsOiZwsnfe+nG3123UC5xzjIlRCgwa9Lr77a1KvdCcap4/f+673/1TjLABzRjzvMLao82gUHGcoN3qdw8m//oP/3y/1VlabMwvzLt2rVz2lpZKRpteb8Adee3atUJQGI1Hf+ebv/7Gmz8ejiaO48/PTY8nUZbxqemZmW6vWCoB4OFwsr5xMF2rtVsH3/nOv+v3O8sri9tbu6VitdcbXr/+zrPPrn7y8Y12Z//2pw9ufrA+mfCPb9zd3ktmF04UK34mGGRYKg2ghQBMPNdFBEMcJo3aHOjueJR98snG+QvLezuTe/f+DCFcq01VKhUg0i9YYZwy25UpRZg6tpOEk8kwna5bjNBup4U05+moUFwYjIdJqiaREkKdWJ3ujydCRS9cu/zs5Uvv/ezd+2u3/vbvfGVr91acDj/48K1ixXrzrb+YmVrSEDo+rlSCTueAMEaoff/e+t/9e//xH337jx48eFCpzGHihFHEHBuMMMhFDDEEuSPJcTFGmjkM2QRAWZYlOUdYnj5zkU/S99//6P794ZWrJCjRxeXK1vbOtcuXslhGUfblL/+t3sFwf3cwPRUcHHQwpn5gtQ6GhNhhlKQ88YvBaByNI7569jx1yw/vb61vHCA0EvxBnI1SPikW/fm5acuiO7ubIpOZ6JVKpUvPPLu9uRNG0SAcd0f9m/c+nZ2ZnpmrdQ52H63HS0szvmOnQmQ8KfqlamVqNE5H/fFBe0iZpY3xHcyNLpeKpWqFMWaUGQ9HjuWMRuOfvvETpOXM9HRQDm7cejQYiQfr9yyLjtO4WvYzJaIk9Qteo14NxxMeJoBxuVZHmNpOsLG9N5pArVamhBFsObYhEvuWVfDcwXD06NHWKAJloDsYU4Y912YUphpVJaTvF41AaSYbVZhp1l3PTtNUG60B+t3uRx9vuR5dPTO/uLSMNZmactI0QUhvbjyiBFUqFd9FBwctkfa11AQsBunFs7PUYkk0TtK4VAkKbuHR/Q2LOqDxvTt3Hz54jLGFkXViYXp9bb3XF8UCRogksfB9l1JLChnFozwTZVmW6zlCQ471hryrDSGTZ66OeIdHx7H6OPiEABAYRiytpZQqxpHj2hazUTw+e+bsP/uf/xfqWkhJgjVBGpBGhCBKgWBAGAgFhEBKOB5yD/8Y41zreHzv0c1P721tbVOKFCBiOZAkng+nV0+/+tWvasUtmw1HI8uyAGOlASNspBj1B6VSaW5+rlwuY4TSLEnTRAgupZRSKKWUQX5Q5VL/+Mevi8FYaO0QWil5DGOLYr8YaIeoLBahzv1cBsDChjIMAMhIEU8YY0XXMgA8GisECRcOZZWCT5ldKdd7U/V2ax+BmUwmnHOpFFbYDwrYmJRLxliWZblpCGOCMKbUynV2TAgA4jK38GFMMMpP2zXkvXlSQY5y6ff7Ik2PSxd83w+CwADk5qynT9IJcxGzVJhE0VgI4UQpJhhpMxqPtZGu60vFDRjHsyeTLOPZJJw4gofDYa/fk0JgjIFgDMgYo5U2RgvNMcZ5mDMv3MDkkNhBKWWMgQFlQPCMAPI8HxOWch4lGUAO/QQjpVIZgAYECjHItbGjER8ppfOJHyPJkWbMAAGKFCjQhFJCMMMEMEaIYIMQPkRVAGCKDssXwRjISbPmCX/o6epm/RkZLQfvY4xc15FSIATlov8P//O/Xy76gEAKiQEBGMuytZLouIzusHze5AMzxpgczclKqhxXerQtGwFaGVUslKWQAERk2na8nZ29T2/eSjIphAJElEaYUKXVk+jl4ZSLj4rhMRhsgBhsAOE87ISPdr4nKqZ5Kmf6N7EFZpwDRlIrQnDGo8lkFI0HoU0tywKeISEqrscsO0oTIAY0IK2NUgAEjDZw2MeAdN5ZrzGiBuXWVGSQzvmcCDDBRCONNGjQSIHmHIkMG0ytPFWLEEHwc+s90mDQL0CYDi2pT+0YOmfaRtHYtl1KCcbIcQq1Wk1rPRlHhOBisWCMYZS6riuESOPYGIUQBEHAOeec+46LEUl4Gk2SQrFULhQZploqYYzFWO5aFhlPkzQX7gkhmZRHcH/ACEl1qNRZlOUnJTmzCBQ4tsOCIIomo9EAFbBlWaPRaDKObNsLggLPRBRG5arvF3wAMp5MRqNJGHHXK0oJGVdpIuOEG4OAIIuynJR1dHjzBDr01Lql8JFDOk9cH/FdDrcay2KUUstYUnGpqFZCaWEkxvnpBHnamGuOOxM/o+99RtJ7+oNj9+0v1feUVpNJRCl2PYsL4drMskEJ6ThuqoVRgDA1Gikh/goADGitj3p88sbPvIckX1ZZfpBDCDGGHJ0WYEIIMqCPEFKY5udyTCnFOVdKaq0dxykUSp5fBgRCagR9REytXE3jME3NCy98sbPfslh5c6PrO/6J5SuuZWn0EBOgfp0IWq/XNza2YmX29rcd26vNTUfabG7svfDiVy5evKa1PrF8Qmv903deH03iO/cfrq3fJ0wmyaTVmiwtnRyP4lYrevnFLy7OLSZJ8sMf/+U/+R/++z/4gz8oFBu1+mxvuMWFLhZdwFgLiRAozeNoPBknWRYJUe/3+/1h7PvM9fxiqWBZbjiJh5vtYrGKsTUZx1xor+AzxqTkhDCkNecpwophtrg4V61UD1r99fXtvd3W3ALlnB8chEEcMsuu16uUUmOk6/iMkXarG0fpxYtLrf2O0hmjFiZIGV2tzmLErl5dHfTiXjdhjM7OzhmkCWEFv1Ct2Vkq2vhgNNyLRonjWtViOc2iaq28cnJxPB6ur68/fhTZdl4qBcQRtlM5d+6k4+DHmxudziCHLXkee+/drZc+98xBW1y/vrZ4Yn55aWVrc9+1HM8JgkJQrc9FYfbDH7720oufm5mem6o2Hj/ayFKolWYr9ZLvOzyZjCf7tTrFiDenq/X6qSiuXzhzUaYCAC5fesG3KhfOXEgmQFlht7UhJbNYAMbKUkkRybJEirTd3Wu3L5YKzY311rtv3ykWfrizd+/K1TOdTmdnZ29+9nRrN/nB99965lJ/MGzvtTZGo+7j9d3dHbW8eJHiNy2aKWG19od7rfXzFxeXFqfnZud73V69NrXxeHdra/vZZ+vb2xsISy4mStLvfve9f/yP/26jWbz20vnt7c3AL/x3v/97f/a9n7RaW0b477/7yXNXL73yhZcHo71/8a/++dUXXv4v/9F/9q1vfetzL33B9/2TJ08Nh8N+Z/TgwYNnL13q9/sbGxvT1aJaPZHzmZOER3H6k5/8AGN8cuWUyOIk5kIIiqnv+/1edxx1f/VXfwUhQinmmWq324PBYH9/9Du/+7cuXDx9997Nrc29h2trxVJw9vRJrfWwn66srDiO8/DhwzRNK5VKtVorFgvb29sImUzS02dX9/ZalLm37tzrtAeLyyf22weU2UrB5ubuBx9s2wyUwp98fL9SdUplz2Jepvg773zQ2u9mGeztrq2eqlbKDYZZa3e318vOP7t8/jLr9sc37+6EoTSAHTcoFosY54FeNBr2EUa9wQBhW6psf3881UiaM1UEQhuVJsL1hEMksYiliVLaGJokWqXCZf5oMNzbPjh35sK151/86Pq7cn905swZrbXWhJGCNngwHK9vPrr2hVdefvnKv/3Od7Yeb5w9dzKMwwtnv/y9P/lzpCwQhfnZczc/uS0FLJ0YX73ywu3b91zPK1UKW9sbv/3NV3qjF7//p68jQieR4UJhjAFpoRJj0hxYoZUmWvE0ApBaCYKNEGrU7001Gr/3D/7en//b7925vckl7O3uL7rVU2dnAWeFoj3TnP7ow9sHB93+wfjOna3W3s5zz10VQty7fyfJ0MzCqShNtrfbmZD9/ihMZKVcnZ9f4ZIOh+lo2B8No0LZJwxa7f3H6+3TZ1Z6/bReLQ1Gvd4g7A0mPMuEEDMzM7PTTdPJwmjQ7XYW5ppf/vKvrD96ZLSuOPZkHE1SvvZwY7890BLOnl6Zbk4fDHq7u7vtbhjHcalSIhhFcdo96DanmuVSDRkRDTuD/h4islhym/ONV3/j12/fvnn94w8NA2yj5eUVm2ElZDIYHLRGBsnT587vtzqIWCdXTyRJUipVHj68b/SoVvZ8h1x9/hIj5s7D7sxsuSqhVG0IrYulkpKi3d496A4tAloho+xKsdFp7T0cbSwuLmCM+gej0+dOl6q1wfitJJXKYEasve3dqUZje3vTYrjbzaaniJbxJOLlAi0WXNBGaRkO9hcWV3f32ntb/VKpGE+i6enpVHClzPqDDctyPcv65Oaw4EHfO8i4cV2QSieJVgoMJHGcaAW+D4VCIcuyKAr9knXUqIalEkpqQkiOAwGkCToC9+ct3UfHmhghBEhLTgjRGtKMY0IJMdqgOEmSKIZ4YmEERkbRyLZtA0ppLY02KK8NgyxJc1nvSZoIGKUUI7a/39FaB0ExKJQmsTAkk/1ukogsTQe93nDQcW07jmO/6OWod8uyjNA8ibpZ3GvvjcJRNB5JLQzSoJQhBhnDM54J7fr1cmW63+0XS2Ucp4xS0OrB3bs8HKbh0EgeWIhnidIgkQGT5/eMUaCM1EprZSyHUcy0Ubbna0pr9SmHGIyNErESGdJqZ2tTGkQpzYSIosggZBcKBpFisUgIAQIASGtDCKWU4aNJRksttCSEEMwIZRhjZNRRdzkqFBzGWBQltm0d54By9em4pSAvXj/0KAHEUeh7ZWOAUodQK4kijLHDLGYRz3cJQVwqRDWzLAPG8VzX9xQXuVJ1lGwCJQ/flBaAzWf8nMQcyqdKyXwCRAYzQuDJkAZIg+RCSZ0X3COtKAZEKFJ5KTYiOYImx2ASnONfKUYMY4cR36UalFSGYACkMQZqEUqxyX8sMQGNjuTSvFMRwBx20/1C8+Qv1/fyWZcxKwxDSqnjVmam6pWyB4CTJCYAWueGXpLHPJHJqaRIapnDSxEC0DlESBPHRmBIvo4ZZQxgmyRJxAxXMjMaM7A8i5YLBdCGMQsjhpglNdLaHKtZOK/zQwQhfQxKRHk1CMLouMr8SZ05+v+JvGcQIIyjeGJRKNo+Iwa0jMcjaVkyDqnRAWOTOLQYRTnWyWhECAGkNDKIYAMaUWxAG2MQQQiZJ/s5Pn7PGNVaK6S0RoxSabN83XcoE1pqCRpMXjCRN3weUXYQOoJ8Pu3pe7LvOa4NyOhMYYxsmwHgLMuyLMk9ltpITIBZJL8v5L9vnudhDLZt+56TJEkSRrlfWUpJCTFSjcfj/PFy5RcDIhQjAyLNjNKANRBitE6TJF//KGUIkD6Kbx7yS5RWRgNBCCFtFEIoCAKM8GQcCa4wpowxginGOTIE8SzLuBqNw9EwjRPo9fs5NAcAMLGpZeUAX61Vvs9gjI0BrdWTjeuwqzEnDz8N/BGcA8Z5ReGhlo0BtJEEAEGOq9Ukv0FQirH6TGnjcbXlX0Xg/Ku4nb+o7xUKJYRITplJswwI5kJOxiPQIDJtUcd1bUaoMcgcA7ieoMKOGu2PvaYYU4QpY/kSLqTRQggEOXNKCqEwKMwAgOgnFmHBuTEq71vP85y57TZJkjgRBpk4VVwgJZHSNIy4YxcqUyWRmSRVnkvscnU4DlWBCfB91y3X5p2gMtWsc0PSNI2VztLs9sO7K8tnm9NLO3sHi4terVbVBmsDB51+GCeO6115/mp/sJ/xSJoNxyufWLxQKx/MzJycmV26cPHcH3/n35dLTccudPu9rc0WwY7vFTHG0sgkjS0ifN8pBnalEvNsQiiamW3OzCHLshAiGVeBH1iW1TkYGNAYY8dxBsMDaXL1XDOL2ratRKKUqJbK83MLg/4gjmPPY1EsxuNxfg6iwHCeDQaD8XgcBJ4QYn9/lxCyvLwihXYchzLHcZwkTUeTca1Wq5TrX/7S1x493Ll1cz2KOAAMR/3tzZ29PVQoFAgh3f5wPJzYxCOuLaWZDCeUiCSsnpifBS1qlUEQBAgh3/crpcb21v5+Z2cw7mIMrusqbbgAzgnGZG2t1Ww2bbvRbCwpqVdWVtqd/ubmZqE8s3LymYwPSpX6cBgi0y151e3t3U6nf+GZi8Qwi1KMNCE8KEASTUql+nOXn/vRj17rtgZzzSXbc8NJNpnE1crUaBQ5DsPYMgZRYmNMtNTMYlQLo1Gh4D948AC05dgFgsJuJ0wiuH1zo1qtGuk5Vl1k4s++/5PxePzqb3y5P9hnDL/yhS+//uOf7Wy3Lz3z/Gs/ej3L1MxsbW52tlppbG0ezE4ta44qpcLiwqzRcb+3zdPR3k4iZVapFucaU1licc79wNrcWvO94Ld/+xuPH+198N4dZqrTU83Tq6dqtdr9h5/Mzk7v7G5+47e+Tgja2dlamFtSQotMbm1sK66a9cbyicUTc7Ocp0FxZXV1OY8o37t7t1qpfPTRR3s7m74bEIwyJaRUxrExgnqjOh6PP/74htaoWq3evr05O0drNZsQZttOvT6llCqVyqunThWC0r179yjllNKFhYXJOKrX64wxAP3w4f379+/HcYiY05yunjixaDQ5ubq41xp88MGW48DlK6fr9alqtToYjQ9a/UJQvvbCC0ond+7e+MvX3qCUGU2zFGZmmkrJEwvLrdZemI3nFmovvNSIeDw1O/2lr/wn/+M//eedzlAp4vmlRmMKY+gc7GZZZnvFcMQtFCBzyGXa3mm5ns0FAOA8fiO10oAsy0ICe4EnUwHCMOL4ts4SHY7jaq2gpRJZBgCWZY/HabVcssFK+Hh19fTyyvJHH31069anL71wrVLxP7l+94YMP/zZuFKuI+NZ1FGijLHp9yKE8N27t0vFerfbPzjovvbj762ePhF9u3v9k3f2W1GhWJlEie0wLhMpeJ5EllyWA4dnCSAgAJSAyGA4gUYDN0q1f/P6T7a34Ku/Nqek+eTGh1/68ku/9rUvrT/a2VzfmJmeY8xNQvWFz1+68cmNn/707UqlwHna6yOvOBoOh1wCs23m2CXb3dntH/RCSspgfEK9oOhYNnU9zKxgODiYhNzzK7t7rbn5JucpIFwolq5f3xoMHyXJhBAxHg66PVhdYVE42d3ZURqa07OeF/hlexwlUqFDD0vgdfoHhULgF4NMiCRJOp1OGqU80w8f7DG857kQOFAoeTUsHZek2QSwmpptOA9sQohEQoGIuIwncbc/8ILAciuUuYhYtu2ev/DMT3765u3b9wAgiXi15E9PTw/7+wgkIapWqkzNnBAabe22J3E0GQ7X1/sEQbOOHOZO1+frtaYWem/ncRJxx7EItnyvhBFbWDihEYtjvj/qiyQ7ODgol8sA6uSyXQi8NI2uXD5bKniFgt/a3dve3mwuzHZ7Bzvb/VrNBm0UwGSSZFk2Mz03GI9FJsrFytXLbPXkKucghMQY25abZRwhWgiKSqk0FYFf8P3C2trajRs3kyTGlpujFyilBCHGGOcp5O6yvD7aACBsEDJHfVwYIYywEIISxhABTBCh1LIdI9Mk7fV6XCQOJRgbwWPOuVScC6HAYEryZjCeZoCO81BaShmFGWNMKzQahXnLXJZlGmFCCLUcVyvbtrM00VJim9mMeIwBQgZhx7aoQy2CHdemBNWyguQN13dthyGjMUWUYikkF6AhsNzyX77xbpakGIPWKkn4s5cufuPVXzMiHQ+6SESTyWgwHCkEWmnJpdDCSKNAWdQSXHDFKaK2a2PGwjQhNptMEorAtphtUYuRhcUVarta60yILMvCJB5GsQQEGOm83+9Jex7kddYYY4PzIm3yZJvCBMBgjLURSikNRwfRBBsAKVXGszhLx1GotS6VSoSQ45FDKSUV8vyqxY7KwLLMcZzRaBCliRDcsn3LYZwbalFmW/mD5hZfSqmUkhDCMCG2bVmWVkoZKURKCH7i88orFhg1lGCMKUYIgcZwiC0gFGycS3+e59m2zTAyUhkjCaWMUiUFRoRgRAnJJ04hBMII5bA+JQWjCBPbtRmjmBBCsAFE6aHzVQPOmZe5eROBMTiXiMxTex36TGciIJ3nkZ5qezYIY6UFZQ6hCGHIqUUUg9GGYmCECKEANAaEMUEIU0TzKnihECCD8jqKQxisEUIeLstGIwTaGIZ0YoRWGIzEiAEAyYu7KDMGca1shLRBeVn8EVL05+2LCOVAy5w9kkNl8yqCfIBF6Jdtsn8j+54xCOW0DqRkQhAUAr/geRQTmxCQgmBMNGidw0ANMgbpXME7rE85rLxECGGk4JfvBWC0VjKvzjZaUXOIAyEIGYQlIPxEJELHqNH8oj2dPv1s/57nuDm4lzFWLBTCSZzGCQAMcJ/SQwGn02pLYarlgmVZWkOWZZZF8/+iDFPbGg/ijCcY40KhoLWOwkgb6die5zl55JRignIfvNQAuYFeCcEppY5j+Z4PBoVhKKXkUiIJlBCEEQHCGNZSxGlkWVYpKKQ87fV6nufVahWMiRCCUCgWgyyaZIQgzDzbc6c8odBeu68V1oet764xRuRlelo9zWvBh102YJAGfWhZNCSvi8/LVI3WmvPsGCpFCJKSSynH4QRTZFGKEZjcKQlAqYUQIvmeCujplT3/aiovVAUweUoAHfFUDAJQYDAYDShn5+YZPKORwQZrpBGg4bCvlHEcSysppQbASZwGxZJt+0JGiGCEsQKjjHya//ukDRaB0gBaS2MUGMCMIgzYsqnNCFVcCClF7kuQOhNC5aBcTNFRzY/WWikpRZpvp9RyGCUIkTBKuv1Rvz9MszRLIoyI45UQopXqdMH3u52Di8+80Dvozs/P7+21FNBipZ48erR+6876xiNmoenpxvz8fFDwtrY3tFK9Xu/SM0GtPPP+e9cpxWfOnY7jUBt16ZlLmYh8v3Dq9MraIzocdqPR/d3N1guXPz/pi/XHm89ffWljc/fatZd/8+u/9fu///t//J1vM8t1CzWtMM+UAY0MFIvB0tL07HTNdejdOzcBQxAEzLLG43EcRVtbOxhjkWkDbHa6qTUeqLRUYkLyOI4BgGIfM2Z7npYZQiiO462tLdfxr730Qhyn4zABjOM44kqeP3c27HU2NtajKCyVCy9ceykOk1ank/GkUAj29rcePrrPU3j5CyulUkGDTnny3gfvJjE6d+5ymqZRErrGxwzblmswcR1ZraNiuSwEn0RhuVZN+eRn73zSmCqePLn4la/8CsagtS4UClGYvfH6W2GYRiGUSqRSqVvMNQY63YNGY7rd7p5avTA/tzIedW7cfLCwuDQYJ0Dt+aWln7zzM9ctlGvV/niUcXX52St+EMzMzlrMzbI0y0AqzhiuVAqOnXERacMnk8HMzAu27X7wwUdb6zuv/eitdAzFYr3emH/jrdtOUMcIXMvmRgEAsxzPs0dhn2CbELffH689npRLO3MLNZmmPCW9bryyRGr15rUXCwjrH/3ozdpUsLZ27+KFS1945SuPN7a/9KUvXb/+yWQyqpZLzZm5jcf3T5+6eOHcC3GWPlxbw5b74MGDx9tbFkWNRm1ru1et1ufmVt98472XPvd8pe5//3t/MdVoLi2cn0wm4/GwWix4Bfpf/MN/8Bc//P63v/3HX/jS82fOX7x7977W8OjRzo1P7guhlpdWfM/LuPj+D/5seqo6NdXY3n7cnCnfuj168cXPbW/tpknqzDhTU/UbN24iwgWXo0FGMGG2XZ8qN6erb/3sjdZ+F4zjeRahMNWsLC3PD4f7j9fx+vp6kiQn5hbeeuOdsiEomgAAIABJREFUZ545P9ucDsNwaro51Wh88ZVXzp49e/3jj+M4ppRWK1O9weTkwoyQAoENyIST8fx89cUXF3Z29igxw2EPIeO7nmkYqeK1tXtRPGk0mnOzi1E0CcN4adlfWFiwLff+/ftSyrOnz126fOaZS6d7k9aDRw/f/+D1X3/1hXY7anVGo0FGKRJCICO1zHzP7XXGxCKT0YBg60tf/Mre3na72z7otr2Cc/r06VKtdtAbMGpbtmcAiqWaTITIZOD6tXr9oLN7/cbdWtUdDEfMdgeDYbXWyHj88Y2POgd7Etq/8Vsv3rh+9403vjczNcVTlYyz/+mf3v5/iHvvIDnP/DzwjV/qHCf05IAZZAJgXsbVchM3UqvVrqW1Xae7kxxOJV2d63SW5JNOJ1v2qeytkmSpJNtSaa31Km7gBooByyUJggBJZGAGg8Hk6ekcv/ym++ObGYDcpeKVb6r/6GoUur/U/b3P70kx7ToGIJvpjI1MVqvLmZxFNdDr9R3HvnKllsvXHVtxAbIl/PgHHs9kUtVK2bFZoZDr9QIhAARIo2bkSFFSIhgSpGmYaBjrBCkZ6pp38uT8cCm5s73yyPuGP/jkR9qdnZarffvZN06c8CwzlU4O37i+fOnS7dFS4eSJU7plbG05Dz44Oz0z+aX/+m2728MYWwYI/dDSzfHJ2YceKL5+5s3tnR5nktKYZaU7vbrrBLG4EQSs12lPTY/euBYMDcK4ldrY2Dx0ePbkybFYIuY67XQqPjYycPQoPDQ///LpM5Vq1zQxrNV6PUc34xygTqvT68mk2TIMrd1qFIqDkzPTO5XazZvLtaobM/BDDz1U2ak0qo24SS1DQihOHDuRymau31x47tvf6jq9ZtM+cWLe8+2bN5cQAulEcrg0ipARCunYbrfbXd/YIpruOE61CsZHSdzExcKgY3tup52IaYZldvpurqhWVjZvr23Ozc/Nzh7QKK5Xd2xXSep2et12y/Yce2BwtFAoACAl0C+8faPn9M1k/MDcnF+vSR5qmlar9Q8fLjh2d3r6QCab7rTr7VZ/+datkeEhx7U7nf7U1HS1bvMQFAsD7XZvfvYg1fVOu9ftuAOFoWazacbNpz/8kfHxccfxVlfXvTAYHRnHGAOhSqWSqRuOHSSTGd2Iv3rmbKvZXdkoI0IQQhRhvtdUgAAGQIK9FjwVMQsAyt3ytOhFxTnXdT268e2WlSHkua5GCZRI8CBgPiVQp1BGXnhMqGZKgKSUGNPd+jKupBAECwgCSmnoBzYClmmGfuj0bV9AqQDnIYBSKek4PUIRIQhASDUchCHnilIact5qtwfNgYnRsXQubeqUalQALiXHGGoaFUJyhqx4USo981++3Oq1LcPyAh9TNHfo4JF7TyrfsVtNJILV20vZ/ACiBELgeS5jDCAYASGFoGN7hJBcLs+EsP2g2er0l255vkt0y3H6nU5r7sgxM5ayXQcREk9YtE+NRMILQgih6zgIYAhV1GUlpRBcRkh7v+Aqiq5RAEAYqT4VkAACSTEydF0ypgCHECKgSERxQQWA9GyHUMQ538vMECFTLHSB1H3f50IEIY/F8NDISC6dEZyFfoAIxJgyxl3XDYIgUmZyxvrdHhASAKjuSnOM2gZ3Yf4e3oviHiJTnxAKACUjhRelRNewrgOhhPQ6nRYLXF0j8XhShBQKxjmnGo4m/Yxztae3ivrOEYQEI0ujuqERhDRdVwBKhZmQIRdcKYB2kRkEAEMVXZUqCmdBAEiIlJIA7Qdpgrv6NO5CgGjX/4aIAohSqmkaAECwvTQUKAlGuq4hxKSUEAAguJIgkGy3twDvBRlCiEDEgCuKUTQK2e04wApDoBFi6ZqlGxDSwJMYA86CMAw9DgIhNUOnlBKKlVR70rkoNl7uFaHt2tkAlPsev/39Qf+/4Lp3Z8HsvsB5CBEwdFOqsN8NCAZRnwZCUEoeBB5CkOia7XsEqL18Trjvprs7nBNCKJSU3wf4kAIScsaY7/tCCIoJUIJzDiFWe4w3QkQqHmHhXRGvAvvk0bv4PfxLv/RL0Vt/42tfDv3Adz0EIEaIsxAomUomBGeCM4ygoWssYJZBw8C37b4QIuShgsCKxzRDF1KFQRgpnQUTXuBhjeiGTnWq6RohOAiDVrsRssC0DKojxoOA+Zwz3dCTiSQhJAh823GE5JquYYIwIVyIQrHAhaAEYSigYoHneL7LOYNAGoYejxmYIi7CWNzSDQqAMLFOFFUC5NLZoeERAPHmdkMBBREECEZkF4IAYhhVzIVhGASBlAxjZOh6VPQJlSIEIQgE55ZpQgBYGBi6plEClCQYIQBB5FoLglD4EAFCEAJAMiY4j/pGpAIAomQqPTQ8AiHx3WBjc3tmahYjKEWYTSdMUzt3/vXDhw/GYjEumQIo0nUDGVG8uxMZCaFUYPeyj2o9IFAAQgQRRkJyKSVCOGSCUEMpJISSABJDt31Ht6zt8vbOTjmdSk5Pz0glIYYhY7qhB2FQLObL5fLK2iqldG7+SKXa7dS7V65cZV7gOi5QSkjGhQgZlwASrGlU0ymNWl6klLs6WwghjLZc7VRqvZ5zY+Hms9/81sLCwq2lJd/1M+l0Mpl2XBdhGgYCU8MPOdI02w8gpdSgttczTJxMmpubK9XttW6ryVx7a3V94eo1g9Dx4RHLsNbX17nkm1trc3MzyaR14/rV8bFStVYZGiwdOXx0ZXmjVmkbWpxi0u85o6MTX3/220OlodFS6dDc7KunX3rluy8TqE2Mz66u7TCOe+2+oRuWDgvF+H33HqMEnD79IuMimSqWK63VjfLlaxuOa0vONQoL+czs7MTKysLQUGZyanBzYxsqm2Lp9EUuY+qEOnYnlUxJoRr1ehD4VswcHhlqtZqGqXEZ6pqWSFih79VrW4x509OTtu3Um20FwOLNmzuVaiJlNprbuYxRLBiHDs0US/mXX/ve8spKaWS803Ud189kcxJIx3UPHj7S6fQ63f7g4GgimXJDn+hEN63p2QOddl/XTcfxlUK3V1a//Z0zC4vXNrc3Xz/79mhpJgw5hIJSHSrFOdva3Emn477nmzHzwx/+YKVaXbx5szBYsn2uxdNN2+aYQEO/snhDswwrGRsZGTItPQjdWr1qxszS8EC+kL569UKlUj4wO55MGjs72y++8PzU5Pji4rXKznYilmjVnW7HA1IbGBxjnECkCyE3NzcQFAQDCFQYMi6gaSXSqXyz0eKclQbTMcMoDQ1RrDGmstmC47ih5IgigFCoYLtvd/tOq2vv1Bo3F28988ynNA1dvnzeNGCrvhm4Lmf62Ojcn3/9m4899aFzFy4tr27EEqnBgaHQD2Jm7MqVq1ijZsz6+le/ff6NS/WqPTk+d/b1C6srG9lsFlP6yGP3Z7KxV197+dr11bkDB0bHJp2+r+ux5aW1waHReDLrh9wLWbfXNkz0gaeeePTxh1bWFoTwPvmJp//z7/3+yvJ6udJYXll+6+LmoaPZz/zoRz/wocc++omPDI+NHjl276NPPJAvxs6cOTM4OPjE40+8fubVz/+Dp9MZenPp4sz0IGe+6/a3NrdPHr3H67USlgmliBkkmbCa9fra2nqv2wsCMT9/dHl5Y+HmajJRSMaKW5u15aVVBBETYbGYHhkZIhocHSudP//WzOxssVCESAjhtzrVz33ux+bnj0xPzxm6ETJn/uBMr9daWV65ca3WrLn54sAHnvrQ7fVlCYXn9S5dfHtsdOzca2/fvH57e70sArh6a10E4vjhIzOz091uu7LTCplgPNyurE/NTq9srDu+LwCghhZPJarVVnm702q4tVqj77gLi0vrG+X1re3N7fLK2sbla1dGxkZPnDr6nedeLAzl3v+BD//KL/+H1bXNer2ayaaqlZ23zp+fPzCuuHC6Tqfhvnm2MXsAPPOZR3/1V375mWc+MX9o6J/98x+2Ys5OdXNsbPT/+fV/bdvipVeuxtO4XK3fd+/9A8Xhi+eviIBBwWJWTEmIkA4AwUoBKbFiHIZCiVg8HXoAKdhp9UuD+HOf/YDnbtrt8ofe/9TBmeOHZx/+4z/59ivf7b55tsp8f/V2RdcSge9ZVuLq9SXTpB/80EMXLl54/oWr956cr1U7vutPjk+UhoZ1YkFApibmDCPRbntb2w3DTBpWCgExO11KJrSD82O6pnqdWi6l5XJFu+fdutUsl2ul0cKxk0cfefSBWnV9a3P9oYcfuHTlMiH6oUNzW1s7GGuOHSgBoUBQ4tmpku/7/V49mUzV6rWPf+yTQ8NjOzv140ePMJ//rz/zL/7dv/n9ZFxTUmmAnDp+cmJyOpVMW6aFIBifGEsnzepOhYdBPpep7thhEOxs95QijWbr9u1yImnGE0Qp0W53knHAuUzE4mMj4xggCEC+MNzphX1HbqxWbt2qhL6an5/b2txIxsxsNi6En84klCKbG9uF4pAEWrcfuD4AUHc91uz0peDb5W2C+cGDM4lEIgjcZqs1MT5zc2nl4qWFkMF+z98ut6v1FiLUC0JEdSmQaWnpVH60NBmPZYCi6VROI+aN64sYkXyu0O30zr1x1u40x0pD+Wy6srPt2V1Lh1632alt+d12o1KDCq2tl186fQZTDWMMAZBcAAmwBJILKEHkoVFg11sHlIpCWyAAeC9oUtc0zli0botm5xBIQ4f3nTyWTcYl8ykSpoa5YM1G0wt83UxKZCBqIawpACDUIDIgNDE0MKQx00QQWobGguCtc+exVOl0tt2zMUYUqU7HS8TRqVPHPK8XhK7t2rbnIEz8IAg5t+LxUAikUQWQG4ZeELhh6ARhp9d3fAaJ3rUDx+O+j2xbfPO553wuQiEAxhLK0tiooWsbm1vb5W3bdru9frdvN5rNUApqaRvbW7bv+JIHUjCEmv2+L1Xb8Vu2t9Pul2stxiTC2DD0cqXSdVwjkYSaqRkGJohxX/HQdWwRhruzFQTT6ZTd71cqO1FqBcI4YpyiUTGEUEmuUWzohDPfde1E3PSd/vj46Ec+/EEElIZVImZIHjr9PkFICS5YGDctzgLBQsFCglTgOc1GdaRU0g0dICQBjsXivu+rkL1y+qVGtUIw4UKFQkGENUIPzh987PHHecigVDdvLPquhxFGcDf7QkYV5bvcCNx/EEKVAoRQISTGxPP8eCJVazW3a3VsmKGCEigWBiPF3OH5Ke47inMIEcAUYIRQlOeCokR7RCjCBEFAMNYp0REwKNI0LJFiSkGid21XM+JHT9x3fXFpbWsbYw1ToqQkBFMSlXlEAiMIFIKAQIAgQAjc6YCEYLeNEQAMIFIQQ0QgwgAiTIjjOKZhsSBMxK0P/tDj2XRaCA4B4CLUCAFKEoI1QjRN0zTdMAzDMHWNGhrVNapRqlFCNaJpFEf9CRghBBGGmGCEMCVU16iUQtepUiCVynief/rlMwARyzIVFIZF+/2OEhzIiFckho4RFABwCDmCCmG41x8vEJQQRGk+u6QV3G25jNbySu3BQfjOx50v8+4XG0AYxaJExsR98hbdRS7u0bkSIBhFiGCFEEAAQBX5ChEEQEkEIMYII+L5gc+YAhBRJAT/9CefhjKMW2a9Xr2xsASI1nd9zTAi2yMhNBIFInR32cce5NsT+upUo4QgAIFSPGSCcykE2i0DZxRDjRJD06muI0wEUEJKTA0plVKQQIwgxjAimSLgt2t6jKD6HX7PsfsIgkQ8BgCQggOldE2LoLwUAlMtlUjqVEdQtVvNvpSYQIIMgHDIuKZbACqACVEARmMaJS3T0jTN933Xc4HSMpkUAFIp4fsuggATpGkWpZpQgPEAY5xOpyBCnHGMcRiG0TXUd/p9x7ZMLZ8wLVNXKgcxIoT0bDsUTNc0rmQYBv1+J2Rh6ASY42w6HzPMwA+dnUq93Z2bm3DcsNu3XScQkmFIo86+d3YgRl3kQgIpOI/aNBGEWNejGrpopLffMy4Bj0Ivd8W3kQhUSam4AkrKKKEWKqGkBEAAGLF2CsndWQsU0X8DQAAlI2I+mpHI3UbXfT/h3VFLSkXR4t/n0d2tw4w2HEaAUSqlYGQMlUopqbiSQAoppfT9ECJy9cZC4Ngzs3OaRv7wS//ND1QuW1hcXCzv7ERnMhr1IUi4klJKHgqmQqEEIXhfChvpIsIw1DRjYGAgmUwnk8kgCKLrOOqccV2fMxlNgXY1M5EQHEiIAdWokiRmZu85fkRDYGdryzLNdCKlHTlWHBjynMDuO0eOHmp1O2tr6t9/8d8ODw8ePnz4lVdvd9qtTju7cP3G7Mys03erOzUKYS6bGRgc+Imf+McvvPBcOmkO5TK/+PP/+3/8rd+qVOvtVi2bSUrkWdTUdLK+fm15+Wa1sjozPTo3P8tCcGNhrd3tQITyhRRBUkfy+LFDpmlcuXJ5dnas328A4B89OtRs9B3blzzodjqGbkGCCoUiAGp9fT0ejwXMv3btCgCIMdbr20KAXDZjmnoqHZuZnmRMJNPxXG5wY2NT07RYPMG4XyjkUnGtVBro9/ptr/f4k08u3lhzfX94ZCSTGnRdj0tRHByAEDTb7V7XLuSHqabl8nnXcZVS16/fNI2YlDwIeHm7OTo2cOrUvJQMQpVJo4AHw8ODjtt3un2luEbRB556GCPSd72dnfrS0uL6xgpAqNbs71Rv9zzHDYKWHfQczzStrtPjnOczmZW1ZadvDwznl5cXKA1bPWNichxTtlOpMmaWt6tHjtzDWXDk8FFdM24urAJFS0OTCmjXF1aCUBDNAgBkUsm4ZQKolGQQIiGV54nNrZqG8fDwqOTMtXthIIWAjEMFhR8ynzEJQRAIACFXXixmYBIzkOQm/M3f/I1CPnv08Fx5e5Ugv9N1D84fOXvu+Y3yza/82Zec0Juem4nHLOVzu+dtrq/7TK2tlq2YriSbmx1uau7SjS2MkesySkE8brzvfQ9t71SsePLxJ9+3srqD6I0f/8KPf++Vc42mR3SvZ7tSKISB76mnPvjYxmb9xuJSOjO4U9n8869+xw1IZcc5fnxiuJThagEg2ehUb6/d+vDTnz1x6nC/y5599pue3/qpn/zpSxevv/76+Ww2k82la7XlE8fnDh2Z6HfsRx+53/fE9nr5+JGDYxMTzWajXNnpd1o+Y8m40eu3a7VOu9O/vbzW67iew9LxwszUAd1AXtCfnC4ZJlq6tbSxsem63ZmZ0uLCKiEIwbDb6506ef+Z185WK+3BweFEQmu1GrE4nZ4ZuXz51sOPHFy83mi2Wr/7n/7zzeXbs3OxufmxdCrRqJYRCO4/dej0i4uZJAo8Ylrg6qVz2XxyqJAJnH676TVagBJfCScZ1xNxPZVKNtuts2e2konc5kbbdUOEoGGYjLGh4oDLOCHW8Ohov2e0Wi2Cp2dnShDA8mb513/9//61X/296zeWtjfLpZHsJz79cdOwKzurF6+suz3zG9/4xem50durG7/wr35t/sCBf/Evf4oY/R/60CNdp3Xm7BlCCuub5bgFTdNs9/wvf/mr/+cv/PxX//jbGq4LSXqOi2hcAQwAlCC6VQuEqKnH7J6vQVKrtU6dGP6nP/WjT7z/2Lef+8qjj504dGie0vi/+aUv1mvg2LFcKpUsFvPDpeLS0mK+kNmpNEulVL6Q7fRqfsBPnCxgAgO/LwTXNZhKmAjCZCp35eK5qzeWyzU3nU4QDSgQxGJ0c3NpbGxgu1yOW2iklBkcKF14+zqA2pFDI4Ho31657bFWszlR3ikPDg2cef3c9NRUv+d0ut3J6ekw5K7tu64HgQ8AlJwdOzp+4fJiLp8aHBpfW1+5cOHawo3tD35w7Atf+MLP/8uf//Ef//CRw4d3treOzx2Ix/XnX/rL6QPTpYnST/7kP7l05cJv//ZvjI2NXb5yq1RCGkW5bKKQT/b7fGCw+NhjB7gS3X53dXXVMHAilpRSaRDb/Wa9VjF1rJtWp213W7LV6z7x2MOQ4L/8y1c//vFHpmfHVlcWO93KyZPHMUyXSvXbt9Ztm3EmECRUo0qJA7MHCFVUA4YJLr59PZfN6LqBEFnf2Op0PCFwvx9m0sl4PBkyVylNwjjRrX6tWik3WQg0GhfCCbzAMEzPCwvZQjqdLGZyxcHC4QOzGPCx4RIihCIEAIxpCEkBBZYc+AxQuEswIUkQwBEdcSeSG4DI+6L2bTnRkPwHZvLd7bkASjDWrNcA9323gwCnFPX7jmbFZmbnxw6d4JJISCRQBAMINKVwVAoPRAghU4AhIFcWF7/1rRfq1abf7VmmxVgoBCMYpNOpqemJqclhpWQQhFGpdKVS4xJ4YciV5EL2Pbfv24wxqQQhJGRRNZwVBAGCWio+FIulOVdY06UUTIQBZ1xylwW+ZzvdVr8P241G4PsAgn7gJcK4gFBB1LGdoNMzjESr08vmigfmptLpHMR0Y3196cYVKFgqlVJKAiCb7c7ado1zDoEkQGApINEgJhqhUCkhGFJAJ/g9Aw53F+scAAKRhEpCIABUUEmoAIQSKAEUg0AiKDCEACKAFMFQSYxRVMZAENTCwNB0CAgiAACmBJdSgkiIBFXkEMNREIiE+wl40RINoIiMVXfL6SJMcTfeA1FnFVDozgMACaGAUEC0uwoECuEIlkgIFABYQgQAgpBBiBQEuzADEY0QoBRWEoGonV5hABKJlNIIk4gSbsWsgYHi6MhozLwsuZBK6hqUjDHOURQ2sR+6Hm3YHTpo/zmK0mL2NGVob9UI5TtLuSKrHEYo8gcpBRGKes4lAFhFkAq+wx34ru/CPkmFdysbot1WERW4n5IBoAQQKCAgEO9Um92Rne2taeWuCk3d9aHq767ifEcyzF/3F2XDKPgOfexuYz2CQCgUOSlBVH4IJUQSILmbmwqEZEHge76rsCWBwojs/VzsVrz8oO2LKuyBUoozrpQSnEspZdTwTggGEBlmlL2plFCACCl8IVgoOJcsCBAGGGMEIUJISP5e4tA7eK/Vau7Tf2GkPweAc6ZrBoRACBYEQRD4QAnXdX2fQwjjyRimGiF0tyoREgkUhJIQTSrBGIcQaZpumAZUIAhYPpeLhJRgjx2KtNq2bUMITdOkVIsipjzPw5hIKYPA7/c9ghOGnm61Wv1+H2IUi8UkAAIIKUWUHWwYBoRQch72GILE8XyPMUVINpt1QxEEgef6vh9SokOKgBL75sBdhStSezoNzhiLXMIQQt0w9hsP9x10kb3wTqsMBBACKeWuNRvcqXBQCkSW70iJfseYtxfaIvZekNFIZu8uot7lsf1BDtwoTuqOJ/Cu+9Bua8pufSSI8KiUkglFIJJCIQ0BQHTNTCViBEElJJPQtPR0Ok0pBQhquu55/r6eAUGklJJSSSmFFHdaHQGAEEbajAja7SrOpWSM6boupQyCQCllmuZ+2exdBkWlJIAQaFTzHLveaM9Nj49OTErGXdfr9OziEE3mkrc2LjS6rZHx0X6//eCD9165eunsG69+6lOf2NrSFxevOU5nampqY3O5Vt9OTk0dPnwoFHJufrbX7/zpn/23n/vZn+402s985qN/+fyLxYF40w7aGzsWyUop4/GYbjjlcifwe/ecOKZRMwzt4cF8vdl2+uF99x3s1MudTkfKRKk00mq1uh17eGi00WhtbdXSqcSJk7MY0aWl29W6s7GxQSkpFAqxWGynWnYcp1z2p6ayA8VctVr1vF6vGwwNZnWd7FR3EvFUNpe2nX4qnYAQrqysH5wb/dQnPry6cvvKlQuDE+Prq9Wx0dnNjdra+hadSXmet7y8PD5ecj1bSo6w4sJDOOZ6AQTYNI2WaksuGo2GAiyfz/S73XK5NTIyGIR+pdIRAoyPFJrNRqOmxsfMZNJYWV3KZQvJTHZscixXyHHJW61uPjewU2lJgZLxtMdZIp6QUpq6HgTB1StXU1YslUiaWVoYSNtep913m/XttfUdKwbvuecJjRoxy1y6eVPDccuKdzr+7aUd3wUIa0IhN2RCwkJhQNM0CCEXHChuGBoAIAzElWtX7L4Tt3SoJAvZ3IFpqlEFAdEoQEhBhCHRNQQQZE4Yj6WUVL7nDw0NGVSrVne21lYzGUMnZGwid+zk0FZl55g+NH1w5sSpB5/96nfSyWyv3NGQppPY4PBAvV3zAtekSCfWobkjO9Udx7F1bK3eLj/++IF6rf/ssy/YfWdychqTEELSaHZuLi0PDA1YsXS9bifSGSDk6Gzx5e++JZj3I5/9VK1aXlyoPvmBJ3fOXp2Zn8oN5jQLv/+H7rm9svg7//G799yTfP21n9vcVJ02eOD+oUq53ax+vd+3c7n8ww8/kk5nDMPY2l5P57TB4oAfdgqDg1AVvvrn3xi4eWV6ZgYA9valGydOHB8qjVCq5/Pdixev9Z3W1FQplytUduqVqg0RZ9xdvCVzOSuRiFENtpq1icnZbm/TttnamnPiyMwffem1TAZAgN54YyOZAFYcPPOZjzIW/NQ//ew3vvb8E++fW1peNTT89EcezuR13QCcB77nTkwMHTp08Md+7JlLly7pJgzCHg/F/PRxKejmdmV7q3r69Pc6XZe57fmZkXa7u13e9gNe3xENXBkZybtusFXujwyTtTVna2vz/pMnMMAHpsc77Vh1Z3VzY316YhIKtbm2Mjt1TyYV7/Q6Dz5w3/seuXd758rkZFrB+Oqa+PjTh7P58Xo7uHBl9WvfumI+f+X826/94r/66fseODQ+fvA3vvhbf/rHl4UAMzPjhkXHJuj1qzdWbq9NT82u3l5VikJqAUgUxBIgBJFQECAFpaYpHSBfw4JQcOz4bGkkf+78G+urq0ef/sjS7es3F1deffOsngBeHUxOdonu9NwNxtzV1f74uBlLoPNvXv/cZ5964IF7vvSlP+p2HaJJIkGnVzEs5HoMItHulv2waxg0lbUYFxL0FWJCOTuV2wfnJ+q1bYy1ys7KyHC2XGnkcomLV7tEA6dOHLXtbrfnaboBNyQ0AAAgAElEQVT94H33SwEWF5c21hul4UIslsjm07DVE0IGAas3tmfnBzJp3TLoD//IJ0bHxm8u3ZqfL3zykx957jsvdrq15dsLf/Hnzz356NGf+Sf/w9tvvYkQ2NhYH58ZT2Xzr7zyytNPf/z8+TeyWS2VyvQ6Pc7DIKw/+viTFy5fWrx59ZHHH6vWK72ep5Ts223D0JGuuX69b3eaDQCg0HRtZbU5UIIQiYsXLx4/Pr65tV6tr+saZCFbXFywjILgZGu7HLNiCGmcB4AJqXiv1zMtwgVwXL/bFVI0p2fmCCFLi7d9PwxD0Om0nJydiGuZdP7YsXuEDAmBzWo7n0+XSkPJVNw04jKuLN2UUpLRkmAhQVCHeGx4uFnZYY4fchnaAYBA9AUEHEkBAGKSMuYDKDAGEP+9FGF39z7vLhgADDljUiBMDZ1qBAVcWJZlmSYBUilhWBaghpIcAg0AAgACUgGlAcAACAFQgOgS6chI6ET3ul0IESEapSAqi5csRBgIISiluytppahu2I4bhoGmUaphXaeIGAhjHHAAgGXFTdOixNJpMhZP6Ibuew5ngQQSIoWw0nQMBAbCMiiSwvNdTUoJMdSMGA4YlzIM2PTs/AMPPSEVSKfyOJECQgICE7FYY2dLsSCVSkEINU07dOgw41HOWxgGjttpN7t9Bd9R/bzfz/YDYfO7VG3vFcax9z5wPzeBIMR51AOBDcOAGO/Vykmg7iJr9hiUuxuuv/9U/g3P/rv+ELrTzwwhxAgSBAnCBCIIJMQAIAwAQDiadBOECEIEIIKhQgjpiCCoZOACRARAgvMIm6YTsVQsRqQgiplECaiABEKIkAdQCQDx3x33qHfvDoa7TJaCACpFKY2OCVJR7QTc1YPedRLf5RSEEO7XKkQZNHj3D2G8+zzyKir1t2iY/vt2JXzfmYXv0XH3Nz/1d7UFvjdWvJMJoqK1McJwd82v4DtJpruOI7xzeRGE94MeOWO76nERtcsISpCUggsZChkoKfh+2v+d7UQISaH+GrzHQ3//OtYp1jARQti2bWq6AkpwrgTDUGm6nk6nDIsRokGCI9QKFYJKAqWEEEIKIKSCMgxVVOeCAPA8z/e9Yr4QpWARQjCmkahdCEYQZIz5rhSUAQA5E1IIgrGh6wQTBGAmmUqlM1QnZsyKhNRdu9fr2UTDlGLTNA2NUE1DWBsYK/Z7jkAAMsIUhBhVq2XXC3xf7ac5SSkBunPuoxi3fRDyfYptdLcE9l34Su1+15GSSkkZJeju/dTtQvm9D0K7Ls2Ih9+9ZpBS31+vh96RN3vXsOFu0K7gXrSz2i3g2JuiAAkiiQpUECmIlNoLFxVKIsmVDBiXUlAMwoD1Ao+HAcYGpdIxva7d73a7IeOO62YyGaUUl3sxZRgjArHCEVrfP3q+7+8fW8ZYVBoTUX/7sVp70aYQQHkXi42BlFzJRq0OlYjFEqYZcxxXN8xUJo81K57MQELGJif6/e7Va5cHBopUw5/97GfL5fLQ0NDc3IFnn322OJBPpRMzsxMh8xPxZCaT6zler9d74IH7Ll14Y3Xtto5FMmUmUyYiLGR9qQJd18vbldJI9tDhg29feL3X7QWe7zlBLpdzXRdCFYupRNzKZ2YRVJxz6fu3VyuDg6luz7Ed7977Tti2owDQTUMzaKmUyefz0V5zzg1NNzSdhTuJuEEIilmaplGuqWar5Xqdbk8ak1qjWQl40Ov11m43lQL9fndh4ebSzRvb23UzXSgOjh05eCIVq/Tbl0I/6LTarUaTEsWZr1GopxMEA9dzKuV6qVRSSmVSyVaryXmYz6UQVJRgGLNC3ytvdwEA42Pp2ZlRKd1qxVFAUA3Vtxr9fneazpfGprkIPc/r9HosrAqhkEK+Fzqhb5omhhgoJCV3nZ4KAwikqeN8Ib25cTuTTXLF02lSyBdbrS4T4PLlhXtP3WfoxsLCza3NuhQYKIAQ1TSLmsC2HaLRRCIGgUJMMRYKEUCIw5AZhqVRzaAaC32MWTKV1XRNCAExEkAywSEgkgNNM42sloxbnU6r1ewQSK1ioVwub21X77nn0c9+5iOHjoy9+PLXsd6dOTB4a/WKETPOnT8zkB8dy44Zeuz2rdVuv5/IJN44++Y9Rw5trm+dPH5PwkpXduqUxHynPjU592d//o3Tpy/6Hrh0aYlSmi9m/+SP/6zfdzSdtts75Uo3Fci4FW9cuyVl8P4nH3vgwff/0Zf+oNOXr79+aXsbfPTp+WSKSOWfOnV8eKR04kR3fm7+6pUrr7zyslcM7jt172+dfVaJVrFYXF/b/NCHHhseHj5/LvR9nxAyMzPZ6/U3t1aG8qP3PXjENHWlFKEwn080mlXd0gSHtUYnZG4hnxqfGDZNa311i3PXdkPPBz/244++9sar7U33nnsOWLFkMV96+iMflwL86Z98w+ujyfFkJp3jnFOyk0xryTReXLwxP3/g2vVrO5VKOp0eGs4PDAzeWroR28FPffDxibHxl06/UMgPbG4sHz40/fL3vvn4kw/MzY9DgQrpxNf/7LntnYZhxhRzFQd2tzM9NWmZBoTS8/2JUXL4yDGMjIWbtz/4oZFEPP69l884ti+47wfStm0AZBAE1Up19sBwPKHpmGoI2naPADA+Pr62tv7W5YUn3v+PvvfqGc0Enb57a2V76uDMymo9lgCFXPz09yqt/+0Xf/Zn/mfTtO49dfzShSVCMxiRfs/tuayy43zxi7/56Y997MUXX/L8MBXLhAoqiCWACgAMsJKUQCwDoCMSBt7EuD48mDn/5tmNjcVDhyaoZty4df7M2XP/8H985PK1y4EIGo1Qtmvz82ODxdLBo7zdbA0PD1cq2yOjQ4cOHn799dfK5db07Hin3fY8J2SOFCII7ZD1h4ZSQppYi/W90PFCt9fNpPR4DB8+cqC8rWEgXSccGiwdO3741dfOTo7HUtmkZeiVip3NpeOJ1Or65oUL1zPp4showbZdqhsCcDd0UslUKpsAksUS5o/8yDOra5uNRq1n95Vkly7f/L3/9NuNSktJVNnZmJyMYSK+8pUv//APf6rda33py/+VQ/HEh576/Oc/jxB4443Xi8Xi+Pj4zNSUYRjNdvvc+VcR0ev15osvPt/p9ePxeKvtEgTiCdMgKJ20kgl97XZZCC4V+MQnjrV6zquvnpuYGkqlE2+9dS2bw/lc0rYlBM0uDnUtIRXABEIgJQJCcsaCRsOWikMECkUzmwUajcXjcSUhY9IwjGTCkIprhA4PDWg67vedanUbAJlMpEvDo2MjY81G23c9pFAvCCkh8VQaECJ4KEImPJY0ExQQLpmONIARFKFOdQS4EEoxBLASinPJsBII4P9P1pF7TUoQQowQEgAEIQ9CEQQBwjRkAaCEUho5fSCiANBd4ggBICBAMLLoMyG5AhBTahjIdgHkhBAIAWOs1+t5dj/Ce5qmEaqHYagktuJUSeX7PkKIcowoMqBBEZJAEUISqZSSCgJdSYIQEVIKwSKrGwAYoYi3UVwGYajcwJUS+F4Yj8c1zWChUAgl4tnDh05kSpOi7wCFZaCUFNwNHMcJgoAAERWOm6YZBD6hVpReQhCOx+NMwYDx3dU/xvtZEe+9hn4nR3S3rA78NWVrQgilhFICQAiEAFCoXZ0eeIdabm+tDvdP392v/l3xw671TAGkdimb3Zx5qBCO4n8QIgQAiYkOgEKYIEQgphhThBACEgEoWehxDiAkEiiEMURWPJ7O5AwrJnjY73aAFLqGgFS+x6HiCCsg/+4X8PdDrruO0B2V424iC4RQwb2ish/cBr6P9/Z3X+2XOCOEEEB4H2nvx9TL//5xK38rfu+vRn3qnfDv+1IVdwccQRAo5HhBGHj+fi7v7vG/O0MnwggQwIiw3sV1aj9zFd11bBFCvhJKCakwk0pghCDBGGuRhS9yWgIA0XvuLLnr5EUboRCKqDbKmZRSYgwdxxdCGIYhhMAYJhKxJMRCgb7jKQWjrE4IMQS7TZQQAASQggAhGDE8jIWxWEwphSAWgu92vRMCACAEWZa1V5OKMSamiRkzMcZSSoKp67q+71cqFQAFY2x/z2MxEyEQzQ8YC4RgCGDIgR+wWNy0AOm5fsu2EcGaYULElYIIYsYY5yHRyX6lHgAA7k0vonFR9NGRIfi9OvHuPLnrX+FuYicEAAKEkYi+D3hXUQxBJFCA6k5IZxSdEnGB7+5jeCe5p/6apKA7pYp383vR5woluQRcSSWFlDIMQ0KIEJLqWi4WY2HgOCEhRNf1qOXGisV0w9hjQffnFgQiBSGIen72G0gjpWt0GUROaKUUpTRCfdGoI0o6hhBGvHN0J4AQAqUEE+sr6/lcanxiREhQqzUKhcLIaDFbHAoCrgCampmuVbeoBkdHRwVXlUrlgQceWF5empyceOqpp3SDvv32W5qmDQ0NVbcb5e1aPJ2RghOiPfPMZ65ffOMLn3/m9EsvMO41GlU/5MlUrN/vW5Zlmqau68eOHem2q0JwQrRupwUgjJlGMpNsNusEySOHDwMAGo3G4EBmemp6dXVdKfLpTz+zurp++vTpzc1N23ZHR8fGxsa63e6VK5cNw8AYUkoJIVLyRCIbleL6vrO9tc6EHC4lh0qDva4Xhr7vuyMjCYRUsVhst9unTt07O9N97ruvf+HkY81mx3XDdCqTSmUYY4899kgQ2pqO4glDyigiC2oaCUO/Xi1zzjzfTqXMeEJfWNycGI/PzU1ubK5Va2Buzjxx6tDM1HQsrgH1NsEknjDGxovb5ZpCMpNL37i5VKlXOAc7O1WqW4auOk5fcel5nmkYjm0rwXO5nAw5AEA3qOf3btxcnTswkM/nx8ZLzXZ7p7KTjCfqlWbxw6Nbm1vLS9utpi0Zwkj3HE/0fYAIQLBer0vJBWdUgxhJiKCha522AwBkTPDAdV2XMeF6DBGdcyCFFIJxKRACUmDlBhDzLlZSgkwmq2tar9dLJpNzcxOxWGx2fo4kgOO1Or2d+eP3fPXbLy3f3oYQEqJ1Oj3hy067t76xkc6nE4nUaGn8lZdPX4HXPR/Wm9uDQ8ODAwXXCd9681IiQQcG4mEgGQv7vWD59uLwyIRtMy/0svm0oZuuF/RtR4R8bW3929967o1zb95YsBeW7C/8o0fnDh10vcrx4w8cmJnVrtwwtFi1Uu13w09/6kdvLV+/fXttfCw/OTl94cKF4kD+3Lk3nnv+a65THZ8YxIheunTZ9/1KpWZP+cmkVRoZ6vV6mq5PTE84nu/5Yb3eaDR3igPZVCplGmSrvN7pNp764COe19+pbEjF8tnkwx97OJ5MN+ptx+3durUQjydzucwfP/fawfmJTCbjOA4TKSuOUim6s7Nz9Ojh69fKjIGHH37o4MEjNxdvbW5uNOrlhRu3stl0OpU/cuTo5cuX1zdW6w2/VisfOTZ+a2HpzMr59dWa63HGAo3C0pC5utGE5EKj1dkqy8nJeDqV3thcGyyU4jG6snzTNIxaZVsKXMwMYY0qASii+Xwx8LhlxEtDeR2jTqvRrFeOHjlYzGX/8qVzvW6n0/FzudFKpReK2JHjD77wve9+6SvPIwQcVxQH4KVL4uf+j9/+5Cfed999D66vNnt9YdtuGAa5ofTwsDzz+vJP/MNiKpXx/AbRtSAESkEFEVBAAoQQolBnng0JD3xnemoqkTRWVxcgQPlCyfbkgw8+VhgY2Spv/rt//2unT794+rsvcs5Gxwcfuv/e5eXl0dKgbTuFYm5jYyOdynzuc//gD/7gy2EoLUvTNJRKxbe2dliXj40OQ2JubDfrzZofKinR6Gg2lUCC+deuXoaKH5yfeerzHzp//sLgQElwvr69VRjIjwyNrK2vci4gxO1ub2ZmPPCDSrkiBQiCgIdcKZBMxXK5HMawulM+eerk2vpqMpN1veDUqRM927l8+eqpe45rGrL7fRYGS7cWjh2cu3XrVixuffKTn9Ri+munTxcG85cuXTx69Pja2kq1Wjt6+HA8Hru+cK1as6dmkgMDA0yAY0fvKZcrnU4nk0knk8leq8pMHI/FsrnE9la/OJgaGMxnBwqVem1qemKnsl0aSUIoms12oRgPvDCRSEBAR0bSGJkYUwgoQigIfIh4u9MIWWiZMUI11+G+F2JMM5kMxfpuOZPv+X4IEfVcBiE1DKLpWi6Xy2azzUYzog54yBRXFON0IhGGIUWEByEUivmMM44AVhIAAYhOoVRSRZAgmoKqOwrOvz5qXf1Va7672nOJpmm6yRSTQiopCCFCCM/zpO8hHQPJAFMSSQiAkpHrSEHJgAowBoAihNFeoCLWdZ2H6i5kgjDGCohIL6MAlgIgBKM7aeStIhQppAghCGNCgGnGksmUAhAoqoShazHdMHQRABYIJRUQCAGMISaKUIAhIgSHQkEIFUQh4wHniXgqlx/MZIsAEAkohBRjE+gQw9CyrGQyKTyHB6HgPPT8TrOtxwRCSAkGBKfRnZ2LvQO1N17/m0Gpv4Lf21/M7K9t4N7zqONAKRWVCUTLCozxnpJwH83A7+f0/laQ725WEH4fYtx1h+2tTqECBCNCsEIEYQAhwESHBGNEMaaapiGECAJQgYxIZ9KpdDqZzCQBQkTTspk8kwJCqIDQdEIIEYIpT4mocPwHFOv9HdHLbnveLqXxA9iwfeAdVcO9i9/bl7OhveNwB+9hsIv39t7/vQDnf0+K7++J9P6G7GkkkOz1HOxDLwgJwnt7Ld8L70XFFABBIJUQUimAwN61LNX+ShvhKPVSKUAEhABQRAjGGKjdEtE9/PWem3pXH4OhYYKlkGEYhqGHkIIIWTFdKUk1lDLjuXy22+l5npNK5ROJtBeE7U4PQBhF/URIiRJCpMIQYYL80JdSWIZB4nHf88IgoITEYhbGKPR8IUTgeoyFkELGQ0KxpmkIYc6EECyaQnEeGoYOkXJdWzA3EYsBABGBGOO4aQmNQQwJIYSikIUsCCSXLafmusxKJAHRO32n0XG51KQCXCgpOYASY0qJvncP2Oepd6/CCIdgjMMwCILwzo/LXj/E/o/XnXI8tAuxItYbY4wjgIcpizy77+pUUJFiPPKEq8gOKPespPKd7Xzqrj6VXV0z3D9z8F0F7u+4D+2/DiIvHxRSCCmhBFwoyzKF5IIrJcMgCBGAAGEvDMIwjNrnQxYpziFCiESZuJHJFSkAFKU00nDuDx6CIIiYvei7HSl1KaX7MgClQCwWi/Sc+z/cEACCMEJkZvpANpsgBAKoNNMYGB5kkq+u3k6msp7PGq16Im4eOni02WwpBba3qghertVqp1965bHHHvN8p1wuY4JXV9YmR+dGS9PVZtOMJRu17sT49I1Lb549+8bk5FSlVru1tqGkiEJ6DCNuxozl5WXGewTxIPCKxYGBQq7e6BoGRVD1em273ysNDyUSyTDg09MHgiDM5wcQpK+/fvbxx59oNptf+cpXR0aKNxbXa40OhHxoeCgRj7daTc4ZQaiQzw0M5BvNarvd1HWYzqbS6fT0zIxSsNvf6PU7pZHhbDa3tLA0MTldzGd1jUoJldS+9hffwdhQEjl2MDU1hTAIg7Bvd2NK0zTNce1mow8AyaZTQdAbGkwnkmalst3rNquVTiFP5g4MHZgbGZ/IMX4+ZkHHbl692i4WCk9/5AP1egNjY2C4iAgCQNTqlY2NNYS0VCaLAZQA+kHYb/etZKzv2AahOqF+GPR7vWw6BYDcrmxn8+bHPvlYrVqJJ+OpZFzXiiJkt5aWuTT+8Et/Efqh4GBgYKLfdSwrGTARchkpbTBBiUSi122Zpi64FwQepVosFtN1OwgYNbSkbnmu54dAOkwKjjCiGjFNkxIdQ51zDlHYadQNkyZTKd91bN+VPLQMdPbsuZHh5IOPHLn/vodmD85nB2c//akf/flf+C/D+dz22nIMwMmRUQAwY7xv+7/6r385bSXS8eRrZ86urmwbFnHd4CMf/tjNxdu+r/KFLAsll9yKZ5Qk1Z1OPAmSqdxOtc04pFoAETNjuiP4ws2biNgDQ8lco93uq/Nv3UCas7Z269atqwkrs3R9G8NUp9manh6J6/6tG+WA0RMnjjVbzY8+/UPDpfzKyvVYPD4xXuDcvXVznbGwkM8rqeu6MVjKt7uts2ffiMWsAwfm+46LCJmbn77vwfsHisOu51VrVYRFwjKPHJnpdBqpDNEomJoce+CBe69du+45XYL1W7eut5od3wXzB4YoYe3W5vpm/eDhsenpMT9w8oXc5lY9kdTdZXD2jbf7/dD3AqRULjVw9pWLq6vuMz/8wOnn39jc3Hzkocd+9n/5n06ffun3f/ebC9dbXg/821/7557HDCMmFUKE/s7v/tHE1AQX4PqNxe1KnUnIJKW4/tD9D750+nsry+WhgcF0qujZKhnLCI4cJywWR1uNrYVrt2cnx3KpzG//zh/mc6nxibk33zzfanUMK/n8C+cmp2fPvHG90gh+8f/64reee9Gw8pgKJqEIRSod9nrg6uXGw/eOFgrFVnMNSJzLFCjRhkqZZq1/5cr1kdJovdV3HFdRK7K3oCjpSgEguIaUEHY8hsZGs71ebWxsZGRkbGJi7p/99K90e80nf+hoOmf9/pe+nE7FTt57/+LijTffWli6ebPd6Xo2mBgvAEUvXrj25rmle44fuvfUg72+s7y8DBTI57ONRjOVzraaXURD1+khCHQNGYaVySTKW2uJGHXs0NDwzYWN0P9Wu9F97eVXIY63O00pZK/VK69Xx2dGIEKBz7hUyys106BTU8OrK1WA+ImThyklAABKsU7TX/uLr/Ydt99rf+JTz1y6fP2hB07NzU5NTU3XqtUXXni53/Q+8P4Hh4eL3/zWN9/36EOxuNl17Oeff+HkfadYKJSEFy8uxWK03+212612zztyZEwzkvMHjsST2dfPvtnv+el0IR6PSSHT6WyhmLZ7fdfzMAGU4jfOvZ4tFoeGc7dXbo6MDpdGitVqRdeIoekEGo7juA5LpTKtRv//5e09o+Q6zzPB90s3Vq7q6oTuBrqBbiQiMJMiJQZRmdJKtjWSZe/II01Y75md3TM7s+vxesOcnXPWe3ZGe9b22mN7ObKttS0rUoEKJEVCYgIzQACN1EDn7srp5i/tj9vdAEGKlmyv60edbqBQVaj73Vvf8z5JqdCyHEJoGPkY69HRUSnjKApN2zJN3u12ESKu60qulUK2bfe6frO+NjRUVEq5rn3w4KHz829s1GsAIKQo5DJEg6I4YzugBQJlUEwQWIbRbbQpZRoTgxpc8iCMDYq1EFILIbRSUmulsfoZd4AagXqbLTVWoBFgBViDlhqBRkpryhg1GOcMaUEpSQQXgnvewO+2TDuhhgmYhVIhxBCiSGMAjUBgJAArxMHrtfx+J46EQVkYhAjU1iYCYZ5wzoXWinOpKUI43X4oKTVowAhRRkyTEYNYtmk7WYSwYTrZfEkDocR07ILWxLQsFHpbm0KNKcOGQUBRwQ1GteEzLpJMISckeH5YLFQPHj4ysWefk6mIQCnJTDurBMIAUiXNWj30fRAJI9RxHEJIGASt7kAIIXmiRARJRGwXMHGdLABKg212uvLeYS/+VgyGEErdWztCqnT0vDNQTnMvtNaUEowpIgQwRoRgrNDWhk2/BUy+GaEB+hvs+K9/BnKDQnIr0xMw0gRjxig1MKQ5nJgQyra642kaZJKrVqvFQgEhxCi1HUcoZVj2wPcSoInSWSc7NrG7uLgcRaGItGZUxsCF0GD+LaIm9dujPkAyReZKaSlV+ofb7CtKjXfobfDeDiu7Q3cirbf4VZyWAGOMAaWRJ/rvj9Z7q3rznXWYPx+M1O+kOk4jnbgAYgClFG9Z/7Yj+tFWC+L20sE7VRkp7ST5VvAsIYQASlsftVJbmf5abQUJ6WsUFOcCkN7JgJFSAvx1/r29M9NxHEZREkWR53lJHJqmJXiUyWTTxs+NtRVKDduiceyHka81yWSdXjfsdTrVoRHGWK23Hni9UqnQ73VK5RLTRCRKJIlIEiWlY5uUYilF5EdpdbuUcuD1kiTCWiVhbFISRxFjRi6fbbVaoDFI6fU6Q6UC5zwOg36/Xy6Xp3ZPIISWlhYHgwEziOM4tukgSnkYhkEwNjZuO7mNRgsRc3xy92Zz8Nqp80qDQggjiikBvUV9McZSpktLiSgyDCOOY0K24KvruhjjMAxLpVKv10svWwihbDYbBEEYhhjj1KgmpIrCpFQp97ptDkhrMB1bSokwYQwRQtPEFyk0AkwJMwwziPqW60Q8EkJpjaSUCKEoiRFCWiGD0DeBPQ0aAaVUKyV26vIAuOI3zJm00owxSkgQJRoRqVHMJWCCKNEYdQcDx82GUcKlihIOoHgUmaaRs12tddAfmKY18D03m8lkMhqQYVqccwCQGtL+Cq2llhK9HddICCkUCkEQZDKZdrtdLBav65q/3tOolb5uNSNMACOEZ2fnrl69kM+5jmMfPji3ur6+tLQU88S03Ha3D0odOnB48cri7qnp118/ncvluu1wZak+Mbn3j/7wi45rl8uFcrk06PP6Zu/55145duttfc/vdPu2ad5y811P/uDR9z304Nzs4YWlWuCHBnPDsFOtVpdXrmZdYbuglaoOly3GNnqbhw7tE1wtLi9O793daNb/+JEf79uL7rrz3tdfPwOAPvD+D2mNwjDcrNWWlpcTAcur9aPHphk1c7mcY7v1+qbrWAjZuayzvraSz5pz+6Y7nVZtc93NlD/6sY8/8p++2O12ETODKAzjoNNBXGrbsYdHxpIocJ3YMswkTHI5N5srKt6+cvlCqZxzM8ZQOVdvrPf7/ShMCoVK4HuDnp/NZXq9Ncuu7J8bx3iUUMBE/fjE60eP7dmzZ3J6ekRwxZjZbjTPnDlTKlUa9dbKynqtoWbnxru9vul0M5lMrx+EYRyEKop5kiTZTEZpXcoXtJQapG3ZWCspJTm0zKMAACAASURBVGWUENz3ejdVDhw8fHBqYrLZbH7rG98cGR7lgvh+bBpMaZRw3ulFcZB4fnPgh4mQgIgGncllDINsxXArZRqMIBSGIRdi4AeE8DCMbcO6cPmqkJIgMB3TMJgSsZZAgGUyGS69j378g5cuXfjaV5/5/K995Jabjy1euXTsyP6vf/3PTSejlfmF/+M/aoI/8anPffH/+YbXgzgjauurJdO1qTEY9Gv1+P/8n/81xvoTn/jc2LD9hS984Ykf/egP//Cv/otf/+WPfexjv/lb/1O9qS3LR4jahm0b9t13vXvv3tk/fuQRpfHE5IhGan5+YXKqjDE8+MDdr75y0jC94Wr1obHbvvmtF7VuHT58v+ddGQz63//u6ZzNDDx0/sz6yWeuTu127rjj6JXl+fGJohdunLtwcqOeefjh90kpOq0WQqhWqxVy+VarZZqZKJIXLp39jd/8rdvvuuPpp0/kCvlSpbKytn7y5AsP3P/eXN71g342Yx/Yv3d1abXdXH/ttVdffqX5q5+9U0r+5BOPV8rV2uaGHyQjw+N790x/9SvfP3Lo1kyGLS4vHr351rHxkXPnL91197s31htP/+i5zc1uowHf/vbpmw7dedutN1+8cLlYquzddyyXf/XkyQtSJfv3z/3why9ubq4//PDHn3jy8SBomxY89oMf970gjuPpmX0S0J65mYEf1evtTLFk+3GuUFy4fJWHw1/5ylfjKOn3BkuLMDWh9s0cXb1So+POSHX3xsZixikOBsH07pm1lTWL0Uoxc/rUy62+jzDWipy/sHLq7BVAuYWrK+cvL2dylSCMMcJEKYJspAwee0qqhYWlhYXLUirXKQqhokGsAZUrlWeefeXOO4+9cuqMVNKxzdCLrUwm9j2KESE6DtqlnAEYlSvZvbOT9737Xt8PTTP/e//3X86fbw2PwF995Q3Thtk55mbo7OzeublbsjmrXMxvrq+de+PM8lK9mM+DoutrG0/9cP3jv3T8/R/8wKWLV69cuXL2zPn9+/e1mm3HzReKQ4Xi8PyFxW7Pu3plNYnC4aGRbrulFR6uDLm2eX7+8nBlqNXsdHqd6ZkRrxe++uK5Q0f3X726yig6cuTI5ubm2HBueveeK1eurK5G42MAoK5cWbAsizGqZayU0ohUyuVWs3V+/tzYrolTp1+/snDp0MFDWnr/9b/4tV1j43/8+3/EGHv6RPDv/rf//bmTL1aHh4dGqt1uOwyjO24/3h+0ozDAmE6Mj7QaA6nDJ354BlMYGR3qtHvFUsEy3UqlGHqdXsefmtxNkXn69IIQ8vjNhzOFQhAl3ddOd7ttpXKmaUoh+n3PG3gYGVqjpcXVQ4cOD1dH19Y2L168ODY2qpRcXV2tViuEsDhOcrlCs9UJw9h1cjwWUSQAwDIMg1mEGPe95wHTYoBEFEWtVjMOwpHh4Vdfezlj2of2H8xk7c2VtTjwx0dGXdcZ9AfFYiGKkphLnnAFYDAriQXSKk64mckGQcA5p5Ro0EqlWSApzwZb1gO91Y2EENIIMELqLRsmKWRazyCkSvewUilAjFDm+QEAkkoLyaM4dl03SUJ/0GWMJiK2bJsIqRRGiCCNhUwwUgpihFQcxwTiQXM9myl7vZYQEgFO4gQhpKQOwxgDCCFSX4xWIKVGCMIwNk0rSQKtlWWZzGLZXKZYroYBt5xsvlA2DDfiIu+WMDUQJYRSQhHnPAwhm806ljXotzDFCKuIx45rD/pxLlf0/GRiYurIrXcCs/32wDStVIOqAYPWIk4cxzEMAxGUSp+iKDq2b5/hZIUQIonDQRcpvtnuBlGcRh5wzl3X7Xa7SZKYFtFCAGx1ylGc2vCQ4HIHFlJKCSbpzopSqqTAiHHODcOQUnLODcNMN10IoTAM042EEBxjqqVEjCgpEcJCcNNgRInUSYUwxlhjDZTSGMC2bcU5ABBK0ifZyeHDGCOEUyPPWxm8NNkh/TmVLwkuMUKgdFonkPqashkXEp8gbdq2AkQwNQxLY2QYRtpFQSmrDo842QxoHCaxaTlKaZkoZNphAmC42M44GICa0/sPPX7iJ14iE4G6IU8kppSJRGoFaV6E1gi0gmslh3oHVuGthIg3+yTT5gtCKKWKMcaYaZqGYQhhSIkUAkqJ1pogjNM8GJ1CWkQJEYqnhjTBeSrHMynb4p0AbZF4WjLGGKNCJhgjw2CMkRSBGIaBDRwkoVKCMqal0Aq2mj+0VkpbJtMgpBRKKZTWmKFrWRvXGgUI2Qb/1/jb6x9w/f2NvCK6XomttdaEvL25dKf5PaU6ttIPUwy53V+NMYFUmrcDLLeek6QhwDsviq/n/67lLKKdRgqVbt9l2vKyFfaohJRaIw0INMKwhcAJVkopDYQQxLbqyjHGMk1iBJRyTlKoG6xnW+bAnf9ks1lXWmiVfnZKKZ0kMcZICJ5u0wlFhkFzOUuIpNXuJly52aFcLmOaDiDFRUwILpUKuazrD7q+10cEE0INkyqlBv3A93tpsAojGBOstBCSC5FoUIRiSu1CoaDUFv6hlDJqpljZsiyCsUFwv9frdrvmJstkMrZtcWETgggCKbllMoKzjJEwCgzbKRQKiJimaWBCTJsJhaTUWiGtNd4m3NIlQghRaaHAdVMcKWUa/5R+dmnuCCEkiqIwDNN21JTjiuNYCgmAlVKmabqWnV6YfN9H1IhjJTSKI04t2zCMJIrCOEIYOJdJLDQXUkogWIJG27JdIRS2nfQLCWGEMUm/ftIOQPzm4vWdA7lzaHu9nm3bfPsmpeSCC62YaVqODQhxKRIhXNdFCEmh4pj3tIc1pKWBQogoioIgSKN7O52ORlsS4lReArBTGXjtJoRgjIVhmGr6kyRhjMnr+OX0h63YG5Dp6UoIVoCcTKHbbmRsms/mslmHC2/Q7V6+eK7TbQ0Nj/LElyIoFkqnXn85CkU+V3Rd99LFhaGh4SCILl28euSmmy3bUIpjguu1RtATt9x2d7vdLQ8NDQ2VvX578epKr+vXNlvrmxtKYYSo50WGYXhev1wuTeyya5tLsYjz+XGv5xcKuWDgBUFUKVUyTjbJx/ffD74XnL9wcXp6JonVuXMX9+7dOzW1Z3Nzo9Nt7d071O8H8/NXPvKR987N7X/su4/VNutz+2bHxkZ6/e6li36n06IEPL/ruo6dKXIhCWF+JB0CSQIrKxujw1WtOCAUhqHn+VESe55n2ZgQnMk4juMoJTJZW8jg3Pxro2PV4eHh2mbDdbPZbOby5SvLK/2JSVZvRJWKTSjx/K7B6MGDQ2fPvXH5Ii2Xy7lcse9FvXZHCCWElFLddtsdlxYWPT/0Allvz2PCiqVqpz2Q0iAEGQZFRHHOdWpeJcBSnwmAEEKCNgk0m+3jx29ZWVn7yle+QhG93F+MooQAjmOpNZGSDwZekiSUMmowzCxEiVKqWq0yywgHPUKZZZpJ7DUHzU7HT7hIv3fiREZCppnVmiCMKUIYIYKwLhUKSsjhkbF/8rnPv3LqpTNnTz/43gcf/sVf0oM+ylnNxubp10+dO3PmB4+tNbswNHrKoHlGO1KQD3/4w+dfOT08XG23Nu+6a9/7Hrr/U5/+1J7p4ukznU9+6p/9zu/+r5/+jHfy5MkTJ05s1psTY8byqlctEwx6YteoFMmVK5fzWXdycvS5F145fHTvb/zmP/MGXdvRaysXB37/Yw/cc/Kl063O+q5dcODAOOd+Eutf+oefwPI7X/qTi8cPi5GR4sT4aLmSBc36ff/Fl3+SL2Q+9/lfbjTX8wWn0WgsLCz4XrRrfGpsZI/X5xkn8+yzL2Vy6sL8vOO499577+VLVzCmhUJhqDI8MzNz4sRTt99+e7fb7nRbxVJ+dXXFMOiHPjQber5ru/XNmu+FlUrFDbnjOIyxW287WClmT7/xWr/fvXi5/sMnZHWEhFHSanrnzjY0GEcOT7fbnR//5KWpqamHH/7PfvTkiVbDM2i221m3bLS2uhmG0dWri3P71vOZqQOz0WunLr78+vleP5mYqj7zwssXLvanpguYYNtyj91ySxAnUcx3756wCVu5uhhEkM06cRQoBZJDqTJcKFYUEIJNQghowRPNOW+26p7Xrzc2OFDDdARgqQwAAkgjRDHSUlOEFMYKpfFXGmPEAp8TQrJZF+PYtIhp5AdJBJrGcRLSuFqtHjly+PmXXtWUgqZSRIRoRrDDmBZqZbVlu/CZ//x9hULBdbMTe/Z98Y+/9PVv/CSfB9+HhINpI54YXl/EIW02g8EgfOO1c2PjI65T2j9Xodi8MH/59Cnt9eD0qfONVruQy1fK1UsXlzY3ag8//LFOp/fMsyevLNZyhSIC7diQyTiEWrnC0CsvXmo1vXvuOqYk3tioFYu5br9fLg/Va+2xsV3n5y95iRweIefPnweAXWPj3W737NlesQAjw8OVylC1Wg0GQRB4BGtMWL3VLOaLvV5vqFI9ffp0u93eNTZeqZQefPDBYjHPGLnzrlvrtUZ5aPjll06urq4IiWIu7rjztkql2mq1avWNTqtr2/baWs0w3MNHj1SHeq3OYOAHhGLOeb3W1FraBul1gyt8GYGybUBYXLgwj5hBDVPIJIpRWAuFELbplMtViq1ms1spDxXy1BsEltlPv0Y3NzcrlfLY2Fg+n1WKn794qdPuGZaVyWS00lJKIZIkEZJzDLLXg/X1zUIxMxh04zhOkqTf75uUEYLCOFpYuux7g9r6xqG5g4Ztaa2ZwVJ7TJrUATrNxsAg1XZ8Qlrt/Xdd36Wx2go8B4SRxkhLjBDZVgMJJDkABkmAc6QRxgxrrGWCsAQUg9ZYJwgEBklBSg1IpdhK71jutZbbJe0ghOScaw2AUWraSHeHjDFMKaIEM00NxiyTGTYQSU2DEoMxhjGk9AACIAhvybCkAsQ1AqGUxinc1VIrUBIQUMNEhCIEQAkBCliamYxlWZRSjIBinLGdjOv2+30SC4QQu04AtQWcMEo4T30xqccRYaLUlpk/EWmnBd3BVO8g+7x+z7O9nfg5dHc3/NkNLepv+yo/o6oTX6feSuMvU7UvxkAIpgRpwJiStDndsswtrKIlRtpiBjGY0sjJ5AhjiFpmtiAU8CSybVNKAZgiTCgzqRErAGrYidBKp1mO+m/GVmGEEdmyLKUumyRJUmVWGlKbni+pNnWHzEOAEN5OnwTAGKfRa45ppYc7FSpKKSjBCGmEtwDwW4Wv6KfXpV9LMny7dJl3sCD+tAN3PfC79ivovyu151vf71tzgJAGjH6K8BOp6xeP+nuhPa/hPUKR4koqJaVEWBuEmma6QJGU0jQNSqltO5aFPa/juEbRygxVJ/uDWHAAgCAIpBTFQjabzYSFjJACE4IQoRSDwsIyCdFISZTidcGTCJRSBCOCKeeJBi0FZ4zxREieIK20ElKBlBKBklJalmNZVhRFvV6PEEIwTqLYMKjUPAr9oWrJtgyMtB9E3W47khhhE7xgMEhM00ZCai2E1iiNPEEIa5ROidIBw47IMB2TSCmlxDv2s53YybTcc2f+tGNKJphRSov50UqxFEURaN3v970w5ttd5AhAKcCGmV5qBaN6i/snSZwkiaCUptc+grecfjujiHRFie0rqXrLErtevZlOa5IkwRinyFNrME3TsixCCOcyEUJq8MOYEKI1SAVxIhilhBIpJecyjuNECqIhSRI3m0l9BduLmAAojG48EVNol17Z4zhO41XfchIqy7K2o4hSlh8RhDnnybaONBj0+/26H7QNA8ZGK5ZFAJH9+3cTbCzbdqfTDyMvm3WrwxUl9fDwCAB89rOfTZL4sce+vbq2VCpV7rjlrjvvvD2IBecJQrRWq9VqDYxZs9Hp9/yR4XGOnK63mS/m4ygwrdzevTOGwa9eudiobVBs2qYThnGr2ckVC91uN4zCoaGhXnfBMCxvEFy4sLC6Er3rXT3f92u1DaVUqVRqtvyuB1eWLkdRsLGxiRE0m/V6fTPj2BTh1ZWV0Otls+7VhY2AX1rf7DTqnXwuPzI6hsgGxvimI0dm9uy5MH/+xedfmJubY4RNTIyXK8OTk9OlYrVWq8/Pn1tZa+cLjlLi1KkLhYJ99MjxiYk93//eiUrZLeTF1O5xy2aCR/Va3Xasxcu1Awf3SMkllyYzCWbLVy4tXF7FGAiYhXx599RMNlddXdtcWFxLBpHSJAyTft9j2GWMEQoasJAgRcJMkwBghAGBlEJqDVIKLU6/cXZyas/y4srClfrYSNnveyazDMPy/IhRQyoVxXFa3QMYg6YKQZwkcRy7GduyHMawFBFGxHGYbRdrtW4cNxVojYAQijFNfbBpsw8iBJDmSaC1QsgpFDOKi9ALsm5WBxFyMsA5JWZtM5ycLO+ZLEnVfv6ZC//9v/lfvvmtx1587qU33nhjds9Us7Fx6PDcF//iz/7yy19cXKx3W3Dn7ZNnzy4vry7/23/3b7/85S8/9dRTd919OyXG+fMXn3rqlU6rd+891Wd+8tTTP352ZKRYr63ectvMe997X7O9bjL4wAc+UK9P3nffsYfe+565x3/4/MlLUSLLJadczNgGX19duf++e5964uLFi/WDsyNzs7svX760eLVdqRZfebVeHa7/5m/tk7D78vnzrXYdYxBCNOodxRfCMImiztTUnl2786+9fiqbzY6OjhNmfO2r30gS/vnP/+OzZ+crxRJFuNWo1TYbGSdb36wdvulQsZi/unTFNuxirvjd7702O1t43/s+dOny1W6785577/EH/lMnnqIMJieruyb1zN7Dmxvh5K7szIx+7pnX3EzZdYe6nc5f/sVX9s3OTO2e+c53vg+guIg7m+LyFX9ysraxrr761e8x6gDA+K4xw8YLi6tC1bM5a2LKJRiC0GeM+b7X73cNZjmuKwPOmOlgRQhLEuj1B812u5wfI9gMwxATE1NCmZAaMKL9wYBaJIg4MYAxlsQKFALN8Jb+SmmVNrtgkFJpjZHJqNNpe1LKXN71fd/3+0o6GhONEJe6220YBnvgwftOz5/t9drZYsXrNm3LoNTsNFpMx7MHzanJ8fvec4+G6My5sxe/8ejXvvptx8GcK0ygkHfy+cJg4Hc7fpJczufdcsl98ocLc/vP3XL0EEF4rb7hOoW7b2fr65tSVP7LX/+v/vA//sH6+uZ9993Jo+jEiRNxzNvt5q5dVT8UtVoAGkZGxpRCu3aVux2v1aidfuNCLksfuP/e/qBz/tLzZ868oRXbv/8oImR0IlMqF+r1+mAw6HcHly4tV0pQLjpez1u+spzLZ1eWVjudzu7du6KEJ0Kcn7+8ulmzbPvA7IFzb5w71Tj1q7/yK4cP7P+L//dLTz3+xOf/0a+99NLLq2ubpVJp7/4DL7zw8pNPP1WtVk+++Pyjj/7g4MGpYrE4NDRs2bl2p9/t9JJERHGQJNHw8BAhpNWsN+frDEGpkC0Viq5jIoSElIvL64nynaxF0tJZISgxi8Uyo+bS1XXfE7msch0zDCPbdsfGdrlO9vyFs51OB5Bst5ulUt73QQiVyQURTUCTXKZoGJbvh6AU3jaBU0qDIHQcJ+e6jOJ8ITsxMRr5Ub/XWVpZxBpjSjQCCToOQ5bBEqTUSiokpEpJCgNTQjSlBiEGxoQAUvrnEvH9TDeFANIOMkQ0bDkaMNKgpRQJAFYcaxFrhTURCmGtBIDUkCAkQUukBQKBYMsflRr7lVJSaimlllwplX5hMsYsy2LUQohwwQGJrfDD7S0KY8g0TdNyLCtDEm5YJiUGMxnGOCUoMNKUGowZjJkSg5RoR16ktNp6XSGI1gQToTiXmikTMCApgGGMkOQCIYVxylPRKIpiP1JKWZQilYDkURQlXBDMCKXX4vHSsDdMthrslVIiHQeTa+qkd4RbN0C+G/fqP10d+s4xm2/7uu/8Tm5I6Ez9PDuYMm3VY4QyoimlgAilhmGwNKQSI0gbCAuFXHW4RG1XS40yOaAGIKqBgAJMETEYAQagMSGU7RxcgxpSCYlxGmy+LaX8WT2p17x2qVQtlR2KhIs4SaKI84Tz2GCEc07R1nAEqS1+j5gkEbHW2tgO8EzVhtv5LlvlWwg0epsbAFLourf5zidhCmV3Ii5+2uHYOXxvexyvZxp2tKxblZp/o3TWv1Yfe80kuvXk17ctXK/6VVuUnn5TXsvONAq/qaYB8HZe/9+JG/Ea3jMMijEwpgAgjjnnXIMMw4RzLqVOMT0AcC7ixKMMFwu5Qj4z6IdxHLuum+72Aw9pFQNSlBEpZZJEYagIxpQh28liDZggIUSSxELGjDHTTC1eOo5jz/Oy2SzCYBiG1lpKvcVQcU4pzeVyadW3EEJrZZl2NptNE//8oO84jmmajBGpVN8PJTCkcRAm7banFNruStA7CTaph3KnIE5pkSbB3ODTS9eKlDJJEkKIYRiO4+xEUKaDK8dxDGbZtl0sFjOZTIoLMaKJ6DAm0ywmAHR9zQPBRAipkiStN5BSErJdwkipknznpYWS215ucgPeQxreOjhRSkVRlMaxJEni+34iOCAU86Q/8KRCQiOlFBdKSM0wZswEUBgR0FIIgRDJZrO7du1yHFcroAYD2KqZ0DrlFxUl+Aa8RwhJyb00qDNVye4kw+7cpxqAdLmneA8DUlg7josJiuOw3dzwvcbQUGZqvFoqFQder9Xu7pkcRpgU87lEAKM2o7br5h/95nf2zhzwPG9x8arjOEePHT354nONRjv3gGM7hpmxwzi+cPHS1YWLJoLp6elarQaYAEYGsxgzCMZg006nsbTMQEvTZL1el4CJwECIRWEYBGEch+O7R/L5fBzHrlPsdHq+F2WzMD9/aXl5+cDB2Ztuuqnf7zSaqz0P/KDLRXFq91iz3lZaWpYdhqFt28XS1OSu0XK5SPDpZ19aW12/5GRgZqbS6w1WVrrVqt3pdBYJ8TwvSuJ2u20ZFsLStLBlUUIlQkoD5zz0fRlGSbMJAKHrZoerI8eO7a3VVtfWV/r9fqcTd7uDT37yw3EYri7VLpxfO35sVinl+3Gv2wiCpNeFbhd4snjo0IHlpXXDcsfHptY3e5XhPasbteXVdaVAY6J0kn4HyDSMB5RWSKS1GalqAQGPZRTyR7/5XVAwNTnm9X3HzmmtBVeRjBXToBClVEiuuVaIaJUA4DCKHdtOhQcIISE1wYQx03WLnp+gJlYaFAJCMOA02BNjShDGoFBaBVIsZEDzTru5vr7abgOjRqPWxICYgXrdMJtxbz52l2Pv6j362HPPntv76GOf/vQvj4+MPf2jp2r1tY984KF/8T/8xsblc7/7O79nuzA6UlleX33w/Xfe+9AD8/Nnv/PdbwLAhz/yvm9+41uf+fQvfvof/OJv//Zv9zqbuYIzPp4dGiq8+MrVDx+e6HQ2/uxPv/vZzz6QcRkZrhw9PLOyvDg2OnT/e3L/1+/+wb2f/ZX33PeuUy8/n81YxVzuX/2rX/iTRx49dnx3IU8breVmM2auoQFabfizLz1y+x3HKaMPPXT/2lK93fIvnl9RQg8NDX/1a9/45Kcf1Aq63W42m19dXTeYbZp2rcYbjebzzz//i7/4C5VKJYnFxYsXjx+9OQzD3bt3J0lSKQ0trSyPjY1Njlujo+NRGBNELdtuNBqnT52anChUhvPHjx+75ZZbLlxc3dw44ziZqd3Tr75y8cwb50ZHx5TmFxc2X3n19dtuv/PMmdWZ2fLMvukHHrjz0e98CwMQI/R6vt/zFILR8Uq2UBifyJ870xsfjx563z3Lq8ssIADizKmXmpu9PXtGa2srBjaLlaLrZtbW6okAQwipJCI4FpxzbtiW1LFCQAjJZrOA9NhYtVAwIo4BaakBRNqtS0GrtF2KIMyIFkiC1JgSA1veoJ8k0fiu4W633WkHCCJkZwhmhmENOkG9Xn/wfQ8ePDT3zHOnbZsEXswwYZiHQTy2Gz7zq5+Y2zc7PDJSyLs//vEJPxg8+P77LLvwjUcfbzYDzw82a9HMdHEwgMWFweQUm53ZP3dgLYmiVts3KVtb3Sy4xaHKSMYtdrz2k08+efvtt5smi6Jodmbm7LffOH1GzszA/tl9ElixuHL61MLlK4sIk1qtGcXCC9SgHx6Yzfih12zW77t/X6PuS8XOnj0b8Whs4hDSUMjlJReNenO0WrJtu98d8CQhiPFIFXLFamW43W6++FJz76zx7DMvbNZ7I+OjvZ6Xz+cJKT395FNf+pMvLl1dvOX40e9899uNWuPAoaPTN90Epj3X9Xqed+TI0TNnzsQxSKU7rc709F7bySd8cWlpKQh9L0iYiQtFN5t1Mu4uKWXkBV6vv7HRUDKK4iDdj+TztuVm+p6HMaaE+b5/ZbBIEAt8Tgmt11qWFWqF4ojblpvNZk3DbjQ3g0DbDoyPj91xx0Hbttvdzvr6RuBxZhAlMcZxLpcLvB7GMDo6mslazUbtzttu5zzZWF9dXV2ZmZ7OZB2peLlcHi5XLdORIIvlKlIg4gAxBAqUkImUSCpDI2aZoBRG6SyVIET+bpHeDuEBGCOsAWMFGlGyJa6TUm9F3oEUXCsMYGBQUnECWqgIY6yU2Mppuzbe3RIiaa2lVCIROzEPUiohJEaSELyTd40ZZYwwxgzDUFpS06LMpJRJha6fU289mBBG0+psR2CstVaAtVaIgNISEZBaJ5zbWgkQUSKl1NRgmFCtuElRHMdRFJkYQOlU69Rpd3peGIYh0gpkzDDY2TyXUhOEtsMbr7UWp4Kz7Y3Bz5KuobfZ0xuInVSR9w779bcQSttFc28Kb0FvAnjoZ2L5dt7/Nmmc/lOcbutTkSozCMOIMYIxpYxRjBFolYSIEGyZhmGaDFPTBMdCQgLBoDWgtJuMaC23+R6FtKAYM0Ik54xgkxkKBFcSIB2C7SAB9LPjE6X0jgfyWrrMdgrR1tb3LSpHte0kuj7+f2tRYQxbezxAILefciundHv88aa41LeFqNtBJuh6RCZBhgAAIABJREFUdSSAfivAu8GedwPjd/3D3gT50JsmBdsP+7sMhsFvw2i+bbjOW1yUGjD6+6D4ruG9XrezA4FEwn3PU0rZtquVAK21woLrSEuAgMtQStQE6A/C/oBblpvEgWXSyp5JKaJ2q0YwcMERIbZlUEoIIVLyKAht21ZKMIKwQYRMNCDGLMMwXdf1PC8MQykF5yKKIsYYQth17RR32bbj+z4XXGMUeHG73Q48ZhrENJhtGAYFikDGIY9DDcJxrVxpBJC52eiv1bqex1N7MwAAwSA5KEUMe2fdYIxB42vZsjsLFuN09JXmkaQslm3baRjJtbmaYbhOBhMaBEGr3lBKFXLFdrvdH/g746tUmJokSRCGFCOldRRFIBIA4EIFQSClBI2VUggRClsXJEIJJml/Z6q6UELKHSC6gx6vv3RqhBPOFSBmWoaVGJaNMJFSCikBwM1kALE4TtJuH8yQwUzOk5gLjDUCaVlmoVzKl4qOmxkMvNRpfa2lFDDaCgPWN8TyJkli27Zt2+noKA1uefPJLNO/SvsYUpCPAWkBJmOch4ViXiZ9HtWToGfmrFyG2FZmefHc+TdeyBVLldFdiCNKqGVagMIDB/fs2TNpW5mnnnqq1Wq++z33Cpk4Lnnt1POt3mbE5Ua91el0eBgcP7z/7ttvfvHks+O7Jjea3UGiAWDgddyMYdlkZWXRcUh1eCg/M720sOr1Yi55sVBBCEklBoNBsVIslEvMsPdP7S5VxjrtXrfbW9/YXK9tVsfK+VL+rnvuuhP4yMhwu9GZP3duz+69uyf3CCHXlpbbzXo+m+80u+urK5ls9qMPP/jaGxf80KvVO1JrjKwoVGfOnO33kuqQe/ORY7fddlun3cIGwhh3OuvN5rqW5LZbjxQKOT/oLS0v7p/tXb268u1Hn37mxEuz+6avXF7es2dqeXmtUHQmRkeeefoFwzRuv/XWixeuUpRrtBuXL1z1Ajk5VTl2ZB/CuN1q9ztRFNbChEeJXK91nJ7oDXxG7TiOlI6CkAsupNSEYIOZOu151Vs0OEIEIU2IabpWvdbKZ1zKKKam7WT6/b7k3M47SmmlOKHYNAytgUtNmEGoQZlh2zZoHIUJADOoKYX0/SCOVBD6CGsMVAMkPMEEDGZiRjFmCEmdzhiRsE0tROi65shI2XVAKJXLlgLPz49NWkbescovv3RuaveBvdOHB8mpRx758g+e/MmHP/iuhz/6oN9sfvIffOyvHvn9H/zw+3Gkx0bHDh06fs8DD77n7ju++vWv/MHv/U65OD4xUXjhuacXryw88f1nb7n1ts/+6i+VS8Wnn/3hoYNjccw/+vCte2fHnnvu5T272cG5maeeeHxi18jZ11//3mNP/NqvffKpJ57cO1XI2vp3v/AFiqC+sXj8yN4wXPuX/93DkxN7X3nx9Gf+4f1TU/teeX3+XaRXLNl+0GUGeunkCxiTO+685yc/fnF55WrWySLMjx6dZgYZDIJyacR1Cs888+xzz166997Dd9w6Vt9oYk1eOvlidahSKVVGqiOzM3uDgTfoDAzD4IlEipQKQw888JCUqlnvdNr9vXuHkCbBILn5tluyOfPFF184c/Z0tbp7/tzZKwvPGWYpjrRUYmnlquOYo2MVN5P78bOv3HLHTLffeM9DN69snHn3Qzcd2n/I8/kf/O5f5guFMBAbGy0/iE3TndntC6mWFhYwUhuLLcuCyYni0IGhyYld/eFird6vNzrMIEPDpZX1LqYoV8ogpgRExEGObfU6bRn5rU5nYtdQzOMcQ8PjQwuLmzIOQdtCKkIZRkgJ0CCwBqQ50UrpZKtFGVOe6NW1xZtvOez5vThexoRKyrjWfhhSg5188blDN81N7hquVi2VeJWSLeOw1+g/+O7Zf/zrvzA9vcsxs4N++O3vfPdrX//JsePD+2arZ+fP3HbntDdAhJSWFvuvvnK2XKmGQW99w3/qqbNHj8y+9trpHz25+PCHjj788MfOvHb25ZffaNTUP/qn7z9w/Mj6wuVyOW9Z1A+6x28+cs+9bqlUvnB5cXl1c2JqT6WSb/YFNYvzZ87X6l3GyH/z337u6E27L1061ewscc69wEOIUpONDuUcy+40O8ViMe8WaryBCcGaBF44Mjw8PryLUsNgrNFsoBL9zC8f7nteEEV+oEI/QkDjCDIuTRLebkcf+tCH733ogaCx8YX/8IW9c/s3r1x2C2WM8cMf+ZjPea/Xm5sbu+nw4W9/67FzZ+c1GH3PkzoxDJ23UJyoRrtOWKiEBk1SI8Ogl+RyOJstUANLza2sy6X2PC5ElHGzhUIFpB34QcZlPNGeFxBkRTw6ders2bPnm81etZobGxvv97uOay0urpWHsmPjI57XC4IQEPF9LxWcxwlttwfZHNu9exKQ9P0RxzHzuWp1qJzLubZjGZRpkHGScJBIJo1OaxCF5dJQEvQF51yCAiwQUIwAUy6UlCAFQgJAYpBIk59pb6wBAcJvO8vfqjhCWKfhk2mWJ0aEUSwI15qk816EtBJSJFopIahIDVdKYwRCgURSasBaSUAKsATGFREKCynSrradTbWUEuOt3S3nIo5jJcGyKBdSSoUxGAazLMuyTdMyFSjDMCkzFMISQIJmBAilhDApFSXUoCZjJmMWoxYAklRjYiLgFEAqYZgWMwlXia0FxhoTpbQGIjBNW7JTuZAmlCmlBBdKyqnJSWI6nHPJk8jvEZCdQYCTRKtr3AvGWCkthABAWqMt/x4zpJQYI8GFUn8N2XI9V5NiEoTeJOxE19iVNwWrXPfDm7i5dN6s3swL7QSuvi3k29ku7ogeCSGM0B2+MX0uSrFhMG1ZjAA1GELEMCjWYFtmyn1RSjiPw0HP79hMcECY+5FWyMhmCaGAQCcBEAO0Aq1U2HWpwibGXAdaKlACa42JRlqrVPnw8yEWJZWSIkkSwSghxLZtx3Fc18UEQCutpWkyIQRSGl3n3wOENIHUv2cYhuA8XQmOaW19Vmorg2QL5uGtj0jpbfskxpC2hiH10/jIrY9xKyQGaQ0aNLwF1V9fmXa9uu1nObHTogL0DjmwPxexf12aBrypkAO9PX+IbgB0N/56A7O3dc1B1/v9EPrbidKv4T3bNj3P8zxPCIUQMk3TNiyMMMZMiBRmKIQ0Zdg1TExtSp1eP+RcFgolBDhJkkzGxsiIwl4h53R7fY2Q67qmaVJKRRL3kBaCJzwymeHaZpJoQohjmZgaAEAIkpIjpJMk8n3fcRwpJeMsdUbatu37fibjjIyMJFFAKeFxpFQchqFIIte1HNsKQ19KCaCYafj+oNtv1ls+5xwRjLa82FuQL60Q2BkSKKUAQYrfUvRimiZjW7qydOCRZven8C91ZO4oJxPOwzDSCGJCteDVanV0eCyOY8xMQixNCKVUKsU5t22bGYZpmsBUaglNx3KMmo6dodTQWlPKRBzvLB1CiMZbS0dIgVMPllJCqZRuvWHlpdxjanhotVqcc6lkGnwaRVHfj6VEYRJXKkN+FArOQKokSWzTKhRyBkMIkV6v12g2hVgPgnBLeqyx3tIgYwAFQsDbaUpTsavv+xhj3/czmcxbzg6V9sVunw8aaWDYQJp7/frRw/tMUyOQr7/+0pGb9ncd7Pn92enxTMZdbW5E0vNCMTU5O/DajXqPUeex730dI6Pf986ePbtZW3JcZpiq2V4+c/7y8Fgumy/vm93VqjeuXr0Q+604DjxvYNtWN/Jt21GaR7E/M71rclcuDLqCR0Iku8ZHl3kDNK1UhpZX1lqdllM0XnjhBd9LorBx6cIKaKNSqSKEGYNTpzYXlzbn9lcKRbfTrd9yy/HR6tjxm2+KAnH27JlLlxZNjObmZmobdUbR4cP7EyGQ4c7OHvb9wdrGqsZq14QZxyEX8aDfntm713XdEydOlIr54ZFyq9XstDtBkGysN3q9vmHQ4ZHKu9511xef/nIcwx133BJHutno2lZmZXlTCD45NnH02JHnn3+2Ua/PzhQTf+HZE6+225HvQbFENtY65QJMTEy0xaDb9gxbT++dvXTlahxLr9YSgIrFMkJ90MHWNVqkX3gSIUBIIwWEpNdupKQWSnXajdHRUdd1u62uwewgiAkxTGYghAjFXKtEJqCAc5HEAmGOcRyFsRQ8k3Gy2Ryl2O+3XNMqFl2tUbvfi5JISCKEME2bMAOl1gcKqQMZgTRNTKmmhEShF8eRYYBBTcvOJqGEWPqewMj6wfd+MLl79eO/8IlzV+endmdiWf/yX30ll4X/8V/+6063/ud//qfn5jdnD0z8+j//5x/66MeWrl5917vvGR2rHr7pgOsYUvD+oP3+D9y1eOU/Pf/M4/On4eabj3zhz3+/dvGN4eHhBBGs4abD+/7Nb/77K5cvX7p06e47bv/+978/fy5o1/4oEsm97x7LWOyuW29+/oWXmpurX/v6n3zyUx/WEMVxo957nWC3Mrbvc7d9EpAxPFHqdVa//FeP9PudpaWr7XrPtgpz+6dbjdbClXO33X5MqYQw49yFS+jCQs7Nf+pTHywWSy+98NLM3ulGo7t33/Sf/emX9uzZ88EPfujVF18J/bDVaK2srZqmOTd3YHlxrVodubq0sLnp33vPbVEUDQ0NjVTHbSs7u29mdHzk8uWLpuU+8MD909ONEydejRM8s2/i/IXLUkN/MIgTcdtdhzutzXc/ePdPTv7gn/zTT5aqufrGJrJJZYxV8uOvvjI/OlyVUp49vX7zzaX9+6cl94eG8mG3ZtlkbmpESTlctMaHinFyJeI2NXScRFwCF0l30ABE3KyFQSuQmYKVRIPnXzq5Z8/HLcdqtOuZnBPH0rQVpVQmqcUIcyFBIwJaKqFlAjrBmKRkgWkYr7/28gc++C7TJFE80DpbGKmajplwYTP+xhsLzz57YnysOjU5fPnKshLaJDC3r/qZT39i3+wEszAjrLNc/8Y3vxNF/vz59Z5vhkmcLeRtd3jx6nynQ/v9uDzkWhbROpQyItiYm5sGGZ2/cO71105NT0zedffxs2+c/cY3f9AarH74Qx/odGsAQgN4fosLT6nY89pB0Flb061WZxAbzBkhJitXc2tLrWef+wlhfcuSc4f3njtzWqF+twezs/sRIq+9ekrJZGbPHtt290zt7jbbQT9ACvda/WRMzOyfrdVqy1dWb7791kK5+Id/9EXTJIbj7p/bXyqXL56/lHEdrfHy0uVHLlw+/ford9918z333FmrbZw4cSJfGqo3OtXhsSiKBgOPEuPkyZd8H5rNJjMyA8/PV+z+gDMbRneZWstdk0WGzdpmZ32xlclkKpOlbrc2NTUBWDda9XSEWSq5/X5YKpVvveXu8dGJHz/9/BM/PGGZWdvM5XOV8XFHCNHptEyTEEIJoblcjlBUKOhCoQCgiqUCYwZoYps5z/NbrZbvD7TWjJEgCDJZO90w1eu1TqeztrbmBwPHcVzXBsDMMPftHUcK1Zut1sIlk0oA0MSgxNTKAEQMBIngkksSJ4oknAulNMLo/4+pOcKYUIoxVRpYqltMS6i1QFqD1gibGrBGhCOQSIFGSmMCRIBSiMaaMI0SCTKdZ1ybOKcyOcIYy2QyhFpag8Esy8oMvEEY61RLhDEmjJqWpUCZlm2YFsKWlJgySkxqWGZqpyeYEEIJNgBTjRhgibFJiYkoIgBhwF3XsWxLg9JaAoBpUkwVoYCpwoDC7iAMQ5FwzUiarW0aZqpWNAyDIFc4BlLCizaoUloh9aagCMAIAcLpXj1VkaRyj78W6V3P713fcvYOes63rUy4HvRt64veht/7azWl1/MBBJMtBAKAAGlQlFLGmDYMihUmBCFMKSYaHNNEIBFChkEjDBvrq612i5oOULbZ6QeRGB4bLZZzFEMS+oWMazJKMWwuXeo31ixmmSCYjJWUoLQmWCiddiiklOXPgfgQXDMxaZVWcBmGIXjMecI5R0pyzgkh23hPpeMPbGAhxY7idyuwR28/GyYIIYwJaIGwSpMmr5XwEbiB4nvHXrHrKD4NNySOwJtbst+i8kU3pFrs3KfY6Voxnf4pC+lvV9hwPV2E0Jup12tg7+eg8fD1bR/oZ1mkPzPeUzoxTFw0spQYQsggCEWcuK6rcZoArDHSBsWMMiV5FAdChe0OV5JIWSoUKuvrvYWFBaXCTrsvR4u+HyaJaKN2OjPI5lykdca1PU8oKaQkCGHGDNu2NQIeJxRD1rVn9kxJqbrdLqW02+1GYaw1UErLxdzVhfraSqNc3gTQlVJ5qFpi1On3e33Pk1oHcdxut1stb8/M6NDwGAcW84ZSXpwoZlpaKCUUKIU0ohSBxkpogrZCYrdwyNYC2iLWCCGAMSWG4CqKIoOycrGYMlS+78ecY4wRYQoryVUQhaC0pIZlGlk357qu1sigBmGG1ABIIZCMaCW4SuIkJjLxu10kY7/V6c7Pz2ds13EchJASKk1H0VppDUopCUprUKAoYUKKmCdSKimFUMqxbACMlEw766WQqbebUsalNE2z3W6Xh6pRHPX7ntKbccw3G20pgSuZz2Q9z1NKqSSOwjDrZuZmp8vFvNK6VmtcXV6SSqcBxzuVemmUDtJSSYEA0ulmajRklErJpZRxFHieZ1lGEiWua2GMEaEYY4QpJni7C1Vv3aeZV3HimEa7uRkn/lAxq6THlbmwWKs3OsVCZu++6USojJWZmN59+szZOGitLNdGRyZbzeb8mVf7A37XXbcfPTJbLLq33/l+jNWg33n88ceHhiez+Uq1OrLm0NqqvHTpQi73/zH33kFy5ued3/NLb+wcJ88AGIRB2hzJ5XKX1JFilhhEiqTOddbpj6uz6lS6ZLnKcvnKLpddKslWWUfJOp19liVRgbvLXaYll9y8wCIugAEGkzB5pmc6d7/xl/zH2wNgl6ROOumqDoUCpqcx3T3TL9739/ye7/P55K5dny1VRvueKg5nRCwRxt1273pnW+sgZRkGZUEv2FjfHB+bMg22OL/Zj2TA1zWCQ9Pjq2u1ZtNT0iNU59LprGvkM5IZSIR+vdarDA+de/sKwzeGqyN7Ow2s8aMP3be3u8swjUJpZdOGmbm1trS8Pk8Nm1La7nXaHW9sLD80XJ2YmLnp3Fycm705e83v89GRikRBu90DDZVKtVgsZrM50zSnpw8s3FzgMXzyEx98/LEnnnvu+dnZ9V/+x59/9tlnezUuRHzpwsVrVxYjHyLvtXtP3/Pggw/evHnz6tWrdjqbzheR1kEYLyxtFYqZwyOTGNPx8cnVjd3R0ZFWp9Nu19OZVByElDEAkEJEEZcKkjYzIZhSijBWQknFhZTZbBYhtLO1hRDSShEErusShHzPs0yTMiwkEIIINk3DZsykzIxC7jqOYRiCxwgRxlgshej0ut12t9MDCYQwAM65VBATmpw9qQYttKCgQx63Ou1SKZ9NuzajWkEUeJJzTEnseciguUJRSr27vXXtytVjR4585+XXmAmlMs3nUi++9O3Za5f32nXDhpmZ42NjU7//e3/wjeee8QLNY33pndkH7runvltvNrRjpe657/TywnIxXxASvfHCd5//1rOFQqnvR6+/8dbI2GguZ7/51hXBxf/xu98IQ/jSL7z/zJmrv/Gbn7/vnmN7u92JCfvMmTfLlUqnu7uzubO9s3bt+s0fvdSmGFq73xwbW3JTuVP3HPH8ZqvR+8qX/quv/9mfv332+5/97MdAx4Wia9ojWzurlBlOKlcpD8/MzDT36tlsfuXW+vSRo4SQVCpz9crs0GgljPy9+rbvt8++vShV7AfRxMRUfa89OjIVcYHBtkxnfnH5xrXZX/3VX33llcte0Gy16489/sDxmXtef/1cGFmVUsm1WRzoe05OdlsrPU+MjZY3Nmuh38UYP//sdw8eTr199tKJk0eUUvff9+Chg++k3bLkeu7KMpLoqScPZtM2yDgKApPlH3/0Acs2fb+/t9fVOzvXF271hXl45nQ2kz9z5hyl4DqGxWgubVUKGT/oC+67DuO+vnXrFma0Ui6ube06tokBGMUSEUTI/pJKayUBQEICnAAEBLCUUhkU7dUD28k4Tsp1XYO5adcpDw3XVpdlVO9EwGPv9Mkj58695TK61+RTh61f/IXPfOCJhxXruBk3CvAbb7119pz39b/4l0995PHvv/j1b7/40vvfd8/WRu+dd+bHx6ZXlyHorXEhM1ly6uSJdrdmUJ3OuDzuUaQog05717IJ9eFHP5x9/bXZsRGzVC7NzBwpVyZ263tBo1PbbaUyuQMHDtn2zqVrm5euLqVcMClIgNWN9RdeWH/88dOZNEs5bre7RwBcNz1UHTn/9qxtQsxVEHa1VL1Or9PpjY6ODlVHDh85YjkWInh65sj88s3WxbbjkgceeuTY8Zlz585XStM//5lPKi2+9cI3jxycNEz60Y98mBA9O3ujOjR+9epVpfHuXgsRw7KsMPTjMKLEOHliMo7jtbXtUrX40KMnFpZv9IL22GiZEJxKmTJCBEnLAB5yr989NHVoYnS81tjzvCjueN2+Z6dKxUIaFLoxe/3N189cu7LkpkyDGQYjzUbdtsfzuSIAxHFMqdHr9TCGKIoqlQoltm05SkE77mGMxsdHvX6fx56H+wgAUDS/MJsvZK9eeadcyPEosmxj8sCBfr+beICnp6cpppxHSmE35WglsdIIa0wYoUxLmti/JFdCCCEUUgnPfLBq0ggD0qCRRAiB1AiDlnrATE/GFlCyxtLor89z4oTJvx8S1EmmCzRGGu8T2CVCGiMgGPBAX62QHjQKkcZJC0VpJEEP/hw8QGJoGoxpRFEk/KherzNmZDOi7/eFjKXUCDHCDEJNREzCJKGMUhNjUzJNGAFEMaUIY4Q0YNhnaQxWn2RQ+BCstQKVlAFYAyjNeUyooaXWXGmNgCGv0/a6nX6/T0AprWLBpVZbW2ueL+I4NhlBoEyKAgURFwgIwmTf300QEEIYwoNYqZRSSAWgCDGTuUcA2Me1oPeOOf2UygDpwezanexR4mBASN09OpU8wv5qO5Hz3d6vHmQLkU7SmHpATpAIVFLC7TeCFAKMQCAQABoBwUgSpCD5PSgg9iEug2HOO8t9QoiUIo4CSqlpsnQ6nckbSoMAJBGN/aDT6qRdR8UeQrLfabcd16AYaVheWm7sNnK5ggK8T+cZdHkGRFDQgNRdh+ndNnOlEIBOBkNvJ48RohRpRSnVUuwP6QBCCcbCMAyKKCFwe38fJw9ODIoEJNhCjFACGrWYsa+VS2yImmBEIJnrI4NRvoTdgiUohDRBGmNFsKaDkk4rBApphQAlDP0730lyFygYRB0xDOyVGmENCINGgJRW/5EBv3dVg+hdHJefMAj6Nyya7yZu3i63b69s79R4+qdiZ+5QWvC+XTu5mZyF1J2bGgHIJJ+I9gMFtx9So3fdVP+x9t+dei9fsk3TvHh+cXKydHTq6O72XrPeYtSMoyifShMMvV4vZZBev+84ztTU6PrWJspRqSlGvN9tDpUrm5sbjJrDI+VMzul1fZPavV5PA5SLaQSyWMh4nmebhMeKYmq7LmOmliqMfMbo8FBVStnvtRmjBtGddp1qaRLu+342W7YMDTrOZaGQz1CKGcHLSwtuyuWcb9f6nLdyBVIoFO5/5JjmXHKcK5VNq1RrBpYn7XTO88MoijAgLWLFY4QwBaY1opgZ1MAUJYBTO2cnjTjTMAghiEtEWRwL07BMiolWSAhCycTYyNKtVQm61+0JxLQmEHPXNPLZwgP33zdSHVpbWxORiDmnpgx5TLDigjcbO1RzJGLHSAtsXLhwfnn+puO6V67OMsaS8WWTmoQwipEGqSQoJQEDxhQIUGpwyYXgUoHWUmukFcmksoHfp1hFge/1fdsE0zSZYShE+743NDI6d3NhdGy8WhnhUiwvr3Cp4lgqrTUX/X43l04hJEEEayu13Y1bKdtO/AhAGbHMnu+5mbQQAmtNCcYIsJYYYw0UI6IxAY0BiNbAMJEidhyDkfz66mI6bR8+MMMDf3V9k9kslS2EsQq4oqZ9e8QYQGANoKW2pePYqVx6Y6ezUWsaDNlmruBWnXx6p1XbfutayjGPzRzaXN0kiof9PYN4vfZq2klNjuZsO29TkSqwoREzDBcFD0M//PV/9g93a91mM2i1eienDyzN3rQsK45FtTrU93ghVVG+NokVSBmFulwqEhTLyNvdrhmUPf7YA4cOHSbYWF5abXW2Hnr43uJQ6dkXvsMFcAWUQBy1taO//LmPtTuNndrG8VMz3/jmS6/9cPXQ4erE1OTCjev5TKq+u20zmk+lMKal8sji8srSyg+nDh4qFdwbczvZDDz5wScWF1eWltdnDo8ePjC0eONqqx5PTRaGS6ndWsNI6cNHDxby1ZtzCyu3VmaOHFpZWsdA/H7r/nsn242Ndy69PDLMpj53SsH6I49OvvnabBR4Rw4dPh9fnRhyP/nJT968eePGjUsTk6OEHjBSxdVaa272ZhjGkgBQev3mYrnV29vbk1zPHDk4tzDXam7LCJQQXOikRDcsJoQSSiabIJwLtV/zCxlzBMixS4VCr9eLI9913ZhHFGGEdd/vJSxZGXNKDUJpFEXtVhcwcR2Hc84QCkKfIaWkJASVy1WErV5XRrHOOrme71GMeeRroU0z6zimFERwjqhVHR4OvS6SKmXaBgbTosTC3WZ3ZOhAKpeav748MjJ0Y3Zhc2Vt5vTMmbNvISpTZureU/fu7a1//9UfVEcqzAw++7nPv/Xa27/+G781dTA7MjrRbHVEZL7x1jUMupjnR47+0jeff01LM1ucnFtcev2Nmy+/ciOMRCSYnUovn9mwLFOqFgJsm+g3/82v5zLuo0+87+R9Q06WXPjBS9ls/qOfeKparr7yo5f/w797JuUWSsUDX/650f/rD1947Qerv/wrT5x9/c1bCwuptHH6xMP/43//v9Yb4umn77165VIxlyueOG6DAAAgAElEQVQWCzPHTigtLlya/7M/ff2f/tPP2bbd6NQxwxrD4vKK1mRkdGpishIrT8leGLeyOeOjHzuaz5UvXHznwuXLJ44/9MjDJw0rNTHRoQz/+V/98eShyTPnz0iplpduaazPn/vD+x98IOWUnv7AEwvzK5/++Id++IPvTw6x+37l55pd74XvvFkuprCWPIxKubwKzde+P3f+jeVTp05kzUbYE73mSqfZAS2K+eLm+i09XCkWxzCYt1YWP/2ZT5w5+/bs7GyrrR946OSX/9E/efa7bzzzwltPvP/Rrc2eyVhzNz4+ZYXt1s3dnWIx3+7UMZKGCVt979q1a6dPn5xfeGZoeIoRCP2AugWJMNKAlNAyJERIRTAiWpvMtATwUPiEAjFJpw217e7JE/edeeO8a8WG1mGjBzz2er1TpzKFgjN3/cLp4weWri+fOIyPHh4bH82bhuAKba9tZTJD5y9cdfLwzR+8lB7NfOCjH++pbrWQuXbt2lAVWnuLqRSUS7JYZEPDFSfd35hdDwJAGhQHkPDYI0MEY4rl8HCeK/2lL33p9772B4Xc2NJyY/LAocefeOz555/v+rhguxcu3zAM49jhaYp3tveaBjOpKY+dOpVLq0ajtbftZVLp+04dunrl1qVzV2JxJeI0l7cUcq5eveFYKJN209n8wtLm+cubZtpqdjvNZjPioVTBkSOHe1Hr2o2LI+OlTIZdvvDm9vZmPpc6fXzKIBBG/ovffm5pdfvgoembN1+XUleHR774hc9VKsNnzpypN1u17Z1KpXL16g0hwU0BRv6li2fslDE1MZLJuM1W/eqlNYagWh0NbGOv06uMVm1qBF1/d2MPOCvly/kcbO3sNbyQINpELd/3p6crlmHt7ba6nRYGc+76tVyuUKlUKsXKTn2LmQYXggu8tLQjJT94cCjmfYSIZeGrVy6KOAAUz8yMSBU7jlOqmumU/cgjD9qG4XlerVZTQAlzTZuGob+8sjE1OZHLZgjC/X5/9p15FUZjYxO5fJoHHCGNqNltdxyDJaNrhmEMFkYIcaVxUp4RTAAneKpEEIYRRmh/BQwIvXulljQ8EEJSI62R1EhJzQUYlm0YhgYuRJTNZYgCg1KGSODHjmGaBhFxKHisNXAphYylUhgjjbFh2Y6dtg1bCalkpDWhtiGV7kdBFHONUdfvMgxcCgUEYqSEMk2GEAbNUynbC7WTythuVmiskCW14WZSpuFyAYQqZpqIIKUlNVgoI2xSFUnDIjH3APFcxun3pSLUYCjmykmlpCYIgUGJ69jINuN6J469iOuR4ZSSlHBVSGV6zQYjJIhihYDZNrMNzv1OuwmABaF+rw8ARjolNWTSOUAEYx2GwrZdziUAjqKIMZZcU5hBpeKAFIIk4WkopbRUyf5+oiOXWiGA5PIdRRHBpog5IUQJCVqZBk18UYwQoZTUmmAkhdKDlKMEApZlEAyEoVgIyzAkJD5zC4RKRtJTaXdnK8aIAGilJNa3Kw2M4a6WFAaMeMplWkeObSMkbYvl8y5hmvPQsUzCiFIJmh8RwgxmESSoaSTBT5MyhCBlpjHGWiPBBZJATZNqRACbANLzmZRYgFaylC0l+MNqZdiPMLHzzZ6IheSccCEjzjElMuF7IIQwlgO5gNIIEFJkoGlACBE6qKLx/uEMCCGT0n4QhL6vpWSYYESkRDGXGIPSWmoFWN/VL1UAGDSWUhJEk/keTAf3RiJCCGEMCBMAjREyMFVSgCIMM4yp5LHUgtmYMg0KBxFPmWkMlGpDIjUYqFOSEWQaRjLso5RIyvnEiYDuat8qrUArRshgGhQh0AoTDIC0Qn8T2E8SIb49yKm1TvAA+3nh/Yo9aSsPIpV6fzMCI8AYYaWT1jVGSBOChL7Tr5ZKaI2Tb0RIIInrRQqMNOjbM4fviXoO6r1BQxX2UY0J8HWw44MAMCTwDjUwxXAlIAbKTEyoTLitCAFGGiH10wXxd+q9wGvFIf0H/+ChzbXNtVtLkc831luFrJnL5qLQ10rbtlksFCzTlEr1Ov1UKq3B44Jg0JxHgsW2bYGOERYI6XTGjQPlWKZhopRjUqY9v+M4NkIGRlkpcBTGvW4viiKNZLlcardboe/n8zlNwLGobRZs2zQNo9/v+b7fbe8dOliMY0EoKCUwpbl8jlCaymRypUoQRUKC1GphcVVGQb3h+VILjQNJsOF0+z3OlVZKI62k0CrZslBaIy4jzQGkTibcbHAMk2GDxUoGUeh5QcqlCBGLmUhyGYUIlEEcUFJJqYAgTAk1lFSaS9C4vld/6/W3CoVCHEadVluC5p22wqjdbKay6UIuU9va5VEQ+T6AYISZhiVVbDJqUENSiQAoMRimhCT9Pa0GoEKMMMKEYMkIFVxJrbTWYDCHEGrZbi5taxnsrG9MTI6WSkWlodntr65vIEwBE6UV51zqZLgWJ/6YJFKR4JSE5BnXmp6cyKbSjptu9Xpb9brAKGWahmEAjkEprEFqrjUkkXGFENJII3zHiDpomUvKUMpmubSFLdRpMA4KSa6kxJgBgAK0H6LGCimkATASUgqpgZoYYwGaWXa7q7job2/sRUFncqRkmtter5HLmQbBByeHK0PVlZX1U6cnjh17kBJjbmHOspRpMq/f2Vrf++Mbf552S4XCSBip7fXFsdERhEkQRArIXn0jndZBFMZcpLM5x7ZNZkRh59Cho1f7HghtMnr2rbNaGSNDmaBf39venZ/fuO/06cnD00CYFKLTbN24dG1r49bxY9OHD43dXLoxMTr22GNH+11+5syZYs6p7eyODw+PDA1Vq5VUOju/tLqxXa/ttlrdpkn9e+8tev3oxrXLmYw7OWr7vcY7F990TP0//OavXLxw7e0zN0zT6HudxYWV06ey95y+L5dZL2TzYeRvrG2cOnno5vzs8rJ/7Nj6oYOjxXKJi3axYH7604/duLpSKab/5T//5d/5nf/3ueeeeeDB08MjxZD3tmprGaU1pl3fkxzGJ4cJMvtdz7FTQbBx6sRRJeNDU1OB1+33faQQlyIZx1QISaUxxlpppACkBq0xIABglEoRR6GvGAOkkhg2gCKEDuhHCXUIgVYKKU0pNU2Q+na6HVFKKUZCy2SilcdCCKUEaAQgAHSyY6oABlunCgAR1un1HYr9vodAFdKG5Bxcy0nZ3O/1gz5l2E3ZlOILFy9OHzv02EOPLa7MHzl4YHtzN5PPPPLoo7u1vfe/7+nrN2789m//fsqlfl8iHYWB5lxZzNAYTDsdhNH0kSOdVmtlbbXZ8UdGpp768Cf+w//znJMxp6ZOjE0oTAhjdOHm3IGD1cWlja9//dl//mtf+Z3feTWd7fzSl7+CEGrXG1cuXZ2aPMxw5s//7PXhKjz1oVP/+l/8arvVe/vc2ZRjG4QaxNxa3Tl+9ESn05y9Mvvww/djAmHovfTDF+85fV+hUPzylz/67HPfY0bwwaeeWF1b2dpsdNrRhfPrp08fvLW+Rpg/c3wilbEPHj4seGzZ9k5jr3lldWn55u/9/u709FQ2l7v8znWN2pad3txeOXXvSK9PgpAeO3bq1sre4enCf/sb/+exw8VsNlsulp575rv33jseC+T1+xKicrnMCO12/TgUQnKMYhEuMJzdq/U0RJiQkdFy4IXVaokaenHxJoAsFHNXri5sbbW9wDRs49qNnZ3W6/V+7HF48813uB85huVaJPSDju91W836rtlut0yLdrtRpYx2aruOyXa2akPV8dHh4spmO+ZCSIKwRkgRnFDdtEKIaAIaK5AICY00JjQM4e3zl7/4uZ8rl6udTntkSMdxM/Ka+Vx6fHzygx94n2mis2df/ejPHv7Yz37Yse1SMcdltLSwQpn9zsW33z57S2vy8suX9pregYPl0dHs6s3lo1MPOWgz6IrPfyo3dWCsUCq+debMxSvXv/zljzQajbkby7lMFktl2Wx3p9bu1F0nWxka+8H3fiQFnrtxK18enptbf/Ps1Xq93vO8ldUuY6hQcLwesUwnm9ZC68Zu+8Klq48+eGSokF9f3m3UOibNEWLkC6VcoXJrfcW2rTCS5XLOdeydre1ypTh9ZJKZtN5unr9807KMQtkMIn7k+MEHHrnvmb98/hvPfPPooVFQiBBiUtRrNwSPTp08vl3b6/eh2WwPDQ0BIlrrbqeVzeYq5eLy8vJwtdLq9CuVIUKF7WAvaAutXA1KKMHlUHmoWhrmPm+3eybD48OFem1n4fpKvpCVGmnCWo2OH0RSE98PGRNBENoWq1ZyjBkYyWo17/dks+0J4TUaO5ZlOC5TWnIeSyEopam0U9upjY8Xcrlcq902mDItFHMS8sbk1GixWPKCerfb2NpsVAplgmnII6pMREgqnU5nMlLJndruhfPnDIItyxoZqZZSWct0ELCuDOKYA6aOZWDQWu1zXgEjIBqR2zS8BI2SrOP2a7w7HySLvb++xadQElohCgFFCGFEACmlQIHG4PdDEQWUKK01JVai/lNKKKUQxhgzbnPFsQxjpRRGgAloBQpppRNYR7JyVxJpnNgmlJJSAshEHx9FURRzrhSjBiEWYAaaaiC3F+tKAaWUGSbGGEAhBIbJsrlcJuW2RYQBYs4JIhiTxCYlpdjYXE+lskOj4wajlmF0On0RhYaVAsuQ7TgOI865k05J0F3f29nZ+eDTT88cm4njmAARQoR+tNvtdHrdhKuX9G+k2PdNv6sNhX5ibO2uz6ufBufEtwk2iUUK4dvMe43u6hBqjeDOtBhK+iUa33ETJO+hTvoiGoFEgAFrrBQCjBEg0DipZxAkoiClJEEKIUSQQlghLBHW+wZtCZAEVxHGFO0LCQAjhQBjrBDGCDRGGGHGDA0ghUYJBjXmWkolwDAsjA2EkGlTajqRwBFHShMFiCvFJdJA92tVtM/1uT1xqJJBOj1oVyYdU4wHPxadANYRaAyKIAQEEQy3GTYII5C3u0b6PV2mQR7rTnT0ttVgoKBIAq2DB0IJfT5ZFSoAibHCWhIEGAFWBGmMkraUBgQKJasLDaAxBqK1SoA8oNWgkwlIg0LJCO2dhqq+6zj5T0Qx/W3prPCTM5Xq3bN56r1zeP+RwOa7ary7PnjXTY0QgNYIDzq3d+1GvRun8dfNdN6p99KW1Ww2434/4zq19fVeNxqu2KZhGwaL4wgQMGZKKQmhMY8uvr3KFZw4VTp8+MjN+eWYg5K9OApi7iGIlWKMGUiTbCZDCA7CXopZhWK23+9jjA1mMsqSwtW0mBCi2Wjt7nVBASao0ahjDem0ywxCMMpkUrZt5wp5L5CmZZumSamhAWp7e/1+0G53wzjiEqamDmYymXp9t9tuTB0uIcP1Y2Wm8o22d33hFjUNSikG4GEAimNEKTGlVAgBokRrrQXSXBGTutkcxjiMop7sYmpYluXajk1R2O9yLrQSjAnBZRzGChPBFUUMI5ycv+Mo2traarfbtmkRQhzbarRbisv5+XnMSBDwdruzsLCwQighmseBlEoDwsQgxEBIoUShCCixpIBCGGuEEcYUsAbAGAHGmgBRIJQCIUXgeUpy28CWgV3XfuCB+0+ePBmE0YV3rt5aXQsjP+HKDHYn8B01UBIytkyT2Wav3y5mc5///OdHh4Yd1z174eJ3XvpBrdXTBo0jyYVCoAkmCAyMVYIUA00AJf295Nw7oLZgMpClMsZsom2TgtBISVCSUUOCAnT7pI8H0+8IhJBKa0IIY0wIjoD6fmhQGwCHodje3r11a/ueUzMf/+QX/urZ/3t1Y33y4EgYhtlCeWlttteJ17e2LdM5cHDy2jub1eJ4s7G9V/O2t3a5UN1eu1TKj01W80gDwrdW1hFVRIEMpecF1UIWgOSyhcmJ6d3tbS14NlNYWlxZXb2Vy5YZMxp77c2dTrvXnL+1pgnOZbNB3+s295q1XRH7X/mHX33s/Q+/8N3v9j1zbGRsbXV+e3077ZiTk1PXr1979bW3n3r60eMnDxMq3j5/znLi4UpZCKEVAQDHsSvVXC6fLpVyq2srf/Tv/+ADT3z4gYeO/vClM8gghXxxcf4W5/MjIyPbtRUh44OHqs9/69zxGfvTn7nXsoy567PLq6vjU9l7TtwbBNHGxu7ayjd+7lOf+JM//a2N7a0fvvKji1cujU+ND09OXb2x2ukpyVUpXywXyyk31251otDnUdzv9vten1mmiCUCZJqmjrkcLIAwooPgOwLQOlmlgAQJWEklfd+3bTsZeU+GWuW+VhHt60rjmCPEiGFaFuVSJUJIQokGnUR6lNKUoiSXgjHSCBNC9lWY6O5rf4I7opTlcrnkCHTSKd5pcx4B2ELwTCbd9Tq5kt2oe3vN7aeffhpe1osLCzcWasOj9GMfe9K2nBMnTpx965Lv9yvl4SiWlNjptOl5bYI154Fp4WvXz3f7tXMXFgiFKIK//Maffuzjn3r4kSOvvH5z9volKZMfj/B9qNV233ztarUCv/u7f1QaUr/2a78cemYUBfNzmx96+hNzc3P33Tv+yU989mtf+3d/8Rf/X7cnpYTh4ULVLEdxUF/ZGZ+oSilHRkZK5QJCaHVlzXXdlJtfXLw1c/LBkYkDpWrq9ddfeefKO0JQHol8bmjqQLpQdBvNTiqdqtd7tuVOjQ6VC9lrc9dc1x2fLL3v8Q++9KNX3zr7Ym0PPvwzJxkr/KP/+peef/5bYcAOHTmMEPL88L5HCt978bXrNzc6vd1//ev/4qtfPfrqKy/ubK0NjYxxcvP1Ny7ce9+YEOrNN88w6h6ansIYNxp7r7765tZ2EyFl2zgKdblQoAQ0oW46SxlmpjN7fX231q3thplcttHsra4vc4oK+VzU89PprOYik3ddNy3jOJvNV6tl0zQMg2WzPYJj181NjFQ8T/R6/UKhcPVGI21CAgdKOHVayzvT6nf6LCpJ3r388itf+vxnH3v0fS/98HuZgsznS6++HjDTfP75q+3mzi9+9RPZAg5EeOxUYfTgDMTk5uXFK1evXLx0xe9rCtw1oVeHV16cW5q4NVzJ8qCHlf7gE0+nLek6Rr/b6fe6E+Njbiq1NL+QyuQ+/vGPdFvdbrvv9XyhpOnYO7stoRglxoMPPnzx4hWMSSaTOXfhkmVZ2UwhDvZ4pLvtQIjw8JF7mBVv79Utmxmm22j1jh2ayJ6yby0sdDoqnysadlGCNi2TGobW2kmllBBSgeM66UxWSL6zU3vyyYerw5W+1wnDulTx+vrK0FC+3232+94H3v++m/NzN28sPfH4vQ8//EAul/uzr/9Fpex88YtfVFJffOdKs9m8eXPu3IULG+tb/b4fx3Emlz98+MDm1lqv18pkMwH3ms2+xrSQLztO+sxbZ8NeiBDp7MnRSsF100qAEPHEwWnbTc/O3VRKHZw+sLK2PjY2Esex1+t0u52RkeEHHjy9vrb5xvzVQrGQctNB6Gvwg6gnBJdSAQHbSOcL9qEDE+MTQyMjIxsbG1euXLRdc3ik1OnuBGGr0YxdJ5dJl6pDhaW5+WKxnM5lJyZGpYI4jlut1tzcXDadGh0eLhfy29vb6+vr7hTlPKLEJoRRCgCaEAwqccfeIW0gjNVdAHet7kiY/hPndgAG9A40sDdJLSmltmlRrQ2mDQYYYwQmQqBh0L5AmGBMiWlRw0XNfuIxCgVBlqWU3O814H3p8x0c4oDRrbTUIo7jBCNnEZKos5Le1GBlCMlygiBEDMNCWoW4z4Xw/XC33vK6XUaZ42QMy6GKxjxEQLmId7Y3lNRB4A9Vxwi2mq1aFHuFfDklTaUEpoQwFnMeC44QSmWyGBOltZASMKaUptK0G0ex4KApiqXW8u+IvH8PqeVuPmfyo9B3JzPfS9+889ddw2t37oK7gS630X04CeUShAdsycTZngyqJbyZ5OOBqu5dNEhIOC6QqIQS8SMZmAswwYABIQwYa4ykUgphw2CIEkSJadvD4xOW7XAukldbKBRtN0WYAVITJFUQcs5hn8qZ8DWTfpG+c3bEGqn9GwrrgWYjYa0leUYMimLEKMKaMIL2Z+3gDlglOWDvrkCS4PGdWCzaL2kSHMv+jxE0Rlhrjcid6b0k10sQIIIEAYo1RgojdTvp9S66yeD16jvvGOi7zRnobzWs+Lc5xv560undBKDbRwvA3/tr+bsAQt89u/hTXtudei/juhY1Fm/OTU4cGB7Ku3YwOTFlGM7m1raUUmsdBEHiIYiiiFLIZaFaHbZtmzEmhaQE5YeqQdD0es1uu48R6Bgg62QyjgIdc58Qh1Icx3EnaiFgQigEjFKWcmxKqef3hVDJOUsCCK1EEFuWiTDmnGMS2rajQcdxGAsuhXZT6aVb68y088XKxub2tdkb6XS63+9n0rbCyuu2W73AzfF+KOMwJKalAIHSSiqtACMpkZBKAaBETCOEUDH3Y06jGBPiB2EQCiVk5AeB4SEQg+gzwlojLSRorSVIIRAXlNDkqLENkwGmlA4AKkpTSg1CWq1WyGOlkI50u9lCCBGiGUVSKiklZ4qgpPsIGrQEjZS+nevFGGkQCGvQWGqpE6KX0kqBwQjG2DRsyzIMihhjIyMjjz76SKfb39jZTWQMYSQRQoRhkBrjO8oPjIFSqpTiUvZ6Pccw02k3nXazuQKl1PM8ITgzLYRwYhJCQDVI0Bh0UqdRGPR70N3mepLsQ0opeSxUTEAzBAhJpAVCWmlA+sfy+MnepQaUXJxAxrGwLdN1Mm1iRaGWhgYNx47d//SHPnXpyttBVLcd4+D0IULtb3/rFaTtUnm41fRqO8HCYrPfdfPpsXbHrzcjQohlFzd39ojFUimnVK1QiwaRR410eai6sroaRfzWrQ0lPKyEwax6qx2G8ZNPPtXpdF/+0Wv1eu8DH3jfsRPw+ttn1pbakYLpQzztuBijRx+/7/FHH3rllR+5GWdubv7mwuZjjz75mU995Ny5czsbm7lcZmZm5rF8ZnRseKe+s1tfzxXMg4cnGzuNrc2dQqE0OjrWaOxxjrvd7sbmrUIhd/r0id3d7V43nD48ZTmZZruTT+f8wNutbX/kZ55EGIaHq7Xd7eGhfCaTsSzrwNS0Am9xabHXeMNxnGKRhIEaGitWRoqB8A3bmFvc8KUcHRvjXNX39izDtCxrbW3t6CHXINSPvWw23WjUM/ncbqMuhEg5KT+IB+wijTXZv+YhhDEoUFqCUkIooZFCGBJLSuJNSVIKA5mPECqh2hLMOSdEYGYkA8y3VVEIU0a1oBRAcR5xLqSUUiKNQQhB3pVAH1xyku1nzmNCSKvVWltXUuter2eaJstklBLMIBpku+eZLly/sfj+J5+emZm5cOmiaUCzIbc3agcOTFbLlTjyfR+yGkDTOBYYq4FVBetM1qntblWH8l/5padqte2dWv1DH3pSytgPulOTmcff/3i93kQYLy4snDp1YnS4ImS4s72Rzzi//I9/8fyFN7/7wu8fP37s8oWzP/vpL0yMR1/7t//2K1/9pbX15fUNeeiwcezo8VQmv72zdWX2ysjI0PFTJ32/F4T90/ecrNfr80vLKIrT6XQURX2/f+PGNT/oIoQ8zx+qjkmBMWKlUml0dOzx9z1U2928NnvpofsnfV9dWJ0tVQsnT5/8kz/5k+ljE/nSJ8+evfDGm2eOzUxfeufc2+ff6nS7XGSomdFa1eq1VHao0fQef+Lkm29c++M/ffYXvvDzmdyQBjI2OXH5+q1YQCw4Y2YqnbYsO0Gzen4IAKfvmWm3m2tr27ZtYIbjOKASmabBpZZ+3O74vq9jTjsdKZUrlPbDIFPM8j4XQnmdvo5Vgl92LSufz7dajTiOXTcdeG3Bteum83mn3/MpNTEGQggQNqjrNFE6/ok2Wq0gn8fdTjA7e+Po0aPfe/Fbm9vz+eLJYgUyqczIsHHgwLAQ4VMferTTq4xOl2SvtrK8a7sFwF7P33zkkQ+0/ej1NzdKZfAasLka2aR1+uT09sbmq6/9qL0XHD9meUGYSuGHH3mkVB32+kGv67XqzSjihw5MV6vVTCaDEF5a6mQycXVseHV1lTE2MTGRiHNqNa9c1qV8PoqiVCrlZopAaKvboNRIp/ONRpfofuvgKMN8fXO31+OEpDNGnhIDI9Lv961CwbbtTrvFTLJXr3d7Pcs29/Za1Frt+54fdA5MFSxGF7Y2LJN98pMfbzWaL37/e7lcjnOw3TQgsry80mx28/l83/OjON7Y2FhbW/P8YHLywOe/8Nnf+u3/PQw1Mdja2kqv302nHUqtUia1u7ezutLm8cLU1OTebogVZDMWaI9z5TiWH4ag0fXZG2OTkxMTE3Esanu7jUZzdHSYEGJZFgIVBv6txUWtdXXIxQjiqK90nEq5mVxuZ69mU+Y6Wa1oGHUvv7O+uZ0ihDQanVIpLQRdWJzN5e2IC0LwPafvy2ZKiwvrJ04eiyK+12gsLS8VCkXbdg3DSKfTpVLx+PHjtsHa7TYCUFogTCjFGmMhhBAx0ZgSoiXs+8pV0gq5G+3wt7Js/zWgBryPIbxDYVeKC6GVVFIjhAhOPPBKa6m1xoQSoiWiGnEtRDI4tm9U0repFQhQIjAA/OPzSJCsHxJSGqU0cd3dhtoDAEYUQGkhKSaJd63TaUupWs3OpcsXDIKPHTtMMBMipsRQSrfb7Z2dHcaMTCZjGGa/5y8t3SqXq+m0gyjzQq/f77fbbWaaCBMhVByJS5evBF6IMbYMM4oijBA27VjwlJsDuKO8+nsQW/+YRFvfxdP88YXvT/aw/yRr336tcrsUhH1XlL4LxYmTFU4SN90XSr3rHb8tcMaJbR3knX9DMEo2BjAM2oVoYCFmjGnQCjQxLYlIJCGMRXJXJFUQ8m63f3voEWMgjMSRUAiU0ipxyumEdK7ujjRiuN3qwyhB50ASYUYIKYQVIYC1Tjx8+0gF2J+ZRndG1PRftxUycDDcLtggeTb0HnjJbTc9RZIkEDj9XjlBcrDffk9uv/L/G0MAACAASURBVKfvIe5o/Z+3xPobcj7/y/x1p2z+m/T36tu1Uqnc2NE23S6WKgwZQehTagjBC4VCOp3GGO/t7cVxrJQaHrbKQ9V+t7tTa2hNLMuSUhOMLINCytTId0yr1w4Q5pmsS1l6c3O93W6WSqVerxdFklHGADNsmoYdx6JSSVNKG816GMaGYRgGtW1TCTEyMuS6zs72ZrvTyZcq8wsLjpOqDo2EsarVG34Yp00bE5bLlzzP10AItcIYIhU3e74XylB7XONcscqYOVDQaIG0Ts6SXKnkRJ1kD6KYG7ZNmQmYMBMczIiGFDUMRkQkaJKNFLGWGiFiWy5gIjVIpRRwirCUkmFiWZbWmnOecDuVVplstt/vC4wRM/igi0UoJRhpUCqOYyW1Ikophfa705gkB5wEACFBa3Hbz4MQGhBc9vU7pmkmarut7cbe3p4QQkguZByG0nQVpZgZVEsx6K3vnxw550opIYWBk+pRIASe13NSbhiGnucBogBgGAZgpAVghLXUejAYTBIENdw9Wbu/YZZkTpRSSgqCgQLSCJBWP2UvJMmZDBrVyQy2EMKyUhhT3w+1xvlcKZPJHT9x7+Zmo94Kjhw7SqhQGjX2urV6hyFOjUKvLzgPMUnfuLF68kQeYYcZZjqXSaftbtCttzudfqc0XC2WSv1eyBjpBUGxWI4ivriwPD5ajiMpRVwslIrF0lNPPd3repsbu71eP5ctGbZlW+lSKWr1A4NZpkENRtud5ksvvXTh4uLRk+VsIb+9FT/zzPcff+xA2I9W13aPHG59+GeeLpeL84vz3/7Oi8vL8PBjVrmYm7s61+8rSjwEO0HopTNDnHOv73ue+NjPfnhpcX1zY7dUHOt6vNVodwmybKZ0tL2zlsmmzr69MDqa63W7V69ePXLkyMTElOOSMOivre0gxD71qU/5fugF/f/lf/ufTCtluOlQADNTXDHbzeZzyjYsDGRluZ1xtzBQKZVtmH4UYkA8jJPZa0ADU6KGQTzmzi74XZdXwEApTeq9ZHdmUMghnPy3GvhCMNIDa7BEA1xzwh/SSCtN7qZ1D/YX9V3XzrsuBANiECHEIIaUkjGaTgMzaT6fRYYJkgsZSx4ZBvYDyOZhYWn52vXZdDrLqJl2Yi+E+l7z+PHj/X6/3W4aJnhe37TSQeCBFpgIyQPLJq5j2w6lFI2OVmeOH9ra2kqlrXvve7jd637ta1+/+s75Uqly6p77/tl/808YI7lcZmnx5vd/8L2TM0efe+a7f/KnL6yvwSOPLIJS3/vL54QMF+aXvvWtF973xOM/+/Fcp9ebm5u/MXfl6NGZdrt5+vTJzc3NOA7anebo6GixUB4fm8SY9Pv9Snm4vlenlrG3V8tms5lMptPpamU4Ns3lskJwy0yVS8OZ9JofqM31ta2dW96F5qHp8eGx4X6/ly+kf+ZnnqpUq5RSweHrf/bMgw8/8d3vr5Sqh0rlcqvFr8+tb273jh4+lc2ufe8Hs5gYroPe//iDCmjI42o122w2lQJmkDAMt7a2TNOMY661dux0Jp2jxOr22q1OK+Xahm3FgmsF6VQmnbVcl5WqaH29FQvd73fNjB2FMghiZru27RrMNJgREsKoQSmVUmNMKDEYM7QiKTd34vippeV1RZBhAiBNBq5RDAhr+ZOvvkrrfD7f7bYuXrz4xS9+gTEGmL99/g0pIZ/PEoxm52b/6rnzDz8K/+Z//qrwW+fPX2vshWPDJ9Y3Fm0HHn70ZHl4+MSpZcqsS5cuXX5nr9Ph+Wzqwx/80ne/9W3HbNoOW10Pe101O3vjBLYOHTj03Rdfv3oFhofh0MGjQ8PDccy3t3ZiDjs7ddO2un1/ZHQ8nbEz2fzIUHkl3o1jkcu4bsouF0uZ/FA3BLRd73u9kMeZlF2rNRut3lAxNTQ8TEj/1upeu6sLpUqr3d7Z6scTccpxEMKlasVixvbutpN2j84cIYxwzgnCkxMTQ0ND4+PjnVb34MHpTrMzd31ufHy81+leuza7vra+u1Pb2g7GD7BXXnlFKrW6uhpFyjTNWq22u7u7s6Oz2YT5zC3LEkK1W93DQ9OGYXnBzfW1nlabhXw262ZSbqaaj01shmFYLpfCOJaAmcnCyOdS53I5BRCG4crqcujp4eHMzs62YxmO4xgm7bY9IYRhMUIlZWh0rEoIEVzHEcoXyqCtMOr1+33TxKZFMllnyM06KXL58lKnXbv3Hm4YRrfbmxqdaLe72zXe63WKxVImk7FtO5VKbW9uXbx4mQdB3+vaBgtDn1KsqIwjwTnYhkUwUUpJBUjK28ixQUMEvWtB+XdfZu3Xe4O1qZRSIEGUQnTw8Lf7PyoJkSJFyODzal96pjUeOIJ1EodDg9aeVvtQDbSflEN3VxoYY8pIgrzfF1sPviQxOkipMQatwTRMrx+0Wu0o5Lutxm5t9/77T6czJc/r7e3VlVKOa0kptnc29/Z2GbPanb3qUClXToNtmu2BaDuTyRiO42xuaa1z+YJBPcMwGKHNZjMMgjCKNCCDOYQYtz1vf19r8fd0ZZIl0I959u409t5bMNw9OvVjivbB12E0AIcOqqBByZdc6QCSLp++Xcu9+7UNPq8Rwnconvh2sFPfBV+VoDEimBIupcbISblAGddYE4MQgjRgatm2SxiVYXR7EwGklINxnyTziLRCGul399/uzhJqBMn3AhoDSUKqoCkGghBJxCJ3UdMREIz1nSQFeo8hnew/BUn24G43Sm9bMRRGGmFEMCCqsQCMEJAk5YnJ4AUkT/fjgsS7hXv7pft7hQf677Wr9m7o67tG7H5af+/v5aTxn6nY+1vwOXvtkEBjdJgipQ3CkKE2NjfmuwszJ4+nUrlarRYEQSx4pVoJgzCTS1uutbGx3el0hofHlaLtdrfb7SDwLYsaRrpaqjTdntIil08xRhaXZK7InLTLlWQWSrlZqUBLwJh2uz0AjSnBGIdRaFqWbRmmyZKni5rNZqtjWZbrWkJo0zbypWK90Wl3AzeVpswMQpHO5QvlquASYxpGXGOaKmnKLAGk68cIUcwMANBCJq7wOA5N25JSYowJZskJmiuFCcUIKY0SDJFNSNhuGEj1hCAIaa24kFJowzDyuRxlJuB2zwu5FIQyKbhQGlOmlNJKYYSUklIp13WFEAojpTUxGQJsMoNghJFGhhFFBkIEYwKAQGmEsMZa36UBVbez2XpwpqAD5pQKQh+kMhiRkuaz6VSKZDLpbDYbxbFhGAiBbdtBGCsltUpelNKDfBQkyg3QYBiGZZmMMcbYQIeNNcaYUSPxDe5v8ODkMjPIVQ/ATXf2ZhBWsM9xTiKdFmGWwSSXAkAphQFwMmqK3huARpggpbVGSinQiBCqNer1PMHl0SMHx4dLzLAwNbxASGlqlWq3WjfmrtSbbSmtdjvse9ul0lgUykKx0moFtXo9ky4CYMdNxSIuVyt9v7W+sX70+ExlqOr5m4Bpv9epDA3FfufAgemZo1MHxoevXD6Xz5Q+99kv+L6/G9Rd1202Op1WZ2t+vlgsPXri6G5r17Gsfq81WiyuL928tRI++ujosRPHvvPiyz//8zMXLtxoNFcmRg6mXAhjP5vPNNutM2fOLiyAUjA6OmoappJ4bHQ4DON6vT00VMaImpbpumlKURRxQkiv1+u0bxWLY5ViJZ22JyaHTUvdXLg2N38VFExOjg6PVFvNbrvV3VjfMSk+ffKe0yfur9W2MWZr6ws7O7VGs93th6NThxFFtXpveb0ZeJFDDS8WWiGlII5i26CWaTYaDSedare7rpMmhHAupVJao8EpXoNGSCiplNISFBdaqX1bL6KUBEEQRVECYk58vgQGXb6E10IpUQoS8YmSSgFK1jRSAygpabKgV5ThxMYEGkkYxGM07I+YD46TwRLKSZtbW5umaU5PF7t7u0LG27c2NjY2+v2uyzBlZOqgySzTMPns7OzRI8ePTB85f/E80qrdbId+oJSijDgOSIiKpeEgIEKGBMtWIyAUEmjTmTPnzr195vQ9x2u7e9OHgvc/8eTG2rLjOl/9ypeGh4ez+fyZt175q796/umn31ctlWtb2xfPvb16q5PLoYkx3W6pRx46/MrLbzaaOx/7xMcLleKJmWPUNJ557tndxpbtuo1Wkxqs3mxsbW8QAkqp1954Y2xsTCrAhKXSecNMz87fbHbWDh8+XK1Wm81mp+edOH5ybm5RK8l6/WvXr2ezmXx+5NVXzx2cOliuDK9dvHX+z3f/1b/6zNLyQq8bplP5Wq1+ePr4k0985A///R89/83XmDHy3/3GH41NONl84Z3LG4V83u/Pez4IDW+evQxacxnncqluz6sODwGgfs+3HYdQubfbiGJBCI3CcH5hqVKpWI7T8/qxEI7ruq7baDSCIEhlC5lMqtOJEIFGu14ZOoBMJrHo+l1KGQByXdemRjqd5pEPAGEYEkIOHjqotVxf9ZVCrpt5+OFH5xdWwjhwHIv//8y9d5Rk2V0meO2z4SPS+6zMLNtluqu7q9RWaqm7JVoIDWIkEAg0I8wgYBhmF3F2zwy758wMiNmBgcEId2hJjBAIGJBFrTaltmpTXb4yK73P8Pb56/aPF2naLGj3MGeJP/JERp2Iioj38t37/T4nBKZgtyYHQYjfdruopIIAE6LN31rUdX16emZ5/aqVTDz07lMLt9Zrteq588ff/8HsTvEK1awXv/Pa6tJGX8+457eWVpdSaWNza3lgcHx65uGF+RU7gXr75p69sPqdl15NJWmuYA6PTNk6hHCFcyk4LBWrpp1QHGQygBBQKpWVAr7vr66vpXOJfAo5Tsuy7SBwr167ND1z+LaThwcGe2rVuuCip5DtyWXKzWbTVREXrVbH8YOB/onqTn19ffPsmUdPnrjtqW+9eHOuEvKWlco2614+T0dGRlgYch5pGsmk01vlbS5FvlCYmp5mLOw49VQyWcjldV3fXN9aWFigiH7wgx9MJpOHJiabzaZSCgJMzZZmmv0DA5cvXw4jefrMCULo4vLq9euN6WkrkUgUy42JiREpZbvZCUN26fWrvb2FY0dPSSm2trYw1hDQEaQ9hXzgeI7jMSEMw7jt9O0Qa88+/3ypWj92/FhPPtvpdDBQggME1OjwoOM4vheGHvO8QNdpwjYxAh2nmc9nDd1wAYMQ9fYWKE1s70SEkEwmUyxtMu6NJ4ZLxQoEwHHACy+81Nuz3mx4fqeTSCQKPbmewoBpmkEQtJrtMAwH+vtr1fLSrVu6Qc1UqtVq6rpm6JJzxgWE0OyWRwvVBXxCCCHiIqY9sPSPAPbeGMW+y9FJIQTFyDB0LT6ZBYEQ7E51MUSIEIIIQZBAgGJhnpQSvUWgKGWM37peDIRIDDaUAm/Jf4cKyAPbVqAEhwhhiKIoitWgiUTKNM1crnD8+ImNjfVnn31GM8gdd5ymuhFEUaPZDKOIiajVaTmOk8vlW07d8RucO1okwygAQOm6jgkRQikFCdEGBobICNUwMTQahmEUBtV2x/V8gg3PDxn3GGO+7/+j6DnfpisvVjP+P3MyEL79xh0cwCdv5gD3BITwDdULe7rfvfL6N7ULHGxrUAhB0MXkCCGAINxNKlVgN60VyL08mGQy2TcwpNnpkEuNUIwxYyyRyWYLPaadlCIOXxBCBBIoKYHa3YjFxHBscTvgYARSARyDQri3kkKkYlGpwlBhFKezgl1yD3bfH8RgD0UfrKDc/6LeeAep+FW6ySYQAyTj1JDYgXQAKSkEFIQKAAH3Q0RjA6YCuyEjsXJ5t19Rvenv9H8Gv/emuvbvClmpf1qQb6/B4oCe8x/Ce76r5bO4v7dfCKlRbCcTpVJRKRD4TqVagRAJqVqtRiadwATatoF1ms6kI9FVNmMEUgnT9z2omJKc82BqaqxYKirFGReYoEKh4LguoRompNnphAGDEFGqd7zOdnEnl8vk8rko8jGK7Rk4k8koBSNOpmdO+X6jXG4++OC9AeMdP3L8MNfToyC1khmNmgBAx3EZY5apa1bK8VgUMUAsLiSGVGEMFe7q4WEMqwjjiAsGAUI4bhJCGGEpVchiuwhEgCiIJJdu5AZhqBMMIQCYAATDgGXSOaEAbnSUEBoisSlNCikAB7DbKCqV4lJAAAghiEVBECAlECJRJIFSGqUAQIIJAFCqOBtMQQQ545TSrk9Wgb0TCx3w3cUriq7rSMmYmouiSCnAOReC+74PIaQUmqbBhYoiZmgkjEIAlFQihrK6oQWBr4DUNIIQ6HQ6CkgFZBAEhmEooDSN+AJ4nickwJBgBFS36wUDINTu8EUpKYUUSqAu8EMsUiwSGFNLJ9lcnjVaLJIYExkbC1TX7Yd26UolFYJQdUdECEKFEY1CHskok8kND40kLU0oUSxv333fO1pt+YUvfIsQrV6vZ3N5y7JC2pIKjY5NbW5u+lE0PD7QbLbCZphJFRqdSsRCy6aGaWDNane8dCav1A7nMpcrtJqdpEXPnX9QME9JmEplBIcLC0udTnttbe3UqdvCMLx+/dp2KbzrnqNhGEAI1taKmTSqNirHjh45cpj19BW2d7bCUOSz4JM//T1OJ9hYr128COYX5j/9a79mJwqjo4Xf+PWf8gPn+LGj12/eaDXDpK0pKaNQGXpqYX454tHRo+OEgK9+9e8ER+Nj0+lU34vPv9ZstzOpDCEimdERzg/0B1LqW9vl733/HT2FweWl9RdffHlg/FC7EXl+Z25uXiOWlPid73rE96ILz78khHH82NlSpRVFbiadRpILxrjkExMZTLCdMBOJVKvdtpOp5tZ2X3+Wc+47HmNcSMkElxBiQjhjGJNYNSSVophABaXs2iyllELIeKGNNd4Ik66FXimlFAdKSCnCEApJsAYRip9IIRBSSSEghIRQO2F6LscY+h7jigvBkcSYovhyD3f7mmLtsZRycXFRKm4Y+tra6sjm+pVr1zRN6+vvcRuViAeJTEEzwPT0ZKvBS6XSxMTk4uKC43ZYJKIwmp6eTKZSIQP3veukH/JsdqjZqJeKW4LrnIdAQdtMa1o+n7FaDWabhUOHDvX25Y+fmHngwXesbVRmb7wWMr66tJLPGi88//TxY8dNUxseHh4fnVqY35g5lB8YSFHCLl1+/Sd/8iMPPfTA+uZqwEPboA+868FcT/62E2dr5Va1Wq3XqytrqydOHJuZmVlZWalUWs1mJwya586do1Q/d7d59aa68+w5QiiQy1AZfX2Dx4+f/tYTTzPGv/hnTyIEBwZ6FQg1M5tMol/8pX//W7/1G1/5yktSNO84c/7Sa69ub7e9dubR73nfA/e1//RPvwogNI0ckMkb13d6evqEQNVKpOu5Y0cGAOxMTOTL1fLs/GyxJDJZOj4+KDhvNtupZBJj6Hu+bhi2nfDcYGF+GRM4OjrS09vrue1KtS4lbzTdUukm1QzLNtKZ3mROk7jth21IzTDgNjWiKJQRi4AfBAGEsNNpb21x33eHh0c2NzY6bX9zoxgE0eHDh0+cOPGtCy+bphYGHAi2G9a9v5+DAMr9ySsSQvp+QAhpNltrq5uHjxwvV8uUkhdeuDI5OfSZP/iT0YkBqDHJnZX510TUOn3bfVKqzz3+FaCsQnb65e/cWl/7zsc//oOtemNzddVA5oe//07Oo1qlfuToMaX4+spy/9BExEQU8qXlbQjJzPThfKEulba2VvJ9ATCQEI+NWblUanF5mQvgeBGAoNGwjhw91unkVpbXysWybQIIA7dTX9tseIHI5TO447qO299vTB2a4Uw89eTTr78+p+swkcx4rpdJp3L5xOZmxfeahFJNTzABh4ZHIVRLS8tr6+umoXPmEnCoVW8wJgYHB0+dPjN7Y/bZC88dOXLENK2RkfHr1274Ae90fI3Dy1euWnYil+8plUqGZf3Yx3+0XC7Pzs7Ozs4nEgmq0Vq1qhS17cStxYpS7Xfc+04h5NzsarPZ2EGNZMoc6R8IXS9GMfWmf/XaZYhpJCJKcbG4Hbu1p6ennFabUiOfywmmPKcJAc2ldaoTyzIxURY0qtWKaZr9/aMsgq1Ww9Clrpth4Aihpg4dqdTKszc3h0fSJ08eIYhmM31SYEsX16++2tOT6+kbtJMWZ/LK5av1eiuVSr2ytVXeqY0M5c+dvhNLVt1ejSLmeb5QCCNNCAmk1ChRUjEhYgOwruseY5CQ/f36gWI3+Mb2bfCWLAS5K9g7ICZUMYzEGIe+ixAWQmiaBqRijGGJwhDIOKsqTl4RTAihgCKEEKIrLhWQYcgQQkLEPeYgpiUxxlHEAQBhGFGKIUAYE8l5V8EowRu6vwmilGgaDUPGWMCYDiGkRBecQwgxQlBJP/DjbcPIyNjxkye3NzZS6fT8/K3Pf/7P1jfWH3znfYlEZmn55dcuzr7vffcfO3YsZMH65tr29napXOQiGhkaXZ5dXtvcaHecUrUeMrm5ucWEiqfVLafjQgABCAO/Xq87rkewETcdG4YRB7f8PZts9cbbrqpQQQAQxgeJl3iAGHu/48eFELpO+S4r+sZNefeJ8QESuy+ulNpTVO6G8sewpOvfiznJfcb2jfpEpdTeh4K79vW9jVl8mvmBH1fzIYTUboQLwhhCBePiP4x0ogNIBVAQwUwmk+3pAUYKe6Fh25IzPXbdUQohkkoxIRQACJPdsD2lQFxevltaFwt5VSzbVEApKQGOeb24taLbgQ6RVJRiiiDG0LR0LriASjdMxhkkUAEEiQ4UBEoKpeKsFxiHvyCEAZZAyHg+gRAGMC5bQAooJIECDCKpkAQQUiOSSkIsIcW6YVm2lCgMOAQSHQgUUUpJFdPvYhdsAwjR/qF5C26HB6Sk6o22zoNDgTcVsu/dfVM8JoTdLu74mqAOmntB95lS7dmg3l5oeoBxVvH5EAcZHOSf//ExHoBgtz88PiB7zpqDxtaDUwml1D7ea7YiTY9q9c7hw9N+4Dfabd3UJiYT+Z7MzNHp4k61WCyOjQ82GzWEkWHRJM7U6hWEzGw2yxls1xuKi4HeQiJBCOFDQ0MQafOLc67XGRkZOXJk0nW9VttJ5/KGrhMGlak5Ha9aK+qE6CZutGo4m2OMrWw0U2lAKRnsH+jv708mk5TSK1fWFZBbW8VIwky+9+7z91Sb/vziGsI6B4hzrhk2QDzkaGr8kFCQMW4YRjqdKhR6IITNdrvddkuVahz4WqrUW16AibkXYwVkHA4AKSQIIcaYjIRQ3PM8yXwpVSg4hFDDRDN0P+Q9KavZbnmOy4LAtBOKcwRgXN+5Hy8lBCWEBSGISQ8IeRQYhoEg7EZWcCG4lDgOmZIEIQCBABJBpSQ40Bez/7IHJRwCSIxxFPqGoUMoDUMnhGgaxQRpGukak6CSkuu67Xp+LDaIPVRB4BOCIASO41BKk6aRz+ezqVQ2l5+sjeu6FglGNYMzhTEmu6oF3B1tgNhJCBFEGCCMLE0PAs9xOralEYIRIlTTsz3pUMBiveN6PlcY65hSXcbibSlANwpK7g3SuoMxBZQCpmkrgUr16suvvDpQSOsmTRdShf6crqebdZBJZRNmAQrNaYWMcxH512/MYgIcr2kntDTSXCeS2KdGEhLseu10JjFxaETTjUy2gJDme5wDqZSyrES1WpPcjzxCsF4o5O/73u9tr62srCxfu37lE5/4+M3rtyw72fKcX/mvvw21cGKs//Yz97TL5ZG+XqfdrLca09PTR09MDfSr3r7sE998BgDz7nMDq6vlvt5UqVLOZGdee+3i+tqm50aJRLLZAOOj1OnUZ2/6PYVWve4yDpLJ9Pb25u1n7qAkUdypLswvPXDfvS+88Fxff7pa2hkcmhoZTUKUuXnzeiZLHv/sl6enenXNsm3z3nvvf+Jr37x8+VoYgdMn4Q99+GOuHwQhv++Bx37t139nYbm0tlEs9A1YdrrTKHYc13McyzAZ52Yy4Tgu0nAYRZad8KPIc4OIMxULTrhCCGuaFsebYYwxhJILBKHkQkopOIC6ZppmvChihGMemMmuKimOUg45AxALLqECGFG8u3AiBAHEGEPBIYDy1q3ZIJBKYYQAUhBhqFTc8BMvwxgohCAJwxDChK7rZ86cWVyar1QqMyePj44OJ1J2o9F48YVn6qXNVMpu+51crr/dcTY2KghS2zIPz0xBHJbKawiJaqUYRc6nPvWjIUBf+su/KpVRIV8olqpJG4+NjYUBb7dDirVyqcNY8/Y7Tuu6ZdlGJpv61V/9rdGR5NmzZwcHB0eH8s1W58KFF5YW5x5576Nf+9o3RwaGP/nJjxa3N1bXFoXi/+E//JKdMD75Mz+7XeYf+7FH3v+BD7TaO1evzWpa7q6z99qJYsjl8krDsjeWVze3t7bGJyYOzxxttzo355a3NrawrsYnB69fm1tdXTf0xL333q9r+oVnniOEbm5seC6gVAWed9vpU5duLlDSTGXSmWyhJ5d69eXKn//ZhZ/4xL/87Ge/9Du/87V6E65vbnc6anBgYHHhKgQ0aRQkJxhSCEkYeE67Mj1dMHTaVBEXopAH6XQin8tBhSilCdvWCHVcF0OcSKU9x2s2W1QzWi13pn8KI1AqtjUd53J6GKl6PUhRaCXkiZPDApB8T6paFxGHkesQACglWEmE4cBAf5RJASDD0I8Tjm075XuMc2Wa5kPvfvCFVy66rRBjQwIOAIFQSRkLoACCACoo4slC1ygPIYS2bVma9vjjn7cTlmX3FUubjAc//pMfGzs+rZwmiOSFJ1+69Oord9195sbVpY5TO3VmennJ/+Kffad/gOxs87HRpwzDkCxMJtPXr14/cvx4Kp3473/2N7UGOHmi37YSSkEesfmFplKChaVMhs4cncEUOr63tLRcr4PHHp3oSSUBUlYy4fn+7K251y/XX3r59UoFfPQj57Kp4ddff311md91zwnvVrPpiIHB/t5CxnUakQhefP45i6qx0fGd7abvq5DrWzulpG00m03OeW9fJXJKKAAAIABJREFUf8fttNqlaq2ULyQG+vpPnjz11NNPzhyauuPO869ffHZ4ZHBgYKBcrP/NX32Zc/7QQw+NjoxFETd06zO/90ebm61UGh0en9jc2iqVyj09Pb7vTx2eeeSRhwmlly9ffvzxx2u12s3ZWzMzk7ZuVqr1Q5OFKGI3b85BgDVq6FqYMHSN6vV6nfm+lbQyuWxtdW1rp8gl0C0tnU1kMrlEwiYIIwSg5FLwaqXabrmBx9Kp7PThwwjBVrvWdGqppD0+MVKv1y+9fjOdSmSz2ZHhUUJRqVip1WqE0FQiO9Df22hWbs2uAEXGx/Dqytb6uvO+R09sba07TufWrbnAB07Ht8zkQP8oRfo77n7H1MR4u92sFbdz2d6IBU7HQ9SgRFcSEEIDPwQKuEFoeJ7nuxhjEYWx/2ovn+FtTTtvMIzt4z35VqohvugRQjphSBHknJu6CbiQUoBdyQOEGCEkJVSKd1UzBCJIIMJKgSiKMCKcc0xAbMaTAlCdhmGIIOJcEIIRwghioER3rxCrLhgLgqDT6UCMsK7Z6QAoRHU9jLQgCC3LBhILIXzPEZxzFkIIpBQYYx5FumEMDA7cd/8Df/CHn/uLL33ZshNnzpy+6+7zc/PzN27OTR6arlRrvh8MDA6k0+mIsxs3bzRLjXa73Wi2Om4EiRZE3DDsW/OLpZ0iYyGGIAi8VDKRKfRKKalBEaJByOIomu8yFzF+MN6ixEeHELIb6IXiw3RQIwohjD8Rk/Ig0dHd4O7GyEVCYIy5kPt4D6EuqtijRGIQFq9DEErRfRt7hMmupBNJKQ3D8DwvflcxWtjFezDGe+EuJYgxji9VGGGCMIASAYgQklxQXcOIxDGWtXp9dXHRzvU9/+LLnheXGBvjI6MLC4sdx+GxREYpjAlXEkgVwzulUOylAd02cdUNQd0tE5d7ot9ddamu64IDS4s/q8xm00IpLiWmVHCJiM6FQBABgIRiYi86CEIAMFJIIaQUFFIAIKFEkKBuSh/et0EChCWClNIgCJgSEZcQUUx1t+WGYQghJETbDTuNw4ekEIzzPTOkPCjY3R/E7J4zQnXPBwm7MhAppRT70tm9ecGb5ZpQEkB2vVBd2xHGdPfXvRYDqCSQcQ2mUhKAPZGdQhJjLBnDAALGhFBCxNUY+9hP7E6XYj6fEKL+51F5McCTEsSxw3t21jcOUw7+ie3jvZ4+wAUYHR8dGB5pdzpB6I0mkwAATOjS8ny5VMMYX79ROn1mwPPdeqMa8lAIoekYABD5ge/7ubSdz+VKxbVieT3iYbXSrFXalkUq5aqCUEoEIWWRVJJRzUqYhp1gpml67TpQtN32/cg3NN1Ogt6evnq9vryyUa3WBwYGGo1GEARTkxM35hYCLq1Ku+0rDnSFDQWx54Xve/j9P/LRj/X3DwAASqXyf/zV/3zx6vUw4lKCxz/zX0/edvzs/d8TbyqnJ0d/4Wf/1dnbTwMA5uYXfvcPH3/u1WsAIgC5lBIoQAjBGAEFlJIYIaqRSCLJFIuElDJCXBNK040gCgM/4pwjhAhCTLzRlLbXfnjgxOrS03HgCQQIKgGkUgJCLU6zlVAhBDBBsTb7INyDEHIhCMIxmI9j8QmmijPOuZQyLi+RkuPdG+cgbqfppuVCJYRAFGMChOCWZQnBTNOIC2KUUo1G3W23HdcrlUpBEEDNUFJijCGOO9clQl2WnjEmuwY+iFEsU4kgkgSRbrCeBJyDnUrDC7lEBFJDcimE1DQkd7shodpN5YByN1q3WybZNYApxTlvtToy9FIZy/M7TqvuuYFpJAg2ITI8z5WKE4NCydrtdl9/zk6YEgZEV7ogtUYtm8+5bgcTKKWUTEomTc3QiC4iIZRABGKEoigKfRcKHHjOnXecBACYpnns+JFCT/aLf/6Fhx96LyJ4aX3xtpNja1srhkmC0F1cWLx55eLUxARXslauJDJWSXUCt72zvW1ahUwmB+BOT282nc1/6S+fajSC0yf7drZLlcoNqYCm44//ix9pt9tf//rXe3oyJ08dvfj6y5WK9DxveOiQYZhBECyvzAd+x3XIPffe1Whvhx544MF7JibGnnvuxRdfWEG4fP99ZzEmzz3/7bm5OQjB8eMj7bZz+vRdzVb76Wee+9aT/728UzN1c3x8MowEpRrRdIR8JaFQMoiCRqsZeGGj2bSsJOc84tL1fYAQ1TTJo72psQBQSkAQimt5pFBAAgUQRLt8yy5E7/4EXQN67EtXLCIYAwW4lIwxgDDszqIUwkjTqeBMKnHXXXetrxdvLWyGYcgVklJhSPb84ntzPtu2lRKVSiWM/NXV5blF5ridiIWGYZQrpWvXrtga6slnqG33DYxdfv3m7OxmX1+C8yidsaOQawR4ntNo1sulUsfxv/XsawoAIQBQilIAFBJC2XbKd4NatdlqOBjjjfXiv/1fP1mr1f7oD/7w+NHh//JffqWnp6dWrxCINrZ2NrfWBJeWSesNt6/Qgti3k+j0mcM3blx6/oVvP/XUS1tFMHkItJ3g2edeXl1br9e93/+DL1y/tmxb1k5pm3EVMdXb16vr9qGpqSNHT3AmLl56/cq1VccDuq1p1Ko3vVaznM0PzsxMDQwN33HHHZ///BeGR2uuG0BsViqObmCE7QvffqmQT/bl+x9652N/9/Vvf/vCK4cmj3Gx/jf/42teqBgDvjPfW8iGnOkatSyz03az6VTV72g68X13fn4dqMCgYGhw3A94vdrQCFKCu52277iO08EAQwQCL+RhgDHmjG5ubCHMEUKCcQBAOq1JFXHhF0sbRLOnjxyfmh568cWlZjtkrrO7EiqIJCZK04gCAhMoJDMMgzPZaDR91/N9v1AoDI/0b1bmFDYBkAByoHYFVxB0Q2KVlFLGXcCapknBCNY0qjcadTthhyFfXFp/7LGH7r//AbdStjPpjcXFX/1Pvzk6csd73zvme4xLZaf05ZXvnLlzWqPgne/KPfP0y7294MjhqUZ9c+JQHxeOAPDue04vLC02nIgYmq6bQHJEy5KJIAxX19j4JBgoFNbWl3ZKIJEEx4+fcOu1iQmbK/HqE88cmhozLR0AoOt6u1VN2qnFBT42DGrV7f6+lGnzTrtWbzGdAKpAqQOefvL5e+4+qRFa6dRCFtmGmU6nqo3a5OShoZGhTqftBU6xWKQUhyxKZ9KPPvJeqOTNm3NhINOJfK3cKpdvxSGNnVZnaqp86tQpI5HMF3o03UimU47jJBIJSmk6l9VMo16vX7l2xTTN/+P//OWZI4cz+QwksN1uFsYyvb09i8urUqpOp8OZdBwvDCPAmW3bCdNoBl6tVgmY2T+Qm5ycvjF7q1hpBiEbHBxCCLXbbUJQGIaR7/leWK8HCBEhZOB72XxmNDM8QQdfu/xS9dZOp6NcD1hmuL6+4bg1hIHnBlJCx3F0g6YzlmWZG41KEIQQbCYS2XKxcuXytURSF0I4TqvdilpNn9IOBNqRmekzp04CwRkTYcgzmQTBOudAKMSYJEBQSEzTRAhzEGEMEUKaplEu1QGA948Qz3DgMhjvuDjnSKqDxBUACu5Z83ZZwSiKMMQK8jCMYjYp3iwqiLr5VUpBgDAiEOI3pVPGYVoAIM55EATIwaTR8JnQqJHOZhljUcQopaZuYoCiKAhCTymJEDYtM5FIeJ7n+37EgtvvuP3DH/ngE9/8xoULz46OjiFECvmeVqvVqDdNw0KQ1Ov1lZU1hEg6kex0Os1ms9VqM4GgUEIohGkmnU0mk7pOMYK1WiX0XE3TVGxyewue+/+sx3vTs/ZcXt/Vq8ED8jZ4gCl6IwGCIAJx0giCb5Jr7hvw3qjd3UODbz06BzV1EEK0q4xEAGIA48hYwbhESDN0jJHrurVypVRvv/Kdl3RNcxzHcZzozO3NRp1zHtscAiGYiEM9UVe0CcFb+7zlfqkI2o1dgQAgFfeXKymBMk3DoMQ26MyRw4Mjw8lkWkppR5JSnXMe2+1iN74CojsV2bX3yzjzsAvDJEIQ430WFGEQRRGEUNO0MGC+5yWTScPM5Aq9jdYyxIhLEXiuijWcSsaijV3gx7sM1W7dRrdT8ADeiy1O8f8l4d4TpZL4rU68N2t6oVS7lti9HBop2S7m3Md7QMEY74HdfvN4UxpXHUrOFYAAY86VEEKit7HU/hO57bJ/+yfnPt6DVE+lreHxibbnMSkRIZVKBSIFIFxe3ggC0NdnUQr6+wv1Jmq2O612AyItkbTj17JNa3ho6OztJ+dukUp5vVaubmw2e3vThXyPF/gbG2VEiJ1K+56guoAIEA6SiWxPvtCsbXbarZ7eXKFQwBCfOnlSMLm0tLK1tcU5ajXd9bXazMwIxrqumz4Pa9V2vTOHtOyDDzz80z/1sxe+feH1yxc/9b/9L61Os9Vy6q0IUwsTDBHGCEQsihGYrlsQwqWN8o///L+XUnIWDvfnBvp7f/4TPzg5MfbHn/3Cytqa60cYKAIFpopzpqTK5TK+iz3qwd0kEqAQRAgoxBjjnKNuN+Pf93UDIYFUCEgFFYQCIhwLF3cnGbENTnbrUqBkcSa+RAAqjBCEBCHAeXymSs4lADJ2ACooEQIIISF4FEWcc03TKKW6risFGAupZu6RvFwwgncHihhXq+WUZVKKq7VWPm309/dbuqEARAhRiiMlOAsJ0TCIt/ux1xECCKWKZBy8G6fnKuC5rmFopmUDpTjnlOqJVLZRWhcKQWJgHQHJGJcy4t3+HCgRUhBABIHk8fewN9dRnEeMhVBJO2H6niFEkEgkSuWtz/z+7xZL27Zta0Rrt52IBQp4FjWQZoahsG1bqqje7Fi2IYVizKnVahQTnehhGIa+3+l0IISGbigppOAQoxhbxit0EATZbAa0WkHoJZOJUml7dXWlWt6uNpo3bl5JJS2EZbmy06j1FYvl/kIiCIKt4k7xVU9CMDMJ3vPuB04cOVWqtPJ9/ecMu9UKCj299943ibGZyxRWV9YvXJi9666x4yemT50+tra2Nj0z1tuX295Zr9bk1LTV39dfr1cadef06TsxAH292Y7TcF0nm8nWGsX5+UXOo8nJycceE41mByLRbLaK62U7oWs6EoIrpQHdYmFdI3pxq4ghohjn8oVipep7XsS5aVtxKKvruNvFrWw6BzHCGuUB90M/ZMxK2IZpCF+GjAEE48RaCHB3hqoUkAoqcFC1cnDNU0pJIffGrlJKwTmlOoRASck5x/Tg/FUKzqWUAIK5ubl22xNCEEKAQt3ah72ATgX34tfCMFSAB0GQSCQmx4ClaWYhB/zg6NHDhw4dala2ipWyz6Fm5hrNjgQAAMlFlM0lr1y66gUdFnr9/f2DQ4PffvZFpcCHfuD9EOJ2q331yrXADYRQlpmggAJFEEK9Pf3FYmtkZOzW4rVqlX/567/32gvPYgxPnrot09/3wgvPbm9tZjOZv/qrLw0PJ979yDva7lahN3P8xLHbTo598xtfzeXRB77/gXPn7+340Wd+/48nDk2fvfO+q1e+9HffeAZjWOjJDw4WIiYLhb5Wq1WtNp577qXbbz87dejIidsWV9aWegoD/X0j01MnFxdWFhdWZ2/eOnX6eBAECOJEIsUZbjf9Rnul1GoxBvIZoGFtZWVnaizxb3/hlyrl5iuvXL3nntEH32P97Ve+3Ki3daoJGXXcxtEjo0eOndjeLm5ulLLphGVTzytSIoaH+wzDyGdHVle3XKcjKPYCXwrhdJwwAhrhLPBDPwRK6ARnspmFpWUWhX19RiaT5EJgjLOZhON6Ciid4naz5fvIdd04zodAqJSIoqDdbrXqJRaEmkaDIIiiSAFBKQ2CKIyiVqvRN9Df398XBHPYZgpwCAgAu0mDcK/0Vu5adhBQ3VgFKWV//yCldHNn58EH7/v4xz+OdVNXEHDw1FPfnr0ZvP97hgHAUaheeP7Vazd2uAI/8ROfQCj0vLVcH7jjjvF77rn7iSeeJkQ/fcf5VsdbXdvIFvpm5yqQcgg9HkaIJAb6e7IZp1IpRwwKjrL5vqGh0tZ29I1vPOG3OkQnU1OTw0O96XQ6nUlijDmPPKeDELjzDrvVdDc36gIDzweSg7HRPAs8yPyR3sT6qlOrVIAgPGJhwDE1K5UK0akQYmVlJQiDSLLbbrttYWFhbX09lXpfq9lanL/VajTPnDxqW5lGvROGIpHIDA72b25uvvLKaysrawk7NTg4nMvlOo5z5fqVZrt5++23D44Mr66udjqdv/3bv11bW7s55wk1SylttzuWZRbLxZ5CH6EIKNRutzmTEEJCMIsEITiTTeUzdstpIgLtTCqbzyKKTRNnsvmBgYGNjfVyuZjPprPpFEwnKuWG0wkN0wpC/8aNa719ucmp8YGhnGWRGzcVpeD8O0Y8VxZ3KuPj42HkB34UBGG73Yo6PuehyNoIgb7edD7Xc/7cg+fPPfiNr33u/PnzzbbbbIanTp7Y3CgnE5menr4jM0deffnFS6+9evbsGdtKAQARggRDqLAUSgoYO5YxQnF/NyEEYaCA2G2ZOZDI9zYL9/4u+h+EFPsWr93mZaBAXGy2nymC41UYCqGk5BDhKIoophKAMAxiHgAAKCWQoJvdEieC79k34v33wV1srKTVNM2yLNu2FQJcRFEUcdYOQ25oeiaZEohDpCAEmkYwxkHgOk47lU4bphYnMjz22GNbG5vfevLVD30oXF9fX1nZmJqaajYd1+1YllUqVuv1OlCXecgOjUyEUQQxoljzmQz8CBFx6NAUIcQPOhol4+PDvuttbBU7jgshjCIWcx1xjPNbyBb4XW5YDwbeHEy+eYuR7x9E5d1Lydtk7SC0C2f2YzkPIr19iSl8s8jz4BvYi4o56ADc/aQQxSxM99hRIYQUUgmJFCQQaRRHnFmG9q53PeR53nPPPUcojo87pnRfyKoUxggo9DYnpoK7bW8IAKEgABArAAEEEigAMVKKS8k5V0AHGFlJe3xyqndwGBgm4FwJADUTMAngboWjUiDu0EIKyFhlAYHiQMqualSIN0QxKAEo0aMIQAiopnFpBgGxbROg3r6Bra0dCJEQwgvcg3rIuANzX5T6BoQGDtZpHHTMHjwl9qC12o8+Unu5oAfSWWVcWq5UF0YihKQEB+nZPZYSARgn8kOwXxsZs6Rqlzp+c6XHPzFH35vuxF/Xgf693CCE7PVrN8vl5onjo4SApdXlhG2k08m7zx13HFcp8K4HD88t3DItYiV76rUWgHommWzU3Vajo2n6jevzod84cXzi0YcfKdeqC0sXBZe6bphWmnHieiyZyDZbHQmUVHxlbaXd9ihGx45kNBNbpk0pCv2w1WgrBSPOs5n86Oh4EISuF42OTTmtFiEJQ9cSmezXnng1mUx+6Id+4BP/+qd4xJRS/X0FpSRXXLcQlwETEnYrPiUAIAwbYdSRUiGECaWEYo2iRqdda9Wv3rgupXjnPece/+ZXGo3GOx95SBkEAxX5fsT4yPCYAoadSvX09GGMwyDsOK4UwtD1Uq0ScUYpjaIQw25JK1IH3KwKSNUl92LSgxiIahBjJbgAUAIoIVIKSAmUVGK3WRoKLiUAEsROQoUglABgDKTiCAJCoAIwjAIAINUwpVTTqdPq+D5HCFENQwQty4IQYIxNyySkay+mlAopGIt17CK+ajHGTJMSQhYXF6FUCsDNzQ1KKaG06flhFOnIVFIqzjRNw5giBLmQSkkIJYCQiyhuUYvrXzVCMaKBz0qlascJ/Ii33SiSUEACMEWxtkHKeGEEQCqg4u8BwL3EJymVTKVSrtOo1+sISoSg47bn5qrLK9sJq7/dbiWTLBKd/sFsvdnywjqRiBKDMRkGgEcatjM6gT1Zs7xTHR0dolgX3McQQwAyqZShIc/zIYCcM9/30knNsqyEgQXzG40GSNqNtcXBwX7HbRw7Pr2wOFusVDCRO+V1wyCtRkgp/Pl/84mjk1OXL11e39wsVsrNVrs/kxkq3HbjyrdS+V7OVBAEW8W17XLjrrtvv3Zldm29euToscGBLCSiXFv667953POCW4vLN+b4seP9H/3heyjFzz3/Ko/knXffHXrB0tJys9n4vu97v2nqd567/dd/49PPXnjxyNHDw6PDMzOw0WrValUF+L3332FTO3D9UrmaSiT/5L/95vXrcx/70U/82q98+rd//48uXrnuNEsUsK2dspGw06kkokTwyPX8iHNEiJVM2Klkre1GShLNSKYynueILvqVAHIhBEZISgkBBgBhAglCQEmM5d74cy+1LF6H9hLPlVKCMd1QCGEUc4KwOzRFCEUsdKNQCq4beHJyfGen5vplF7FuKTsAUso4/3r3Cg6iKLJ0ms/lt7a2XNfNZJLffurJ2fmFRCo1NjYyPDKApOt6LuN4aWVnZ7uRzWIlRa26c/ToWXZsslLf+dAPfDCTSbqOOzI8CWh74VbR87yJ8fF2KyptdSixgoC1ak1Np7pOy5V6b3+OAZXP5/v7zP/0y7928bVn777rRN9g7rlnvvmFLz6RsPKjoz2mnTp/z/mjx3qu33i1Ulp4+bX1ibHx4fHCidMfGOgfvXFjdnOnsb7qv/jiS6dPVy3TyqWHBof6FZCJhLm1tb69VTEMvVQqCSER0kul0tJio3dgcGuz+vyzV4s7zSAAuazBZbS4tPnkk89JwQIfphK9SCknZCdOnCSYJyySMOldd965trz69FPP3nH+3tW1pRdfXfuP//lnfv03/93jn/2TV79zLZ+2B4fSyXRnfeOVesULvBAjUis5kvuPPno2ndbm5m7N7yzkcoXDM4ea9drsrVlKcTpp9pmGbSUgQu2WCxXSLbvZbqSSputIBGHCsrLZPj/wAEQ9BWonMlJpV67NlipLCuXCMMQQCMkgkAhK0yQ6TSdN07KsIAySSVvXtdBlmUym0FNY35lFWJ2988zrN2YX1tsAsN1MORVfWeMVFSGkZFf6wBhnEXNdP93bI7hgjL374XP/6pM/2dPTyxG5Nb/2B7/z3778txcSSZDNWfV68ZVXXn71lZ1TZ8Z26tFXn3jmPQ+fHJ/qPXriUa/T6B0wp2aGvvbVm6ncVr0RvH51fqvUWtlkmuaJSGgYm0QT3Go1GpToW1v1iEfTM+Pveud7Ll5+ZXOjdWh4JOLh1kYDYri2WnacOccNH37k/qOHj5d3yraZ6iv063at5RM7gEePHXrHPe/81jf/rrK9emxmPGOvaBi3XGd0cKjZ4R03dALR09MDIBRcJjPpq9cX1jdeHhmxqabVanXHcYIgTKczppGpVTojI5MzM0c5Z4ND/aVybXb21o2b82GoRoYHfJ/XW/VcITkyPrZdKs7O31JKMcHn5m+l08kf+ZF7S6XSpUtrE1N9vuOUylXOw0Ihy5hcXt1gkRofH3fdTrXY2Nqu1cq1B+49me1Jrmysra2tbu/suK6fzWbsRKLZrDPGkgk7l8slbVsJHgVR4Ie6YQIFXb/jOPX5xeb6FoKYv/vhvnQq027525uVgYFMMq2rViAEdL2IarCvb6jQk9N05HquAvy2kydi7dzg4KBlWYaVHh1J9fVNjI0cxUiTAiqJo0Clkv2UmjoEgecAhRDSMKa6hjAACBEEIQAwxnuUEikF5xxTsg8e3pxF8TaUkvp7apb34jEJIYQgJUQXFSCMuiQJBBJCIKDgnMcdpFJKBRhCDGmCS+g4npQKISRirIi6ARt7s3khRBRxhHicUbT3/uKtBaU0mUz09BQ4gL4fKqVcr1MsVurV6tb6Bkao02qmkhYAUggRSOmHbsCCer2qm3qpVPRDf3h0pLfv1srq5sjIqGWnDCOxsLgCAJicmFxcXDcM49KlW2dO3+Z6fvxhm23XC7kfBJpulCpVBIACHCPl+53A9z2f+X6ga2hvpy6l3Bvb7aOj73pz/CZ3HzjQSaj+fs5w37n0FnpvVxKH0MEUTbWv5wRwT88Z39nVZ+7GVRx4UEqpgHgTAXgAZkAEIO52HysYwynZTcUzDAMopbggEKUtrTefvvvcWR6EW+urQPIo9MPAl3GePJcAYkJQ19q8v81E3QQrqPZQn1IIQCghAnt9tgopAIQCIeN+EAjBbEsTUAFCAEBAIoUIBAQACZAGFABKKiViIgIoARECCsZTNqUkBBBiiCDdTXWJjwiGAHEUf0YiAecKEYUBRCGXkFAKkIEQgJg1HeDzA0xp3FIR/3IACkq1F6m6f8h3bXvo4KkRH5gDNynlm412UAIIhORCCNVN6gUxr/7G0nOAJVAQSAgghLGeMxbBEYQhhFgBpADRNAgUIUQqCSHsBiK+Xbbn/7/dDAdxr5RyH+999Ec/VqtVPvu5P2m02dr2Vi5rj4wPjQwNchZev359Zmo6n89/+7mnbzt5ElOyUy6FkTc6Onxo4tDOdl2ybd8PJfK//czFK5cvjo1ljx49et89p9odt1isAEisRKZWr6QyOkKsXmsHUd33fdcPOOPDQ6qvt9Bxmr5HfS/a3CgSSFik2u0gjGRfz8D01FGnEzqd0Ej0/cCP/aidTP3iL/7C7/3eH+6UKuV6nTHGQq9cLhIEuJQhi7gUhmEk7YRpmvHAI4paUikhRFy1QAiBHBCMOY+CwONRMDd3DQDwF3/5xX/5sR/J5fNPPvn1xeWrCBuO25SSmAkdUhxx7oZhJASBKOLC8fwwDAzTpIRILt4Sg/sGSTrCmEKsa0QjCAAUCAaAQAgipOJmWAwJhEI3qGGaYcS5FJxzFkVKSiEiCKFpGFEQ6rpumxYAoFqrxX0re6eyroN0JhlFURD4lFJCgGEYqVQyTteglGYyGcfzhfCSySQhpNVqBoGfskzbNoo7nU9/+tMsCFPpjMJou1ofmpjQdBKGISYAKqgAtGyStCyEAXalH4ZSCYDinB6iY6KU0hA1NRMAtL1dijgPmI80QzOMRDqvGShiChENKBGL7uOkYNBFuQoA2AV+QFFCAJSx6FTDWmmrgtrWuIt5AAAgAElEQVTu+NTIwNDw5noZ00Chmp3koxN9iZZZrZaVJNlsDxQQQ0sjuNWQhm5bZtIyVLPqEYht29AwphglTQMCEUW+Qhrq2hIVIUTXNdM0UumUaFRHT50AoTe/cDMM/R/+yA+++PJ3Kq1a/WpZES2dosdPzLz88gt/+Nu/Pzk+MjVzmEdiZ6v+sx//xYRpm/RGNpkLgEuofu78uSvXrkjl/cCHv+fSxauXLr00PDDUbFYIQWfvPqtpWshqPb25nt7ctWtXBgb63v2eu4vbjSBoBYH60IfeD6T84z/+46VV8c//+ezw0Fir3bhw4cVDU6Pv/8D7q/XK2NhgOp3eWluD0EtmqG72Pv3UC+sba3fcfu7UPeeuv3IxYdDl+RvThw8zFRg6YlIEYRQEAUYgkU7YpuVFgVSKcc44RxhJCdquw8MQaxpCnEshhAQQd2UMCmCMTcMgCEnJgQqF5HvWebnfY4w0TYMQxhM2LgUhBAICCUCQoAO9tAghiilTUil1/fp1ziEhWiKRCJmUMuCSH7xgdalpzoVArXazXC4uLy8yFvb29ZbLpctXrwbB7ZqmtVstoFA23VOsOEHA8ulEs96Zn589ferQe95zf74nc+LkqQvPvtDX13/rVqlSdBfnr1iWVd7pWHoulWSrK6Wx4Vq9UnScpmFSAIP+/uQXP/+5j338oz/zyZ/+08//0fnzpzut2r/46Kd0A3zgn90zNnGoVKyZydTi4s1bi6umrY4ePjwzfYSFon8g324FmWwW4gSXW/feI/76f1y4fm1heKgvWxg4944HtrY2Zueu35xbXtvc+eEf/qHB4THDMFZW1kqVmuPXacP2w1BI5Pmg1QSazsfG+7M5Owjc7e2q50euW0QqWa63WwxMTg61WtGV16+7DfJbv/HLP/jhj/xfv/6NiQlwaKawXb7Z9hc/9JH77rt3NPIDL+CNhg+RdfX15Watkcn2aEgDkterlZWF0tKS0+qAQ5MhBKJer1ZLPkLAtIChE6CY70QISAVgrbJTbwcjo4M9OVOK0He9TCoZepxqlheI9dXVSs3F2Do6c2ZpvYwxUzxCUCHY1YEDIAjFjAetVv3ylYueG1FoJJKW4LxcLlIdT09Pnj9/1/z6ExBIAAUEoFvUoRRCAEIssVRSQamUUggjpZTnBZ2Om80mf/7f/Nx9j93FvTrS0OZC6Rd+5t+tLs/pupqeyQ6OZT1eT2ashx+589kLS1cW6n3D4Nnnlj7zux9mAbOMTK3iD/QeTprF3/utJ0ploCdJKtev6Y5AUmFJLVsEvNFkrVaYMLVsjtRrnWeffcFOUDtp3nff/eXVms86BBPbojNHJ775xNfrNXDl0s0Tx45cvHjpvY88ujS/cGh8MDfYD3BiY6v6la/8JZAgDNxrVy9ZGCYo3VhtUNpAJHX4+Ml6p7Gxs62bxuTUxNSRGTtpX712eXunEvpAAmVZVjabrZZroS/Pn7t3cLBXM2mn0750+ZX5+cUoigqFfBQxIWSzWb/73J1tp+F47s/93M9dv3798cc/d/+D9/mh99d/fVGCK/l8/vu+//4bN26cOnXS0MkrL7+2tlEbHuo7fvzY/K2lVquRTNm6LhEOlEKEwK3idrlSUgDaiaTnNRqNQKpaIkEty9IxabVa5eIOhjD0fQAB5142my30DTDhYcJNi7Tc8sR4TzabX13bGRhKtJqtUlkWi1UWAUphKpXgIlhYnJ2enuQ8ZFE4Ojp824nbF+ZXD018H8Ii4lAKfWe7PDY6gyCNQplKZj/1qf8dJMyFi69+86t/kzFTnAkAEKYmQhQDqSGoJBdCeJ5HOx3f9yAElBLxj1qxBQGI6+80TYNSCRIqoQgmFBOs4ipygRCMGBOCx7f4qilEvE2UYRgqtX+5QxATQjECEEIpRBxvjBRACGG4t6nFAMYiNNF9QaAo1TiXmBDTtHw/YmG0tbkeBWGpvG1ZJgCAEMxcduXqFcd1wtAfGhryfP8v/uLPNWIcnjn0ja8/++M//tE7z949O3uLsTCbzT3//HcoNTOZPKXu4uKym8tGQSiU2t6uED1BNd0y7e2t7Z3tbcZ9CITvd1KJZK7QF0VMoxYmBAklpdzLa1H/7yWde/zeW/r3wHcT2HigyHsPB7yZKXor3ovrEA9WKRyI6ITwjSix+x52iamDak+1y+8hhHDM70EUh2B2QQqAOqEIQB4xEYUQAq/deObrXwMAAMk0ahhUMwwDQsSFgBBxKQSXhCB5oI78wKdR+1XlcE892q19jOvtmBCYEAWAUjASolpvhowTgKRUEAIZScGkpoM4UE0qFD9LKQUVlBIgBbkAEkACEVCA7HVYAKigjGlEhRRECADMpRQAA0QBF23XB4iEUWhZlpVM1JodCFV8eY8BdeyqhRDG/CoAQCkBIXoTvwchjPWcMd29f5Rhl1rf+7l/aA749ySQXZwOyS5WP9j9APd42nisKGVMvai9TJd4xr2LowR4Uxsk+KeC997mTyCeTO39w5f+4q/7B/rWl30uQK0a/N+svXeUZOlZ5vm+n7kufGSkL5tZtruqnbrV3WpJ3Wq1mlFjhAAhCQa/54zmMDOYZXZxsywgWHbhnAEECMSCAAGSEEggMyDT6lZ7U9XlTVZlZValz8jwN6777P5xM6tLIA1z9sx/VZVRkRlxMyK+932e5/fUq5U9e/ZZLXv9sFSuagPG4oGDBz3f8QJ3bU0OenG/3N2/b89dd9zz+c996fnnXnrowTc+/LYHTr72/MbWulvaROYsr26urYYTk/X62L715lyzHdbqI67rCq1GGrUp1zU2C4dbDhsIITwviJOsUqty6iBwg5va6lKlODE5ceK107/+2x8/cOjIj37fE0AhznSSJvfecedTL36t4HMjWZoMjVGcQG/Y1UZxKKJPKZD8ejAU3GEGiFZCJnFmAA16jmutNlks0uR93/MeAPjon/4eZ6Jcrn36089cvHjut37r5xauN6lTKniOQ4lSgIie53PmWL29zgFjrVGw3SBJvm4NuL1XMYCKoiWgXUYYQ60loiSIBDRFjSgpVUAspcT1WKHAGSVCK5VZUCC1AgvWgsN8RYzDSVBwEbHXz5n5WltpjKCUeIEfFAuZFDmKEwlwBq5DOAOlNKM28LmUieZQKjiMsajkTE03QAtvQPfOVP7dD/8vRw8eDQqlV0+d+pO/+Itut1MZHVVKcEoQtUXwXeIFyAjVCpVWUkoC6HHPdWkxCLRSVtks7jMUU9P1I0cOh0m60epmUiqlgFCCRIo0N65SVITk2xNijLY53nTnaWOMtNtbRmUHDs1YNVxe2ZoeLRw6upcxfuHC5sTUbqVEnMR+Ue6qlhmPpMLAcTdW+8OhKFdrW1ttFgQMcWK8sry8qDUielKnIqVCpNZYhzkKHcdzCwEjRGijDbgAqe8yyr3/9rGPM0ZvP3bk3rvuLlYqB48ebrW3LvyXs82VVq3mX750ae/+vUcOHDpz5typM2cmpqZ375l+/qWX+t3h4o2VxbWl2+46Uq9Ndju9B9/4sOc7973hjd324Jlnnjn2jrf/xV9dqDXguRe+FPgF18fXTl2Ynq489tijWZZdu7J4fWE5Tcz05L4kCvv9/r333kPpay+/9NqbH7k3yxJK4crVpT/7iz8/duxYtVrudHqrN5aGnc7Vuf74mHPPPW+cnTn6wouv/PLP/ueHH3lsZX2lUqt0B13HddMsA4IpJFkiCr7rcc9hbjzMtDGpEFIriyTN0mEyrNeqrutqrY3ILBgEQ4Baa41VnDKXU0KIVlobi9oYsDk91oAF4IgWKeQ0IKuN1ho0z/nhzObLOYNo0WprkRDiur6x2li5f3am14+bm2EUZxaMIQJvDv9gLEhACSi5w1zXsURUauVB2Gt1xJ133l4fm/yzj33s4KHZbrv68ovPDqJYxd0kFa7v1EcbxiRINeXs3vseLFcLH//4J/7xi0/94A9+4MN/9LmxiT1RApMTu1dWb/geL1cbjQZJUxUUSlGyND4+fnzvLiGTzc1NDIL777//zmOHpYpqleKLLz7/1FNPPvbotyzcWA5K5Va70xitf8e73z439+rY2NjK6vW9u/fXa2N//5nPU1b4lie+9/TZy5/5+6cPHhqfnNjDWJDGstdJ/KDW7WRzc3DwkB6p7WKcDIeD0frInd/9Xf1Br93tHDh0KBykf/mxj68sbR06sG9hcb5ePjjWGN/a7O3bM64Vq9enNtuDC/MLLz536sC+kdtvP37y5MkP/f7vCpV+yxNTb37zA8+/evbEq89+73vfncT9erXgjY9OTe597fSlCxeuUUoGkTp4sD4xMdHZ2pi/djFL7eiEW2v4mYZrN5Y9z53cXSVoGMXG6Cjn3Ni+NRDHSXeQ1kcrcRo5Di/4vlKi3elvbrYoD6JIKomBXx5GWbPZQkIADBJwmEetyqIsjpNePGw3tzin1lrPccMw5kzGcRynWbPZlCY54B/lFMBYMNYSi2jBWkSqQSEiUCAUUW27a+JUBEHBc9nC9cV7asf2z+4Tg7ZTroRbg4/8/h+fPz8/MlIhGK2vd5NoqGRy/xvfpIT7wgsfLVc6WkGhCP/1tz95/Da4/413Llxb3b/nDs+vHzhQmN7tNttxszcojJVTmaYyNQDaAvO8amOUWBEOh1PTNYhFa6vd3Ow5ujhZ331x7ooy2f7ZqT/903/YtctLEnnmTCtLz1lw1za7yIqE4+e/8FUDUCqNCAl33XFHc3l+7hp817sO7d+178LFL3oFP5W6220TxxFCra6vX768vv/SpePHj83s3g9g0jR+9pmvZWlycGY2y5Jnn3/2/IWz9XrVIgyjvudxv1Ci3OWuOzo+Ua+PLC59bX7h6uhEQ0q5uLi4sDAfx0ARAs9/0wNTFy6s1as1I03BK3DOCbXtVrJ/79iRo8eBuBvr7Uq1fuToIed+ZEQvX7u0a3pSK3H6zJIXwNihiVKxPhgM1jabxgBBjOM4TWOrTb1eAwSmoFQqjY2P9gbdbqvLuGW8XCmNtFthOBD79h4SqbO2en7/7Izv+wRZvx8ajYWgzJirNb8yBzMHvOdfPLG03NISAHozM3s2NttK0s3m8PyFa1lqSqVa2Is4oSONapZEq8sLzEKaplIZxjzKHIbAiLFacc4jIcamu5evLW50OkhdSnNfH91uj7HbcQJyiyHO3voxfsv57XWv+fbcYMASRGTICCEIlBBqjAZEBGp3wArbapwx2hidHx6NMdsHaWO0IRYQuDUUgOQiFEOkgGDzCgdj0RilCcvPmjSvzc5lJoYkx1yjkmg0Qduo1VzuyjRbZ7TdakqVppklhBSLRe6wubm5y5cvZ1JSxPGpiaWVtY3V9enp3ZSL5154kVK6vrkxPj6+vhmOjY3MzMx85jOfGRsbL5UqwByv6AJSbPYtAlirtDxw8MCRwwejOGQEkZhoOOz2hzTJKKV55SESi4zmT6lBAIsG0AJahP/BHrV/Wba+nfjPw1gIFgkYm2facPvr28KrBQaWgTVgCWyLitbmbVJALBJAaqgFgjtPPAISaw0Qmx9LyHYTRp4/1wB0Z/wgCBSBgyVgb8bktivsbhGW6A6PfDsYlq8IOOdaqEwKJhQgcs656zHPpYSfP3/BEiwVK5xhFEXDYUQoRaSQl+NuPzCd6106L/LawUYYvPlXsiONgclHF7AUkObUGEAp5aAXriwtb21sctczBhCZ0aC19Twvx9VQSgndJmEqJW/ySG7CSx2X3SJsaG0sZUQZk6O4ZZoZZQEgCgf9XjdN0ySNPN/xuLPN4NIWtudnhpSAQYsmb2s2YK2xkI98+fiHr8snGqw1eZXlzgbBmvwFkUcHb9X3bvIgAEBbdbMyMe+lvEWMJTfnve1IIYLaju3tdEgSui3nIhJjMmulBQOgAA0yjajRkYQK4gp0JUGCFJAaoslOf6aFf6320wJ+/XvO1y+XLCBYoDqf54EBIsl/feEmrYfkY8nO/Zmbw4i1t+h7PgbNG629u6qValGqaGx0ulwatVZR7g/ja8KQQSyYV+wN+oPlrSwVE+PFs6/dKLmfO3L4GNqMO2Zi92Sn32mG4pUzdql9jbnAmONUSpGAk2cvIXeZ46RSuC4EHpVyGKZ9C0qrLE06jDE6lPlLJSOWMU1clii93tvcfeSen/ml3/3whz7Y3pzv9QdIHSTO//l//Oyv/eoHH33kvkIhGKqsH7WyLDNGl1yXU9/llGaJ0jKf93yQBYdKrQfDvk5TABBSO6VSqVRCl8ccfuiHfrTb7Q7a16enxq3ofsujM+MTh375137/D//gd69evUjBRMOBRsZdN8t0kgmrTbVca3tNmSbVRq3X6wGA6wSIJEultZZzDhZlloQoKpWi45JhFDuM+75bKJQA2Far14oGcazGJ2oEMiRYLBZKJS8TkcedUuCm1KRhXAl8z/OMMYSY4mg5HAw6nahSqUxO1gilg8FgGCaxCAmBxuRoq9d99cSJK1evnrtw8cDstJQyGXSwUAAKjKIl1uXaekZkHQT3jmMz0bBXq5VKISGEvPnhN3ok8PxC5VrBKkkRknBQDnxrZbnkU2Bp0h8MBuVioVbzsiR1PazVKpVyOY7jgmdKhbK1OHdprlSQU1NBqUwIDZrNFiilRcwdzxjklA6HA8aYHzgIhjNmwFjLkTogjdLWGs0plVJWyuV6rVookLkr86wAQc0Sp6807p8dq1Ur1moh3bXVK7OHp3ftKl25emN0+mAc2mHY00redfeeJE5feP7Zt73tkWJlZH3txlvf+tjLL52UAhDAc4rEaE6cQbu3b/fuOFlhNBPaT0QnyfoA9M0PPPLCCy+8+MyrW5tru6dH9+yd3mxtFYlz5+ED07unOp3WhYsXCLKxyYk3PPig7xX6vWHBq/XSwavnrmoDF+cXjx27/fjx4yPlidNnXvvlF34jCLyiX/rbv/v07AFaqxfPnt2cnID9+w+tr8LU+IRM9VNfeQGM/dZ3flu73e23B5/4+F/XayOe7773fe+5ePnc6TOv+r67d9/k8kpzcmL6+uJyKtTExATnpSTtRRFcWxBHjshypfKff/Z/k8peurqQKKkpzTJJFAR+UQkNQtlULK93RkcqhYnAKlMslje2OkhZkibMC4ylmRDGGkRwGNV6O1vlOI7DuDFGipRzzigYowKPJyLTIrWEEO70u21Kqe/7iNjvdxExCHy36IZxqIRm1PE8L/AK8bBXLQdKK0KgH0au63DOh2kci8QpUM+wsNXRkLmBh0SNT443GvXmxgZxsjQaSgOEe9ba9qAzc3hGf+H5xYVLb3jrg//h3//o3/7dZ5586tliubz7wPj8wupmZ3NkvBGJtDNQBKDZjWJJqrzyzHNnm5vJwrXmcAjdq0vj06OrG0vM4RZIq92bmhznbvHsmctJCkGhqg2ePjX3xntuX3jt5P79+z/7/PPj42Nzl5YKhckf/4+/+MlPfmLf7My+PYdfeumTx24/9om//LsHHjyOhhuFzebG4uL8PfceHYRxuzV/732z/+4Djz791ItPffXV6amqhUoYvvjEt3+HMeU0BbD1wJ9GkAmIUydf29oY6/Q2C+Xy6MTI5MT0z/zMj//mb/w/a0urU426TfXmUtMFl2hsNBoTU+Nnzp42cbx/ulYsePNXL1NX3Vi/9q73fluh6D70pvuZnz7z3PKffuRjs/vHH3348ZX1LifjRw7eF3h7v/Sl/3erBa+dvfDu2ZnWtd747r3FohdF2VZbUMuRKGUN59gPe0bLWG1lSXLP3fdmaerGcWNimnpMKTUYDPxCyfO8xetLbqFOmB8mPWn1SL1msL+ytuRWGplOGILSkKap73iuVyq6PmcUrTRGMYYj9Xo3TBOZUr/c6XRqIz5n+uDBPS5zNFALRsgY0WXMJwAGtAVtiSEugqYAwIESRh2HDSJ46M1vGGv4TtHvrLd/4id+6cQr836hzh22sdY5frwyPbZLKvUHf/Dnl+c2J6fveG3uxjsePv7t3/Hg2dP/9N73PFSrVj/8oT9eXh4oUzp3Ya4fAnForAwtFFKRARApKaCNddJoVEaqfpZ0l1Zu7N+3BxGTYVIMaos3bjTGRsOot9naanfBDdL3vv/hSq365JNPl0q1l05eYJT3Bn1lSa02MjY65rjelbnLFmHPXrg8vzy/sF6brPf7IeXO0up15lXAUi2gXnU2lrujldUkHf7wD//bja2Nz37uM/v27xqmvd0z052t/vr6+kZ3I4rU3r0TzX7Ubne+/dsf29rapB5LTDq+p9iPu3xAB2H8m7/5Yd+FqTF39cb1Vqs1Ojr67m9/y/r6+sf/8qv79hW2Npu93qBUgSuXm73uy3v3Hq6PTAgLz588NVavjNYLy0tLx/dPd1bXmAVi+HNfPVOuOUqpsYlxz3fDYQicUocrpdZbzaJfoOjEsbg2f92ADrwKd0gaW0L8S+dXOXOvXumPNiYfevBti0tzSRJbSzgL1je22p3swOyR1ZV2mkC/S67NN//2U89SCnv3+fe84c65ubnlle7Rw7ddunB9cyP2vCAKjRCKMea4hFHLGLUI21k8i4QiAKRp7HneME4JO1+qVAsjY3EYWiUJpUDRAsmZFLnRA6yheYW0zSENbAfeYG7qA5AzLq2yFgzoPAjkUldmynODQXeQa87o+W7AKGVKKJ1H7yCTQmtjCXc4cR2XUQ5JGmrLlMwoOjKW6LhIaZIJY4zWwClzCG31B416vVgsMsaSTAhpytWyExT6gx4QjKJICOEzR8ZJoVSqBL4yIKNIxXGaJJvNlZdfeZFQvby63GjUDahCofDFL3/ZWnjv+9939513/eFHPnLwwKEHHnjoxIkTN1Y6YXyyXq87vtPuta21jl+/dv3agcMHOHOuXVsw0hSDklAqTrNBv+W6/szMDKekWAoAjVFaaxkE5d4gyXMiSCiA8Qpes9VyHGLAOp5rtEEgSEnumcu5KzkaGikx1mprDAJSoq0hlBAk24kYxNw2YpEAoUZbINQABUJSYRh3gHggNRBiAZjDjbGU+gCONtxYDRat1gYNEIqMAXdBoUKdWZMZNVKtyjQiFpXWgRNYtM32eqlSc4jPmIuEKi1TkY2M1IRMHYcrZVzXV8pawwi6BD3X87WyWtt8MsyHJYsEgQMCo8yg0cbm+mCOOwHGLZJMqVQYhSiMBcseffwJgoxzrsHW6yPPvvjy0tomImZSIbFGAuNEZuJ1LzGQ7fknV/WsAZsTOq2xFghQpHm6DcGAJVoqqSXzXYbU415rs/Ubv/brxULJcRwhMs/38uq//Pi6vVy4Ca3cLk4wO3UIeLOWML9BDhbawamgMUZKaZXu9Xomi6lVE6ONfr+fWquUtMiQkjxjRRg3SADAAOZzvAYgQA3J+Sz5tEZu9mHk+wLEbUcnYt4Tdqt1E3cwJTdBvHnkit7Sb0kZI19fCrI9I+lczdtR3RnSPLSynQ8Ei4gK0HDfusb3eJRGjuMi4z/9Cx+sV0pxHGutg/HdmdKUMoegtfomvfwbxk2JBbID27SW2NfFzNc3TTclXCRAkN7EJeRLiNxUbq0WUlqtPY7G6vz9K8sSRHRcxjl9fd478erl22+/jUL5xvXuzOwkwepXnnyl12t7vqut5nxYKlZc1y0GZLyxp1qtB37pPd+995UXTq+vd4S0nle+dOU6cx0naEzujanLOXeMAWlQCgLaSg1GUK1BKWmsstoYowHBGBeBK8u4pjl6iCjINEhFklT+x5/+7YcffuxXf+lHrs2/MgwTZIxYkQl95rVXisXS9773Bz/18T9BYuuVqrU6H3YpIYQSsEZqnV/COAo5MYRRioZooYx2GEcrtYgswB9++G8A4If+7bfVK5UkjgdSpnHUbb38/d/10Pt/6Gd++3f/6N3f+U7me0rZLJVJKo02jKDruuViKYtCJSQj2w1y+UvdWiSE5XWpKpMyI7VqrVoZNyZBAsYIRFsIHGOKvpd5LvMCzxitdDoIM5FlLnXzyxkEruNQzpEQrrXWWgiZUkq0ERZokkalUsA5QQK+H7S2tr74la987bnnokHY6XQQ0Xc9o1Sh4KUylUJorRC15zLGCKLu9TaFzBwXHY8KIZ5+5qsFWqyPjM0vXDVWB4GXSFkpNoZJOBj0XY4ELeeUMtQycx1GKXoO5dRyVEqEyoWiXzwwM9WvF1zXQ0jiONEqdB3KuaNt7LleoeDVa41+v6tUv1Ty02SQCcEcX4qUUsfnXo6KJpTEST/Ltmr14Mhte0tVyRwZRpsILIqHUiaE0lLZHWkUwcaDsA02nZ6qhl09f61liB1GcPjwbZOTj1y/vvCWt77xlZflV776xfd897u+/MVnKFWzB/YtL7+irTA6qVb51K4RIXsuQ4J0GDWB6/LkyJvf8uDK0uJqyWXUnjl1av/h2SMHD1y+djmLhsbo2dnZufmlQTw4c/4cIiZDubLaGw4747vKo6MjR48cX1lZPXvu4o2l5U53q9Ver49UhxG1ACLTyzf673vvQ3NzVxmh73/ve9rtfqvZQRu84Q23t5pNKeWZ069NTo96rtdqbz31ta8Uy8U9u/eOT01EUWLRi2K1sRkSSisVrJbKe/cVJydSx3G3Or3zly7f+8BD0xOTz7/y2tLqqtTGWKQuJxI8TjnjoEwxEOVSmVJGCd+G81LqeR5zHWNYFg2TNNZao4Ug8AtBgSEyxhBQSqWVMEpoIytlt1AIXMGTJNFaE8RSqZhlmRCZ4/ByuWQtUIcNhwOLhrmUEwpo0iyplauOy61GQoiw2hgjJUgplco0oOuRSjUICg4gSbNEZPFwSK1JCwUS+AVEk0rhMLy6sMApue+BmTPnz9iP/VmnF84vLGZSRltd5qSdfgepCaOBQ/noZDUdhitrG81m96WXTzz9tTNambX11vRUIxRpELgxGAK5jQSRUGMtIXRyeuza9eu79cTMzPRffuyvtYj+0y/8wrPPvC5EmLAAACAASURBVMgc5/LluZW1rsjM//V//6LQ2R//yV93++1f+eDv/sgPP2p0wdhCu5P2w+ELLz67b9++AwcOdXqXxxv7Dx7YO+iFjKxev9Gs1ALLsqXlq0KnzAGl7TPPv1gqeoFnxiYm251WHCfrzf5Wf1ArV8fHxvft2b18fSXs9YghSusoSnv9pNXtrWysAorGqGchiyIhlShV3WK1HGfRVncjOOMMh8n05P7FZOX8mc35S5/p9eTM7Jlduw8ypzA+Nuo4fpwkrc4wzkwqon6YGiDDRI40qs3muuex8dHdzVYvHgrH9YSyVxcWsjQba4waYmUiM6nCUMRJaMxgfqENlk1OjVnjWZC9QRpGwiI1VnGHFr3As5gSakSWJBlzuet6jHpgpNJZlAwJ42E0HLR7oA0hVqkkGvbzPk9EgmgsWmNAWWNBWmu1kbkXj1hiEZSShLBKCaqVgDErBoOnn37m1VdPE1IENGkaZxlMjY+NjYy8euIEIl1ZSd1ivzrinDl7sViyjRH2O7/z8cffcfyxxx85d2pemextjx0CWvSLNe4XPvWZ/+ZyB4mDSIxFDSTJsn5kKkW/MT5pDc1SJjLs9cK1zZV9+3aPF0eAybvuaQQFN0ri02evakvWNru9Xux7vlJ2fGLc853BIKzV6P59ewa9/shYVWvme9xlfpxelwK4R4dpMjU5zR3uUDp2uL6+ts6oevIrXwYCtx091Bt0F64ve17JoXRscnz//v0ik1euXLVAJibrizeuJ0m0Z++uicnxrfbm1lZPKVWrFY8c2e8QbDab/W438JzAc6JwMBwOpyeDSqWmjZiZKY6PjsUH7I3r60pJ1/PnLl9p9Toba3Sk7BYt8R1PK2MUjNQaUxMu5SyOI9f10iQVQjBGrbVCSQOEOkxEmVEawAAFrQm1LrHYaUfWuFLSOEmTaKPd6kujlld6tUpxz549etxf3+h8/nOvOi6pVoJwoE+dWhwZqbseHcadF156JfDLBw/tHoRdIIq73POcQlBC5MYaaxUSwyjPs77WamO3DWiOXwICo+WaFNqCMcq4nBFGjbba5sUIFCnV2xJMbmAz22LUjhZzs9vslgOXASA7TjerlVJKaiHNjsdMKR1HQ4qGEMU5MuYw6mpqc2MEQaDUIoIBY7XUSoLWgDR/I2KcZQhKmTRNlZCcMrBWqXwIVFLKOBsyh6UyU0pqrUWWhmHouk5kdKvT7XZ7lHI/KBYr5Tfcc9f+md0XLpwjlIZhCACdbm/fvv3DKPnyl56cuzwvhXn66WfGx0cJIZNTlWazn6SbxaLPOR8dHc3dqGmWAeLYxHhzvbPVDdM081w2Pj7ueZ5SYrO5vrAYMcYCz4/jOMsyZTQiup5nrI3iWCllIbfw5JIewdx9BMb8a8a3b6T/5ZM5yUEiBmxuVgRLwDIwCNtZMjA5DwCJBboDAM+dUvl3ZwYtEEY4pw5PZKa0qARlpkEqu9VtEhdSlQSlkhcUhoPQ8xlkUuqUMWJRK5M5zOWcWbsd3DIabk4L/6KUfHskAURj8kYiSIWyCIy6hDvMc6WFNBPlesnZma6EEEgYEgaIJg9zWtBgqdmWMe02zsTkeb18zLuZJ7K3Ii13sov5nTiUu9xlBLNUzF26mmZZuVz2PE+qjLG86lYjQWtyWFrOJkFG0YK2ZvvqEWT5rIeYfz+CxCLQvKEXAJWScZwAWEpZlqVRFCGSfq+XJHGhUKSUKqFugje1tZgnoiy5Gco0ANbq7QXO6wqVhe1rbLZ/GcD+s/DUDgnc3PqPO18i/1rVwa0C8Te9nckfOSIApFmmhhGrlCzYTn/Q3GoZrSlzOHcAiQFQqQAwBHO1FAhQS8CCQUssGrTEgrVg0VKLGmAb7otIDIKxFu22fdcCAloCaNAAUEvyvhfI009SGeNozrnLmWUUQbrMMUZbayYmx5SSg8FA61v0PUuqw5S3e0ZKj/AGYSPT08eS7Gom0n6/u9kajo+L48fvpJx2++nc1fnNjfZ4Y1orUquOttq9YYxf+PzTXqlAOBsZnYoToQ0YDVprMJiDhQhghgZAo80RHSy/5FpSFCRX1AGBIlFGB/7YF/7piz/5kx/4u7/5s0OHZ6LU9qOsUgkSYaSE1ZWlLMt+/D/81Ef+6EOE5pWW1FrNOYlTkWYZaGN3pndpSG+QCK2yNCWAyFyjgSjQiWLEffBNbzl//uww6irkyTASQipFOGMW2D98+q9OnHz1A//+Jz75t3+bdge+6xHCkyT1KHVrtSwarmdpHMeUs5sva8YYACEEcqSyECpNMym0sbn+LK2VSiMAc13f9QOwhDGepjoTEonNsixWGQC4jhMEASAqbSgSIVWSpt3+gBKU2lBCkjSt1+s52dlxPaD0+vLyWGNUKRULUS2VM6Va3W6pXrMAaSa1kYiUc4cxkomk3+66rtPp9l3PUVp8/gtfOLjn0LE77xIyLZQLqVAceK1WI5z0+jpLE0BttNU65oRaIFKZQRgnSRIOelmSlorBSHWkEBR83yeEGCOrVWdzS0XJwEDsBQXuwO49u0bHG6vLS9dvXCuVkBNTKjjlar3bGWRZyhAocjcghYAXCxyQOy7GcT9OwgJljsPBMgtqY3NdShifKPiJtsS3YKQyK2sL2tBShZar7MChqRvLF9GaoARfffoLb3nzg1utK5vNG9/3/d9z+eIF0GVtEq8QJIO4H64VytQvQDlwK9Vx7huQPeD+jeWLhw/PHLljz/r1G8Oku3fvrtPnXhUqE1qMNOqN8TGNJE3E4uINxpxTJ1cJjZ544vEslc899/LMgf2r6zfOX2iVSrB7T+GtDz8oRHz7HXu6/eZorbhr11Sn1X3krY9bTZ575uUvPzk3MQYzM3sfffTh4/e/+a/++Pfe8fhb73/TQx/96EeTjSQdpN0wrNUa66evOG7A3aDZaq+sDhiHJLUyk7VSZWJsvEjZ1cWNjdZgfNdTQRB8+ctPJlEyWh9JhFQahRWu6xtj8lRxmmWtxUVtoIKEUsY4M5llSAyaDGxe2kssWGPCMARjtVK58yFnt0iZVSteFEVpmkopGWOOyxhjQogclsgYy9/xGXOkShhjgR8w6sTDZAdxRnKfiLX5ulaLTGRSWouUAHKGhHhOyXU5sdp1GFrKGNVGRnEagX751dNB4AzDfpTKfbNHE6Fanf765pbjFaSJAJFzWg5KWqo0jhjDRqMuZXby5Il+31QrsLm5XiwVstAopYQQFInjUNejSLQ2WSYiPYh2TU8MwrbLyfve993f/33vB6H9oHT2woX5+a3GWClJwpGx6Z/7xZ+/utCenR0hTskJJj77hef+zTvf8fDbvvP0mZf+00/+l8Xr1/r9/pkzl6y6ftcd93/L40/82I/sH6bpR/7ko19+8uWVtUueX2MuME/tO7CrVin/4z/+w1ij+MjjT/zNJ/8qjOLljY0oBNcBI6BS9KjrV0dGhFCx2OonoYhS0x5M7xmv1KqLi9eGsQKEQZg9/fTJwIcsg2tz133fn5qampp0ouHVOJadbjY8t3j5agvASQVS5sWxnZ9f3Wr2rZVaSWMBGUotCNo4Sa/OXyZETkyWgyBglGRZGg6jgh/IgUHidLqDOE6R8iyTnDrT03sR+WpzI4qSXXsavluNU5OlGRhDCXLCwfOkNUpp8FwkxFiLlBYLFdcYRG84TCwQDVZrQ5EEvh/4gbCuZSAVBQVSSoPagr75Eb5zqqFKSWN4ucxq9YrVqjvoXDh/odeLxsdKURQiWNeBQhBwzq2FucsLQQC9XvcDH/gxobpLSxd/4Pt/9CMf/uCn/ubcu75V7tpdDwrxvtnRkycvzM+ffvSx73js0YfXN6Ol5fVeN3SYpxVubvUQK42R0VdfvMgA7jw+MzW5Z3P9eqnkJmnYavdnj+yZv3ZlenqyUqu2WmsjjYnS+OgwvD4cpo7DlpfXEUFpMGZpYrx429Ejhw8dKpcqJ068duXSfLFYKBXLzVYvs+bQkYMH9L6tjc2NzRXXQ8d1T5w4NxjCrj1UWm0RylVn9+S+Trt34sQJsBhFyfTuqXa73W53SuVgdXU9EyAU1OswPjNDiPU421hfu3Rpc2zEq9crSslBa5MRvO22mXAYh0ORZXb+2hIYvrHZTKUcm9p9222zYdxobW4k0cAhvlKkVhnzvK08pluulsrlYrvX7fV6yND3Xb9YqLFalmVG6bH6iFFaKWFQG2OEjIUQUZQg5QCYZbLfD1strNYrxaAwGKQTY7sHvcVz59qFAErFYG0tnJyscCauXu0cOzY5MTG50VwxNmK09J73vBss/+Qn/v6pJ2/UyiElLEkyY6Fe41ZSssNYB4K4EwzKsgwo0VoXCgVC9DBJ3MC3BKzJWUA3s/Y5Lgpx56T8LwJj9hs6sAwYqUUmM6UzrTW1lhMEY5TKjNWuC4xxB8Gh1DpobU75lsZqbbQykAkrZGrQUgJ5sojmLXDGUM6K5dIw7BCGxhokhjIEbRENUOv7TpySJI23tjaRQqu9mWVicenG9cUlYwx3fGR0797du/bsdhyHEJJlmTGgtO33+5lQnueF4bDZbHLO+/2QMaKUIgTyuB2lNEmShYUFa20QBJTStbU1Tvx2exAEtDEyMQzD/HCcJEm/3weAIXfiOBZC5KZT39OMO/n6O49m/c+lzP/zWdD+98dGA2ABjQUKgIAUCAIAocgdjojKaMqdTOkkSuJILFy/Xmo4C4uLs7MH7r/vge6w5aZk956psN8rFArGKkYoZUCoMaDzQcyCtnDrAPtNclw7DQqu60qttDVKqZvCkZTS7MQ4c7QPZdxxvTylaS1aK3ZqEmCncy+fYq295TnY+TNuwwC3j/eIFpGgENlADR1OPM4EqCyTaSoIYUopITRjDNHu2JYJbttZwRKEHVYQbhc8wI4BEq21oC2Azl2vO5F7nfccIBIpVa74BUGBEJJlQmu4mYXLH/5Np+U3CaHhN0xs3srqtLdgnP8ZOvWbWShv7WW5yb/9Zre8tQcSrU2GgzTs1Rp1xanHLAArFvw0TnKIHaVOkqRGZiXPueXHxpuVY5DPuKjzNQZBDcYaNGR7KNUWgCIBNGbb4rkNmDHWWisRgJHtu1VWK5Vy6lEHEVELoazKNU/KkFIqRCZlxjl//aW4uTWkvLPRDDmnzzx36gv/9ILvw76ZPe1OjzDGHC9K+IsvX4oG3WNHdyshHbd+4cKNsdHp+YVLmZCFUtkSX2omM8Vd0ekNACglnFLKkBLiEIJKKWOUMZYgz53S2/Nejnu1YMBYAE6wXBt9/sWTx44dbLdbRw8dDodpt5da60axSZKMMgfA/vqv/eov/8oHDxw6fuXKRYfz3LxLCDGGcsvQ5mlVAgDFYl0rKZPEgrbb0icBJELqg0dvA4Df/K1fX13bylKRl84xFrhBIfCLpUpVZMmHfu+/fv5zX/yJn/5fz16ay4SNoth6nudy7jqUUZN3HSIqa4gxud1ZW2spEuYwYpnjaYBhGDFuCQFrIY4TrcDxXM8NKCNJkqZposFyTsGSOIsRKeQWNrBWaaBKC5lkQhqw1mZKMwqEO0IbAKSOm6RCSA1Ik1QAAKGcOq6RUkPO1pdKKQsGMe91ICJTaSocxx0OY0TUymw2W6VCrbq6urnVVEoNh8NYqFarlSmplFFCGaOk0FJqz3EJJUIIKaXDSZpmgz5oHXPOucut2d68BIVite7LVkS4KZWZsqLbXa033HKZjY4EnocOdVzXnRgfKfk8DGMprBCCAPFcRommzAa+0+lt9fuyVHaUNIiKc640JClEccRcVq1WXdfttAdraytGlihT3CGFElE6bLdaaSruvvt2zyd79o6dOPkyZ/7Lr5yf2Xu35xNAwRxlbOZ6ReYQxzXW2jQbXLr0musUALNrixeHg24aiSe/+qVnXnhKqKxUKgRB8MADD5w6e+bCxcv7Zw5QSq9evcq4fcMbjk9MjZ47d+FNb7lXKxml/cYYHDg4gchXNxbe/vZHjt528PLl85fOnq9Vxjqb/bAXeU4xSxKKEPbgwtkbf//pTz37ta/2er3LVxcm944//PY3333f8Nri0ulT86++tnrg0ISItQ+YZcRxXOY6yrBBFCVJf7PVF2lmjfGD4ksvn+j1emurG8icNE2jJE1iiRasq7TWQqR5b0cYxoSSKmIQBArMMIlUqvOJzmGcEIIWsiwTQuR4MgCwWufLCmLBam2t5pQU/EoQBJ7nxXGKAAiEU54mqTGGMBoEQSZEnm92XVdmahsprvWO6QIBEI1VUqRxSggDIBasUdrzXIcyRihyJ8tSa6016BXKpZKnZNrpD2/caL/jHYfrY5PthcVWb7DZiool4gX+dvO7EkkUKZlRa5QW4bDfajX9AMoVh1IoFoPOcKCUArDGamMU49RYIVXiB3wYZZ7HpNIHZmd/4Ad+oD574LnPfb5YKF9f3EACm81QKOgPxY2VtkUIirXzFxdfeuXyCy+dMrS8e+b2Gyu9h96y9/yFxcHAHjx47MTLZy9cnEuTS3ffHd/3lge/63ve+fgTb9/caH31qZdX1jam90688PIzp0+fXV/tPvLwHW97/LF9s0evXr2q0ZmcKMgsW1naKFdraSJOnZ0bG6tz368QGsaRECooFg4fPVgsu9dvLLZaYbHIxkbrvU438BlSb2W13WrHoKHbzaSEUtnjTkkb2utHUaIZ157nZUJry4vFAhptrNIgpUxKpQAtFSKbnBzzXJ6mqRe4rusSQqTRUZRubTXHJnft2nNoY33z2vx1baBQiBh12t1wOMxGRoXnF3yvaHRk0WgtM22RIFBiwbqu6xeKWgoLyvMDDpBkGggx1oRh2Ol0kiThnBNCrLLbO+38o5G+3mV6SwTCWNBZljGKvu8JkTHiWI0cwWjkxDUy1QoaI+PWOsNQbjWBOSQMheMEd9x52/Hbb794bv3Tn0qP3wb799422ig+/8IzYDpadrIIRNyV0qapiIdxPEy0i06lXAiKvV54qr05jGFylA6jrN26niXtwwfGlBb9QTo62uj3W5fnrow06gcPzs5dWfJcNTW1Kxwk3V4bAOr1ytT0hOu6/W633W6vra4/t/C8MVAqlU6fXqrXmrcdu6sY64uXzkfhYHpyvFwqjI2NnHzt1V27RianJyjHteZaKrIsy1ZWlweDoeO6IyMNz/MOHjx05szp9fW1XjfOBJTLcMfx2bvuvvPK3IVet61KhXq9fuiQrFcqW82tdmfYHUC9RtygmCRx3uLjOsXmZqtcLpVKxcGg4xYDxjA/i8Rx2utGpVJtbGy002tvbK4XigUppSV2dGx0EA273W6n3wuKBc/z0mTIiHEdRjiG/YGU0i8URho1v1iMhmkUxYDoBR5nDmceWNpuRa+8cnJttYkA+/aNN7eSH/ux9z/0prdcvTaPaBknbhA1WzekFBfOn1+8fu3uO+57/B2P3n605dFKEBStVoOwt7Z2IxsYYunNkxmlNK/TyslnADA2MR7H8QsnXpNaI1CgSGy+SACap2vymNdO5yfewgv571UuYd7LrK3NedrAKAVjKUJekU6MBoUaJbHEGrDGWK2VEhq1MDoTVim1TeomiDkW0VpKqed5pWqltUkpZ9xxGCMGUaN1PWZBc4dTSrMsCcO+X/Bcd2T37ulyrdxoNKQwN5aXFm/cOHXqZKFUzDLZ7Q3K5aoxkIVhHnDKMTZBUHAcrrUeDAZSyiBwhRDGAGOOUsZaOxwOhVATE1N79+6/dH7O87BWq6VZmpcbEULGx8dnZ2eFEGghX6JttVtZliFQQEIpzYE0//OLxcDeeky3/8P/y+b1FJbkKyRCUWtpDLiuo7X1/MJIY4oH3tWVCyNjo+VahTBYb65WysU7G3f0+13OudEKidVWGZFaq41VOx0AOXDuG4tD+dhF7fZ4I4QwsL37dBzH932/WBgZGUmlFEIYi0iY53k5olYoI/Ut6wZLXo+Y2tefja/j0OTkECR5Fg4Rt2Uxi67rErBaq8wI3/PCMNLapmmaryEopYS87ovOLWuIlFNiQYMlJv89z3WmXDvFXHHVYJEyctNnmLcoKaWiKBodHVVKJcn22pdzHgvxr3Zp2K+f93ZujP9SkftnNNf/XyXm9l/e2zcb+QAAiW2MVNMkKrgs1ELEykg17GwpaRkFxmixWGJADRhi9I5Rc4cwunMnt16yXK5DY3AHvkryKiwEYgG2A6qGALVGW2MIBZKHfK1mFDS1jBhijdFGiJQyzDJBKaWMdzodIbLcBvv6vOcElcrIeG8YZyJRSlOui5Vqf6ikdjzXL3jccRyllOt4I6N7u61uvd7otPXkrv1CL0OUlKujiQRlodNrd3qhVOi5AaUMEbVBrZFbZgxojcYAEE4o2Bx+A0Qbm7u5jTUW4K777v25n//5o0eOKgVZhnNXllbWNpMs9TxvmMRCKNclWsOTTz75y7/ywYcffvTkaydZtt1KiXnAk1K0YNT2tQ+HGSOEUMfz8qAzMEYJIdSYn/qpnwWAM2dOa8sMWMopdzxrrdCMWxoUKl4hqLj+97zvve/+ju8sFotPPfcyWmOtzRHMBgAI00bhdlnq6wVlhGIQBNpQz/MYcwDI9ibGoNEgpLYgrUm9wM8LUg1A7gXV2jIG2oKQihCUUqlUWgOAxPddBMI5dxwXEA1YShjjtBeGvW5PpNJaoJRQQrSxgOi4HiEMUSNSrbTSkhDUmmaZlEIbA0mScZ7X1NpWZ+vchfODYcQcWq5WXanzdyUEopWVSgGYLCOkxByHKmWMNa7reEExy0LGkFDuOq4UMgdPx0lYLgXWVoGgF7BUiOWVecpFoVCo1wrE6sSiw63v2EqJF/1KEmf9vkrTDIEPwr42KXPqhYLnOGCtTRJBkBUKxVpVeV5UqZQ4V9ZQBIpItdGMgQXFHXd1bUmq+MCBfRub671+2/MoIoSh+YMPf7XgweRY5Lg8jEPGEImyIJM07Gz1B4NBo7JLJrparm1sbDz8lgcq9cKXvvQloIYxSKTWwm5uNeevXVtZWx9pjF2+fGXQH+7fv7/V6j/9zLnTZ88tLMA73jGztra+viHLZahUiuEwuXBhod1Zvf+B+7I0jsL4E3/5yT179iwurFy/vj4cJFMT4HLaD/VXvnK2VoP//ed/MkwGV+YvP/7Of+P7lTB+MorPB0VYWNwoFauAojcItdZcySyz2nDH9fMqstFGHal76rVzxhjmOkQZpbSRiqINigWCqBVljGlpAJBxhowzzhEQlEJjlVFSSo87SilEpLj9jswo5ZwDQKq2ExSUobWGc46IjDmImCTJcBgZYxjleWwDAJjDHcdllGlltbKa6XwrZowxWueAaELztZWxSkmRcu5yx2OEJGlGgFujlDKUIBiNho5PTlJKKcVavS5EurTWvLG68fef/cLSymqr3dcWeoMkULpU8j3fkYk2xlSrZSuzKBo6LsuyxPeBc+q4jBBwHEdb9H3fGIloKUVATZktlQMLWX/Q8Xznve9/T73e+MyffvTZZ55/13d9z5//1WcKRX9pJTl8dEoasrwG+2aCrU5EHfLCK+fXN+DzX3iGu+VLl05EsVxbX12+vvjEO584fOR4IajNXbr62smz5Vpp1/6J6d0HP/vZz6+ubkzvGZ09ODN3+er6Zvdb3/W2K3OXfuf3/nB2/16pbXOzPX5ssid7aQbIPOB2cs9EsVAeRtHsob1e4KeJUEbeWFlOo6GS2vOwVCwqaRBpsVCVwoSDpN+LPS+g3K/Wqkmc71g5EFEoFYwlQbEkklQKJTJEa5BowlFI3ev3Cp7jeQ6httvtRlFULBYdx+Hc8f1ASnR93e8NjWkpBa4LaQbdbr9aaRQKRa1hGMZKowXreR5RiMZqpYkFY4yUint+oVSRWZJlMVBmtOlHg2gYhcNhGEb9fn84HCphlJBSEaBgQFOg2xjwnXMS5nl1sEiAEZqJxOO2VPCt0YWgRq2XxFAsWs8L4jAGgDc9+EgxqC9eW3cY9EOjqPm9D/3R3ffclg77Y6OFXRMQuLC5MuhuNXudziNvu3v3rv0Xzi/84z8+c+qylRZcxjy/RJArpX3PlVkshbrnDbMOoefOXDES3vKm2SjeGB8fdVx7+fKFNItGRiq9Xm9sbCKOZZYMKuVGuezW6hVt4ixL4iitVqto7XPPnhv0BsPh0HF83wkqZajXG5TSqalGu9Xp99tewTcmO3f+zOoqHDhUGhtvtHud247evrnVPHNmTstw9+7RifEp3w9uv/32u+66RyldqVROnz49OztOiA3D6NSpU8OwGw4GRitGkAAEfnD06NFr164BdJDYXrctlFVKX7y8cvvRWcbdRqMxMtq4NH95eXN9YnJEihQJWGObm21CyDCMJyYm+v3/j7k3D7IsPcs73/fbznL3m2tlZWbtVa3eu6u7pW60IiSEGBmDQLIxCochbOMhsGMm7MCYWYIAwmFhhsWYQTAMJhgjJKEF0Iqk1tZaWr1Ud1d3V3Xtue93Peu3vfPHyawqIbHYnphw/lFRUZVRUfeek+d+z/s+z+8Zbm71Z2e7MpQAoLUuCmcJhNJBEBRFITkp2UDE0TjTBmoNnJyc0BY2N3ayLAfAKIob9RZjzFp/6mTn0qVl7/3ZhxbI4x13TN555x3f/eY3/sAP/QAIub50dW3r5VKfiWvq1MnTX/nyE7b85uG5o//kJ35cYDx/aF5Fwfb6yp/+6Yd9ztHz2097xNBaW3murLVTszNra2vPnn9haD1jgAyBmPdI3jvcj9DgwdEVbqsC+5uOgFBxHfEA9gFAHFAwFIiKERKRt2CNJ1FFeJzV1hni3jnvXLV3Ag/AyBGxKh/EGHIuGWPImZBShVJKqZ3jziglGGfIWBBIzimKg1otiuNoYqLTmZxQSuWZjmrxxNTUwsLCytrq7m5PCNFsNsfjlAittc5XAJmECIKg2e/vaa2rp7oxhGgYY0VRxHEshDDGDAaDLMv39sqpFUXdpQAAIABJREFUqZpSandnNwrDVqtVidIoiqy1ztiq86k6JZLHm+0HN8kZ/9/u9/52tE9/sN/bh3oetBc47z2RBfBCMmNLZ4si961Gp9WZYEo++eLXXvPYI9MTkyTAMzc5PbG1s319eUlKGcggkIJzDqxS557IHZg56TaWzy3NcvtymIiAobMWOeOcM86td9qYKheda+29FzKovtk6p7XWxllrhRCISAw9fEtViD+4V+nbNUyFPblFIuEIyPefqXDm5Im3ve17R+NUCCEkI3Le22rF7JwjD0S4758kRt5C5S7cf8l4QC+qXhqr6sSE4Nbtz3mFEEVRlGVZnRM+8YlPlGXZarXKsgSC29vq//orffCdN/Xed9jv3d6+8O0ddH8bD+e30yz/KrF3U9CaPDFFNti1tiw7zXZjomOt1lofnj20u7s7GIwFEwDgwN20Y+KB1xa928dD0U0KC6InIH+rqwT37QYebhOH6MhZ8r5qyapuNxIIFhl6IEveMaQwDKzTFcg0TRNECoKAsdv699Z3t+cWF1CGiovWxMQ4HQeBcs6JQPQHw8qWHYbh3MzE1m768vkrAFfAg4rajnCU5IXd6g0HtWaLq4AAmu0W54o8Wmu980TAED0Iv4/3Z3CAW79FpQFAhHf8D9/3O7/z28eOnSwLyzhrNLtFlu/uDRvNyDmmDQkZeWLWuVcuXQGAf/kv/9Uv/dv3uryoLhLnnDNgnCORA+c9AUBvMAqlYlJwxhmg9+QIEJ3k6k1v/G4AcIRh1ETUiKhUZK0tSwdgxmnuCJVD79kHPvQnf/bRD/9vP/8Ln/jMF25VrzgnBLfWA0PjPEPgUiCQI8+QhXGU5740RhvHuLLOkPPeERdBKKqfZ3KWGAoA8NbqvDKjIxeSCWmdD4QCRrrIGRNKypBz76sPGQaAhS4YI+5snhfAOBOWy8B7FyiV5aWrWs4BhAyYts7oLC8ZQ6WENtY4KLUzFkptvfeIbDgeD8e5NrbVmQjCoN4Mi0KD1Zkx1iOh9N7a0pnIM85LbRF8k4laGHhvvTV5nudaM0QH5Lwb90ZBGDaatbwoRqNBVItrkdzb3ijr9fm5GW88eZNnRW9nPcvLKGqEofRecmbJ6yIfjZKBVP7QXAcAtrezWEkAaNZbnY5o2Fa7E+/11jY39hqNRp7ZeizDIGQMnDNJMlJB2Gw1pBKf/vTLb3i9yPO82QRjgNfAeyoLTeSU4mWZZxkRFuPxcHc3G+xcsVqcOi5funj+ta9/uDSm19+aPTQT12tto+vtztbO9pe+9KVrS8PFI93t3V6t1ihKHcXBsWPN9a3R7GGwZMNaOHs4H43g2ReuHDrEj5+eBHQiYBdfWbr7+F3PPHm5HvePHTu2ud6bXIjnFubXV5cHw36jCVduwP/9++/74R/5EQjYcy89/9L5S+sbvfUtO9ltElBRgLaGIFABM96Ax6je8Z5pXWaFg96wWa+leRkEQRTW0iyr1Zqs5FlWRGFYlrkKpOAqywqtdaPdKkvjnMu1QQ5SMOaBrGFYVQMzBBAcEVBxFkiBiCYHY6yQUgjlyQkRWmuzLPHeI3LnyDnnHTHGAZgQQsqAPAZBVJIpikJry4DxWNy0WOCtrltBBNYS5x6RGKJgGEhB5Iy2THBvPEqs15qO/OrqCmcgBAuj6IUXr4XhktYuiGrNRt36/QFq9YwyRV79XinVqNecN1ICkeecDYb9qlhVBYF3yBlEsZKS5/m4VgvmF0532k0ic+jI4srq6q/8+1/1Hl7z2BsRYDjOAeHu+88+/8JFpoCr2trmngwUk+3WBFxfSn/zt/4cEPrDz88fnj3/4t7m5vuL1HbaHYFKyWCUDWTEXvfaN37960/1h0NC9qUnvhKoqN4S61tbeaGfP39le3tXMDY7fXh6am57q2c97PUGSZbecccdSoWrG5szHjrdSaXUy69cfP6FF6WAsnStRiBluLW+GYbKWjcc7gglG42mEAqBH5qdv3DhSppmXCIhcMZazU4QhVoXnU6LyJR5FkiUgsJAaOMY9wTGOeOcCUPV6XSKokiytFZvci45k7u9/MbSXqcbd7oNKcNxkgFj7XYbER3ZssyZQGssoWMH8RGtdVYUVc1toXWa5yKQXMq81P3hOMmy6p5B5NZqBuScQUCPrqLSM9znjyEcJKnQA5KSsswSDKBej6UQ3kuyyhnwFtB7re3kRG1qcm5zffD8c5e4DKXAdufQpaVX0qToNGZuXF66fgUiAYGcuOfu+QsXLv7pR/+sWZ+ZnTl2aKKZHMNeAhxkVGumic7TVHDfaDR2t8dJkh1dPDK/cChL8iAMV5fTKJaLi4eZgmeffYlodMcdZ+r15j1333Hh5eu9vQGimJ7uCAy2tzcvX95ZXVteODxftUouLCzs7Q1Go9Hc3Gyz2V5ZWZG1UZokS8sDhq88dPb+ejNM8/N7e3vI6PDiImOi3e6+5W1vGvUHUVS7+657tza2OOcf/cjH7rvv/pmZmVcuXGo32ptb67u746KEO+/qRlFQFAU526jViNzCwgLnfGJysNPrjZN8cmo2y3VhxM7ecG+7Px6PUUCn3bSguxMt8sblOg5Qaz8aDXZ20vljR+I4zovi0KFDSZ71B33OeaMRG++UDAMV1eKGUqBNIYTodOsV+SnJs+EgLXRZaluW3tmRNTA3N9dp1xuNxs7OHufNubnpjY2tMJJPfPWLQrC7772nKLS1OmpEl6+++OzTT544fvRt3/v20SBpxt311bVmfSKSynuzsnxjc2MtZk1w/Oa+ABkCQBzH2tooirwjZ0pnSqKq2bzqIqtQwEjAkICQkIgOAnwM/4ZigG8p7ObAPWfIOJGrchsemEDJkHNAvFlRBkCAiJwhMSYIDHNQQSigwgWK6hU4gNKY/nDsEFFwGQRCCFNmAN6jV4JZV+0A6xMTExMTE5NT3TQb94djIdQjr74PkI+SdG1t7cq16x/60IfiOK4UXRQFeV4C8iiKnKMsy+r1BmMiCKLKg4cIjAnnCIBdvbra7TZmZ2ezrHjh+StHj07Gcd0YEwYBY2w0GoVhWBRF1UTHlRoOh3t7e6Nk7JyTIhBSVquMamj4/++XBzyQeQdA0AqmevNyem89OQKT50mS9osizzPXbU8TqM3drbDW0MZu7m15a5BDVhavXL505erS4bkjoaoTCiaVkCGBq1a7RO7WZu2W1OS3EK9V0Go/sQScc+Ss8m1qY5RSzWbTAXlCqcI4jgEgiGIhFHLJXCXnqsEAfYfcI34nQytVp8T9tjw4YKt4BwRkjTl+/PiP/cRPgPVQ9UkwD7DfK0beV95jAEYeEVEoBVi9opvvpAOPgAQMgRhUYxKB4Nx+ITtjYK01RgTBuaef/vgnPoVMxLVGmu142ldxf73Z8r+ufuAvyUj6m/pX/jbLvZvfc4vnSWRN2WpEiNCstd/znn/wyMNnszR11ky0Jz7zmc985CMfS8cZcsYx8ACIDJEBeURO3nvyByKZARADOoDLevD7NJBqREF4sNFFAPCErNJ7yCTf76HwgF4wYODBa8EwqAX1dsN7VxTFeDxWSoRhqJTK8uSW3ps7PCsC7pnPi9JzskQ6yxFBKBk12lJKY40xZm+Y5nkhwlgK2W63ulOTq+vrQS3kUoQ2VJH03Bdaa1uCsURYiT3OJDHwzgEjBL4v16upAyJwJABEvPPM6R//8X9UluX161cee+3rl5ZXoyiSSpUmkoF01qB0QirrPQePwH70H7znj/7zH/7sv/6ZX/3137p5UavdOiEI3H/SBrIOjHlHzlI1jxGSWWs+96lPAsDJMydHowQArSeBXIYgmATirvDXl9YZI+shiup/8Pu/BwD/9B//RG+v9/kvfiUvanlRxPWGkIwXghCVhyo0gITAEAU6Bw7AlHY4TgGJvDPWkHMqCqMo8s5bZ/O8kFIiCCByFghQiIBzxRh3zpdl1a7DORdE6Bw456wFIsak8MSMri6LrccxrzecMUBQGC8ZT9JCl9Y7UpVJ3ZA1xDgwBrr05FmeGQRhTbW+x9IY7zQg43kBpJWyaZpba3NdEJCUMgxjztB5X5TVx7ZOa2WzOTkVhWkyMtptbm0rKQIVMsZ06Qltq9VO0nx3ZzwfR8ePn3DOXLt6dXZywlkfBtHe9jZYbYzr7e5MT82EQcgxkEqkOTXqdQBnrUWUaeKzxOd55nWc54WxdmJiejwSxuRIdbKRM1zWIu9Zb2946PAMAL/w0uWiNJOTUItb2A0Ub/+ddwSba4mUcVnsqjCQimdZmSS+3Qknp+eM3Ypkc6/XK8oLUqknvv6E0bkFvbx2rd5o1lqttctbQVwnxo6emOVcttus1Hj52uZkt/max17d6/fmD8+XZQlIq6vLV65eLUt46JEHiMzM7NT585fGSfKZz37tzruPhlK+/PLlve3kgbfc/+6/967NjY0PfPhT7QnxmK8vrbz0taeeOrQ4d3jx+OEFztX47Nn5Lz9+7ur19TTTzrKoFgslyRTOOq3BEwke1htS50ma5EEUBVIhMvI+jsIsT8HbLBtnWaaCUEqblwWAqDXq2gzHaaqNieMoCkNvLYP9QAkiMMUZY+g8AnjnODLJBUOUQnJBoRJxFFprMyJrrVKB4Kpa4DBgUjAg8M4XOkeUSjFTGK0LyVXV1oAy8KQZorVGSi6Y8M5zYMYYzjkBSSU5Z95561xalt558swYF0axdbC80nNez811oxqqKBLGa+PyogDgURyWpUnTtN1ocy43NgahgNlD0865oszSDIh0rR6VZaYJuVRlWTYbsdZZUSRCRq12e+n6hgyoFsvxOGPeAgsfec2ja6sbv/6bvyWCcGO9ePChe37wB9/9v/78Ly0uzi4tbTc6dQFqeXVUi6KJ6RDBOp9ev56U5U69WdveSduNxtaWRih1OTj/0opUzWtXR5evXEceFIUGxh999CFt9CuvXH33j/79NBufe+bZtRurpFCXFoEfPTo/Ho/T3D7+xRcmpiKGcPHy5YuXL6ugvrOz6ylQUQRUkMNQ1u44c0aXpXVmNNTtbteTS9KBMWCsJ6R6K84La0Fr7fzY0ojSZNRpNaKIR0EUhKzekHmRchEzhLIsu532qVMn86yw1mdZkWWm1x+RZ7VmffH48d2dXW0sQ8G4LHSx19vignsAziGKpfE6y4YqCMgTGR8IKaUqtB4kyRTM7gyGvd6uQYjjOCvLzuTEaJxOTU0dmp5pNZrbO2kglTTAA1mYwpPLs3EUCgBH4Ng+ktt6Yp6IB0pIDBWfnOwQ88B9f2+122bIxnv9gpF78OzdMzPNSxdftLaQSjFeGDdeXAyffuqF40cmm2E4fxgeOvvgkcXjL798fnKy2bZhqz49Oz2L7sXTJw4XLvjyl8/1e3uMqzCKWs24220ePjwxGvRGo4RJRVBa57/v7Y9ubKxZp4/PH9va2nDO7exuZ1lpLGxtl816r9lsXblyhQnfajVarRGQSNN0YaEuuSRChiJQ4erqppT9UVaS2Ot220LA1vaoP9hLk1EYinvvvXdyZnpnd68/GK9ubExMTCgp0rTwhGmWP/OZz01Nzhht77vn/huPXV9ZWbbGPXz2nmMnFnZ2NtfXbpD3p08ed9blaXrj+vWt7W0pA2+s4Hyi3TG2f//9Zy++cnlikmpxZIwuTT4zM9XtNCXgcLd3bOKw7heD/qhWE6ura4zJbnfixo0l7dzU1KT2liHb6e0lSV6rNTmXRpc31kattjx5ciGu1fJCZ2ne74+kjKSIjHVChlHccJaSJLlxY7UsM8ZhY+tGrVG/fuPiT//zf/HQw3c3Wm3GxMrKqta0MHdmZ67/9FPPzs8dn5tZtAbm5hZ6O4NvfvMpJBuEIg4jnZXVgYnIO+8ZciFEP+sZYxw24lptmPR6410UYLVhXBCgtY6rgBMvS7Pf8wzVJ/fNvRDcvk/Y9zgcFG1XTHlCNM5yqcpijAy1NoDonSfnBSKRQMIqlwcHElICZyLwzPGAswCKsgTGGRdV2EMwDsC8x1ybUZIZj+NCs0CB0dZqC1RJQ2NsWeaMRYjIODjnhBBxHCulRqMRAVNh9PCrH33w7CMf//gnSu2KoiAPUgSMK8alMSbPC/KYJKlSiiEfJ2NjbBiEUkmtjXOu220qqba2tqWUR47MMGBJkmituxNdBqi1jqJoaWlpZ2fnpiukotjXarWKgxWGYeXoq5Jat+1sbqE1Kt5JJUX+cnLyoK/VmMJ7z6rOK8aEEM7Z21EcFainahVHPDB5OssYKCmyorDGGGtAsKJMjS28LXiA28srRdYXymKurUsPzS0gqPXttYuXLj/82odfufTC5tZqo6Yatdrm5pbw0nkuRB1YTYhoPE5rDYUMAF0UB52JdlEU6cB6bw8U4AFUZb/yAzzdlJvABPNA2mjmSUq5sLBw8vRpCFtkHHIBjJkil1F9anomjuOqj9wYWxEkCfeFwS1nIOG30mKq/OD+H1aONyLyDj16JqWzVpd2NE6AaDwcWWuds1hV4IA/WJcxRESQ+1RMTA4K6xFZhZ/ZbzWorghjzDtXUTaRobOu1CXn3Dsvddmc6MpAVZE+FQS8sGDMfhaR9pvKb7c73rTpVn+LVSPet+mx75jl+0uhvttXdn/Vv1BlC2/eTvtB8ZtkUqIqKrLvUTrYJXJERn40TBOAViM+eezo+toqI5qdnZubmnRF0anHyFlWFIwhYxyJECsLY9UPzzx5Zx0iKCl0WTLGBEMHzhEygkr1McYJiDw47wiJOQ++5B5rQRjH0mlTWE2ejNFKccYl59Bo1hlD7YlzRuSiOOp02t47Lm7b76kILeUyoEI740oVyCRJlFKEwBk3xnhwUgnkkJY5SsEDWZpy8djCxcsXrNOtWptJ0i43thRSOl8iCkCGSMwLIl1aww7eRML9XghCV5VaAAAX4vf+r/e95vWvP3n8+Fe+8IWvPfHlex98cGdvr/orY4mIA7DS7NeNcOSPf/Erg8HwZ//1z/z6f/htRHEwb6tuFX/b5ZdVYcjBhsEJwdrNiXvuuef8+fNJapAp5z0iWEKTafIGAAgcZwTgm43m+eeeBYB/++9++Zfe+3/srl3/kXf/6DefeY4jAEJpnQgjxkAIJbi8eRtZazz5oBZIKYWonmXOGGNMiYhSCu+9JOuNLYpCa1M55quPGkcFZ9J565yt2Ed5phGBceRMCsm8A+sdE6yiEVjjjSUumJQR47Yo8katNUoS6wCZqBrOrbVaWwDUZdX6CpnVSkkgzxhzCKWxzpKUUmqrVJjneZ7n1YxBW1sZRIMgIO+CIJyYDJ3RxpR7vaESqJQKQiqLwjoGpeOcWS9M6qwbD8Y5IaRJznAQxQFnajTM67XYFiUCD8IoCH1R9qzVO3vbURhvbe1yDifPnAojhWhPn1yQMihTyyC7cWMNAIzxQBjXGr29HY7l0cV7wrCWpboed7Z3053tZNAfTE5M1moItDvo54vzRwUMtzaHreZUqOocgywdxwIFD5aX1l58sZiZVmEYDpJUF7C+vtOdaF67fmNtZTUUsLBw2AGqMOgImZe2MzUjRNTrDUud5JmWkr18sTdMHj9yZOHixcudTmd7e/v+++9905veLAR7/vlnp2cmrNu7fPn661778AvDc8+/cOPs/Sfuvf+Ot3zP5MWXX/zd3/ndldWld777Xfc9+MDeoP/E1+Pjp09/8tNfevLpq9/12Bvf/uAbnnvu2mBUDvppoBramzw3BIxzBaTzrIzimvdU5mXIpZRobGmtNUYzxqzV5GyjWeeCO2+01aW2WVYIGTnPHKApNWNAznAGgF5xLCyhc5YseRcE1U0riMg7JzivHBXkfaBUkWdCiGajwRjTpe33h4gMiIWhLPLCWlvn3AOWuqh6tr3D0uoq8MmROeeEFNbaMFQaeFk6FPudsETEOcuLjDwyRGc8eciycnl5lQsxGiWdbn2cjgajnAk1HGbeQxiGYVQrcqNkhKDjOC4LQ4TtdmSLvLc32NvbY8jjGICoKHLG0JZGBLLIMiFcoFgyHjTbQafbuHbF9vs98P7uu+9ED0urq/c9cNbRuZ1hdvHK6PQd8+/+e+/65Cc/ffXatWan22w2OZeMy06nbYwZDncnJtq1MFLCxLXO+tpSu9E+vLCwvbnT7/fjWmSNDIPWsYWHHnnobX/+qY8n6frcwuSJE2eWl28sLhw6e/bs1sbaSy+cbzbqOisf/9znjx4/fuLE0edfPH/k6EKSZdUcvdlqEdFolACB1cxbFUlpTbG6tNluhkhmnI36A+CiJ0MhFS9NqU0wNTsNwNbWN8MQpVKj4YiRF0Lr0kx2JlutThCK1bVro1FZq2G9XpeSjUbDNMt2d3tZqsMwjuNamhZCBchwOOplxdg5ClRkrA5CbnzmgXPJkaGlTFvDGYWKm9IaZ0BIIVWeZaWxveFodWt7MOiTFONkmXO5cLjz3Avnt3f2jh6Z5JwrLrx13kEogkJ7AlcUpeQhYx545RBx5JEBWLJaOwR38tSpiW6bM7u19tLVG9/Y7fujXbzveLSxmtx131Rn0u70Lr3r73/vK9c2SdR/9Tc/JiN47Rtq/+g9PzYzMfcff+PXv/DlZ5/4xrM/93NvO/vwA0985YuD0fY9d939d3/wdX/woccJ660G9fv06COnF4+fWl6+ce7c01Eoe7uGA8zNdRcW5qNIOEvee4biq1/9xqFDE3e86sxonFy8cCXN7Ows9w5qdXX6zF2A7vnnzx06dOiuu1717DPPLS8nzToURTk5MZvYNIoC74FzmJmfmz98OMvHcRiUZeG9P3x4emN7B4Wcmj7kdnZGw2u63H3b2976yU9+ejQuRv1RGIY/9mPvGfT6ly9ffvOb3/LsM9/MktFXnzjvXPEj7/qhX/mV3zy20F1bWQfwP/xD7/yN3/g/jx5duHrlWrvddcY/++yz2z27tnv5+LHWq04fiwIO3htf1NpxMk69Nc7YIAyWt67t7Iwbs03OpVKq1xukadqdnCwKPc7Seq2pS58VWskxkUuGI8YgGZuXXr42MTHRarWLgqSs1+LWeGSdK6SsjcfFtSvXy5KsheMnushckg2KcjwxVb9y5aUsG97xqnsWFha3tzf2esW5c+e67fj73/5DgsvuxMz6yvqN68tPf/Pc5z7zF9/39u9914/80NNPPyVCZR157z1SVuYcRKziMI6uXLjOdtjc/OGVlZW1tTURcmatLjMChjyQnOdlKQRHYljh7AH2V8jfthO4Hedwq24b0RrPudDWIGPWkuKCAAG4J+8AJGPAOApJHskxQI9MSokkSKgwICxLAyiEkJ5zMMQ4GO84cAdMhDUoUk9chXUEh1pYlziPZWmc92VpqqS9Nb4qfC9NXpamLMtSWzcaSxnUG62N9ZG24zNnzoyG4xtLy8NxiozVarUwDIuizNI8GadBEFSpDfIWkQPtu0mTJC2KstNpa2eVCMIwBIAsy04cO14Uxerq6gP333/nnXdaa4ssr9VqKysrSyvLUkrvvXWm3mgSkVLqJrLlL9ntGGPe2dsR/7dvaciTJy8lt9bePKnvzw1vWkUO1iA3OxP3NzCIyBnjYGyZpmNgJAIVNuJsd4hkEIqkt/OhD/ynK5ef1WXS6+8sHj3W72+OEnPsyB2HFw9/88lvBKF3tohrcZ4PV270JloTRxZP12sTRWGbzZBLp4LQmKLeiBuNOIoCrQvrTGXuZRwQwR+sywCB6DYzGxE4RwhUoRcRkzzr7fWjGpXGMS6IqCzLqZkQELXWznnGOJFhjAFnZPcp/OCpqkW42bL2rberO+gwODj6grMWPGfeexUIIO+Loijy/beR9sOHB29sZaZw5Bki0f6wghAQ/a3LpI2pfgoYkdaaVccJpQjBeS+Vss5pY6o1CxNcWyMDZd3wpnC6qfduolZu3QkHs4FK792W/P8rld5fs9P7azZ439rKcGsYcVPv3VSAt/QngJTCOss5OAfWGKNNWZRkdZGmQnBwFAhRGs2IEFAwZOyg9pOAM8Y5WosAliELpLBlzhE54wCE3hMhqwi0vjIMEENgDKRkQJyQAiXiQJVAzrGizLvdWhzHxto8z7XOLfitrb4U2GjWyrLs93uIGEXBLb0nmBXMSu4kd1xwIbmQjHEQDIhBtd+t3nxfqbUqgIOWcY+eDrKqnsghcASP4A7ISIC0T/UB9PvRUfAA4HA/fxmH0aWXL5y68w4Af/nq5Te/9S0f/uCHzj311Ove+Ibry0uA4IETIaFjN5OqSIjwC7/4i7/y73/57P33PffcS1Uu9uDisVsXlwiIka98HIDIGeHZBx4EgJ//hV+UQgGA81VSmrz3xpH3vuKFdtrtP/nA+wHgn/3UT//hH/2xc64zPff7v/vbX/361zNbwSfAGFMNOSoTfHU3BEFARAQMrL9pNnOeAUrGmVACCYi8YUYIVRmmq4ym3R9sgdal1roaOjjylWQlAlu6wmkZhRKElCyQITlkBE67XBfeubIoIp6DA8mqm40zLrlQKoiqeVAAUIE9CdB59AQWwBIH9I6g0MZTNSarNqTEGHNE2npimoxRoVIiFEIMh/loa+fQzAQKPuoP0qRQkoGjWq3hHffeFb1RXpYqZllh1zfXycHsdLyz3eMzcrg3CEJZlibJdK5tfzhIsrw0mGsYDoHY5aPHFufnD6Vpko0zBKVUlGU+iniawrlzvXvuaY9HJhlvZwmdOnU6CEJjbBgGUoTdzmy91uz393a2U2/3GvFElpWjYSK5kjKSMmh1a/3hqin4xNSMNktaW+/KIidX4l7PCpXWGyGT0O42oygYZ2Why9Ix54GhKArjidcb7XpdFEWxsbmyuuaK8ob3cNfd91uHQVhvtrphGL7+Dd9z4uSJL3zh84888uirH3ntGx55w/PPnbtx7frXvvaNE8eO3XH69GDQe9/7Lo/zT5x+8rkzd9/5Xa9/y2CcfuWJC9evwxc+/5/mDrV6e+ba5WwOz1gqAAAgAElEQVRurh5FEWcSkCTjgjPJeKYLqqp4nQHBOVe6rMqjnORI4LhAJEIk760x1lpfGgsomSAppXOOrPHWERJVEQDvwkDuP3mdZZxxIALy4J3VFUKAAVhnvKt+rivnj6vVasZYBB6G4d7eIE0zQh41GmWhEZjigjFhdPlX2SQqFowQUillvQMmjNbeEueccWGNNrYY5Wlcq3kHAMx7IO+RnLaOPEhPkispyBkjBAvD2OssLQrOgAi0Ntvb2+PxWAhAgKIolFJQlojUaES6zBqNlh1QFAVpmnrvOQuTJFtcPNqdmv3l9/6qUmG/N8jzotmEt771rcvLyx/96Ee1dsaU1bPOO8cRC2OcqeIOjDPpHbZbk0pyZ7FWb6eZTtJCqAaDRi2afPCB7/qLx788NemVjD74xx/odFpcwOrS8uOf/+ynP3nu0QfnjyweWVnajsOAwG9sjOqNMXLJGCPCsjRKKckkEcRxPY7roWI657YYC2RSBo36TD0eokRgEEZhNf/VJtelMTZn3DmXN+tBkozSBDTzZTvVIfceAsVbTcYY4wLJs9FoVGo3GGhnQXCKarFxpS59Xg6UUmmaewSqBp9karXIGAcMA6XyPLdkK0obIlQjf299oXWalxcvXbGOgrDWH6XD0XBqcjrN86Wl5XFvl+gMOVexXq3FfeIrkhCMseoseADaByTwkvOiyBnR/ffeHYSSod7YupQXo9e9Ed7wpvufeubJKIZ77p3eG1yemQt+7dd+7ytPwve94+R/+I8/9czzH5/oxpm+cfHKFR705o+D0fAXj396/nB9ZnqCMdFLVqfnOq9/3T0vnL/+yEMLTz65kmd7h6YfzLN6msDUpGJgJQ+k5MsrS/1tVyThYLjbbjf746TVijY3N5Ms9WRPnznRag7SpFhZ2WDMTU1Pzc/Pv+lNb9rcXG+16mfPdpZvLK2sZIsLcZnpMAxHo6QW14MwUFEopWw2m3lZIsL8/EKaps1Gq9Vsb2z3up1pQnjl0rVXv/rR9fX1zY3dqcmZT33qM1aXUvF6FC8cnuu87a1/9weCMBT9fp9hcerU6XPPPJvl6czMoZ/6qZ987rnnR+MsTfNXP/pd7//gZ0+cPnznA9PPPX/5uedeaNbCkyeOTc5M7g33NjY3AqmstWVRIlIUY73eyI2u1RpXrq4zBt5DXpSIkggBWJqAs71aPZjsTkdx4BHa7db29rZzstPpDK4vr60vNxutQ7PTw2EyHiVKxkHg6vXaqVOnrMuv3riaJEl3Us0vzD326GPGwuXLlxv1Zqc1n46yS5dfOjQ7t7a2dO3atUajFcc1FQSnzpxeWFzUxoa1eG+v772XUgZBABILUzDHFQ94wPd6ve3zO6urq957GTSMza11hEwAQ0aCsf1Crwp8SFTBw6sD7l/jBDvQfrzCYAAxAgaMQbXr4ujJWACHjHEGyD2QJ/CExJgUyKVgUnmPyHiFZ/MeCFyFNHcOyCMywXiAnHEZSU6ltkXphHAcoao5q8gfWmtnSZN1joTggQoZ94TYbrcHw/HMTEuoSaVUEARTUzOAe8Z5KYMwiBmK4XAIgFWtWnX89h68r/YP3HsqCq+1bTSakgtjjPdeqUBrXeWyqjehVqtxrOAjXEoppUTgYExF+9zfh3xbSuq/OrxHB4DOv+HfYawoirLUrVaLCUyLdGt7I4oanXYNQ96e6546fviF5z/nTJYmwyIfGuedpyAUJycWX75w7qFXvyqQeb3Gt0bjJAXFRpzzucMLg/7AWO+B1tbXx8mo3W4yDuNkmKZppVWqcxocCJjKrQv7NY77o4RqEVohbQBoNBptbW012j4vrfceuSSiuN4cJ0lelJV68ciI8X025j57BgCZx2+pJdj3k1aKAT0AAvp9ekulhxntkzorVqJz+4Zkzvd7xsEzzoAI8SaO5ZaP8XZRVL2Qm9r74IpwBI6ACByIkUdkDIEzFEAOiJH33xle+t/B138R68VDJYUOcqJ4kw7MK/VRBSCrEjzyjuC2HSYQkPfOkXeevLPm5tqQvCfvCZAInAfrHABwLrkQjAECMATrXJGlDMiR92SNsQTABAZCOm+0La13jIGQrNGoNZv1ytiZ5+ltfQxUIjiGXkhUgqlAGqMAmOCCEACtraoPD8AyHsiTY4xxzqwFBoAI4Gk/vFnZpokBIKAFqH5TFSXeYuww8hWC9mMf/vDRU8eq14YIL7/y8jvf9cOf/4vPfeWLX3rg4Qd39gZVbfz+r0AH3RPwpS9/BQDe9a53njv3IhzU4lSdhQe9hftsWkJCQgbVjcve+95/BwBPffOZ6hJX/ZHVJedy/8J3W40L588BwG+/73c++mcfj6KoGkv8zL/5X/6nf/HT7/2VX6vCAjdlXoUCq66o1vr2IYE/yHoyIiHRGM4QAby1phZFURgLIRA5Oe/IO3DoybrYesf22032fdNknXbWaF1a4z1VO3HnXFnq6nHjrbPWGWMqsgsRVoEpxgRjFQCXHVRHBDc7Mx0YhkiMAJGQeU8MoIoIA3DkzAMgZ8jQgi+KAsBzJGstEERRLY7DZJAiGOcoHXnv8mZ7Epwlqy0Bc74odJYBEXApsiTt9fq61EyGZVYOBmmSwFBkR49Oj0eJ4MAYGAO6tFeuXLNlWa83BRdBoF71qmNSygsXLmUZjEbjNAHvoch32q3JhYUFIlQyUjLuTHe3N7fOn1/Z3YU4yvv9fpHZJMm67YkgUJzzNE2jKJqeajU6xtgkCgUArIx2BQsZK7XW1pkTJ45OdhrXrl1jPAhqzc3NrcmpQ2lWrKxuBapWFLosDUN+7Oh0EKpaLZqdnVUyPjy3eOHlK5cuXZ2bmztz5vSli0vJyD3yyMMf/ehnkt7Wz/6r/zn4vuD9f/T/oPMT3Rkuo4VFOH587q57H+ZB+PUnX/zIxz575TLUY/AWrlwaRpGYnBTOkrUWGVRjZSEUIhlrjM44oBQoGJK3SnDvLVZHZPLVkJXzqm51n+QrlFJKCaGstU4X5I0n5412jrxzKpBKqZufGdVU1TtXsZKVkCrgSoio2bS2avQdAYlGow2A1fOq8u0URcGUKstSyUCGASKCJ6VCJQOG4EnjPtGOAJglIGRcKhmEZK0HMo7IO8aEB3TEnLfWGIiJV2YRB8CJebKmKvEzgkmGmOd5o1Ez2lWfr0mShwKmJme8B2PseAyBAsHFwsLC4NIF722n2xoOjNZFUUC9XqvVYuegXq9fv7q9sb7DQXz5K89aCwsLE8ars2cfVEp94IMf6vfTsKbGwxETXJsiDKOx8YyxTqfVabV7gw3yEJfh5OT0zvbW9k6/Xq9zEaRZn0GwM974xpNP7/T3tja3Wt1aURTT09OLi/OhEoPe4PqVG9kQ1pbXfJaHCjY31nZ3t50pEaOKigEASoVEpigKp00UYpmlZJCDa9RqM5MdBrYz2Sb0e4O9q0vXgXgQhM4KU5TjNPHWBFJUBWWzMxNHF2SZp2TLLBkwjvPzs0me9Hq9KnAFgJOTk9bsjka6LI0KPZDwYBkTAFgdR7XW1tqiNI1GoK0BYkLwsswrLqFzzllH5B1Z74gIRsl4b2/vjrvuZIzdWL4ugiCMI+Q8SVPGRLPZdM6R995acNyW2juDgldOIWSVncYTVBRELgQfJ9SswT333CMld6Y8cnTu+9/xyKsffc3M4dnl9ZfIFkKZUbI1TvcaTfGT/+yuydljp88cmZh+Xa2GnMlhf9jo4OHF6bMP3ttqxB/70z87eeZUFMiVjeuvXPiCtq293cHC4ux999RHyXBl5UJZ5vPzMDFRPzw7DSA2N3aSZCQBxiPfbk1OTLQGSbG5udUf9F7z2KOPPfbY1Wur62sbU9Od1bVlAr+ysrK7O5DyiX6/f9+9dx87erTI8qJYVypI05RzGYU1pgKtbZZlKHie51Ky+flDWZZFYaytS9Ly6OKpdnt2OBw+/viXf+LHf/SB+x/q7Q2yLPvwBz/x9FM3Hnt06tFHHj579t5WKy7L8vOf/+wH3v/HjVrz6aefPXn8xKlTJz71qU8755QMyYHR7rlzz99792Lc6vZLOz1dH+0V29tZnr1UX6o1WjVnSIXSYTkc9Isiqz5chFB5psNQWGu9Y0DCGOsUTnRn4lpZq9U6nU633alH0ZXr15Di0bAkytPEkZfJuAwkBQqtQS7CyXbLeR3HoffImeBMhmHYbLRXVla63z85OXWoFq/0++mJY6cR8fqNS1/60hePHDkcN5v1eiyVevNb35SXxeVrVztTbUt+nKVEFGMcxBGXwnrHOe8NB0KpLM/7/X6pNWMsGw/BUaMWeWBJUjpdciGKtABCBsiQM/K3K4nKU3ZzrfeXBAYiY8CrtmQiRGCE3EN12kfvrSUy+5NusBWzn4AREjAUgnPOcV/sATEAxsATI8YYQw6Me0Dj0Rd2nOQcIRkXZeFrNc645Azq9aZzhjxqba111vo8z6UM8rw0zgIT167d2NrertfrTPB+b1AUutvt1uqNUZKOx+OiKKSUExOTWVYgojH5PqZLCES01hFVddsAgEopcn40Gjnn6rXa0tISIrZare3t7b29vUOHDplSDwaDJEkKXRpjAiWqjxLnnDHm9sz2f2Mo63axccun9x1P41YjQhBKZN55U+qCyIYBW1q69NxXv1gPeacTvebhe69efjkIzPLy0uKRk5zRK5deancmji5MH12Y1MVGkfeVpHvubgtsa52/cP65rc3de+971fzh6fVNMxj0oigwnsqyBPTIwNN+D8EBO7NinNzeIQdEhJw5IgAvAIigqrXgqlZo55zjMhBCWGuLvKj02G2bzL+1IsEKilGBVarNkgPGKrtpZRZjkgehZIxxjpVDFD0wIiHUgUIFAAbEcf8oCLfbLwGgumGqzo+DhTdKKa21NyFtBzQjvKUM6b8jgXe7jv0vknyEQMAOJB96QEJGyAERq/EN0c205e2m0NuNo5Vg3j9r3e4prf4bdCs3WI0PzP4MhaoDPzHvnNOGev2RdbrVakW1GmVZkZUzM51KmHQ6ndFotL09qNXULb3ndOlM7m1pdYkOyGGZFQwYBgo4Q+fZvheZDnavVIXupJRa65sWW3IIjDFguO+AhwOPRJWMBtw3sld3DwePP/mP/8lvv+99zgLug2gQgC5cvPTdb/mej3zoT1549vnvev0brlxfp/17lw4wyB4AVleXNzc3/+E/fM/P/Zv/fb/WgiqVuS8+AQC822e7McY4Q2CCsdmZmc9+9nNlYRHRVztyVsUIySMCQqfZ/OP//AcA8E//x5/+yMf+HA5eLCIWpQ6Uev3rHvvms88xxmh/NUgHZN6DTlbGAdETISCCIOKA5Mlpa7UrGXkAzxC8cYjZviT2wBgQEEMUQggpGSIQsP3zPjLJ6tXPj+R0253kqkEaETlflmUgVSUFOXLYL1HhxriiKLz3lfCrOM9EQJ4sQekBqtQWB888EhA5RPQMqNrhO3SevHeFLggdZ8AEr0eN0TjlQtZb7U53Ggl3d3YBEaVikrcbER8PC50IJWYOscnJrrcOiQbDwcLhRcahsLLW5ITaWedITkzNlsXq/GEBzq8tb2ttZ2daO1u7hKiUvONVpzhnK6t89lAjGRedTjAzM1uv16UUpc6azVp/UKyubly9uqYEdNoN58Zp6tIsKTOndd5uN8JIWlsw6QHc6urK8bh99NiiKfPnn7/COWs06qUtw5qSIdcu0zbsdLtFYUpjkizL1zYLTUScidgD5UUhJT965Oji8SNxFF+6dOm5558BAOfs5mb/6tXtnZ38lVcuIeL2dtFqze/1ln7/Dz/ECDc3NkIuJ9q9RrPZbMjtLUqSYO3K9h998CMbOzgz2S5zV6vFM5Px7u7u3Gx3c3Ozt7cdxxHngrzgDDjnkkM+GnvEyW6LgTc6q8exsaQ4AkNA36xFw2RcHVYYQy6AWe68z8syqKwkjBEhuSr54BGAA4ZSKaXI+7IsjTGIiAQMUDAeBEEUqzhGrcuyLK22DJBxlo4TAMjSMh3ntSgWKIBhmuZaW4ayInYaY5yrgATgvaf9OAfzwAAlE8hEwESAnqyzxloE7ggZcM5RCBkFYazCtMj3x0mMI+NCKFNqU1rFDCPQeZEiAnFbas5Vo86LdLS6uv533vHWN73xuz/4wY8nY0iz/M4777y2trQ36NcbgXNmZ1DOzNQeeOCBpRvXdneB874QcPzYqcKzTjfe3C46ExPExtMzk+9//wdXVnuH5lqOoD8ctWv1JM9CwTrtpjEmCGSjFuztaid4nudlEQ2HyXCYWQvG+CiETjMYDoc3li8/88JX40aQ2/701MTRxdOXL128cXVtstMq8uLO092G8ldf2bvz7unCuKQwYYhpao8dn8nyQqlQoOz1ekVWRlHo3Lgsi5GxEmCiFe1tFpOT3dHu0HoLQuiCK8lrcWNvkBRlmeaFlJIBB3BKyU6zGYVqbTQcD8upbjQ52U6SoQdyzjHruAqVUkqFnKvSaGMLwlxrKoqCCZQK8tI6R95pQiRiRIyzgAgK7Urr0TmhWFFkXhMjjsgAGReigowPR2MCcIQIbDBOtLb9NJ3r6na77a1jiIILKbixBrBKJSkiAucJK5a9Z4DAvLVaCXjwgVfdffedzlljyj/76CeHe8Xjn33CcfvIw6/uthrdzkyR0xNffiWOpod99c1nnrXQ7HbM3ubgqaevnblj6tixI0VWjBMjBH/nO9/zxBOfvXBx8/ix+mted48p1MkT6erqXi2Oi1LVYoPgXv3QmTN33FVkbnVla215OUvp2NwEQ0rGJcBwolvPi/Hurjl//nyrVb/4yvnu5FS3055aawBBoz45Ozt7/vySUuXLL1945eJF8Hjo0Eyvt7e312+3251OJynK7e3+9va2VNxzQGTDwShJ0jNnXpWMS2R5GEokNdk99P3vePvGZm9yas456HanfvZn//mVS6986UuPP/XUU1/4wl+87nWPTnSad9xx6t+995cf/+xnAyWdMd325PHF41/76teytHzjG9/80ssXnnv+6p33zP6/3L1pkGbZWef3PGe5+7vnvtTatXRVL+pFEi2pJY0QWhAMGBw2MxgwjMcgFNiMcYTtmAAcDk+YDx5kZmxmICZmsAcQhDbQICShtZtudbd6qy7V1l17Vu5vvuvd71kef7iZ1aWWTTDzyeGMioyqyIqsvPWee9/znP/ye+W187sZ50JQTqfuWwk8r7831hXcuDFlMDUV9B4LVlfnB8MpIjYbnY2N7WPHTtxZu1MUVavVGcfxZJw4vqeMMTqbjvMr6dqZM2duXNsdT8euK6PQH/QTFPL+04/cWVu/snmz0WgT4frtYVnlfiDW1tbnF9rDYRyE3ngU97rVzRsbZSmjsKcrb23t9iuvPp9nk29/+7lf+C9+RnrNc999SQhvfW1ne3uXyFz9zBXHEYvd+XiS9Hd319bWgGhxecn3/cHG8MqlS8Zaz/OklGmSSOl4LgAwpS3n1upKVyUDBGRIwKw5qEVA+6Y5EO7dcr1lCEHgQLwW9xAFMAEojbEEVnAJDiPJDGfEBTLGBHKygAiSIRfABQIyFAgMgNVzpRBcSikER0ClSRsolGmUFEWBcDRllWC+6zplkVpLQKw+/Xcc3xjDmGQo4jjZ2Nwutb59a21rZ+f69etcyLIsAdhuf48LWWkTxzEQa7VaeV5wLquqStNMCO66bm3jT9NUCFEbODnnWuvxcDSdxtaCFAIJhBA11CFN0/F4bLUxxtQbpJrBwIXgYr/q+d6arn/fqe/eYbveYpkDrv3/qyZTN2Qy5roukR0NB4a0Aeu7LthiuLMxHm4OVfr8t78cTzeOHVsMgtVrtzZfPb9mDBYlm0x2Txyd316/qIotx1Hdrmg2GzevjatKXb9+eWNrR/q60CsXLry2vbOpSVjinLMoCrKxrKpS6VKpEhizyOuDdWPMwa53fxUJgXVdtTbGWGOs1WSNMdJxmSXf9z3Pcz1f1/giIa21Vul6p1fD22sQ+l1dr+aZfZ9UZQ+YDXhQpFnrtwawBjkyp47rI2pjyGpE4JzVYDzgWC9LAmSc7TMaCBi8CT7Z1/fQKqPLqqy3x1wKYIic1b8IAQVnglMFhmxNov7/mqb37z/soQVugVtgBq1GaYHTPoCeE3BFoA3sy3t3mXv3CKR3OYH1scjdCRAZR9zPqlsAx3EQERi31tbdm4goBHq+Kx2HwGhjHA+D0NPWTNOUgIzR9Y1SlqaqqslkWhSVlLLZbNyT3xPocC4Zk8g4ARhrleGMgUXOEam2d4GpvQRgyQLtx2clR44owAoEBkRgBSIh6DcragGReO3qPOgoqg8f6Ozp07/5G7+xsnqY7Zf/0N3imjeuXPuJn/yPv/H1rz379FOnH3h0NJrSAUmy1roAgAH7qf/073/rqW985zvPvP2xJwAPCJTf81ixtA+nBABAxs6ePQsAP/cz/yU7eJpYa6gW2ckSQafTvnrxAgD800/+zh/96ecYWNyHuO7fsf/rJ//Z7ubaoftO5apypLNfAV1PYowQsZYajDFVqatKEVVcOqy2nzPGBXEgREKwpImIGHAhHCkdBnVxvQEAXep6r/yWR6QlYpLrA7uzEAKJjDGe4wohXOlJLjyHE9F0GoMAIpKu25udO1h27O6Cq2meLlgy2ijFETzXlQy1qnRprLWGLO03AdWvjy214Q5zHdcqm2U5GSrLPhlrNEnu1EPvON5hHButUEgWeqHni6pIwsjfuLNJ2ihFSle+GzgizCrbnmmUeX7j9saJY0eyvGq3OwKZtTpN4lbYGdnBJI49n15/47UjR44cObokpRtPiqIgRFxbW/N8GTWOKV02m5Ey1XDYb8zNHTt+eDDYuX1ra3d3u8yhrGBmth2GDqAqyszxFDKzvnF7bT1vNAPH05L5rsfOPnCfkDBNdl3f832vETVu3Vrf3toeDTMuddScAVCAotHsShFOJpPnv/Py5devHz9+fGtrKwo7k+mk112yRo7H06tv3Ol1V6yBrY3pr/3qP3711eNHVhaOHTl+9fXL//i/+62L5299/OMff+97PvTVp559+oXfj3PLpCMYkuksL8yurd1SpYr8zrVrtxcWOlkSew43xlhFVlQCPYHkMMs5dyUXCMwyzq3vB4hYGY0IYeQnRUJghWQecwEFE6Q0FmVVlRoRJIJAg7j/QHEdJoRExKqqEEBKGfpB/SRK48Rorcuq5FSoPMsyay3ngjNprY7CtlKKMa2UjqcJY6LZbpVZ5rqIiEVRWWs51iYlAwz3TVO16E1MOh6TKKQgQEtkCCtjrdLg80YQosPBGjAFWV2WhVubhoQQQnIuKsbrW8P3XDJWGWOMrSqD1jA0aQq7u3tHjhw7c+Zso/FXguvhYHjs+P1RFO6NBmmaaq25gHe/+51nzpw5/9prp0/P7O7s9bozR4+cfPYbz9y6nT3w8DwwNJYGg0GSDAMfqjIPwyj0hO9yY7gnsduO+v0dXRRlwXVV+H5QFeXs7OzG5mar0zD7SBg2ng5WD88tLMzJ7UqbSjo8Todrt6+P9vY46HgUWwWdRrvd4GU6dh3+tkceZo54+rnvvH59cOvmrXa302509nYHg/4AiUXNYH6x0Qxnp8ORzsuZRguMVUVZUpVkhRc1Qtni4McTtb01ACAmeOi7ZVHmeR4GzohIhf7S/ByfpzSNdzZ3SeqwEYW+j1wSgbWUxJkxxpFMSs/zwqrMy0JzhwvBrWFlZZCR63jEbJKW9RKaTlPOpFKldICsZcikkIxxbcgCTKZxu9Pd2NhEzsJGYzgZTJNp5PomVt0ApZRxPC2yIgwCUzJdxYwxYy0XXKuSoSEiY81d/JLR6uTJQz/9039vZqY7nfbBlt/62qsvv7Jz5EQwyd2llZs//fd/qkoaS/NLt679u+ef2+zM7VUk/9W/+POjK0GjgVs7m8l4p6gyRP61r9589RX42MdmwgDn52eiphe12t+9+qrnNt735IPnz1+bppyg3I23j9136rFHzr527kpVJtaUoQ+OI1vNJoHK8km74Xd70UMPN5vtxtqdm/edOBJP8wsXXymquBmGN2/eCqNgZsbp9/NHHnmEM3zlpVerqtrrTwBgOp36XhgEQdlPyioVEhqLi5Px6OaNnZmZMM+LpeX5UtkXXnhmZfXo4uLixub2kdXDn/3M56uinJ2buf/kfVdfv9Tr9b793DON0DlxfPUjH/pZY8y/+tf/55kzD0xGg3/0X/3z1VX4ux/74EMPPXL+te++8vIr9508tbMzCPzo0Ucf31NZlhejrQFD0Wx0FxdWuzNdL3i1yCbJZHj8+FHXmPHkwnQ6dRTvtDueG7RaPUMUx7mqaDxOaJpWWi0vrXQ7c69ev7iz9Z1Op6krsbWRbm1ciSKHSXH9+mYYhmHQjaeZ4E4nmkFIo8AvqrHgYZ5ZrQsA7wPv/+h7nvygrnBzcwdIajU+eeLI1tb15dW5r379i5ubm+12N8+qIOzs7Y073bbvu4Nx7DNX5VUyme7s7iKA5KIsyq2trWQ87c70RqNRLWe1O83d/sBaMIY4Q8aQKsW5hLoUrz5zJbCAROwt77lvRWbVdgtkAAyAE3BAC8hQCGM1ATlB2O6EjmTACEi40mdMIIG1mkAjIy4cVJZzicTIMqhjMtZaqzWhASAmpRNoQ4z7jUZPMGc6zozhQKwsFVlkjBOBViZN8tFotDcaMcY4c7Z2drSFwWD43HPPMcaarfba2pbj8G5vJgibBCzPyuk0VkqPx6rXC8giEKrK5FnpOLXAKKRwPdc3mrK0MJrSNGUMASiOk9D3hRB5ns/Ozh4+fDgMwyxJa/vSTn8XEfOstAcMle+nBdTawH9w6eL3ugfvkgm+j9bNuVLKGtPptIUjClUwwZrNRlUmRmWn7jtUJKe/8qXXGLWbUbi63Hvu+autbmNpeSn0A07DItn2vWpxqbmzNx1P1pWmhfmZRssp14d9Q+MAACAASURBVNKXX3u+P164ef3GcDhywpZwA0dIIRzGGSJ8v/Xxrrj3ZnfnQR7MktXG1I7JvKwcz6lrpcMwdF23nqbqscpYsISWEBlYBItQT31/g9+QyN4l3UJdxmIBkSMjIlMUeRGPh8NBbcG1pJUq6vqffUfuvk6ARAhG341KiVqa5pxzVtd4Wmu0UUpXBykPAkDGBOdSCGutRSb2EbuE+8LG/w/0PUCL3ALfx6kAt8AZY8AlMWEJDKGhOhG1D9E4OLzYH8IRcB9xbKGGVVqCug/KEJK1YAyXTt3jCoSO6wa+NEZbax3HkY5QRoMhz3fnFxb2hoPh1k5eQRAwRjbN4qokKVlRWNfFEyeO3bx56555T4aO47uONh7nXDLuaAsAzHEcYKQAjNKGLFrGgRExvr8U69Ls/VkOiDFijJgBBm+WwdTAD6D9HHStNPP6tOETn/jEkeMnLd5V9hAA2H6VEb7++rX3vu/v/OUX/93F1158z/t+8PrNm/gW2CTAG29cvXLl9dOnTwlXaGUI7iFbvGVG2h8m4eO//It/8qk/ZRwBkNBy4IS1lREQWbfd+dQf/hEA/NInfuXTn/+i68gDbftNIVsb8/YfePfH/+E/+F/+6SdLKACAIQjGgTPBgBg6wnWENEJIxj3XBeT3NA9pMsoiAZDgTDhSMFZTGQCQcYlkuHQEZ8hQlZVSqo4IcvHmKVehKkDLiJAhRzTW1va2fYG4UrUlr9Q5Su4KyaSQQiATtQpP+/UYvJbdFVFSlboqOLLA84VAlRelSK21ijQyJFb7Ag1HL01TxoRwAosiL6rxJGOMBUGAyApF1lKaZr7vl1UFccYYSZ+rIl1YnPO9ppDD8XSqS7i1vtXtdsNWs98ftdudKldlDsPB9PTpU2u3bg/3irc9dOzw6mp/Z3vrTgwCZufkhQtFpx33erNbW9vd9tzW1o3f+u0v/vr/8AvWTqfxpNtq39m80+62Tp8+UWT5ZDKKouj48aXdnX4FSkqMoqgOcHc7nTjdC7xGq9PY3rldpFZyXwpfl3pxcWk02L10YfjhHzoNAK+/fhW5Oze3uLl9dXFhFZk7022muaoqzZnxXL/VgrLU/d1Jt7Ows7PtetFwkDSiXpFTmlRgs1u37pQl/PEf/xnD8oc/8pO9bucLX/ia48Kd23DpytWZ3gLn7skTZ18+f3k4qhaWV8gCMfKjIMunRakPH13cWN+KIgeRlCqsBcYJ0CAox5FcoLUVk1w6XOsqDH1NFiwBWCYZMEIAwSRnQgpHCipLQCqVUoyAiAwYyTkXTHDHOsgQq6oqioIhj8IoiqLalpynWaEUAGhQFouo0bDWFkWVFTlDl/E8z8qirBBFkqQ1OrY0WghmjCFNjEEQ+sIVwnU4WkMcGFrCWn2vDeF1iRNZ5MDAgK60lUZKicS10lVRWotVpaRrAZADMiYcDmRsffzsug5ZwzUYQ0KIfJoNByUArKwsSSFGo1EcV91OCwmUUpILTwqHS+aawOOrq4ekENeurTuMEPl999138uTJL33py0JAEuc728PHHnvH2vpmd6a7tTWM06rRYsaYOEuUUtIReZFYUqHvuh63ByfcWVaEYXTo8OGyUEVRpGl+fuvW3IJBacPQRe4/+NCZ8+fP//VfX0QLUSDmeq1JNhlPk0aztXR4bnN3d2E1lp5vifsurCwfjuP0/GuXfc+Zn58XjOdVbEzhB80sYUZR0Iwkc27dXOt2u2GjaZADE4yxQlWddug4ThCFrVZrPB7H8dRxnEYUSMb7/R2wND83s7y6vL2z5kd+VSlDVmsFZBqRZ40R3JHSd33fKFMp13MDN/DzvFQqJYtEZLRO8zyKIsGdsij9INRaAwlGlnEphAvEiAoiGI3idrvteZ7rupYMWLIWmC+YsMIRnMkkzUfTqXSssMAUIaIh4IiGjCXDANASEiA3jKwUsLI89/DbHhCSpWkKWJWWzS17eaHAwIkjZyKnHfqzYJuvnbvTn8LS0bmLr62fOLV65OgJounC0vLDj9+f5/HS4urrl662oufSGHu91vJSA/hkOk20VTdvb77nyQ/c2Rj15npkA4Rgd2tvb3evyKZlMU1iyHNYWuodP7aSZtOqap68/+j2zprSShlx89b2xz722De+8Y319fjIkc6hlWO9zupXvvIdL4DxGF58+eLZ+0/OLixv3LlTlIxJlk5tXsRz3fbMQluK3u72juP7k8nUdWCvn7527rvjSbqwuHzficMPPvjgeDrZemn9xRee+7Vf+7VT9536yl99OUvzd77jiY3NtUboR6F473vfV1VaCPGL/+1//9I3vvF7n/oXH/noidOnTyfT+Nnnno/j2A+D4XDv2ImjL79yrj0305ifbUYRL821yzeHg8Gpk6eFI8HYdrOFuszSdDoZrd/JdqeZ8MePP/6A0tncfMsPG5evXDG2MkYXBWQFHDkiVlZW3ri6sbc3SoqKkJ86dcjzHADY7fe57xltLamgEVlNmnSplWuksqQ0m06stlbrqZTuxfMXJ3HSbHQ919tY33v+hWe//pWvzC61LBS9dqvSRRj4M73W+tqdF9/Yi1qwstjdtJvNoNFoNGqHRaWK3e20yFIEiCfTNM2DIFDGTqeJH4VBEJWVvnNnN89zsqCUQeQCmMN5bZonIAJbd4gf+DkRgO9vDS0yzpEYEt3dcxNwQkvIawafRZCO60cNV3CLoCy4foNzjmSNMVaX1homHUYWmNx/TydrGRkDlTLIHEvIuBCugNxWJi9VXuqqrFRRaccRhNwNJeNADNMiH0yna+vbb7xxbTweF0Wxu7uNgu/s7m1smeUlmeXVJIZeBxzXP3LsqDFmMBiMRnEQ2EYrUJo5jiM9yJM0LzJjFefcdXwpXc6lMSYrcosAwrWVclwHyN7ZTDvN7NChlVarJSVvNqM4nmxt7YZhOBoNOOdGWT8IhWAcrbUayCCJg2gZHjALakC5YaABbL0pREJ2FziAdaWlAGBA4m5Rxz078v1dItWMFoaAnGpxDw1UWTPy2q1gbf2mdMXq4dVWKzz3ynfW3igXZjCdLj3/3F+N06RU42mGzzx7JYyg3Qo2N27Mzcz2mqIRBaU2vuN7TipafjZNt7auX792i4nwXe9+1+xcJ55Mb94cOFYxNAwtUgVga6QecFG3WRgkAFOPWnRX30O0oC0wQOCI2oLRliyWZYlcAoAxfr2frBUftARm39pg7l451Vg2BiCIcP+9ECxDC2AATb1ltWDvynEAYEkTc5Az0qpSRZrGk/HA8wLPc5CBUlVdc0iurSe9mm8MiBa5NQezkIMoGVrigAwZZ4KQOAi0tROZOUJaMKrap67hQWqx/mNN2SZkhEBgCIHQ7kuy98AF9weqe6kFAITACGwtwZO1eDezhfesh++jtr+ZIbN/s753d1XR3+DhRDiAwEIdltrXWuskFBEgr8tL9D64vg5j1aOdfUuJ6H6LDO4X5LC7ghgSAlljiZS2RhnNOROO44d+WeZlWSpT6ArKssxLa5juD/p7o2FaABfgOFIgNltREmfTaeY4UFMxEfHNec91O4NBTsTTTPVmWmt3NlqdtlIKJTHG+qOJ0uXhw4fLtJSMM8bSLO52mv2d3Xa7u7PTj6KoETWSJHel02g0B6Oh8BwiKopCcM74fmquhiJwLgWXRPShjzz56c99Nq6Ku84xhmiMYftNIYiIN27c+uEf/pGnn/7WM099/Qfe9Z71OxsHr+tBgS/ir//6b3z603/64INnX37lnAWqc350dybkgjNegyktIVn6oR/64I/+6I/XEnjtMbMHruJWq3n5uxcA4H/6n//Jpz/7eQBWx7EPltWbQ+TNm7e7nU6n0YiTdP8Ix1qyVgEQgAKV4z5H4+BSOAKvnR1cOAcNpZaQaUDcXwqEyASTQjh1q+eJEyc+85nPPPHEO8uyLKv8gGdoHMkFMaj5EqoCAMHw0KHVZ5/99pkzZwaDwcFBGiNNymhQpoKqDj7uL7UaYn0wszOOnuNzZADMapKu6zhuHZs5uHEMIQBnM7NLUkrOeVWUyAOtaruBrsqiLlogyyhTvu/pkpQqzCT3XLFLyfqtobU68DtB19VaT5Lyxu1brchp+lEOPGZxOom3SBVZgQTXXr9RrMw6UiwvNdMqk8x/6Kx84ds7Kyv9hYWlrc2dwV7xnic/cPz4/Ru3X+y2u7fv3LbWXr96++1vf7gs0mvX1qOAR2FEms/Nzly/tuUKJ/Jd0jqLc12hzp0yIWbaqNj8wuzNm7cEY88+9aKqsiMrTcH969duj0aTuflVV4Ynjp7e3YtnZ3taM9SIhjncYT7j3IkiB5mME+X5HUQUwiZJZa2XpmWeJ7OzK4yxL3zhq92Zhd3B7965dfW1V149tOgvLsgLFy49+WRvZq576Y1brVabhNKWggCG0zsoDdOVqkoD/tLKrNY69N1KJXO9HuOYTCee54aNkCNIzrhk3JFKAbG6Hc4yzoxRMzPdySizZVkWacFLIQRq8hE4WGON1hoYs8gQBGM8zpOyKMpSt9sNwXipijhFIQQScMkd34v8wAu9zEyF6xVFkWQlEQgBldYGyABJzoNGQISTyaTX623vbLYaISGORqOkiFummakMjPUDVyslXbeqqqLMBIeqzAXzrdYSeVVVoeu7XGqtp+NR4Ac1B7bRaDHHyUu1t5c6Ttru9qSUruvX8YDxZMIYE8LL0sIo1e40wyDbWE+LbGpN+bEf/vDXvvqVG9c3x2zsSDnfXejv7LncZwTtTmO2NyeZAJOXCqvKnLr/9KEz99/+vd9vtUTgNcKg3e8Pdvv9mbl56XtpXqAjwRUbO2WrBfONhuuLjhN5jjscD9zAu7M+/cAHHt/e6ftB8Nprr+V53ul0AOD+M3PHjx/b2NhI82xpaWljfXtjfdsSBD60us1UlVYw8DFntiqU157ZHEzSdG/9zsB1m3s7ibV2YXap0fC1rooiJzLK6Bu3b+Sp8oQYpZkqkxLYznjqBv40TQpVtbx22HQ9X63fGRCmZTnc3EzOnFmdTpM8nRjH6Q/SleXeJM00mpleV5vsyXe9Czm7fu3m7TubWTYa7U2UgVbTptOMMTbXi9KCsjglojgGorLZLB3PWVqcU5UZTycz3e7a7V3HBVf4xtisrISwYRh6bgg26x3qbK7faTajQlVlWbqCh412PJ24tmg0DgsnaHfnJ4kinjEpyGZJAu1GFI/2GIdWKyiLohE0wSajoZmboaqEt73tJDJ1e33t2IljX/7yF5XHZo/Ol9lo/cb0p37yR48eOb23m33601/tT8z8YvvG+rZFSPLtK7eK2bk2q+Cf/NYfV5X++Z/9oV5n5qd/9mcufvflSu09+ujZk6eXXn71G+/+wPuvX1v/08//BWft/ka/zJ3r19bGU3Xi6APveeJdvXbzgfuP/8VffHMcZ6UZLyy3b62PLr5xyQK88fq1nR0rODz+eHnm/kfbrRmtUq0rQzQ3HwxH2fETy0w0n3r2nB849x07mpaXFnsra7fWtranSXkl5z4yAZJrBd3O3I3hTY6wvHyo1+lqHbe7zRs3v5NnZRzvzc+1kXQ8Gb790ceSafzct5+5//5TYOw7f+CR3uzipStXb9++LZm7u9N/4oknV1aWrly5cuHy5QcefpD5cna2l+fpdy9eqEw6HKnt0XanMx953mw33N2N//qZF888cCRJxikjbq3vuMZxPQ6Li5x7jeFo8/CxJT+QeTlZXG6cO3/r7IPHpet/5asXpnFy4Y3zu3F/9tBqNo058uF47DlCV0pIkVeKOcLxnWmeA1F/b3NutpfkY993t7b3mq1mVqTGCm3s3MLs8y9+++zZsxcu3vj0H/5xPBmF0i0naasXznRbTIjBYHjnxlVB1YkjQbs7V2UVY87eeAJgdVnt7G5xDpzzKGpIKYCLRqub5WWlgAcOd8QwTvK8LCqTpxVjIJkk0m4QBoEHAEbp+pkDwKTrMMaVMYAsjuPZ2VldmU6zUxVl6ASTyci43PG83f6g25sZj/phq0NGFaoySmtr80KXYAxZETYl4wigjCKtBONeEILlKs+UJmOIobaIlnHHDzQMPeEXGiqtiypFaQsdDydKVaa3MMsYLyxLFEleNgJPkS7RXr25ZpR85dwbxhjBTJKMWt3OO594B3Ln3LkLrhOurPpbG3vD6a3d0d7hw4ePnTi2tHL4/Pk30rSKGuFgFPdmokYjmIwGVivJ2XQ02S1Hcwsz7Xa3NMoQEToyCKWQRpcPPbwS+n6WTG/cuD5NJsaYeh9x7cYbZZaurKw4wmFMcya1ynWVu5IZa6xWDDkxbiwhq5BZS6U1FedCIGljqNKgCGy9FSSDhojF08JohihCP6o7URwhwZLRpGpFgruIrNSl6wWWWV1VruOXacLBvve979hZv3L9+ivjsT11emm+w5e7+ANPvGtuyXn55S8K3zz6zoXt/i301YOP9Bi2L124vn5LObR5fPlspWBje3Tz2s7RE+Hi4uKhpWhjc/j5z9/+6EdWB3u7w72R4MHycscaqFQeZ6MoavbaQdRspEpp4ShVMY5+FM3NzzDU0kHGDvonuZAySLPy5q3NymIYtZkYjSeJ5WlDl1I4DCyz1O7OMEO+8AC4JcNIGWuM0oHr9we7iGymt5gkGUfH6Np/RoBKUWkhRaYZ1l4zro0BqAki5DlSa13mie8KL/B6s23f5UQkhHCDgLQmIiYEmbuqF6tthYZkXU2EBzhJRETOLQFzPeBcJInXboGLgNZMU+HJqNmosRgcMckzJJCMW23QApdumsYA1nGlEIwYHTQpAiFZImsNAAPGEAVZslDD2+rBzRAAgAEkC4bAAjBrmUDOOTfGGG2jMNJaZ1lmjAn9gBCMKq0FEGS/l+uAd0khdQXZATPxrvmtJlQgrwtOaygCIENl6+CJlpJbZpVSBFBqHXieRjIMuMtyW1ijfelaWwdnbG39q7219UxxMK9aOjA9aqPA7F+k40kL2qCRISLS3jQudNxtt21VccmTvGw2XZ2Vja7PJausAQ7CAUNkjJ5OEs45ABcCl1cW79y505vpvDnvxdN0Op36vt9stC1BFAVKlZ1OBzlUpooaHqFnwXiOoEpzBDRaFfnO1sZgMHBdaa3mXBirsrSoWwFdN6jTusjIkramEtzhQhDjZFFZI4X4N//695aO3Vdn/QgPPJr7M/mbH9dv3PrQhz/6R3/4f734wnPvec/7rt+4+ZZR/vz57wLAr/7qf/3TP/fztXZu8Xu+Q31mRIgG6NmnvgkAr128YPGtY3yn3frzz30WAH7x47/8uT/7AtL/85HA3Y/f/uTv3L7+Rm9+6R705Zuf7/kN1ShOREsGiUDvF+YCMLBoEZE41WchZEAh8kozBpxzPwgA4Od+7j//P373n++jBckeSJwH/iZGCJyIfvM3/0cAmJ2dnUwm9wZk7wn7vnk8ZrSuC2bsXQrsPblaBOKsvrFJ7D87wAIQZ1qR4oYxZoyxhnMuOAcpIQgadWiXA4JSnHFjTFnm2lSIoCsCkpw5Qvj1oR0yajUbZDWgnOm1EPnG2oYlYw04Ljiei0w6biAcN+6Xo2kRRn4YwTSzfG/k+X7U5gAgXMmkdFxfup4PYFrw6qsXhyN95EjQ7XavXFyXDMjknU5buv765oYfuIEfGqPjaZbE+SQZhYEjReA50Wg4cDzpOFIIz2hsdXra1iUZSIRkUSkD+z4HW5cj1yVEjAkAMJoORHvmOF4jAs/zfd/X2ho7HQzSl19+PY771gJn3mAwWruz+cBDw+XlxVcuXC2UCsJObmhvvO05PAxDB0ReZEopzpEx1miGVZWOJ4P5hd7qocXBYM9aLR0pPem7TlVkRZkRmLop3O6TqRlHLlBo1HVzHAAhGMuBMyEYR86EEJxLYCgEc1qRGY/jOEbAbrtd13iWeZGmKRGUrCRG5KA2JKQbNhpGEyJL8wKBIxMWbJJlqgJjLYBNk4Qx5I4UkiMH6QouhYGKiCwBAmecIRLnKCxHAquNNab+DJY4MoZQ5xoQ0VhlLXie3wgTQGmMKYqi7oFshCFZXRal50Wu62ZVlSQJA+U5EEUhgdnb2+GcG6OSpJifmX3skUfPnTs3KUfG4uWL47/3n9i3PfzozMzKG69fW1qaOXXqVLK7e/Pm7VbUFFzmeSk9Eo4slRolU84kR3A8NwgrbaBQZVkxpaog8IPAr6rS8wpjTLPZXLtzu6oq13XrW8B1ZRxPp9NJlqW7u7uu61sLngvGQpymUjqG2VxVe+NxVSUcRJxWZWGzzBR5Wm9bGbKyzI3RxipjNBdOs9FgMC2yapykZBhzHd/3/TCUgUeMKqN3+puBK0+cnCmKgjPZakCexg7ncRYjYqfrAUPPC1dWFhZmw6tXL7366ivHjx/vdFuTyTTP96IQLLHZXkO6UZaVjhMZ8Ndub5SVaUZgLQgODKHR9AZ7Q4bGWhU1GWcuEgIIzkAKuV9SxVAINj/fS9M0TYooclZWDyWFRmttXqVpmuY557LZbCqTlRUSARiwSjcCP8lzVeUMqREywaNeUxMY3sS3PfLA3HxPW2WNeencud3hMAwDW2UzMxCFPreAwDe3dgGgPxr35qMPvv1wv3/Nj7gfOVtbm55vfuzvvns6yS5feu7Bsw8YbYqifPqpZ149xwim5y9cVpoRupbE+e/e0YVhKGc6jW99/elb1y+/7/3vPnni8OVL5+bmHM/nDz/2EEn65rf++sn3/SCBx/gdxvjmxl483Q4jZ3FxcWcn3d4epFmlKkgTrVSeFFbbcjzNXNfzAndxZX5rbSeOTfdw1OnM9Hf2lLFoaHVldf3OnSzLJpMRirKohlmWZEX54EMnmlH3mWefmgynDz/0yNHDx3d2+tevX//QBz/Qac8wLm/evP2pT33qgdMPzszMve/vfKDT6cwtLD36jsdefOmFD334w/29nW+/8O1pmhw6ury926fKOBwno5EQ4sSJlTjJ4iSZJrFEYsZmSY6FUgpWT6yG7V6a95VJQs4Ii1JNjxztPvy2+5XBc+cvlGXR4AFw3BvtOQiNMJyMR5xF3flenmXEwQKlaQyMzc7POAsdq6qqLIVkkdccDgZE5LnB7s5OELrHjq4m6eCZZ75WFYkqcq1LqrTRRZkkwCHPiiBoLC8tJXEx2RsWuWbMLctScuY4Ym5uxpLSWgOQIZMmVZZWeUmMI0lp8lQpYw0IyV23LutmSqmiKJQurdKI6AUuF5wxfvdZyjmsrC4N90aqrCTjRZZHntuIgqgdBJ4rJSdCbaw1FVoyxlgiY+o3MsdxnNSgC5yhBeQGDQFAaaTk0gl8P3AcRwqByKdFpqBkXHIpoigMAkdp4Bw8Hx0Xq0ohM0I41qLvByDy1y5eWF1dPvvQo9/8+nM3r201WzOTyeTd734sCuHK1SvGGCExCBoA0nVwZs5M4mRrK8nzK73u7OEjJ44ePfbquUuTOA+jxnAwnJttzs7OTIejLC2XFpcHo8l0OlWqcj230LoRzgBjkvOqSIui0FWVJdNWMzRaAyPOHUR0XVcVuUDGGGitLIG1tqoKpRSiZLw+Wub7veV3eej3eGaR2Pdu7RCI1TWP37OTqWsqCRG4BUaMSdcBJhhApUszzZLxIB+PvvXNr77w/NPzs02/4WVp/4Xn3ljsganG7cbMwnxzWvaffX6wvAqFzvywe/n85SQ2p+6DQ6uL33nhIjA4ff9Mr1fG4/zUqRaB2Ni8/a53BesbNxzRPX7iLBHt7G66rpdnJVnN0WZZnOZ5UanKGAsQeL4MPC4E5ygEMIH75AnuZEUlHK/T6xa5LcrdPC+SLHUCWanUaBVPhmk8bUZhPB3HkzGXjtK6hrZJ5FWZt5pN3w+KshRCNJvNyagotYZaM+MErFbB7k4T7MC4yGoCO2NMSImMrDGbW+tGaSISQiql63wEwl3IZK1po9YckddpJCmdOrhUl8owxhD4dDqNooA5xATmeR4EAWOMMVEPXVVZGVUyDpxBpTQAMMe1Rhmi/V58VuPk96U4uOcaqO55pLtyHdtv5kCL+zp8bZHcL4G7tweFQ436rmu+DB7kGInulv3Yu9LRvswOwGv+/IHaeFeQpjordqA34n4/ibHWGqirWZkFMEQGDKEFxqguyEdusf4BGN/3C3wvaRLvmsbrkZrhfh8MaTLAQEouPYkiZxY1mdrGxfh+0Lgoc2U1EXgeuIHnCAe0rhNeiABoGWNhGFZV9ea812oGqspcj4eRM4knnieKqjA2JwOVKslUfhCMB/1es6XKlIWeFyBCtbO7rirVbAR5PvGCKPARgbU6vhkV2qTWWmCldBzGOVgBCMYoqv9DCJ944rHf/uTvGK35gbW5frHeNNQeyGoEcPHi5f/sZ37uK1/+y2eeeer06bOTaXzv3DWNEwD44Ad/MAqDaZy4jvxnn/ztn/iJ/6j+6uadW9Pp9P0f+OBOfy8Kg0Orq7v9/vfbdGd63csXzgPAv/mDP/jcn33hb2PhHQzHL7740kMPnD1/4eLfPhtqjN7Hm9wLgtyX0dCYCog0AIFlDFVVAcAv/dLHv/q1r54//+rdbhi4xyaOiAz5v/yXv/+hD30Ivtcjfg+DnmpEbG3g/B4Ju1Y+D1KCjGrV0LL9f8Ly/SZfqJtjGGMVkTW2vue5FED7ZT2EWNfUAoBGwznzvJCxkEhrozhHIbiQjIgYQyl5oYiYsxeXFbki6HktXeSp5wrPkcTY1qjyMnRc3l44JCQfDIdOMwLGMss8txl1fQAYTTPFfbc1ZzZ2dwZ7ZVkcOXyoN1uWZWbJPXX/CVPZ69e3qzJvdmYIvMpYm2caTKsZ+mEgYuDMMkfoAnrz80vLC57H8nIyjlMGACjHcQpgKsMd3zNojFGMI2doDTBlmbRAlkmDAIXOjTaInDnAyMgAmDQac8spbEohWllazM90mx4Bpq4LRw73VleXL165qZQuK63ZVLhRFLYQWKsfoAAAIABJREFUDCMhOTZCCFzfGE1Wq1IfO3J0Mh22mtHC/FyzGSVJarRGsJ7jBFJIxoGAAXeE0ITGMKg5vg5KEAw5IhogBOYKYfczdJwxzjhHDpwLz3c5545wa0Iul8KQtXVNEAAxtEDGAIGJoghBZllmjK0qxVl9EAZEyDmTUjqOI6VMkoQ7UkrZaERCCF5vnizV4Zj6LYVzXrd7312TeNBkW69bawxnjKy1hnwvCHzfggDEJEmtBd8XnHONWNsVHMexnhtPRr7LXBestUmSGGM8zysK8D3ted7Jkwudduvy5a3DhxvtJl65dPnHf/zHnnjHOy+ev/H2xx7/8A9/bLC9feP6TUewdrvturlGUEoFDDrtdprmANRsRo0w3NraieOy3XJrzIMQvKqKOjURNQIphVLK85ww9LMs2djoF0VBRJyLfn8QBo0waHguFUWByF3HZyiMoSTOkFFl9Xg6EsDb3WaaFEoVrhcWZWLzMgidMHQM4OLCfDNqMtjcLft5VpSFYowHgR+F/s7eNCsS4ThCsMcefeThhx780pe+bIztdlFVlVKF53lBEFhrAazSxebW1sZGmmbxeFxt7w6D0BsMpo4rZue6RaEYt6src3fW1uNkoA1Hmhw70gujiHGWpulgNFpd7lideT6bTtNmQ5alnozyIAh8zy3KvCwThzPGaXcvffDMybW120qBdCnNR5VmymRG2TgZpem0Eflh6COi64pGszEaZkWiZ+dnFr3OTn97MqLAnbYa/vH7jly99vpDDz/8jnc+XpZ5q9eajocXL1zizOXMS9PB4w+cCoJwNB1vbvVfO/8dlOzo4bYbovSyx99xYma2/corr/Xa0dsfeXIyTC5fus5QvPT8q9vbA0tqZkY+9LaVdz/53i9/7cv9fjHTdd7/5GOrCw//+We+cut2UirVarvPPHN5a3tnOCze/tjJMAq/9JfPbvf7rXZrdmb25ZdenUwSpaxW5dNPPyd5cfrM8aqIX3ppI020qkAKR1fW2qrT6GTZZDKautK7fXuz2253u50GoNuIpvE4zeKV44vT4WTt1nhmptXttufmu3kx3ty6leSJELLbjhYWFqbTyeUrt1588eKPfPSDCwvzWRYJx0HOv/L1bz7z9Msrq4d/8MMfvXTxyuZ2f2u7X+mq0Wy++z0fOHby7J3NHWQB4/6V17e1pYXl2SBs6gICvz3Tm9vd66dF3vOkIKPyhHFZH/f3+4NBnDiedoJwe3tzmibGcMeJtrY2Kw0zsxERCQ6PP3K22e5dv3Kpv7lzZGX2oQfOCs7eeONqf1gYYljZVm92YXFOFZPNjd1Wo5EXuetIwcrF+e7MTCfwYGP92osvPIUCPQfm5juc2TznaZ6MJ1WSKmMpCJ00T4LAIjrSxayorFVSMiBTKa2r3BrtOFIbtTA/WygaDKdxUiBy1/NKrS2UAHZ/IAMT+T4gk1IgcKXqlnsPkBOQNUyT0VojQBJPo9A5dvbEjdevQKUkL7XRoHmVZ77b1FXpCoczwQAEAzA28APBuWRccEFcOEwgkgFrgVljKlsBYKkozpKsTJrScT1PaqaNdiXTZYyUE6Tj0Ybngt9baLccUxVgFUdHCEehSPKq1529ceP27dt/0mkvZVlxZPXI0aNH8zy/eOHiOB5PEtXqNHZ2RwxdIBZFDWOU6xAS39jYzWJN5HqO64cBlwx8WRTpznblCThz/32uEw3H0yiKuOCTZNiZ7RFVSZIhWQ7WAHqOEAIPHzoUBgHjjAiKouj3B2tF5fihEEIpYywQSc49IVxAiSgIGFkkQAsCgRlilohIEki6i9iqwV0kgATZN5talLbGgpDCEiNitp4DAYjQajAagBNy9F1fFRPBsduOZnvNwOeVnnYDz/Hg4UeXl2ebnMPmzjoI3g5mPvaxJWPtaDRZv7M1nZrjx+fazZnRcLRyuLW83BFSVKo6cfq+27fXt3cGecoqZbvdIE3ja1fPVZXOkjTyA6/ZFMizLCdNdVmg1dpa2wyjTrMVBCFZjUCmMrruQwAD6ASNznI4M+rvtZuDVjMEqCyZMGrdd/y+yWDs+6EX8tm5ZqPlWQKmWF5TlYisJcHlcDjIsqzXm02TPem4FkgrTVA747gxDIEh8P0gVV0eW+8xOQghuEAuGHOl4ziVpbof0nXdej+olT2A4NWzIgiHan+itqSKtN6XK6WkdKIorEqVl4l0tTXa86Qxqii01loIp8gLx3HybJKlIyEEZx5AxZAcLpTRaMkaohrbsJ9rq1/9esxChkjAiPbTWQe1uYhQ187XPYjAgO3vFiwBWKVKImAMmcMBLFnL9msc+QHIHd8qKuGBXfRgW/49QT66ZxKtZ8j9RhJBxlhFYIBzyRg3RhurbQ2PYoiiphvULHs8MPzRW4Sofftuvb+uLw0ZABht6gQLETiOF0XNZDRWqj5LAdflAMgZVKXOx2WWgueBQBb6vlWqLLKyLJFBWVKaJpwj3BOxgzgZNpoeAOTZtN30LdFKe3443AvDUDjtzc2NZtMPfdFpNlJpGGNh1ClUGcclAlgqjS2EDFvtdhJnYSj9sNdqt8qyzLLMcRzG0BoUwhkMhoO9KUOHcfYLP/+zv/AP/qEAZhHpnkgrHrwOb5nIvvvdi0+86z1PfesbV65cfPLJ91+7fuPer546deb11y89/c2vd7td3/f3Jax9wAM2m81XXvoOAOzu9gHgV//Rf/OWSWx2pvcnf/SHAPBLv/yJz37+z//2ic8f+bGf+N3//X/7xV/+lb8NyqN+du0zQ99sf6mHMVHP92K/1RaJyBhVL/HPf/7zn/3M5x548P6iyBDRIjDEe1uJ52bnP/zhD1+6dOnMmTP19783inq3QhcPoPNvMSXXEh+/2zoGdR9efUa0//frMxZmSCBaS2SsMQa0sZW6e3Wc738PRWCM4QKFEIigVEVkGQe23whsGWMkGLEgbDamaTpKho0was8u52kihHC4qGV11w9cjzW6vhc6mRHtObe+nFarVf9UhQbF/JxkBV7UWqz2+levbc3Odput+WlSmao4evhot3f49devGWJpocNmy3XdaTwaTMZ5fzCZlMig2RyUJYSh2B2OkjR3PTh5amlpYSFoOeNRkhdKG8uln5cKGaAQWN/vloARZ8SFIYtEFaAVsuaYMdc6SumyTK21rWbHKNtu+VWeIOow9LNk+gPveuT06VN/8IefkxKanjdJcy7ddnOOjK6DEx53A89RugKjyeoiT5cW5qxWe/3N3uxcr9vKkiSNp45kgeu7jkjTHBABuUSGxA0QIDFBkuo8LDLLSAAiB0NVZQBQIOPIGWeMizTJAaAReTbLB3vDxHWllFLI2ntJwAB5WeZSuqoySZJOJhMiFFwCgNbKdd1eLwKAul4sCIKiLIjtn0roShltgIjVj3FLdSCBI9NVfRgPruuGflCHBpVStcEbGOPApZBlVWVplqWp6zeiqFmUpTFGSm6MKcoybETWWq1to9FgYB1Be+lka2trb2/Q7kScc2MAAKIoarUbYRjMzztFoVot/Lf/9ouO4/zKr3wiityHH37Y43j+/LkkHR09dGhxaWE0Gu0Oh1pXAKYRhkpX1toojNqNJpmq348bYUhWScHKUknB262G60jf9VaWFossNUoDWdeR1pRxnNZir+v4ruv/35S9d5StaV3n+/s96Y07165w6uTcOYINdpMaQZIK6sw13rnKcBVQlDuOiqOyFms5o4PjzFzFEWUkCahcRJoMLQ3Y0E3TkdMnn1PnnMpVO+83PvH+8VadRsY1d+5ftdau2umt9937+T3f8BmPx9Y6xngtbhJCpaz254Iw5M65JMkY9drNmYk/0bIMQuYcUOrV6yHnPC8zdHTYn4xHGQJrNmpDM1BKXb263B9sNmdazWYNCfEFPX/ucqc12++NZ2ZmopBsJVsAyJhIkkmWZQsLCzMzM4CO0ublpQvducZ0MqYea83U+9vD48ePlaVaWlq6dvXc1vr2Zg/CAKLYm5sReTmdjCajUTpJACGdmQkshuNn17TTeQFxTBkllLkQibWOMcY5TCYpo0rKVEmIArJnoeNIcPXq0jSFIOCcgQMDaOp13wd/dm5vLRpvbfRP3niUEJtmfSvLmW5jYbbT7bZXltk9z7s9ioMrS2vCp2fOnhmPh4sLR7UyvXz1yMEjlHjDyeDM2VPnLwzjJlCRvvJV9//kT79+Mlr+m49+7L4X3haG4bcefXp9eevQwZNXlzZGk9Rjfn9QnN40o9HFza3RxlY2GEKR9E+fPmdKvzvXvOW2k9PR+PTpizNdSKeT2U7z7JmlRrN+5x03Nhq1tfXVufnFvDTgehc2riwsLES+19tevnzpSi0ScUgEb2uFZemUxOlk6nmNOAink6mL+PpaaqSNw7DdaefUtlp1ZwzjMBxsKzk1WhTZVBZeoxFTvljI3PO86WRQ5Pm9L3ze999zz2c/+/knnvzWffe9aGNr/JGPfvj4icN/8d733ffCF7z+9a//8pcfimqNRntmcWFPqeR2b7vVbF28uLx0ZfPDH/n68+4+GIU6rMUW3aOPfme21Yqj+uUrV/M8b891lZUBZ9bjtXrLEd6ZWR+o1NgsiGPf56PxVOmS0hARNrfWx9NM69Ja46DU5WjcSxsx4Az4Ium07Gy3PRqQza3Jdg8swL599NC+2ZnW/i8/uJynvd626nT8m248eOKGk8vXltJk65mnHv761z63/+D+fm97trW3P9CFzKy1fhhGUcSZp7Xe7vc2e6O9ezuHDh26snTJD1iZF6NhjxCY6TSLTCExo/4UGSaZGk8ypcETXJfKOsqcACfBai5ACKpNUW2EBV4QcY9SQZAVRQHofJ8GfkBpSInhDPbtmTu4d2b5fE7R+iyjgYdEM2IpWFkWVmsLxihttRSMttrtuZkZdNZZoBopoHUWAAXllHvC8xGps5kDI61SNneWRL7nKJXFKJlOyqLPSRIFBRck8GQYmIQbLSXDwFitjVy6fHllbfnwsaPz83suX1y588478ySPoqBeD9qdmtTF3v37lIEPf+hv+70pAkRBPB5NRgNNiZYaPMwQDbHOGqWVsk4PxjqOIQ75hcsXD+w/FsfxxtYm90Wr1V5f3UKO07FDAu068eNYcHAUW80aRSpLVeRlkedWmorqCuiUAQBKCKPca7ZmjXFFqWWprTWEMgscAAkSA8SC54A75wBoFfUCRwE4OOucqpoeLbhSGwsIVDigBq0FUnXqEEsROIJQpeEeIwjLV5cG22seyMFgzWGWS81EeeT43qOHFr/98EOtTvPg/OE6qV28cnF1o3/lymhuLpClufnmQ57nT0YTIMXMHKXCSFX2B0PlzGx3IcsMQnrlWnb8xI3nzl7a2NrstJtBMKOkZAEXgvd6vU6nefDggf3792VZBgDtdlMIAYCcheCAMeIRBpRW3A0AYJ5Xi8Pvf/E999xzB/Eoi8Ikm4aeJ5jzvMCviSBmBnJtnQWHxBAKDAk4UhSFz8mrf+w1iPiZT3++0ZzjljhbdTcQQFbB1h0gVFVAAA4QHbEOCEGtXZ7n4/HIqbLb7Rqly7JUShNCdyoiA/rdfk5rDWHkOpH5Og+92heOomg8HiPltZpwlNXr9YrNqKSuKDtlqbIyAVSASKgl1FqjjQSwDmk1qlU7wMTtTHIVZI46NLhb7OqeS2oCVEhD3Hl5uxFbtNYi7FAxBGWCMXQVVspWSocFCs/1xLrvsQBCxSLGqhbDXZdTKn0Pd/N/CI7shuyIpWh262esA1fZCh2AIwQoI2CROALgzI5lFXbg8bsVpbuogh1IotuJDjsLOzxuJnxjVJpoB+lMNxAiKIoMEYxBIQJrLWNOa+MMcAZgYTrOwILHwBmlpRMClIIyz5E4Sgn7rllEc+ENh8NWq9Vq1Te2NrMEWu16rVaL43hzY5lQe2Bhj2C0HorRaLi4uMeiU0r2BtuXLi3VarVms9HpzAzEgBBaEyKKozyniM7zhBDCOSK4n+d5H4eAJvDDV77ylWdOn7rnnheOR9MdjO7/IPBfn64rLfXKlWsvfvHLvvnNf/z61x/af+CwUrr6g8OHDj788NcAYHFxMc/z33jHb33sr/8my4uqEKJq8HvpS178vj9/7+xsFwA+8uEP3XrHXb3+4LqN8/R3ngaAf/vrv/H/a9g7fGj/tx75RtXs8j2lQ//cvGd37cFACKkyjYj4nAuQEEqgikdSJLaamBgDgN/7vXe9/vWv/5Vfefsf/MHvVVL17ibEzjj30Y9+LEmSt73tl770pQcJIVVjHtklClaFn3aH2OCq23fpEa5KPAKie44XCLjrYWa4cwwJQuUJJIhVZS9BrB5y5/0immrIRLTAnHNGAzgLaLW2UpY7HxnEUYqMMUCqnE2SfDpNjTFK2uFwgtZdj/YyJEJk1CNmOUNmoyiq1dj29rZzrtWScRwDgOdFckwGwwwwUDrft//4YNBbW1vLC7uwsKCp/Oa3ntqzZ1+t3t5/4Mh4LAulkXmOMC+qBXUexFNKMa5F166ueEFdG1VIYD5VRiS5IxiUOi9KbR3GkVcWmiKpNoGsAWPBAdmdzG1VXcU5rQ4vpUApAYCyzIuyQMsbcUMVRmuZl25+oXHvvfeura1NJhPGgPqC+dE0l4NBrxbFjUYLwE5GhlZIAp+3WtG1axcZMWEkptMxpW7v3r0+rwkOYCwhSAh6HtfaGq2RemQn3W61MxZ3Ptoc7qBUq++CHRsvpYQSyhg4dx2kWzFbGGNACVJiESw4iyClriii0+k0zx2Ai0KoZF7P84QQ1RZPnmba6CiOgO54pepxjQJWbSvGPSduV41B1/Xnqg28KvPcuSIcIDhBGUVdllJKxz3LBa+skoSAUqosy0ajQYBlaRJUjEFiEEEpZa1J0zTLMkqhLGFubs4LgytXLodhGMeBVHJzc/JXf/V3d911x0tf+tLDhw8PBoOnnnoqTfWePXt83+8PB1KW9XrdWjsc9RGAMe55XAjWbNbHwzHnvPKuKFVyzowxjBHOqbW23qhVT80YO3Bw7sqV5el0KqVrtxrOuSTJCQFGhQ2dtVpKaYxjjAMQaw0CtdYWZYbowsj3fY8yTommDJXOpSoGg/F0nG5vjkKPzDQ7nudFUTQej6SU/a0tS1yr02rWm9vrg6efenZ1ZQSOUYZlKSkleZ4juoWFBWN1WZbC44PxRGoXRCLLQarp3Hw9jv1Op4WIvd7GdNQPI75XKIqMCWJ0mifjIpecgS8gT8eMesoYBI0InIHgJEuTLIU44khcKUtE0ZnxuHAz3ZDxrN7wDxxc6I8KsAoAglAQipyjH9YWFrqD1AQBp8whmMjnk2yEzjaatNOqC06uXrk0TYqZbrvI02arrrR89sxpY2ySJEZqo6DdnjHaOYcrq6vch0LC/MIMoe4LX/wshXTY29ZFvrK8Rqi3dMVdWTrjCWjWIt+LfI87UIwiI/5LXnzXNBnVa51Oe37UL7lYER56Pgkjd/fdd589fSFJijhq5JnM8vWDRw43W52izJvteGtzUNXSyqIoCyMldFp+t7vQ2yqnSUnQCUYdmDjwrSsRmOD00KFOHNfBurTI1ze3ZrqzWmYb66sbm9M4gCDwSplubSnCurV6jeXEOOv5PI6iz3z2UwT53r37KdBPferTP/uzP3no4P6TJ2946Uvu73Zaz549V0h99003njhxQ57nGytrxthry2t79u197Q/96AOf+1J/MJ2fW3jRS150eXlpdXm9VIYplee5LHXNWKkNI+CMldpQB0DJwcWDcbteyHFRpmHoWwSlMAhDWboGYd25blkWZSk9wdC5XJZGAUCuyt7mxqDVYEcOt40ZlBKyUW/1ygUj661WcOtNx9c2Nq5dWy3SgR/glSsbntAHjxxkxBid+QLqDZ9zpo3UFrgjzhJtIC9Mvd7RtldtiUqltrc2Go1ao1EztlSqNFa2G10Ep4ze3sqSFMIYwkAgEyipY5Zx4pwyVhJOkqkhFMqyLArle7HvMcIIY7612lqQUjlXMqJ47PX6a8wm3W6kyrIsk6aPflCfada57wWeKFQJ4AigKnKCzvc8JMSWspTa8yMgFADBI0gIE0yVygFQSmv1Wr0RIkJRJAZF5MVopM8h8Ewcwf59nbKYUsyNnDqVEBsyavK8HA4HcVx/yUte1m63T589D0DuvvvOK5eu1Gq1gwcW+/311fVlz/NC7mlt4jjWyjrnfF/s3zcDAOvrvTzP63HQbjWox3v9jTTVngdCQBiGzaZvjBlPEiUt97AsVWWBi+uuFsf1wPMIoNV5nn7n6W/nWVlmuVIGHLEOeBQhYdXXIiUcGSfIniPIoXVgHBBXYb+dsGAdMHDE4U4Px27DHwHHAUx1i3HojLUOAYlxO7hCcGQH92WREAZoCeOoil5vq7+5Vkx6/cHabDdudRxSOZ5s5nnY7tYnSVKq8tLlJaBUKzQaPBEX+RQZvXz50vam3LsvPH8xO3RweujQsSAKl5e3Dh06rtTVU6eyV/zgSWtllo8JAqDyPD7sb5dlCRatNe126/ixI90D+yCXEAhgCMYCEJC73NBq3gMEn0E2Be20zHjIRAiAEoAHgTBKB6EAZ4FYygDAOKt39CgEhgQQVJn7NW/fYndtc926HFxeKm0MBQCwlCAQpM46RIDn/LGVfkQqt6NS5XA42tra0KWmSK211bxXdYESdLt+Tqh+GqcAd6pGjX3ONZYXShs5nowJQS6aaZrrUFqrlVJZVhCKxhhwSNBxThmrEkLWWVOl9JCQ58gmOwta3FlmVpIbQfiuyonri15E6pwD3DUD7siYDhEpRWst55RSCtZpLZ0zO/nFHZWkQlNU3s5d8QN3F+EOHO7oe885DeG7fguIiASRAN1ldzMCqHSptfY8Vtk/sXLSoUOzq1vv3NP9k6rW5x4fnUPniN0tl3EIjFLGOKJTxpSlMUoRRgEI555UkhKuVckIy6XinIQhJ4SOxtl4nLXqnFFKiBGCCs8JjyG6JEmem/de+7pXjUajxx9//M67bguCQLtyc3Nz7755QjAK+HQ8tE7fePxov9efJsmZcxeEH4RhAASXlq6mSTm3sCil7vUHGxsbjLG5+fksK9I0qdrbAQilTEoppbTGOjQ333zLk089ecftd5w69czmxuab3/zWp596upASCbHOXo/w2d1/vNu1d16+du3+H3jlR//qQ+95zx//4lve6hy8/Vd++Vfe9svGmF/79d946KtfW15Z/R7MCyJKpb/wpQf3HjwSBsEdt9367v/4+09++1tvfNP/+cUvPdhsNj7xt38DAG/6hV/8u79/4H9lzKOUvOIH7v+L9/43zjkAnD5z5mv/8OB9L73//xMs45yphiNj0VWX0m4bChCHSAkwgg7BonOUEoKumhm0Vq961Ss+97kvPvDAp06fPoW7fT7VWf62t72dUnrzzTceOXK0ug4re1v1et761rd+8IMfnE6nuzChnfPYAvzMT/7UPzz0ldWN9R3zp3O/845/91//+P8eT8ez3e5XvvyVZrNJCPmJn/zfqnG6esZ/9cY3/dtf/41qpa6Ues+f/PGfv/fPpuPRL7zll77x8MOPP/Zo9cGCBD/0oQ+++c2/UBTFyZM3vfz+l//qr76dEPLMM0+/613vPHXqGW005wwc+iIAAMG4lNJofedtt7/trb/8ile8ouJ3K6V+87d+/WMf/0iajCbjYmtry/O86aSs1+sAYC32e9NzZ5fyNIuDcDDMtGHzew45p5PUCMatE/3BpFlvjSapI5R7Uamssdz3hR/UmAgcWC5Es7WQZvl4kkoJM3NNbbw0IVEUGpOXOndOOBIomwHlFJh12lg0Fh1QQGYsKqMcEiY8yjkhRBkppSSEcOEBwbLQtYA7Z/zA07VY5sMTt996/OTJ973vfZQjE8IRrIURIFWlUrrUsvB90W41AsGKMtMqj2vB7FwHQArPazWjQiba5FEYGkvLVFKCgiMCNUZbKynnpApaO2utdoBQfT7u7itQBO4xRM4Yo5xTTlAj9z2ghPu+1cZZG0QxIURpW0hd4aqINUpprU1ZSikNpWAMVHwEROMcaK13qH2I2hghhCNYFIW1OvR8zjk4s8NgtY4QJIR4nud5ntZaa319A6Ka9CrWNljHkVJKBWOlthSBVX3SZqerTGotlSGEhH446I+KopBF7nHwPGg2m3FcA9TT6ZRSYJQZYzZWV/LEWZV2WvU4DKObvCef3P7TP/7L3/+D3210OiuXL19dusQJEs7yPN/Y2PDDcKbbUcboic7zvNkMA49bo+IoiEOhdOl5vMri+743mYwBIEkSJBDHYfXdU+2wTKcmDIgnaFFIRFarRQhUa22MCYIoCGyelVqbyTQ1xljrCGBGsiiKGEGH1hhZlBkUhhBgTFAqnM3KEqyyeV5orTmnnU7TD721jcFwqKJaQQh2OrP9/rAsIU3zWi2ilDFGWq0W5zSMgqtXl8qytAAbW8MoYmowNABpArg9OXJofjDsO22c0ZzRTqdNKUVHBoOBLlOfY9yNRRAmWYmUIsHJJKEEBAefkyzRHiconDVKlQAALHDNepxn0z0L3dmutNbk6aiURqosjiGMRJ5P0Yl6sw1gCThGkVLi0Fgn0WkALThNk7FR9OqVXrMO+/Yv5EXa6rSXli4/8sgjhND11aucCs6h3exkmcwzeenSUlQDXYAfRE88/vRjj6+dPBa8/tX3NOr1e57/AiHCTvPrZ05fdkY06u3NzWFeKiagkC4vC2epkTgdZarYpMTvba0P+1snThybn+8UeVoWcjopbjx+21PfeYp5ttVqB1HwD195cDjJysKcOHECgPS3thqNhtJZWUhXt5Q5rQpCWRAEjEMtDpS28/MLRueNWj2OY4Jss7fNm6LTmXHa5mmxtbYV+iyu+fV6DVD3+9u59AkBJhhBu7Z6rcim9XrbE8SB+fk3/uy99977wAMPvOdP33P82FE6CbX5AAAgAElEQVRrrTWQFfn7P/DB++67b2FhwSElhDxz6uwoyYXwg7BFELPcXLy8fPbiuSCO80mW50WtVovrNalUKUs0VGbpJEkDY60BrSWhzmhZ6ML3RYUVL4oiS0vj0AtEs1mTZVkPm0bLrXLLFzDb8eIYtrbXo7DWbohGDGEU5oW+eulcvwfMc83msWbz8NLl1dGwPH/ujNG4sa6kmlqb9baXfRFEsU89dAQIpcbYJC21zhnlPKDO4TRJeoO+sRKs9gVxlJVSErAex2YrJgTSvAzDVHjQaMVhGGcpVdYBOME5iYLxpMxTRRm0WlEpSa83NU5LXRqNgvlMEOeMKjNrcxZBGIatZgRQHDu6l7lkPJIynx49dsPxo0cAAbzAKEUIUaVMJuM0mUyn6WgwUHmmpCHcQ0KqvUGghOy2RJRKZ9mUMXBOaaMsWEICrQvPA86MsynatMj7zkwJamsBHNUq01JFceCoDYLo0qWltbXNH/nhH8vLIiszaWQUe0bbmZluGIfNdltwTkTY6/V7m9uE4r0veWEcx1/5ylfOnV1XvIijyCFEgafK8vl3n5xMR8PBeHFxXzLVw+G00ajF9Xhre8MLhKOs2W4tzM9QrbRMiDWUuCjgPkcTMXAEAAupFHhVjZa2BigDR4xx02nCGEOwBI0FDeAA/Oou4KgFslvPXvU0Xh/5qHEOCDqkFlzFG3SEOiQWvsuj5Bw4RwhzoKoIoO/RmU5Deerpb28m0/EP/tC9fsRWt5Yf+vo3Fhfq3bmuMvrcxfXxBO68+8jsHNGGV/2f2wNZKmi06ke4bjYaUudzc/NZZk5953Sel4xBWZbLy5dqDd5oEUb5qDd2RitZBF4YRwGCXl2+du3Ms9Nx0mzVwyhglEZhjXiRKzUARaJ35j2geTIMWnWj062V9YsXz4zT7ORtd+3Zd9BZ4JSm0yyIIt+jfsAAQFuLDq3WQDRFxqiLI76xceXpp58AZ43NnHVIOAIFRGu/NyHmLGK1IKhcV5RSKpSS/X6fOBL6YVW/xxjfUQgsXs/vVS5KYl1lQ6tkgypVFEURRaxFkdWaC+qH4Wg0pEAppwyZVdZjQoOWUoIFMGCdRsYZMo87jkpVITSgCJQSvotiv95iYoFUWtf1DtyKbVAxrZ9TO3YX+c6CRURGiXFWeJQxZrVxqQFnCRLASvC8fuZY2G1TrBye188oRLT/5LGB7g6IphLjHIAjWOGyEYEQBNBSaS2DgFXceYfoEAkiGONwF1ULjiCxzrndZtHrkSrnsGr3pbtCkENgnCEFygKkBMBYA4QwIMgZV0YiEmsdpwwtOGu92PM8ryyLPLeUYhB4UkkkwDmrUDLO2efmvXvve8Hy6iqgOXjkADgbxndsbGy84AX3aKMQkTFSq0e33357mpSTSd6d/cZ9L3pRFEZhHNU++xlZypfd/7Jz589vbW3lud5/YP+Ro8e2t7eHo+H58+fDyGu2utZY53AyzfYfOAKOv+M3f+uHfvhHCcLtt9z6I2/4kb/9+F8zxgaDwRvf+KbT585tbm1zIShjWZZGcaSNoYDOOa0UpfTZs+e+7/vve/Thr1+5dMFayzn/uTf+609/9vOMc0aptdbzvDzPK0SI1rpaOFbnU14Ujzz27fte+vJ/9TM/9Zfv+4uyLD3PO3P27B13PW9lbf36SPPdlE9jdrpJwsC/5/ue/94/e0+z2ZxOkz/6z//lgU9/9szZ84BusLVer8XTJP0eYsw/HeLd9WneGAPWWgRWmScJoCNoLRJDLHFgjUPikDC6QwgE3NhY/+mf/sm//+QDL3nJfddWrl2vzXzVq1779l/9v2655ebrVcXWWinl9Tfy9re//aGHHnrqqadwBzjx3Jn9B7//+z/38z+/1e856wCcJ8Rb3vzmLz/44N133zXb7T7/nudLWQLYylAMznLhf+5zX/r8Fz734hfft7JyDRAQyF133/2FLz34O7/727/5jt86e/bsq1/9CgBwjiLi/ffff9ddd//4j/+LEyeOv/Od73ze8+8siuLYsWNv++VffdnL7v+xH3/DNx97mHLOdq5nG3PvAx/+61tvvfXn3/jzb37zL1prCWC9Wb//5fdfOb/yJ+/54z/6L3/YjmeFJ5RSMrEAIHOdjeSVwUpVj0EocVYLQa3VpSwoQqczYwxevLz873//jxAJZ35ZOm21GJkoIswjcRQ5Eu3Zu8iZxwWvxX5c99NkkqapMgIRATJtXF74zlJrOWrqwAB4BDhYaRR3zlldmbm5AWIAwaLVDgjlnFMSUlDamCwbqTLrdtoJMVGj88zpi5v9qRcEwINJUmhMRRBGYajKcjjq+YG3f+/eZiNKE5pOTVFM5xc66HQUeYw1trY3tntrZS3mnFtXco832o211XWHkjIgxFonHSBhAJRSpIQQox0TVBunjeEioI5SKhyiq/bRCKWUViieXOk0zVqtTqmkzCX3fOSCU0oZbbdnlFLWghCOUaK0CYOQECKlIoTEcU1KWRS51gYA8rLAXSUZERmlTHhVXtcaC4DEgeA8CkKjdVklpI0hhDBCHbGMUE6ZthYBwVqCyAmt1yLh+VqqsigoY3EcVoOiUiqzWVEUFIBTOhhMIx9uuOGGvXsXN7fW8jzXGpoN3uttr6xca3dEryevXNnqdILZ2e4dd2CeT4UQ1rl+v+f7XlxjUhZSlnEcJXnWwHo9jvyAD4bjKPLBGQSMA78z0yizlAmmle+sCoOaLPOyyKbTabc7wxkqWTY7bQC4dPlau91t1OlkkiilwzCo1+vGWKN3uqYpJYzRUpbalIiEEgIEHDjGqOBEeGw4GA+HSb3hN+o+pZwCZ4THEbMaJuOJc2bQL+rNoNGMjx1bBALa6n6/b0svz/LZ2TgMgzw3WYqLe2utVqMo8/F4aK1jDB0he/fNG2tWlrcXF2th6I3HQyRkZXW1SHWeZ61G1J3tWmMFE+l0OpmmDkFwnxPWrAXSQJ6bIs3QgPC5H0Yc5fz8gjH68uVr9UYQCGx1YkLNdDTxQ9fuNIsiXVq64GhYb/jH9nXQZf3+lq7VHIHpNFEGh4MeoprtNvJiYozstBpZOh30h7VIBB685jUvP3ryGII1CI8+8ujTT12IGwECNzJfnO/Mzc71toffOXXmwqUVwb3Zhnf+/LIQ9PiRlpbppz75ECNw9/Num5/fs7LS05r6XlRvBrfcdpM2eVoMlE7jOp1MJrW4aS0+9q3HB33LqbCuuHrtWqPmX750wZqg025fOH9pcXG/ttnpZ8+tbazE9cjzPK2KpaWler0Zx/XAQ6kSiqYs06LIggCMth43nuB50c/SkRCNfn97c5M2GvVWq7s12NwYDUqZd5od62S3WxOMKJlrxYLQX1vfEGMS16K4EZdFMRyOOWfrGxtXr17bv+/Q6trVz3xmcMMNNwz6g43NTSG87uxsd3bWETJNk2zpCmM8rtW7c/N5Iadp4RxcXFqr1YLHnjxbb+HNN524ll8DVZGVzHgyWFtPWk1gxkwmE4eECXZteWVcDCmz9ZafF5lD5hxMxuPAj7OkvHx5ud3xjx05rNJ86cKZdie67979goNSE4LaQUGIicJauyUYqy9du9pq+LmEU8883mzVDx4IQy8gnG1vby/MNS3oO267ERkO+8PReDtLR5VanqfWGCiKPI7Y9la/0+1qU2xsbAY+BF5cFNPN9cz34ZabD/iCj8aj7a3hvgOLAM4CG0/y3vbEaFeWNEmK+T0NsKXHiZQ2DmG22xJeLZleAtSc2Ww6Rt/W/dBZV1jje3ji6L6Tx/fXa35v7ZKHqtmkToF1UAuZUhnnnjPKKI1CEOF7odna2pqOeulkRMEppXw/1NpQRqWUTAjjbFYU0zQpiiJJ+lJNKCGAJhA0DsBj0Gl59ZAM+6tZtu4JarXKJs5q32kd1GtFaZXUYeCPh2PfC1/8opfOdLv9/uDI0UNaa9/3kqnUBoIoCoIwSZRVQ1/4oR+OJ/0iz1/6ovuOHTn81a9+7eyzF9ZWVwklc/MzaNR9L/y+/mD785//4rOnnj154lZfMMYoWjfTai/u3X/mwhnqcM/MAkMJJrl6eWm+G91x+xHnNEUsCpkXudJw6nzfGFOUCgGVKetxPUsng8FwcU/3JS958bcfe/TqypopwRFLeABAnbPWaCVzWU5LmXLBxuPU8xkhaA1zjiABYNQS6hw6JBaIpRQok1r5geeMslZR8IAiOkhG25QVM60oo+lqb9RqcHTxZLxuSdBoedLoja3pJDHGrc/MtAfDwbceWSpLi4i33rw4nZSMwdx+/4YbTvgRPvTQt8+e277lJhqE4aOPXtEW7r5rod1qSZnMLXSvXF0Z9EdWN1qt2szMjCxt4IvxaPyFL3w6y8aXLy/Nznaf97y7iyIPgohSz/dDxhijtF6vGysBtAOz58CepaWzly6dvXD+tFdrLR48fE2T8XBotJZFMT83P+xv+4JyQkeTBK0JhEiSxAu9bts7dLDrcdVs1I8fo73+mDKK4Iqy9FgAiFJpjsQYTSgBINWQRhmxxjmKCEgp9X3hnE2SzOOe53lSqsp775yrykcQ0Tl9XX8qZRHHkTWWC48SaqzeoR/lBeciSxPOpv3+wFoXRbExWnAPgTDqEY8TMgWgSpkwZJRiPRJpOpRFgci0sgQ8ZxXjnlLKOcMJFnkR+kGpSqRAKQdAZ9FW7ANE65zVdsd7SRDBWWecA0KAMUDUzpV5PqKUcsYp04BOa+0HsZSGUqa0cc5Zo6vm/mp9vYtJxOdwId/D2kNAQE5QO0cACEGgBMEKSqWRgtMsnY7HfUA1O9uB3VpEKSU6R3eYDdWLt9ZZZ6tqBKAEKaUOkbLAWGet49xnjBGCDp0FK1Xu+Vz4kVKlUpJSaoxlDJzDyrGX55JSKqVhiBQAgdQjEvg88AWjdWOsUoWSBaHgCfbcvPfv3/0H1VD09OlTtGKyKXnq1HeEx5RSWmvGyMMP/6M2vCzpeDy+ttpTSh0+fPTs+QuTycSCv7K6TBhd3RiIoIF8bTweE0CpCSEB45EmxipnHJtfOEiAfeZzX9y3/yhjDAn/w3f/57/+2Mff/4H3zc/PfeITHweANE1/+A0/9u0nnzpw4MDaxjpjTBCWJEmtVqvsYWVZ/sRP/8yDX/wCpXRucZ/nB0rrUkrOWCU6NRqNKoTq+37lZqzqHCrBmlL6lx/88De++cgXP/9ZAHjzW966ur5xXcO93gRVEeqMMZSQrz/0pZMnT1bH6oknnnzFq15XFEUQBIjowL393/zaiePHHnv8yf8Rr/Gc0rgrGe9snlxnLuIOq4EQRHC0am9xFoFWeeQqiOjAPf7EYwDwhS98+eSNx65Pk//tT//sAx94/3Q6uf7UlTbyPXSRSmeoYqE7AWhjAMBYK6WswrKWOgD44PvfX6vV9h3Yu6O0IFBCq320CxeW8jz/D+/+D4gIbIeH8e2nHv+xf/mj3/zHR3YykwSqYGg1kL7//R944oknXvva11RinXX6zJnTv/jmN73lLb/8yb/71L33ft/25hruonXOnb+c5/lttxxHixycQ4eI+WT0wCc+ubay9rG//puHHvyHU888YzND3G5+VkNIA2RoPbAIBpy12hjrHDAaOWcGgwQdALDJNANAcCViiEiyvNjqTY2pIKHUWbbbIYKEGkRHCfGEHwRBEEYAtLc1NMYI3yOkOsKEc5/zGq0aCJlVTmqp1Q7Y0GNEOGdl4aw1xjBCiOdH02kyTcveIC01zUsySnSuSKNeDzCwQJQxcRQKRvM8H44HDrTUXUYIUkSK4/HIgTYQzs929+zbu7a2oq32iCi1hDwB4hin1BDjHKCVSpdaldJqbRlllY1A+D4oW6Z5wIXSVjntDBrjGCOc8yAIqtPG8/xWZ4YQFpoqdlw1riEhxGlltDY7txPOOSGMEFIJdEEQlGU5mUzG40kYhQ6BMVar1YoiS5Ik8H2fUVVKAVUvKFUawTrOWBxGjFBjjJaqujhYJR8jepRRNKAtOnDWekIwxoy1zlgiSKUNMk6dc/1+n1LKOavH4WQ0qtfDY8eOtTqdh7/xtc3NKSEwHE4Gg/7dz7vz4BcOZNmFPDdlWQ4GQ8/z3vCGH7r5BS94/KGHHnjg7xmjQcD37JlfXl3LstQL+Nra6sLCQlSv+R5jFDi16KRzptOsTZIpOOOsNlpzRmpxmGcpJYhoCUIY+FEYeJ4n95lGsz0YjIoyP3r0MGN8Y2Or3++HYUSQp2mmlDLGTCaSUttqhWEYAkBRpBuba4uLC6XSXPAwwlIWw2HBmCBgnbHNegzWcoZx5Gsj0zRZXV1ptpoHjhzIsmI92+JY1edwa+1k0ueCBYGXZsloNPB9EYSMcUTKtCNggDIYj6eEQBSGeV6UpZwm+WQCcQ17veHFi6tFAgcPtgjhQRTW6g2tdX80kdJqDbq0xEIjbszNzWXNvJT52lrPObdnIa7FYSlzdNBoCq3ysqAeY7JMpZVxFC0uzqvxehyGURwURYEOJqPRldFQCOi229PJkCGZ73bSUGTJuMjL2S6/7babAsGZ700nkyeffEopqNUidMN8CrffesNsd2bp0soTjz+TZSBiHE8LaWyjHhgZlZkdTGSzCY8/fnZ2tu/A7N8/N03SM+fO3/ui5yudrm2PCQ3W11cf/uroztuCgwePzM3NzXb08RNH1tZXp+ORUvn83MypZzYub0GjDl4gBpPtIA4vXlwNIr/drW1vD7Sx0+mUOODUJ8jyPB0M+og0CuvUp4y54aDfH4ziGhrDGbOTVPtxUW/FtXYdr10e9fvT4bARNxqN0GN0Op4oVQYgOKOzs92yLJeXrt16561FXh49enxzq7e11UOiK3fi6dPf2dzc3Lt3/2PffuyZU5de+9qXTdJk6crSvn379u8/kKTTTqc7MzcbhbVPf/qBMPJvvfWWA5PB9mD12rWrt950097FxV6v1xtsp4XwAuhvjK0B3xcqyYs8W1iYac42lcma7Whzc7PUxloyGmW5kEz4nNs0zShDL2SeR8o8K/MgjuoOFBMIaMOI3HBjo9WcLUs6Gm+88IV3jieDKgNsFMvzxANv356Zu+667fTpU4P+dq0WeR6djPsnTx6uxRuDQdps1VqtLmder9dPsskLXnCrLJIvf+VhhmyyNZntwrFjLYpmplP3fQZYKulPxz0EbDfr/d62krBnYX67l/YHemO9PzsfHDk0f3V5LQj4kQN7vvnoEz7XjDFrk2Y99Dlmybaxct/++YsXrm5vXzt8oL4xTZ1MZrrxze2jHiW1uN1uH+OgIG6gpVQ74keuLIO4ThgXvm9UwBlYrWVZzs7NjIYTa1To1aQ1YRCsrl6bJmNExYj2PHrk6L7RpPA9e/RoZ9/ibK0hRsPN6XR7caFjlNoajjqtxTiqI8gwwkJKBI+LYJIWVtnBoM8FzfIxIURpQELqUYMQmucl51Rp8IRXAQRf+QM/8LrXvZpTfMX9L/qt3/wdI7PRYHz5/Pq+fd5///MP3Pm8Y6/+wZcur2ysrvTCAOoRL4q0Vo9uPHlAq0xKCapotv2D+45Nti91Z7ys2FhcmNnc3MiKot5q5oXZ2LwWxp0o9Bnj4/GEEWt1Nt8Ne9sb97/07tku/eQn/67Zbp5fGSKhppScEKvtTLtxxx13ZWn/oYceZAK2e8vWKaXRWIuUGAemUvAcageUkEIW+WS8MN81qrDaBLW4t7HsByzu1K9eOv+dpx6Za4eCK4pF5NvJZHOUmuZcM24wXWC7M+fQW1/rvfwH7mck/OpXvzocTZZXtm654di//Bc/jlatrC2tnb5EmTl4qI2UPvXE6UYDCgkbm+tcEGsNpUSrdDqFmTpcvLC9ubG9sNAWPGy3ozCIx6PtLB3efffL2u2oLNmhg0eKQiZ5LgQlYPNifZoMKz7f9PSVL37xswTdDTecsBh+6xuPzC4czNKpL1gtii9dOMNRv+D5d5w9ez4M2Zlzy40m3bvYWr26QijMzx0/cnihVmdf++o38jRPUwjjWi0OCWVplkmZcj+wTjPKfc83Gndhy1pwkGWZZVOljHN2fX19MppwzqfTxBjLOSeECO7vSnk7S1bfD7XWhECapkIIAKu1Ho0Hhw8f5Jyvr69XzrG9e/etr69rZYuiqNVqo9GIMXHkyJHLF5eSJG21WpwLgu7atWtFkQUeZYJlRVFvLIzHE6kLpVQtiI0sajWfU4qKKavAaUIYMuIsMcY6axEc5xSRVskPaw0TJC9SIZizTpqi2YyjKFpZWanHtbvuvmVrs3fq1GlpSj/oUkacQ0qZ1ljBnHZ5CDsLdPzn4Hu4O/IRJOgMADBEyogvSJalWpuymMaxaDRCRC08Usoc0EVRNFLKaCU8wX2+kxy0TiullTbO7lRxIgIhjDMwDowxVlU2YMTKPKuVdmic0rktjRBeFPlpmhNCJpPp/PzsZDJJppIzYBRkmWmpa01OwBZ5wrnnBTwHWZa5teB59Ll5T1vHKaGMUg4UUSkJmjgEIIwJCkRbq6dpXhSZ0qLVmVnb2EySLFdOayu1+/aTz2gj2+2WJfTa2vpGr08IifwACJsm2aXLV7W1ggg/rPf6o3f82r/5q4/9bSkNZUI7Sxj14vAdv/POJ554/MX33fei+77/R9/whi9/4XOXLl/+7+//wN984hNeGHIg9Xq90Whsbm7WarVkOvnohz8EALfcfmdRyrhWr9agWZZVDjFjzGg0arfbVR5ppyKlmqx2VpJ45tz5V/zgq7/4+c/+p3e/+5Wved331PJUV8hdd972C2/616973WsB4MqVq2956y89c+rZfn/IOa+8WM45QvH9H/zwu9752489/uR31wz+T3ydO8nPSqV2iGiJIzsYkh0x2ZHnmmt2M4yIN9x04qtf+frinr1ra8vOwSPffOzjH//b333nv/vnWZPf1RPzv3JjpRmGYbi4d9FYXeX5gFReUzx8+CgAvPLVr6iIk9UxrI7Y6ubau37vXb/9jt/esVJb53DnDQoh/o+f+1kkFTwTKrWaEPIXf/Het7z5rT/z0//7n/zX/1g9+8HDxwHgR3/kNb5gYKxzYG216ULA4eOPfuvsmTPv/sP/9IP331/1I8Gu75pUZmkECRYRKWVoLSCtOCrgdjqQdlqekCFygowiEOK0lpXf2AEjKKy1UklrLaGAaLO0HI8Vpel3eRt2BmbGWFVEyQTdtQfAdWokIXbHCEE4EiYYRQRG0fMjpL4IGiJoMa/JvDrQKC9BGcKFT9BqY6MwCuNaVMTWmDQpCRrPE5QKzqm1GpBOU0k5xFGLcWqtc0gBSJrJuN4ATJUpEakIGNUe42hcUL1m45Sx6NzOflJV4GOsNdaBZaooykIBgLZGa1P5JQCREMY4p5wRB8YYn/Gqp6fS1aMoApCVq7mSlBHR930ApIwSRoUQnucBWFWUvu9TZ1V1DI11YAkhnDHf86o9mio9WAnyvu9X1yknRKB1Vk9zZew0KXJlpWU7PsnKh8w4qzT8OA4ZQWNMFIlOp9NsNgni8vLyeAyHDtZXVyZra2t33XnbieNHly5fpMR5XGRJOuyPjhw6Ag4uX7z0naefyYusXq/dcMMN2/3e6ur05M2LveGAcRLH4erqsu/zOIyHwyGjNAyCQhYOgVJa5ROcc9Zp3/cZY0qVs7MziDgY9ITgVaH23Fy3M9OaTKaMkTAMOedGW+cMoiMEgpBMEjsYJ2EtXpidG476166tLC0tEwrNpu95QZ5nUgE4a1TuM14aaZQSnBhVzM/Pcs5KXQrBfT8Ex3w/yCYFISzLSsZYrR42GjGhqLXUWlvLPM8LgkBbi5aAtTOd0PO4EFzJAgibJHmSQhCC8MLRJB9NwKdgHR+OhoRzlpdlWVLCpUxlaYnDMEBZlNubm935tlLq6JFuHEfGGCWL/na/26lxQvO8SNwkCgJCwBciTafPPnu6zsoiz7szbU9QQBfHMWGaUq6NHPSS0A+cDhmljUYMtpybn923b5ExAoxNxtPpNA0CEMzLUkMAbrrhmHMuSZKNrW2LUCqjlE0yw6muBaIoaFHCaAqUutW17SAOW+1OaRzho3MXz+7dP7tnz5zDTJvhPd9XBDx6/Fun0hTuuuvAvsW9/d6maDXyvEgmBTjwBCRTWF5eN6icc4cPL2irplnqwHieh4BKSWM4paCVdY7Pzra0dJ12Jwzqo34vChGcy5KpMXZxsSm8aDAYbA9HyiopJTgIhAeU1aOQt9uCUSEEAFBkRTHd3HRnTp0rZCGEGI0mjIqyzKPY721vjafTG07edOjQ4fF0dPjooVarNZ2OR4Nemk2TdNJstmv16MSxQ1JbB0rJ7PKl817I9izM9bc3BMelpQuDwWBuvltrhAYa/c2xLIFRAAJKmVotarVal5Y2kVohRJqn43EqSxgN9cxsKXxRSgUARVHUapE2cjAaE0a4oHlhlq9tAUC7HYRhbas3GQzzS5cvpunY87xOZ3Y0GlGK9Xospdza2lpbWysKNTPTQIKM14o8XV/b8rzI91yeDkgUdztxfxAM+5tKFmUOkc/uuH0m9Nm+ffv6gy2ri+Wrm1LKhbm5x5+6OrtQDyMvCJlFzZjJ0uniHshzMEoaLQOB892Z4WB71NP1JtRisbSULc6zPO1T5iJfJMnW3Dzxhb125YLvkUbIhGh6gpqymEyGyeTi+dOnjt90K7RnlTUqywkhgnPHWJLljFGpizxL4sBfXr5ar9frjTgIvGw0bLdmCdi15WvjdNhue77vHTu67/zFpYsXV8DJ2U7YbLYdckFFmuZh4LVaDY+zokzGSUJ41B9Ow2gm4mEURZxzY7RDKXVJKZWGKmtRYehCKSUjCFSk08wo2WwGz7vzNo/jlaWLzWbzxPH9ayuXqMOycMeONh/59qZVo/n5eDiG7e3tJNGtVuF5JvAcccWtNx1N0kkcMaPGBIJ22/cDt719dWEhSvOBIyQIcas3QARPMGd1mStKrJIZZ48+cdkAACAASURBVJAkUwD4yEf+rNWq/9RPvfbxp564vLLJGC+VZY5xtELY2W6tfqz1+BNf5xyiuhfGvjFGameN0dpYA4QRcGgBSiWzIu2PtlutwKPEGqlUWqvv9+ohQPH/fPyjvbVzP/Hjr93bPTDu7e/1dKpHJRhEmJ9feOKx5TRdbncWOK9FUeuJx/9fxt40SLIsr/L73/Vt7s+3cI99ybWysjJrr+qq7qb3ahDdgNimESAbgcaGmWaaBjMJw8ZGGKBhFgbJNIAMYcwAIwFiYFos3TT0VtXVS61Zey6VmZGZEZGx+e7+/K131YcXmdVIjIR/CvMID/f34nn4Pfd/zvldTFJZr9Udji9dutrtdleXF8aTbiKzQuhmw9fGdPtw9t52EFRff/3mxYt73//979dGBm6wNJ/199PlJXb61Jleb7C3u9duz49Gh5NJ76GHHjo8uL202H7XE+/Os0JJFCczTFSl4qXZJEng2rXLjWZ9Z2dnPD545MFHAs/zgrkgrHLHv375Lc7Z2srCZDxsNDxr0GuvXqrW8NJ8rdlqxXG0ulZxXep7+OvPfnkczfb20/vvP90fFAfdCYCZTEcWrOdzowsLWkqMgFqLjiQf1oZZa0RRqFLtMMaklMYY13WFkIQQx3GkKHWUQejI9SML4fv+ZDJhhIGxUgmt9Xy7kyXpROTW6I1j691ub3t7yxgzmUwnk8mDDz5IMORZcrC/e3Pz+mQULy8uNGqh5wW7u3ut1tzW7QGY9OSJ49duXK83Wo1GfX//0FplbMG4Ox0PXM9jBEupjTUEU7DYKEMIOfK/IGuMBWQRIRgMIyjwuAVpDVtabiMLgz5WOlMqcxhixBojLSiptLGGIAZI3Z3C3WnsvBt0/BuK7w6rHcr1OSoXpVrnWZIm09ZcbTqdXLjw3COPnVtcmLPWzi+0g8Aj5MhMJwRwrhzmgC7DVIAtJkABlLVWl89uTC4KwBgwUkoJLcsgImGIUqJ0bq0GZJQGEEW9XptOp5TSLFPNeoMgHM8SAqCE0LpgGChBnNOiyIoic91qpeprI5PE1urOO3qvEta11kVRCCEowa7DXUKllAgTDJYQCmCllIQSoWhYrwtjKnVNiQOULTdb4/HY5R7mvLMwn2WZUopRlgrBHC6MmUVTpTRjTq1Rn8Xxd3/Xx/7pL/zzLNcG2UxEhVb7BwfjWaQAXrt06elvfONXf+03/u2/+dePP/bYL//SL/7yL/3i62+88en/7meXFpeyLIui6PTp08sLnU6n84M/9MOHvf76+nqv11tYWCCEHOzvl4uYKIqSKKrX69Pp1PO8IAgopUKIkhJzx4VsL7999dd/43/91D/5yWuXL5669767AgYh+Pxf/Pljjz1anpw4jh9+9F3d3qB8bL1ev7u6LTtVEEIPPPDA3yA5/v9l+b7lgrqr/aB019nSW2zf0XAYQB9lZPVP/8ynv/H1546fWH3yiXfPzy/86q/+yt/1ee6Wwn6L4/SoIvZbrvCf//mfN9Z8a/FMeVwbxzYAYHPzOiIYEFhrygeX5+Hf/c5vl3qv3Copr2IAeOarz+R5hv5mm2ipLf/wD//gJ/7RJ/+3X/ufy3sefugRADjY3eYEW1xOWfEdKz/FBr73uz9+5foNQjECXLY3l5QIXHbZgrnDrAdyF6OJLIAtX9KdA8HGWAsWE+xyD8AtS6eUIAAULDZWWSsRNq7rCyGyLMuy8lOcUkqLvCCEIARK6ixVWseIIDjSmYTxu+Ca8k5bmooZY9JozjkgBxHXC+rjqdi8tS80ZU6oyxpn7HCKEDLc8T3Pc72KVtrlFBmjdK4ttxppAyrVSRxRhnzftUCkyJWilrp5XhCsC4mENBYQc1zXczgwbbNyvi0VQghrKxFhhDBCrSkd7MhQiinxrEHlpokxRmljjMGMImMLJR3jKKVElmNjwVghRNnNFYbh3YafsiWo3BdkjGtrQMnSC+25nHmey7gWBTIWkzJzYUEbQojv+3ffm3fysaTcaEQIeY7DwVgtDdA0F0mRa2OMQd8KHeGcA8GMMUopOgptE8dxfN/Psvzg4AAAwjAcedmtW7e2d24tLS1wzl2HzM3NjUajTqezcuJEb/Pmyy+/mGYJIaheq80vtLXWGiBJZpwS13URBj/wsLWME4wsY8hznbRgSZpaq4Mg4A7TU1l6YinF5fnp9Xo3b24GlfrcvGWMcs56vcODg0NrkecFGNNEphY0JsCY4wdVpUdFoYVQZQTXdclwoKtV0Noy36lUQimLOE6LvACqtZEUY4IhjovDw4N6vT7XbMZZ3t3vpnk+HE4JUMexUgnKoFqpuC4fjQalx9ZxGaU0CPwsy5UB1wuqoSulzLKUMU6pS6lTa0AYhmmujIFjxzsOo0ksogxwNOuPImtgcXHR5Y4SuZQ6T8DKmRJZJWRKFz5zLEgLem1tJU0ihBDnNMsgS1JkAWMYR4lSEPKiPlf3fZ9zrg3UwoArWrWAgEWjUZJlRuk0ixljvoMBoNPptNttgwALOR6PjYG5VlsImadQD2FtbSWZzQ4ODgeDAefYEMIA+VXiuq61QAlnHtWghMHDXr7q+pbwQqg0g6efvvDEu0/OL4RJNmo0qsfffXp5fu21197Y3d13XZ5l2WQyUSJ3HGcynXzgg+d9r/bC869NIlGaDMIwRMSmIpMSNCoYA4wd3/fr9UqrEXZ7u0qp4XBSCWq1CkEArXqDMhQlE0ycTnuhPxhv79w86Jr2IkEWtIZ+d+oyACnDSpAraYyRQmZZZjT4PqyvrURJEkVRlmVapUG1dv/9506ePH35ytXZLLZW1+uhUur69auE4GrVK4rC89ja2tLO9s1XX60YA5hY7pid2weVKtTrJ1ZXFg/3b29tHUoF9ZoX1Kvj0dDhQDUomYHMGYHpdNqYb23dSr3K7MyZZYyLNMFhSLJUUsorlSrJp1E0KWYJQsh1nWkUJVnP9znCFgj4HklzcdA7zNJidcO3VktVuK4bBEG1EiZJUpYE3t7Z1doiBKPRlFLuuUhqSzB02oHnVff3Dy9d3ptrgu9Xbu/cMEo1arC+Unvwoftn05GxkhKbZbNSYCid10JYWmhjSiuBS4gcDMdJAt/2/nMY49deezsaDRfn28NBbzjUH/3wme6gPz/fbs8NfB6+8M0Rc6DiK07JqdPH4ngkirjiV7mD8zxL4nw87GeJIKjZ6ixXms2lepO7HvbCeDxBWBVCDafTms9EkSLQmKLP/eWff9/3fn+lEibpbG/v9sHB3lyrhkC3aoGRTaUFgUKqmDuy2ai0O825dnMwSPf2siSB9bXZgw+e14WNk4nj1goxy5Ipd2paa9f1fN/nDtOmsFYbY43RSmmEkBCCEn63hFApNZmM37r4Rq3mGCvSeHz27IkXvvmVzvH2qeMF8+Tjj2HGkl5vs1pB62uVwBtl2Wx/H97z7vl/8OOf+Myf/tnS0oLv0n4vjeMDx5UICscx40lX2bxem5NapnnarIeEwCyKwEKtWlUikUWsC5ifh9dfv7myBOfuW+wfDrIYHD/xOFe5xIRF0+5XvvLZhx89c/zkxqVL1xpNX+mUcg9JZkEbizQgionRRhkjhbDIGCOMEakoklmkwDouAZ0C5OvrC73dN/70M3+03K5m8XBxqT7Y2fPqvu96bx/upilIocaTg9ks27zZ39oaMwyUZZ4DkyFceHnw2CPDZqdGOEsTbfQoS5W1MBoNhBCcg9YQBNWtrVtSgDUEk/yRRx5bXz/2/PMvaGOzPFZKVavVtbWlN9988xOf+H7w2O61a6trJzrhfBz1vAD7YejM8tnr3Ucev/dg72Y99L/9ox/9xtefDwJy9vSpN966trtzQ8mMonvTZDoa9vvDQZKAUCYM1dpas9st4lm8sNCI48HOTtdx4eEH1x544LHnXrh488btgjpKiXvP3tNshhffelNrLIQQMsOIGYuVUho0xUAQAIDrsvJDVuQCAOr1Rp4X1lrP88DDZWM2xqULlcTRrF4PpSwazRqASdPUWl2rh1mWvPrqFc55peLOzTVrjerBwUGSTqTKMbGez9vtOSml61HGQZsCYU2Z6bSDWTwTOayvN+bmwtcv2jNnW9JoSoEQLU0xGnaRsYy4whiEtTVIGzAatLGEImOtLErmgSmLD7Msdj3muAQQZGk6GB4QhJutKqV8d+9Ws9ZaXlnIhR5PM12WAhmZZRlCxHW9Eu1YjoT+DgUc1lqLLICxnGEwVojM9ejVq5eeefpL3GVhtU44jeMYLGhtXdeNo6Jc0pg7t29FPhwVomJsQJfIa8bR0eoItAWEMSBjMAFCkJRWaciyrFz5cI601ggDxhYTECIjFFVDxChUAs9arZTiDuWca62tnVWrlXf0XpoXJcW4KApGaYkAnE4jzykbBymAEUIoQwxxD4ddx/EsIUrbQgjIUS6FRjhKomarjikCDbnIsyyrhgGjDmZYFnkhRXOuVa7O06JwvcAJnCwrsMcL0NNe13GcW9tbYRjGWfoPP/3TyJjHHnroU5/85IMPPPDsl77w/Asv/Iff/4Mbt24QSn7lX/3L3/73/z4RotZsnLnv7HAyfvRdjw97/cl4fObMmevXr29sbCwtLQ0Gg42NjSzLyulBeXKLoijzeKUC+Vf/5n9qNBo/+iM/fPLE8Zs3b50/d9/P/PRPfeTDH3Yc5+q1az/3c//0tdffjGaxUopzHgSBlLLZbE4mE8/zlFJ3k3Kf/6u/ppTcrQz9W3WdQUCONhLQURGpLRGLgJBBUE7TSj4CukOm+H+Ol1988fnxePwvfvlXvvu7v+dTn/rJw+7B31Xs/c2pYznLvvt5gMsRMsBbFy8ySuGOzMNltNTC44+9azweY4CjhiaE3ukZQgghtLOzDQD0TjNk+fBf/ue/ZK0BOIoRI3SEVrPW/o+/9As/9mM/ngtDKUYI/bf/8B9fv34NEVxGuxBAWeZvEbKGUA2gbZIkYaOeJUkZ074TrjXWWG2NPSrzvTMlL93YxgIGay0BsGDKKLIxSspcKnmnZZgi6wqRg8WYgDGqEFmRa4QQJbwWuncNsYywO/NhYq3VxEgjypixlLpsKwEAxpg2Umv5DiyROpRSMDZJlRLZhVcvXd3cHk0mSmOvGlBqAFOppOu6eWGTNMnz3Pe8alBllGRZ4nmBKGZ5FmFM6mGrfHsD8CIvL2RPSjMYZghjTAKlrZQEIawNkhKXvU8IDCGUMWytwIRSCwiDsdYYwwgz2hgL1FpuredZbWyeC+pwa61UyvV8KaUUiiK4M+Ysg3mWc1q+BUoz52w2S9O0EtaM0WmWlniGWiVYXFhgmFgllVIWk/IcZoUBBFprIUQcx7PZrKwastbmeV7+l5SeR41iBAHhBGFGKRgs0ZEToxSojLFS4wkhHEpd101jXIYGkzxL05RzmM1mruveuHHj+vXrS0sLS0sLe7u9oijCsPa93/u958+f/w+//VtXrlxZWlqyVp+97+z169d3bm+FIUwmcWe+wRhNZ3G72UqSmbXadXnFdzkjLnem06nRulrxGSFKyHo9BLBGabBaK5GlcZpYTIS1mrsuAOzvD/b3p54HCUs4c60FYzRCyIIWQnDOOQcp5Y2tW0WeNeqht6oxAU4xpq4BomRRXpkA4Pteq1kPA2807CVJjAkQzIo8SpJMaFUU0G6WAEDk+3419Isij6LU92m1Wg2CQIgCAIoiT9Os0Wpxh82iaZokCwsL02jmuAFGdBpl/f6s027xqjvL4jiJqiHijoOwlFLP4hnBFEApCVJAp+XNzc8Npj1AKkthOhGU0k6zYY1ByHLGXMeJpZRCcsLDAGnQhBhCSFHSNbjLGdvvDbNcODxgjK6trYlUiDzVUgkERkGzVg9czyiDKfT7wyTOMCZCmELAfMdtt+Ymg3h3dzeKFQuYspI6ZKHecLCjRe5XXMLruUiJG8iZoE4FERdTzwDkBWxvH9y4sdkbwHufbE7cSGT5eNL3fbcaBAihdnu+f3igpCQYgopTrQTV0BXKLK0er9fDy1cvzi+0Tp48bs0tSh3XqRipiyLLcmS1SBKhZNo90Jz2sWHIkEZtjjtAKZ2ms8k42d8bOG7lPe9e3T3seo5WSu1tzSQG0FEymyGE5ubmHO4qZVzurq92arUGxmTUH9QbzeFwmCXxl770hW63+8yzX61U65VqLcuy8WBYqQQ1N8TEWlCySN94/cLNrVtX3n5jbXWjMxeGlXvjOJFG9noHG2srFuSpkwtC5ErlYN1+96Dd4swiz6XZVFgLw+GkNZtVq45FKUYUY+q6LKhWo+lACJEkCaWk2+3aQlKMfN9NUigK6MybdrvdbnuA7PXrt9J83GqF587dVxTZ5PKkOxiHjVZjrqUs7O3tr66s+hW/iWA6nWZZWqsE8+1F3/cX2tHFS5snT/sf+MDjnn9hdyc6cWJhNI76h0NOIUvSg4O9PJ1G03Gr1QCkN9aXPc+7eWs7CEiep9rmlarr+l5/0G/Pw+nTa5zz/b2D/kHfwbjquhAmq0vz6yuttfXVixffTGL11EfODId9beS9585Mo+Glt8YnT3ieT12Xux6n2PFdDoY0aqsAKk3jYjyeCVxpUO77UkmvGs512od7W6CzRx958PKbr/ZHXYN1LnOlDEH25Zee+3uf+MF2q+Z4KMv6k8n09u3rlQo9eWYxTYrDXldq4bu82XBEUUgBANjz3CnOtCkocygDBCaNZ8YSIYSPXIQ1IIUwQdQibAEgS4sw9Iy1WoPjOMiaadTf29026n6C1OHh/sJC4yMffrIZEsfRb29eGkxEXGRK9puN9r1nW9tbajKJVpf5f/k9j+fpvjX9sDpXDQAZIou4XqNZGtXqtdlsIoQIgkBpAMCOgxEYj5e2QBRFkZSzThuMgac+coxz84Uv/lWnQ+d6ICUszHnRWCiRgbY3NvN2x6yuLr3yKkRxfzLtUzpPGEUGE6IwxhYhi8CAschQh3YWW0JmF178RjQZf+ip7wRqZtNBtRGcOn3s8Nb87taVr3zpchrDj/zouTAMDbFKqdEwq1bmoyieThLGaJap9Y35JI5Wlxan48FkGDkcGK04PJzG8cb6ita63xs7Dly9aufb0/Pn14VQWzd3jEH1sPX2/q3TJ1ergfPFv/7cbJbOt4M8Fxtrq/fdd9/WzesLnSYl+sJXvxxUG061Cox4imXpJMsnQk8DD1d8Ot9priwtc+pG41yKbpJdeuuN1xAq0nQki3FYZZNxduXyrRPHADCsrfjtFs9zdGNzRliGCV5Y8A67WRRFL7zwwo3NXpaZah1V/eDYsdVa3T883DIGoplQgjjcQ0Cl1FarwENgCq2yIAi0tq1WazqelivDMreFMaaEl/mCEnigtfJcJ8tnxuZZhgnFUuWMkf39nYXFziyeXLx4cW6u+R3f8R3cdcaTXrNVffSxhzzPe+6555qN1vz8fGuuWg3xcHSoTY4QosTevJ4sr8G7nnj41YtXHn5kY2V14emvfq3T6XCGZQEOY2dOne71B93+kGCKEDZagUWMUKMkQgiBsUaZkgFtoFINFhbngsCh1PT7ZmfnMAhgfX21VW/t7R2GtYAQEqciSQfaGIyoMUbLghDm8VBrq5SxFghga6wGW/L//ubK/ahBE91p+QRkAFStzoej4syZ9qkzp+bm6i9deKleb6xurOdF6nlekiTIGsaAMUIpFqXSM+YocATIgC09dBhjIEiBwQhc18UYa62UElpLhDBl4HDGGNYm0wrG0cxhSClTr9Um03FRFAwDowAAnsPrjYrRCsBgZMFqLaXBmGLsuQwj+47eO+iNKCcME8JdTHBayKIoKGaMe4wRZLHW0lpTqML1nTRJNGghDHNc5tI0T4iDc1VkIjaRcjkDjJUyToUCtYVJHcc1qRJK90bd1fYqAEiQRTKWkBsw2mi/WtVgAeGwUU9m8fr6ulaqyIsLb7z5qf/+Z/M0eeFrzz75xBNPPvFE6RzjnP8ff/hHhPNmswkA8/PzjUaj2+222+0zZ87cuHHj8ccfbzabn/3sZ5966qlLly5duXKltBSXCq30dt6dXP3bX/v1H/2RH/7aM18pnWnl7dz9D+7uHZZVEIyx8lGEkCzLSsVcEuujKCoFzKuvvvr4o48898JL/zkHJ/qbgImjaR46qukpJ3t3yn+OAOblPe94iMsvMPrJf/LJP/yD//PChZf/8vOf/X/z9P6/53vvCLQ7vxehcjR+p6sGACMM6KgrCd2pEnrs8cej6dQ5QnAeEda/RT3CN7/xjYcefqRk0SlQ5Xe3t2+Veu8OOgLeicYCAoAgbE7GI4Ts6urqK69cSHKJECAMCMMRqeROHtAiSNOEcCJTcfeZNWhhhbGmBLVYAwhheyQV8VE68gjuiBBCBBBhWCmDsEHEYgwIYTBIClWy3hhjCGNKkVQSYQyALWhAd4aTGJQUWh/V5SCMDQaLjpQnJrR8Ym0NIETLywlZAAzYVwYs6ElUWAvT2Ujt9hzHwZT0J30LljBmrekZ7TkOAiKldFgxGmRWayEKRpHnUC/ggeskcaKUcBzqegQZSgkHHCBCVJH5XhC4niy73CwywlB69Ic2liCMsbHGSowJ4xgTZK0t/ZO6MEqKshlSG6O1KZS0BEmlsixnrmsQaGuQBpdx6jHH0eXYUGtMCPE8z/f9wWAghCjn4ZQSpYzWBuNCuQ7DxOUO4oxahI01SlmMtdYaLOe8xDmUfk7O+ZG0Zqz834csCoJAKpBSYoyxRUbpslLsCBlCyR2Kg1FwVFnU6/UuXry4sTG/srKyuPjWdBoFfqs/6D7//Dc/8uEPftfHv+tLX/zy1tbO4uLS2XvvHXa7r77ySuD7COBjH/t4UPF+9X/59ThNl5c7eSEYY0IUxmjf9xGyoshcTjFG1kjHYZ7nck5Lc0Tp0oxmU6kKx3GGwwGAPXlyyWLs+15Jj+jMzzHOwKLBYFypeq7rjceTJM7iOJYKWaCEoPJIS75FGIZ5nhqMslQmyUgrxRmr1n2PM8/hnsOEyDlnUtFeb3x7d5zlOmxwLwjqddWaq9dq4WQyAgClijSdBRXGGHFcqrUqioJzNp1Oej2RxMnqxkqzUa+HtSRNh8NJLWwUSm7vzBzHb8+v5XlscOKFIWU6y/JGu+E6zrA3zIsMA1pZ9Kuna3kmo0mPMYMIDWu+5zQxpt3uvhAKY6sKSQipBlWjDQZUbdY4pzIeEkKm02mn3fb9qij0ZBILCYIbh9GAcSFEngujJBjMOd7Y2Kg0GkYpg+21qzd2dnYLbWph6FB4zxNPMsaEUFeuXDYWjJXKgFejtSZTucjzGWEVBSgRmuRWGjsYxePp1TROms0OaDEZpYw5rTruddPHHlvCRAWBk8TisDsY9hPXs5xzz6uE1dqVK285PKhUucW1OI4LlQLYWRxJq2v1yniUcqayLJtmaV54RhXTSeFytjhfMQLd3upqBUbiTEmwbDzMtc2N4QgHjFcoPqiF9Wa9vr6UT4ajQbdfrVZKfqwxNpmlszgTEoQsFhbnCaHz7c58p9PtDvb2u4V4cTpN8kLmRYEw0qArgTsadW9t7VYq3nQ6SrPUYajI4+m0B7YAKBAuotHU6OLG5k2X2OXleWMM51Cvea1Wpd1oIKk9hwmCXAcbivf3D86eXSlkDoApYbVa0OvPwtCXxuztzebnuVKmSFSr5TVaC8ytDscTYdBBP+bTvFLhQkMYugqktNISojRIhff2Do0mQeDPzy+lWb67NyRUOo5TqzWMRS53dm7taC06ndos6oLtnD276vBbGHLPxVrrIoWc252tW0FArdFJHGVpIivubBZZI6WE27sHYTWohDWE+fqxuLPQ7PVvYcQcprIMbm4e+r7zyAPnrl95a3m5uSXHg8NNKT3frZw7uwIYKZ0gSNfWgjhOtM5A1upV32hTFJJiANBSCcoodxyXMsodTKjBsHZsY21t/oufP9jbvu0FPqLwgQ++b3VtudNZJoRJIVdXl0aj/s72DT/AjGqH2v2DcWvZb7bq8Ww2idR0Ol2cn6vVFyz0s0Rcu7p16uRxQHoWj9NCpimq1SFJEsxcIfOiYFkxzUTMKKOUlaBTjIkQ0ug7G7sYqgFfWGgLmXR7t5E1RT5tNuh0cN3a2bmz829e3V9wA43E4eFVQtx2G5255+RTH/noqdMnf+s3f6PeqGiZ7myPrcmVSF2XR9N4NFYYszQtpERxKqSia6tLRa6ox7M0TuLU5Xh1uR2Gy6vrrVaTHnS3z5ypGy2++ztPxDNsFLm93UtjNNcO1jbcuTn32PH6+z/QxkQENTdLlNaAMEaEA6baGAMWERy4fp4UlBMlkps3356O+x986oNKpePJYRC0X3ju2SQePfWRD4zPbb/1xpVBv+/U3H40iPNsODTpNMsFiRPH81SUJLWa7bQXnnj3+96++Aa2tysVnkbjzeuHKxv18Tjd2Fiv1zorK/n29uHJY2vWoitXbidxxpibpYXncqmyXMxac2GaKaVza9Fh97Aauru7++vra3/0H3+/Xq+fOl3dubY5HA9bbbZz+8ph72a9zrXOfvM3f61VX1DS/ML/8C8ateXH3nWyd7ivZOQQEVaQFMNGveE6+bn7asePLxdKMeZqO2k20bvfM99oNWazTEk6Gt7QQlmtOHdXl/1E5GkcPf/ic56PVpcXKaWkOz3cj7LcWoOzVLgO911HCiGlppTv7+93Wh3OeQm8LUsu7i4MKaWElB+yGiOxt3fj+PHjs9kUW0KI4Jwbk372s3987drbaZq+99seIqyYjIetlr+2tlaI4sIrL9/aunbxUlKr1Y5tnAgqSAid52PHdedazfe9v1Ot1QhSYZVnGm5tXauGfljzsmi2sNi6/+y9rUZz/8u3wSoEGCGEyZGDyhrDOeeOI4oiLzIppbYyz5Is464XVtyg2awMBlCpOHEysVpKmQ2H3TTNKXODCisK7Qc+Zy7jVCvrB54oJIDUGgGAfxCp5QAAIABJREFUNaCtLusq/ha4GoKSKYkxZoQIKa01QQBhzc3Tyf7hdq0ezM/PBRWXUooJyePEYZw7CGEkRFEWkFtjtDEII2TLKlTAGBOCqcdBFcYoZSTFGGFLKCgjABHGgBDLHLQUNgh2x9NYFcIYCMOq0TrPU4ShXq+lacQ41MJKHEfTKMoyoTVQmiglS27weDx+R+/VavWSm1HkBSWEc8o410KmWSGmRenLoiVg0Bjm0NFoEIT1NJsppWq1GiIY52ZxaWM2ixyHYYyzJJ+bm4uiaDKLqpWg02nlSRYlcb1W/bGf+Aeui6MoLoQ1YCim3f6e4zjRdBr6lWk0msWhKAqtNCWk148dx3n8fe83Uj380IM/81OfuvfMmW9885u73f0yYhddjIpCfOFLX3QcZ/34xuVrV8+cu+/W7Z3xbHb81CmpNGW8VqsxxgAsY6TihUZriUBIWa4Xt2/vDAaDubk5APipT//MCy++eG3zhjVlBw6ypXtACIQhy9PJdNho1ifTMXcYJgjhskwThJA/97M/+81P/FfojsRAd0J6Jf8MWUtKNY8wBnuHHWnvhNGwBWyPWOd3nJ1wpxjWGoTuCkL8wvPPf/rTn/rKV75Ukir+1ozpf85W+k6ty53mT3TXgHnHzayUKjl7pZDDmADAyy+99Pc+8UPsWzKf3/pmQAg98cSTQggw1kJZsIwAYGVl5datTbC2bMqxGqy1mABGtPyB8TRSxlprt7e3fT9IC4WQLVNw1mplVVlnf+Tu8/04S1KR3z0QbbWw+ug1mHcmfiX1BQEuXzzCcBehKfKZsRYRxXE56zOlanEpN8YoLaxWGCPHoeV4U5f0wtLRDsTxHEo5AGhthRDlARljtJZK6rsIyRLJaa02xihtCzlDhLmuq5QKPI+5zAHIROZz13WY67qMsfFkQjDH2AENspB5mskCEEJaakLIcDhRSlCKHU6NNULmnDEAo2XuMJ7neavVImSkraHcCcO663tK2jxXjBHGGCCfMmqRk6TWAgeMAGOjpTLIamK0VBpZSzAhmCJirbQppVxKK2RJVSSlkYEQSjjDYIqiiOM4z7MwDKvVqta61+tJqSsV3/N8z/e1UkIUhBCH8zSZVX3P44xQBFJbqxCmlOA0iRGCqh9QSghAmsSEUoaJtMbhzKFUK0GN5dTJ8iRN4rIipgDLKCakzFHr0lZtjPFdN0vTaBonSdbvwdNPP7u00l5cWG63W9ZEJXzn+vXrCMx//aN///HHH1s/tnHPPfecuucEMHzp8sWz5+596iMffuX1Vy5evNjt98+eOxdFUaPZfO31twsplpcXh8MhZ0RJgymO48RzPcJpvRl6ntfr9QITuL4D2ApVVGjQnm9vbl4jDK/ML/UGA8ZxnufdXhcj6jhca726tlCr1RAQKQsA7fncguO4VUJIUWRZGmepSmItRL6yvOwwOhmP62GVEi5VEXhep9nAyI4H/fGo32o2m/VGFM8coTG1aSo0GAAzjiLHYXGWZXGirGGUNuu1JM/iWVYIxTirVKq+H1UqYml5EVm0u7OLKbvnnrN5AVmWK43mO1ULVGldrdUIkYNhzwv84WiaJsXiQtPxnVpYrQR1IdTgcMAZX1panGbTaTyN45k1QAjpdvu1Wm0wmMYRNJtkbm7OECtzube3X6kEKomaPs6LAhPiB1WtLAFwOeaOo5TOhSQYVyoVSjHCUquss7iAqxU5HMeT6cH+gbVADJlNsnYTHnno0dksGY2n1270GAfKqEtMrR5qLdJsJnSRpWkmyHSmCAZCSF6o0WjkMtqoBUVBKq7n+QSsUKp46aWL58+fwJhcubKHEZaFmc2gNQff9fEPvfrKhaAaNGrNzc1bQvoase5oTCh0FluD0bjbTaoVDihwXOZ7tVarIUUhZK9VW7jnnvv2bu9vXr1utRlPIwOyXg+VNJTSRrMxHEfPP/fi2nrz9Vdv+S6cu2+DUVyt+oWU1trRaDQaTZpzc1le9Pvi2DG+sb7W7/deevGt9fX2eDpzfW9vb/f8/Q+8ff261MV0NF1aXBxPh2urq17g9Hq9a9euHju2GlTC8Xj8/PNbWkOzGfR6iedBu13t92aNuVCIVBshBL7w8qvnzx3X0kzHw91o5hncnm9EBi7dGM6Sa9Qh6+vHPC8YDHvdXvHEEye461+69Jbr+o16dXt2GwEfT2JtbLVSV0oddrt5DnMtrDRwh1ujV5ZXLrzy5u5tiTFwpnZ34047bbfb1tIsSzc21oQQt7YOPTdo19NZHE1G+cJyMJlmm9ffnp+fZxREkTTDtlqxrhtEk3iu6VCmKv7c7u7u2tqq0WowGnLXpR5d8ALmBMPxROWZ76NqgAb93XtO3zesufMtuPfeM5PR+NULF+s14GgS1ry5mpskmeOwYfdWpVY/c++9L7w8qNf5mTP3H+4fHOzv6a2DLEuSmaAINlathv1wbmlrvy+Q0146vrC00mg0kMUGyLlzD156683f+d3f+/an3v8nf/x/LS2tr6+f7B32Xn/99Y994vv+9T/7ubX1xSyfHBz2KWPHjrm8VplMosANzp480e8PL166xqixAEoD5lO4sX14MDq2cazfH1gb+o6jpOQcpJiBJh63WltKDENKWWMtorSSZtIAZtydTqdFmgYBd53K2toJjOz+3tZCpyPS3voKffvqKy+8fHH1eGM4ncySCBFgDpufX1hZWZ3F+898+Y0H7l8jSOZFMu5307RACJ+55/T6xsbnPvfKseON5ZXFRqO1tX3RGqjV/Gt7247jeJ6LMWiVJ/EUI0eJoHc40ypb6TRzUexs91ZXz16+dH02nb3r0fuEnCEipEiUMJvX+nnuHu7tr6ycP+yOGXWQNciWcTLEqEGgrMkuXXrt8YfP/8iP/tDh3vYsGup8DDrFSCwvzaGit7V9Ixr1vvO7PvDs15+u+Py+sw+Nk2mjfmt4WOR5oQo4mEC9DsNuPBvHt7e2Hc5+8Ae+p9/vfe7Pv7qy6p44dfYv/vxr7fZqEASbNzbb7XZemFdeuXThApw6CctLZDrV7Q73Q751+4YU5vyDJ0Uq33pzU+vk9dcvfexj/0WWJWfO3PP1rz9LCV9YQINBP5qpF176ZpoPMcqWFxeuXL4u8utXLsKHP/jAt3/7x7IiL/ozTMSNm5dPnz6epfGFC9dv3ph83/d/2+XLlzdvDc+f31AAt25tVatBrVadjDMhxGOP35/GdmdvdrDXJxwcD28cbxMmgwrL0l4Y1n1He44gmFhrsVWuQ7mj0yTOCpNk07evXzJKaGkcx+GcOQ4rClkUhe+x0rNDqeGcYwwvvfjN65uXf/y/+ft5MWSGxEkUzczly5dvbL2diXhpdWEwOnD30e///u8rpX74R37oPe95Mk4OCE3OnV/T2rbm3MWlmrUQRdH8fG0ymlAEYX2RMJ1lM+RU+/1+u92ZTaL59pwqip3d3atXr7qu06g1iqIwpswcWakzSqkGkRVFksRH3jpiMFP7h9tZUY1jz5i83uAIQaUSNMKaKfsfrFVGSZnNZpHvkzCsAjizKMuLaVEIURiEHMo8QAgbYkr2250GFwKgwZIS0I4tIhYTi5mtcicrkuWlyvFj61KpnVtbsyR91+PvfvyRRw72D8eTCCNYXK7NxoIyi8BQSjB2jAGbSWsttrjkDANCmGBKAGFSFCZNIgCgFFNKEADBFiPIcoEIrK2uVKqNZWUvX7zocE8bsbS4mKSTIiO1Ri0XcZIU02g2mU4YdxHGGAx3Pcd1oCBWCCnlO2v3LI2r1cD3HCEEWKuETKKZMaZMilPGOedWGyHlLEqNMYQwmeeEEE6xErkG7bquUcrlTi2sxUnUqFXBKIfgWuCLOGGMUwONIGAYPfvc09qCywHZ3HMcjIFSjxDikDDPsoWFepaNrbXaKKkNIaRQSkpNCPnGi8/3f777p3/8n37z3/1WpeYhhCwiAIj6jjFgrL2ydR1jorUxUhPMGrVaLlStWnvXE09KKfZ2t6PJEAPSeSYtKhCxmAJCytjzDz90sHP76Wee+aPP/InIpVUaAXV5xRDQRuR53G41p9MxQYoRzalZnG9sbd1o1Jt5khpAx48fP+j2PvCB90/jeGFhfjKZuA5bXJzvd3tBECx2OkWepVk8HU88N5BSUozKwBJnruv4WmsppdLGYkoBYYwoJqgc9pU1J8gczYksQgAIyF999i8AWXJn7FciJAnGf/vOxLdmT+/cc8Q5PHL7IYQwPsLgAMb4bqQPGaOMAoCXXnzhH/3jTxZa4W/hY5atHuX47Njx41fffhsziuGd+pif/ORP/fw/+zkAIARprcv2fIwBAL/n2z4EAAYUIgAWfvd3f+cXfuEXj1go2iAECBGGKGBrrQVjESKVoDKbJRg5d+pawFpiLDvK02KwFhmjjlzW1lorAUQpwAmi5eSwhJaCJVKWh0IAYYy5UlLrowoQiwy9w0s0pfRHhhAwoITWQqd3Tru1GpX1vIgAHOUGUen/NNpYCwgwJ4gSZI1V2Szw/WQ6DIKgKAqlTC6VBpvYSbkLKwwUNHMYV6Ko1Wp5nruu67rVOI7DWkMIobWmnCqtw0pdSpmmqeN4mZSG8ETyeBxTyiwq9nvd0orJueO6ru/7GCNtDPcYpuFgqjlnnucCcO5yzinxdZZlRVFIKYWQFoBgL4lzKU2t0kKaaq1dp5JNp7FNkcAEYYRQUK2KPDfGTqdTgsny4pIQwhirtZW5SZIYW+PXQ4cQai1BxhppVEYwYK4Q0pzjtltnnJXbFoHPAcIsz2VRAFijiDXcdVjDq0ihizSvVQNhbF4UVota4Ccir/g+4ZXJdBT41Wat3j3oVYJqmuaM+idO1uJEfuGLX73n1DFtsJCyWqlmmdo4s3Fw2Pud3/vdD37wA+cfODudTnuDfQ32nvvPfOCpp/7yr//6G8+9fPbs6Xc9+Z5rm9cJIYvLKw8+eM/t27cDrzLXbPf7fW1kFOfD4fD8/ecG467FyEG8Ugtqtdru3k7cm3HO0yKZxmPHd4bDIaL2+OkTz7/w8mw2W1hYwJj43GeMIUQ8z01maZ6leZYihDBF3CO+7+tRNhhE8QwWFgAjiKMRq9cbNd9aTSmqVALAtjveR8o0quFsQo0UlbDlUJbkmTQTIMAc5Di+1mbvoNee74TV1iyOGeWTaSy1ydK0GnpJOmbMqTWajueH9SYAAjxMM3nl7c3pZJamenGxaZRudxr3nT1+8eKbLzy/FdbgkYcfOHXi9LW3r0wnkVJW5vrMPa28yA8GqeeKwiCNTDVsVCs1a1EURYjwbn9aFNDs+EKIQiFj4M2L4/Y8WM/W6sF+b3L6jC20fvHllx3GjADASIK2GI9nsc8cis10MF1dm6fUW11bh1wghKXQ48GouysWFtx+L3v3d9xrNLIWHfQHi+uLw0nUGyZuxYWhnWs3As/J00GhsjRTngO1sMI5Hw+G2MLq8orWKs9jz6twzwVNL7/dO3ESHQ6SaBwRD86dPbOzdTvKZq5HNm9s94cRAKyurp88fcIPO9duHGAOYa3aH4xv3060hiQWAMMwrHOHK6OZ665sHLt65dZevw/GJiJu1Wq1ucrBwf7W7pBQfN/ZU1mRf+3Zl9aWq7qYnT87lyRJ7+BgaWkJIdjePqAUikIKZXr9YRiG99/fsjrpHe4tzHcczifTmbWYEufYRjuK4k5nfvPGjaWlpZW15cP9g5s7t/IsETJnDgwnh41GI80m62tNhNDe7rAzx/dui7mGPHWss73bW1trJ/msEYTvvfehrZs3jq8ec6w2SREQpzeZDCbxsVPtLMuNNsPhLAzD9WOry6vSWlvkkyKDufo8Ahv4QX8wRTY/dWpFKtFpd5aW5m7e3MMoCavB25eiMICXn3szyYt6iPf3jcf1qeNzhBDf9YVQnbnO3u0DYwwB0DKdRnFeyKyAXJiFxY61Ns20NRRRJgrJKR10e0Uui1zJQjMX5udbypAoSaQhk0lMXbLXm2kD1Sr1fZ8itHtzdzSEpbnDqm/OnV1K00NK8vPnqhZUey48POz2Yzh/30o0jQPP37m90zs4NNjb705VcdMiIKzRHyfW4mZ7fq61UMTwA5/4xAc//KE4Sf7qi89Mx9FD998PhGeTGeP82D0PAvrMZBa7TpPQ8JFH30dZ9eDw8t7B7W98+XO9yf7Kamd/NP3AR5+6+Oall1+5UgsTz63v3Dxs19ZrlXYY7LzvQ49dvvLaeBI98eS7NzdvG1zc2p5gXGu35vf3blfDuktSIwti8LWrV6rVquu6CoODmUGQZkW91UHUy3JNHA8LI5VGqJrFeOfWOE2NdqXnNyuVyqPvnbs9/rNL1wYGLCKu67rM8W7v7Q4GvUoQYKMfvv/M3s4Na/Riq5345vrm3tNPvxbWmqdOnfL8oN/vf+3GV+cX2stL7ZtX9tvNpjZGackoNRhc16WERtMM2aJRbzTDpbevvJ1N9VcufTOawZkz88NRN8/TarXiBo2vP3Mxi+Hh+94buDWV53NhGM2SdBbVK54ldhZPh92Dw+5ekU3bc+Hu3nY0Gk5Gw8XFRccj881w3Nt7/cKLjzx836uvvvClL9w4HPceevj+w+7hSxcud/uTTmf9rde2wxDW1lpFlg8HiZBQCR1M0PLy8izNLl65cnMXMpOfOBwQCp/5zBsnTlSKXG/d2mrNBZu34PhJeOCRduDTNIsqVc91zXCcDCeWu/3ewSgXeGG+HQTV7uFofqH1V5//wv7Bzpl7zp08sZLEw68/++wLL72ysOidvmfj619/4/77z93e2X/y3c75+89+/bmnN7dv3vfQKSfArYW5vNCDfmStc++9p69fm3zpi8PjJ/n1G+MsT6MIlMjBjigmp8+di1P51WdeXFiZtxgWF7hGipJZqxVMxz3f5TIv1laWjq21hoPpq6/c/vjH37u5eXB4eCNJodGC/mhv88Zbw+7eD3zfD1648OrG+nFrKUK2Wq2KQpUl9vV6WBQFRvbk8WOBT5J49Mwzn//ot78vrKPXX3/zxs71aTySUt66fWMUDc6cO3G4X9Tr8M2vP/3qK88ur3a8SnHxynNaod5w1/FRFM2AqP3uXrXiWYMHo34gZJIUUW+2sXpSa+vUwuFwBlppNbFGjQdRWKk73I9m01yKer3uEuy6LmOEu3y42Q3nKsaYg96wWUWtesVx6cJCczzsY+T0en2MZ5320nC8hzF1uA8IGVPUas5w2M2y4fHjG9UqGY2n7fm654bbtwfj6czzQ7AozzJKGSKkXEi6XkUWGWMkzxNjwfMp47C+tiBEOpkMw7D+53/2jZ/4iR/+2Hd83+/977/7J//xP2mlCEGnT9YLmY4Gh40aCsOq0nRnZ5DEQAnBiFuLCbYAGCFMGeGcgLZBUImj8WwKx47XEUKbm+NOBwig9z75nm734OWXrzt8z/Um8/OLjFEhM0LIOOpXawF3SC7zSq0ex9F+b8QYMQJZxKVWt7amWgPnwBiUqby7uG9jlTYWrNJl20GlUin1gJTyqBoBQdnMXnohCUFlMQbGgCwGo7WUUkpZFKqQiJX1fxppgxDCJaPaoHNnz73y1gWCESpnCcRaq63RBjBYhbGxIMt4DzFESq2NVEpRhJXCWsvHH30UAK5uXp2ls9L5ijADzLAFixH3XcYYaKSUthqEVAfd3nQ6bdTDTqt1/vx5pQuZpSbJJ6PRQbc7TeJUFkpb7rDdvb0PffCDGGOjtOs4vleNZ0WJfW53WoyDkHFezFyPaZMvLLakyhEQY4PROFFGD3tjAChhcv83ZW8eZkt61/f93rX2s3ef09vd15mR7mikWTWSJT8gEQcICGElLMYJWMQEsBLW2MROYhaDY/IkTmyCDTjCgB7rASQkJMBCA9JopJFGM/fOcmfuvb0vp7vPfmqverf8UX2vJiMgpJ7+o7u66j1dp6vqvL/6fn+fL7dZq92q14MomiOjsjzWQhCECMEE6UKWiJEqi1kIQZkABIjgSu4Fg+FeKrq+q1yBAWMIYDCGaNAGVaKeAcAGKvDkX7E88sgjL7zwwhtWWpwDQJamJy7P/y++zM72NgCcOXd+Z2vz63/7n3/3997zqlbp8dWP7//Ov/1PfuYfgVGVYEkQJgQRio2B/+P//Ne//du/RelJNOJXnvsKAJw5fXb/YA8h+jo1UhukjTEf+e2PHh8fmxNlEt8tZTECUlV695imGJDCimisQWkwoJXQRqii6menpNItMUb0noEBY1G9HCGMsQqeXCJdqfyqgscYZCociIbK2l7ZNhEYfdJ4e7cZ954F92slsdYGaYwURgojjZEhGDQyGBnQ2miEAQwYBcgoLZEsiiJJkiRJqtiPNE2r6HmttTKgtDKYKAXaEINtzCxkDBAXUUM4x3ffPaY1EFJqXcaFEIWU0rIsQpCUkjHGLVop5JxSo3JywprBjNlVpIdtlSeGfkqVUgRRVsdaKa2lMUgbhQDbbo0TbDTORZGmqRJSaTCGoDJDQGq1Wt0PhMhPGiAxAgClZVFUa8AAtrRVmTO5baV5hhBiFkcIUcYMAq01YxYyijuOgzEHQxkzFFPbEkoCAChtDEIaACtqEEjFCUWUIoOSJEMK9Xq9c+fO5anIM1HzrTROlJDj0aAos4XFM3kRFSo7Oj4+c/7MjRef7x8fdrutQpSlFAsLC0qp4XDounYQBNPpLAhqxpg4Sj3PC+o1RIhGYEDnZZFkqe3a3LYq6BkhSChZ3QoIo1EUWo5dIWQQQoHngcFZlh0fH/f3+3le2rbFuV0qyPMcQNu2ff78SllkBGmjRJal08l4bbmLsTUejwfj+MyFxTRNyrwAKUUprGbNaE0p9TynNCIRBbeZ7XjRPOEuT+JsMBjFsV5dXfD8RpyECJec21meHfSPwkgsL9cRYZw5gKjFmZLGGNRqBWtrp+M4HAyPd3c2fM++eN4tyry/f0AppZR3u0t5Jra3j1585TXbsinDlDsaiJDC9ayylBU2Oqg3CM0ZLxm3bMe1XQ8hfOly6TjOqdPLO5uvAIJZFO7u7mJEGeNFCpgpLTSxLU1AIgnESA15USx2227gA+cqSqbTaRRFtgWu7ThWvtRbWVpaUpL0jwbXbxxSCzIBmAFKlSgBE9u2PSnVcmBFUZInMdKe67pVyogQoijz4TALw5nt8OXV+tJSx7Io4EJDJpVxXN92oslMrWmwbDtL8vXNLSXE7PZulBuEkOU6AEhKWFggUqr5vERoHoZocXGx2XSHR5O4yIzSWoPLiUJ6a2cLY8hyrQ2ybGLZ3sVLS/VGLZ5PERgMWiOttMzzfGVlUcoq6opZ3DbGaBDY6O3tTaWM5fi2bZtCDwaj0WTKGLM9NwgC7vDN7e3RYIAAGMPMtqhlGEFlWbquW6vVGGNxlNncefBB62i/7zCa57C3Pzxztru8unx8fJyEyd72jizyGnclonlRSDCzeTifF4wSg6hQmnHgFp5MJtOJaDTIQw++5aMf/T0hy4WFpiiznZ0dz7dXlhc9z9ncuOPadhRGDINjk/F4Xms0z509X6+N9/cnW1sjSsF1R1KY5eUlo9HxkWq3Sa/XJYRhTDFRYFCeFUVRSGHmswRArCzXKQEhhGVZjUa9KNM8TwfDaZKWhRRxnPs1q9vrFnu74RgUSI1SkSiG4dwZmxEUzUMp8rXV1bK00jS+cO5CGM06ncbqMh8OhlrpxW79LQ++aTAI/+zpHScAo5lQElHWaNcpA5txg3mh5PrG1qOPp35v8fSppZWVc/F4QIldlEZoPtnfXVpek6pkzDl75tKzzz73bd/93ecvXv2ND/+bV24/3z/cLlRUlsVHf+/3W83OytpiK2hisF67OfjyF59bWVkZj+RnP/vnjz3+5lVTvvTyK4eH0XissyghCPy3NNbWVrhFZ7Pj/uHBZLgQ1PxTK4uMWsaAMVJqoRG6m01aYIwJZzazNtZ3uu3m0dEwz0Kj4qIcSzStddzXbo1Pn19udzo7OzuTeRbtzJE2iwsAGq10FwaDyWwS+a4NGtJYc9pQSs8m6oXrd/wA2u0WIWx4PMCA281enpIwiYsyU4poI7SG0WhSCxwEeHfr+Lg/IYDuv3JtqZtkWXb67JrjWkKIoF4rcqWENZ+CZ9ctwlWR12vB+q3br925zSzSW16I4nEYzWajoySecSjKPD3Y2wWjWo36l5/6s+Hw6M8/96cXLq596lN/8uKLh1fvD3pr51+5tQMAUlqMOJSwi5cbgVvrdBZfffnmYqfFKTo8Hh8NodXJPvrRT2xsw1sfcR5//JGtjdu7u8AYhGHebnfvrB8wnnd70OnYq6fW1m9ff+zxt0qVb2z1V0+fSvPd3d0hQejC+bMA9PDw0LHYlSsXnv7CZ5UST3/hc6PhPM3SoOatrnQoM7s7/QvnLw5H4eB41l1a/crzz3/h87dKA7Ect9qNJM2NZlFcKAF5igi1CIEXrpcXLiNukXNnlwOfOxbPZRGHyXA6f/jRS9N5sdABy4G3v/3tzZZ/NNzCaw1OrTRKJ5Npnom93fAb33NlYcHd25svL9d39+edBTh1ujMPR+Fksru32Wj4CBtK0Xg8j+O43V5M05QQUtnikjh84IEHCC43N9c9j6fFfOPV9c3d7cHo8MqVN3/hmS8dDqDTiabzuevCfVfPtTq13f07+cYkKzPbdnvdNQDV7jTr9XpRFHEaSSGTOJcJmsUZY6Qe1C1qIUbzUjJSJFk+SEYIGc/20jSNkwghVKv5GJs0i7N83lns5KK8/4ELQsnZbNJlrijTyTxedmqEggGTJImUgDE1BoQw2gjOseO4Ug0dDI0aB5CT8SHn1rVrl48Hk+FwmJUxd2ypRRRF3KIYE4wJAqQVElJWJHPKsDFS6NymLCvCPEkQUozQVtNaXFjqdntRmMRxfOP5F06fWT1zdimMRlIOKTNlmWUFQghZFihDS2EIxhRTQhACZVBlHxNinrWbznKvXqv5AEAuqumrF8dcAAAgAElEQVQ01Ebt7OwIUdRqpGpyiaK5lGWWFfV6gJCpptNSKWOMZbuWDYzxNCmRMQhjTJQBgxBBiCGE/1/evKIoqjaYKr1Aa00pvefrrWowyhi+B5NE5qQwIyd3lkofyPM8z3OtmGHsJLuPQIWmQQg9+cQ7PvKx30EYY4IRxloJpZQ2gA02YABprUFrDQYrpQAZghnhFCNcFKXS4kM/8g8A4HB4ULFNEcIEM8osSihgjDEuygwMRkAJwkor1/WzPA13Jju7Wwvt5lJv0Xcdrxa0Ou0LV68kRTkL55NZOJvPP/1Hn/573/8Dy4uLsmnC2Xw6GVrcRSCzbM65F4Zxr9da7Db7/X4Sj3rdRrvpDYdjzqG9UKvXg1k0AwDXs7IsErJExAhZaiNKqZLUWIw5vi2NSwkJ08jlCFMmhABQSpaEEIwAUFXdYQAEpuKaoNfF9iFQFYMS/voLQmh/f//HfuzHfuVXfuUN3s4HHngAAA4ODv6aQ22u3waAj//BJ689cPUNQ9UbzX/6sz/3l+343X/n+37r//71e7ZPQglj9K0PP+F53m//1r+3eBXxCRsbtwHgk5/45GOPvw0jpO/6SwEwIHPf1Qcee/SxD3zg/ewujROfZAkaiu7VxBIAIQJgDMUYG2SAGEAY2EmsNQACkLKEu2QkY3QFaAKstQKttTH5CSUS3Q1HxKjKnjAIKaVRpechbCqYjFKAAAwGjPHd19BKnyBjDDKgtTaYUGUUMggIQ4RhwoAYkGAQ0QDVoRp9EpB4D9xUYTAr+bdi51YaqdJKaVUBlqq+tap8yrJMa13VsRhjUTVAYEwI4ZQxUsXaASKgpUpFUfFOEALQouKOYkwqPi0htEpkIIRgfPc8VBgMBkQxIRaljFFKCKoeT0jhEx8BMsgAoKLMKcb1eo1xOjmY15tNgy2DCbYxATA4A4y1hizLcwkKIUKIBIOYSw2tjrHUxOOe47iTONdKhVkRZ5kGXQhRSmlRXpTKEEkZwogTTJDSNkegStd2GUNGF1kyX+g0H3vrW3udti7kl599YaW7QJBZbPp5mY6P918sw0aj8dC1+z7+sVsinb741ec4Za2VdlmKo4P9bq9njNnb32vU12qB3z/YK4us1Wom2NgWLXIIZ1OHu4iishSyVKLQnl1DyFDKpJThLEaAan6DMT4Zz13L8zwPARR5UeRSKz2dzIuiNJJaFAeu73m+AioNwRhLURqt8zQvi5xh7Diu77qzSSKVRBq3m0EUJUVe6MKkkGGCHdefhyFjFHPGGOfIMMYxxgZUHIdCGCG059E4Dm2b12pBs1krRWYMUErbLRaFaZqUhJDZLLYtWwg0HknHiTg7AKSL3Nx85dbCQjtJ8iDwxuPY4oRbfDoJ87w8fXr5xvV+s1muLK8Rwg8O9gajvNVOOCcA4HmeFHo2iwmBJClarcZoNJrPM0ZRs9m0LIsz7tf44mLPaOh0FzrtiPPblutOwlSi0hgtoXQdRAiazcKH3vrmVqsFGCGMDo/6x8dHnIMQZb3uXrp0iTHLGNjZ7bs+WTu7LBQUQqZlOR6PlS7TLBbCKMcUhQajAQkEIDUoYxzHNWNclKVSEhN06tS5leVuGM0IKmxuEDgryw1Rwnw2NZpiZFkc57lqNlqFyedpFEV5mh74vr+21mw0XN+vbW1tU8qnk9h1Mou748kUY5zn2hhYXF2kGB/Hse87Cwuu57uT8XR7Z8sAUEaqJm7b9SmlXhAUQgKgPEvjKPU8n9uOUrrMc1GmRa4JJbWmo9JcypJzThhNsywpctu2lVJRFJeFsi0bI8IooxSLIoujnDHe3x/5gd+od476Ryur/oMPXtvYuvPII5d3947CMM3X9zAy9Vq7vzfwbNRtdJGCPBdSgjbStuw0zafTeaPhE8bTNGu3W+fPtabT6D9+5nP9fsk4WFYUxdJzYLHrH/QPNzaHK0t+rVE7Hka9rluv1yeziRP4aZZwm7/14atbW/tam3Pn1jY29hAFy+XMVn7dy4vMthGl2HURo7wsZVkqzlStVifYHhyPAQgAmc0zg+Xq6gohZGtnu38Yt9qexWwlSByWBDkEFTLXrGafvtDCSOZpdjQcL/QW9/cOhuPZysqKX2sdj2ZZFiOANM+TRFCERqPZhctLK6cajWa/3grCKMzyolS65rm2Qy2LUxrV/fZTf/aZ7lLzoccfR0jfvPnya7c+8daHHn3kiXd9+UtfeuJvvvM3f/PfPvP054v55NZrt7UxnT/5k1u3XzscDAyKtdGFKPOibLTa8zD0vQComs0mV990bnN9f2e/X2+wPKPHR2O/Zmml3v7EW19+aR0ZeniQSpGE4bDZrFkc+T5vt2rc4uPRMWMcNDKAEA2Y4yYhpjg3KqaEaxBCqus3num0Kacmyaaz6bHlmGk4+uQfffX8hXNG4+PDeaPWc6yiv7VeD5DLFxhCBBr7O8N0TkuPF6IcjBLHq2MEcZicPXVGG8kR4nYzS8JwJAMXay0tToOgo0FrLXGjmaX+8fHYYkARmYzGDmdJtI4QK0QxGY8AjDLCsmxE2GyaBK7n2TYoLco8wyHIombzoO53W41OywNYCU+tiDIpskSVxeUzZyzbqtc601nSbK9dvfrwYrdlkBMEW6XIjo/E7l504cLZ+Xw4Hps8jx977JHbr63fvPmy6/gE48l4hhB65zvPhHG6uHjusbfXLl+9jDGKw/wd76zdun2n1mhbtv34E2dms3GcZK7rbm7sA24cD5I7d26lKXTayHPbyXSmlNw/POIMLJu2Fxu2xy5dOn/twTc1G+2PfvQPLMe59uD95y5emIWTMJzd2TxgFjWEb24fWLx2/7WLURoziyrDlKSe27B5PYnS+Sx67cWja9eWClFSizfbjYP9/ZdejChCK2eavR6sr++86dqDh8fJykr78Hh2dHQU1M40G41nv/QcxeTM2iolbGGh4TgupyiOJqfXloaD4/d8Q+fihfOMUVVKkZnN9dsPP/zofJ60Wx6jyLZtx+acYa0VwWCM2tvdOdy/U687YZI0mp2nv/DlW7de45bTaa/UgoVOZ81xU9erf+7zX11aXsDYmk4jSu0HH3pge2drOg2PjsfTSd7pdBmzKbcd159MxuE8xxTCMGx3To/Gyd7eLsZMCsUZYwSpQgJoUcRKmJpnM4sqWQyOJ4jB2bOnFrutV2+9ZiCoNWoL7VpQEC9oH/aHnGBZilajeWNzw/OQKtTBwZGSinIvTsvxJCKElUpkcem5aNGrLSws7O/s7e2NpvMcYYYpMkZhI1VZMKQAJCikpY6TOcGAsbEdrnShSrngLETxPA7ni4tN26GOy77whc/fuv3qwcHR6lp3PB6XIrt9ZxtjRTB0uz0EJC+x70OemXlUTCcJgMEEU4YwMkZroQpCTRSVgIwBkR5HlFKEjOdRIeX+/n6z2VQKqgruaDjgjpPkJRCcFoUxOhdlnGUABmOCMRJKI2ohMJgCszhWGmMMpMr4u1cYUCa1NgYQoUKprMwBAEullMKYEEoNJgZjAqiCnQCA1vIkHJlWUdqqKhcJIdUMGVf6G0KgjZGKEWIQOn/+guM4NnPOnTlvWxbnbDqdDkeDg8F+xbUjjGqtlVTVUMRiGJNOo9ldWKSMVv7SN1+5f2P3DsLI6Ar8qJGWCEAXWgqBgJxZPrOyvFKvNdIkk0qWZdkfHMd5cv2ll5FWrcAniAS1erPZDOo1Zrtrq6tnz5wFgJ/6iZ/47Gc+O5tO0zg9Ojpya7YU6WBw0D+M33LtzN949+Mf+4OP5YloNtsXzl2hlI/GU0T4ZDrb3LkDAJZF0jK1HFqU8XSWSpW7FiNEYwaGamwBYRjbiHJEKfWwpYQWRYmwIQYroynBhBCoWjkNBqROOgARMQYqhQkhQEiZv3bJ9/jjjz/99NOvvvrqe9/73r29PWOMZVnXrl37yEc+8ulPf3pra+uvGR2BELrv0vmPf/LT/+2P/+Sv/ZtfjcJ51aZ43/0P/PN/8b/+1z/4wV/5v3716/f60I/+yLd9+/s4Yx///d8dDY+NMYFXe+e73v2Lv/TL/8PP/PdbG7cwJRgjAgQ4fvTht3z43//O81+98YHv/I7t3U2MEGigjN3/wAMf/s2PfPjDv/Hyjec4RVUjWeUZJQgxAsYgQEZrjVAF9qQGAa6aIA0CbaRWRsFdHImsHlVYlnWvM1AIBSfxD5WoiEFjo0802KKU9wLrEcbmhHdayZkKIYMNrnIACRAN2pzYUREGrBEyYAATY8AgZBA98YAjYpAyCGlEDGiE8Emtj1AlqVXAEsuy7iL+6T2o7L00ggpuKUTlkqVFUWitq8RBSmlRlBhXmCGCMVQFpGWzSnWkFDPGK4leG6aVMaDAEEIQIViUChNAgMqyEKLUCgCAURchAqABNJjSGI2NAaSrhHRMMAZskKEWxpQhTJKiLJS2/MY0yoWJqpQNh3MAxDlDCAlsCCHEdR3H8TD2pZRS5nmepqmUkno15nrCRFprLaQUUkopkM5EoXIpJWKaUOY4iFFCqRH1wMuTkhNEMJLKOIxeOHv6wrkz9cDb29q7eeO1uucVZapEmYZRNJ2eO3vq3PlTs9Fh4FuvvvKiKJIL565O5zOJ1OJCi2KktVlsN+eTsZSSERgPj1aXu6VnuzZLIojmc8f3a27diNzhLgVGCM7zFFQlz8au6waeDwapUlvUNhKMNiKXSThzuOVaXqe5cGoJx3FSpSFpxBChWptElkbKmu83V5er6AwtJGgjRFGWspCpUMJoZFkUMPEcy/WDWRiVeSGTVFOEOVHSSJU1GnUhxHQyLwrwfFqvN44O+wihZquOELiuE4ZZGAJj4Lqo064xKtNEhKGq4J9S6oq7GMclIZGQoA3Z35kEAVpdWxZKl0JjYiMMhPLReKY1ms1zjAGMaTbaGOM0TdM0CwKvVqvP5/NaraakAYNt297f769vbC62XJmnQRA0/RrnVpZntk1r9UZaSokAQCVzZVuoXvdHo6jbXWSMQZ4Ti4fhPM9TY6DfT+67errb7fb7R4uLq7fubHSXfc5ZFme3bh8uLnnd5oI2khCUF5nFXEaN67plKeM4zuJiOokYoZNJEdSQ69S0Ms995eXrz7+cJIAxLHah1cxmJtk/OH7i8Uej6VRr1Gx22u1mkmSLi36U59wCrbVts9XVtdu31w/2jxljBPPV1WXHcTDip0+dm07nSRxWHv48z86cOW2Mvn17B5OsEKUo1bkLZwkh+3u7jDGMaVnKMIy1NuPxiFLaaDRs267Abhjjbq87n88NIEpZHI/T1NiO1eksbu/uIoTjOJ6HcaMeLC+vKamkKBgjjmO5zdZ0OhNC7B2O0FF85coZpWA4mFy5eDkt8kuX7nOc4PnrL2ztRvdd8gpKjo5hedFQYhstMeJaFUBwt7twdHRcFCUhTCudFzmAjuO4LJQ2+PKV2jQM3cBndiGKLMtLQMpxhRe4xuBms9br9ZQ0C5xLKYPADcN4Z3drYbHNGJNS1Gr21tZBELBr11Zt2yaEZmloe27VxZJl0hjMbL8sBOH2cHLY667Wm87xYJfamDDfdW1Mj7WRlLrGiNls5tjBYmt5oWmEkkkUv/ba7rW3XJjO4rKU0/mR7zdc19vZO242m9vbx1KUSkFRQrdFpVEai6f+7EvN1sLySmc8jwCwG/iQJjs7cwPQakCj4RFEMFOf/uNPPPvc008++a6vfOUljJyizJDK+/tbz3wm+77v+a47r718+fLlyXh648ZLZSk3Nm9TQi9deQBwIWSys7N79eqVl1+6meVxfxB22kvFXLq+lQyj6UwuLfuj0Xxl+WocxnE4a9atvb2jb/3P/ubg8Gh3b9u2TnW7CxbXK0ud8xfOvfzSzVdffSnLyocffqS7vIBoLYwK31ahmCFqqbJY6rXvu7p26lR7/2DzzsbLRRlfvHBmMpkHnk+Ivb29OxlHUoKUkCagc9P04fTqim93n3jPN/lubXGxt7yyAq1WORq/euvW5ubmdDLP87x/cEAptXosjpNSIs6JZVmAyWQyFYA4o82lBl5ebTX8PIn7B/tnTp8qMtNotAzSWZYQihBBtm1PxlN9mmqNR8fjP/z4Hw6HEyVNUPNc1x0cq407N4O6Z7ksiua1wC7ztFbzT5863azVS8kffPTN06P+lUvX1tdvP/ulG3V/bR7OsjS7evExY6AZ1B226vn85VdeffHG3v/0jz+0cXvjpZdeOX36/Gg0Chr1o8HRlfuWt7a3nvrz63/rm9/11FO3RTlttb3Dw6FtTYKAd7sL6c72dDptNs8Ggb+/N/G91d5C4+WXXs5zZdnI9TzfcYLAP3fuTJGn61uvXLrvwvXrz3c6C088+diNl146Hg8AjDRIGtI/SvtH4HuwutLoLZ0BTBOlWu3FKJ4PJ4njlBSTXKgwSZsd+Mrzh71leOzJh2/dvlXItLvIZ5NyNJz1VnuE0q985Ybj1k+dPvv2J1f+9LN//NJLd77t2x+9cH5lf3dYCF1vtW3GPc/70jMvXr68mqbRxp35d7z/Cdfh6+u3bctfbK9ef+HLaytLCOjWdBqFWbPZQtqAlhiAIMMt3uu2bRsMFFEUrr/4SqnztVPnwih96cadOEKDQby4uHj//Q/s7m498fZ333zlBqG42eoNjudZZibj9PCwdBzbc9UgGpWqdF0nijPuePV6azjeuX5j03Fop91b6CyFYXiwuwu68AOHIuJ7XqfTybJsOp+oMltdatRaNSGLvb3bF873Do8OCbIWup0wgqPDft0mywvdZr2hlHGsjTw1RR7v7MUacFB3SiFms3Cx3eTczvOpNng+SymZFlnBqWk3rDzHUZzYttf2bUyU7TAhjcBaM1MgXdGzGVFaFYAQopDN49k8bTV1lvPllcWD/vbW9nq7Uzs4OFheeYsUIpwVmGilQUljjBqNJkdHmTbAuGvZVAipTEk0xsRUPUC5KN0aAJFCm+Xl5VqtFsfhxsaO63IhBGBiu7br+FlWRFHaabsAOMsKMMhx7bKQCGFtdFmU2hij80bdMifh6QwhdZJlbV7v58S48uxyzqvop0riq3DnGOO7SRGkquLuEeorLeQe35+c2MLuxlIjrNEJJrEiZ2itP/Pxpyqu5huWBx97U5bl1VSVUaK1UUqXZfl7v/G719587fVbfvpjfxzH8Tu+6WFjkFbGqCqnXAtROpTf/Oqtrx9cKfXou97hBb6WQiEcx9E0DAejIefW0597+t5mH/jABz7wgQ9U33/TN3zD2tqy49Jbt4iBLPAdi6F64PyH33nq4sUrbxj/8OgQAChFNcd1XZdgIMZg4vmWJaWkzEhdKFM6nLseRxQsi/q+n0SpFDkmiIABZAgBjDHoE/0JEL5rD6zgKXdxIOie9vUXh4S8Yc373ve+Z5999plnnnn9yt///d//0R/90f8fOYEAeZa+/33f9vyNl370H3zo9eu/73u/55mnP1f5ft+w7O3u/v0Pfv8LL9388Z/8qdev/+AP/JfPPP1ZjBAouEfR1DL/L77z27/03I1P/OEfvWGcf/QPf/JTf/i7nGFtkDEV9uWkg+9ur6FBWANoBBgjZQBjpI3BgKt3DwFClIABrbU0SN8rme6Og96At6l2IYQhjKlhAFhV5zyCu+ZNrZTECBkAabQW+nXxnRV2idxLpddaG3OScq6NUZUDFIwBDKAMAmQwIFTlWFSFXMWSrXav4kCqYSmlgICQE32fc04I1VpbllXFoItSVVeiZVnGgJYqK0uMDKFUa11kOSLYaINAE0YxIGU0Y1QpbYxGCDNGKaWUshN9zwBi2FAAwIQ6VRKDAQ1KK6XAqOpAlEZaG62F0KIIM8YIQkZroAQ53NJKzOK0yvWzKDPGWDbHDCulGGO2nViWVR1RdecBajFma8xyaVKpAEAgrDEFijEi1ALLdpRGnDkWdxnVDBkGGCGiFbZdT4hCK7BsD1MLuB3UGufPX+72lstSUMowRpgwZtnvfe971y6e299af+H6i5WHU4PhnCOCOLen03lRFEHgjUajer2+srJS1dvVc6harZYXZZJkrhdIKcFgAwYhJKWuXO0VilYro7XCgBinopDV/5Eg5Dqu53nGmCLPbduqbPN5nghjqraBRrNWrwV1359PZ1mWAWjXdbTmURRlpaaclkJq0FIj4rHqf50VRgoBGlFiI4KNUZQSz/Mcx8nSghAWRREgQyiybTuKQsZYq0VbLVwUZRyVWVakSS4EtFouwYxbVJQmz8tebxFjoqQ0Gi0sdKt2UNu2t7cOLMudTuYYA2PWaJgiJBcW2pPp2HEcx3GSJE2StDonq8+UKIoYtVqtlmVZUmo5yRGiaQppkvfaXWOQ79Vcx0cIYUxBK4SR6wKl1HODgYmazSbGWJQl0mY0GmitCYEsh/ZC3SAURanQh+NRwjwym2dJLjgHQmhRFKXI87xECDPGk7gI5ykAcGaXWCplbM5sC9mW63kBxjAcRqfOLwQ1FwAODw8+9alXm3VYWqL9fn+p16UUT8eTO3fuRFF6/sqlej0AwEmSTCdJrRZLKYtCWpZjNGgF4TyVMvaDQClVPV3Ks9Li/PTp06PRMM9hYYFXru1+v18URZokhGCtdZ4b349s266e+xhjxuOxUsrzAj+w253O8WBYltIYMpnlBvA8LgCj+bxstlzGWBqK2Sw6depMHKVaCSlllmnXtikjeZFhDHEMt25tKwFlWd68eXP11MorL782nk6KXEkBo7EgJlEKlERRlIMUhVAYoygRvlcajZSCJM60Bsvh1W1naWmZYidKRPRayqjV6/WSaMY51UasrtbTJB3EY5tbk3GYpllveXE0GNgOzfM8TUWeH1BKXdclmAkBeS7iOJ7P56dPn1acC1EYg4RQeV5qrbM0LwoRzrXv1RzHGw5GUgGh/Gg0FqIYDKa2bSNEyjIrS4MA7+7uAUC73S5LMRrCzu7B+nrWbkN3ocO4s769K6U5OJyeOt07OjhSGrpdB6QCoKdOXczLrf7hkNqu0KjZrPu+n+d5mW0VJXCOKKUI6TieH/R363Xv4UceOejvlgVqNtqPP/oY5+TXfv1X19ZWHJtZNpvP5xsbGwCQ52lRxpPJ7PSZ3s7uwLb5F7/4lXar3Ww39vY3Dwb7IJxGOxhPI88Jer2ljc3b+3uHe/sDhJO3ve0M42Q87Cdp5LrcdnCSzje31hFW73r3O27devXw6KBR7zYa/nDQdz19fDRPwrkswK5JwyHw8FKvWatztZfnRbixub6x9Uq71ZxMorPn7MFRNJnChbNNZtnzSdhd6F44c351eSWN4zRFnNi3bx2+8Px6UqRRHBaiNEYdHw+MMrrEUqK8zKTUUivAWEuVCxFFMWCkNZ+OJ+1WkxGezNNSQFEYpYlSBDAFJDDBQAAwa7a7UkGalqPxdDQKkzhP4qhW9ymlSRZrUJ7vGFBSCkIBIV3mqVLSc1w/WAyCruu6Ssssi8N5IUq8snKu8sU899xzy8vL9XrPkLzR6HzgO98UxdloMu91V+fzsNXqOL4nBPu133ihtwydLtrZ7kslNNDpJOEWODbf2EgAySeffLy/fxCF2cbGfrPRmE3jyxc79aA3GR9Ekblwwbp8+eLnPv/FZtt1bavX6wWBc3Cw5/hei6gkj9EYPM8rhZKaAIGiAM5gNI2PR69Wz8iIxfMsTdJyMJrG83A6LqWCU2fcRov6dW8wHjTajUbtVDZLms28VLIWNFudxf4re7ZL+v3DlZUVhNBoBHfubKysLLTb7dksXFtrlGW5vr5u2zCbjHzfuXzJdy1WFsn506uTcbi3s3Hr1s59991585seOjzcdpxASkEZQogJIdI0ShJDqNFGxOm83vRJn1jAm63Wfv8YEbSzf1yWemt779btjbe97aHd3YNbtzZ6Sy0/WOr3h1EczeYlY7CysoyInebzPM+zVJQiwxQLOW20WnkeFaVJ0zROQq2E53DHclrNmlKiLDJGjVV3pUqkiDkzvs84d6+/eHjh/KrFYT4bcQZSiFbdn89ms9F4NpwcH09nYyAM/MDWKi+UxmnuBfXuUmCknIWhzR1MzO7B3PfdU6dOMXY8Hc5yVTR8z3NrmBi/xphFwjDNcIkRxTVPGyNUKUQhpOYOl7IEpBcWnfk0m4yPmq1aENTyPG80Ozu7o62tHQDdaDQRzo+OktFoQjgzYAgDUGCM1kYCaKW10BhhRAjCCFMAz7Msy0YIOY6llJjNZhizVqt1cHAUhmGtFsRpChgjIGEYK6nTpLAsCyOGEL1Xo51QyqWsUBRaa2OgAsMQ/Hp972RK+rVAtepD+h6k9Q1h4tWUtFrP2IkH7PWyA767C0KIIEIIqbLX2q12BaL4ux/8vtl8gjE4tvPB/+qH3vuN3/T0Z5754Q/90HM3vqpBYYS1Mo88+LZ//S//Va1WU0p98Id/YDgZAhjf897z7vf+3e/9/mc/e+PHf/pDT3/xzzAjWgMY/NYHH/oXv/S/AcD1G9d/4X/5+SiMASHO+C/805+/euXqc59/5n/++Z996vN/XmRZ0KhJod79N9718z/7CwDQ7/d/+qd/KstSgrBru9//wb/39ief/MhHP/rPf/EXDvY3bUbvv+8KwUTr2p9+5g4h5OMf/w9f/coXJpPxLIwxdT78735nqbcEAJQh27M4pwgZmxID1KE8TRPb5sCIIdJveEC0yApCjR/YaTInSDGCGUFSAgbAGBuEjZbIYAD08o0Xv/U/+SYMWMGJnHQSZPAXlXvr63e+9Vu+ZWNj4w1V3GAwOHPmzNmzZ5vNZrVma2trOp2+YbOiKN75znfu7Oz8FSVfOJ9dvXT+/gfedA9Msn7nVp5lCKGHH3owTZOvLx8xQg+96Wp7YaHXWwIAqeTO9oZW4qQWMgbAIKOMNgYwAfTY2+5rt3udxUVUxRQavbN1R5QZQQhhUCchEUYr844nHxmNBxhVK04S3jEYBFpXdTFCAJhgYl+1fFoAACAASURBVDCiiALCCCOpRXUJVKd31Z1HCDGgjTZag1JKK0CYVZGjGCNKscGEIlTerWkVUGMMVgQDNVXNc7d/754Epw0Ybe4SbUCBkebul668ZEgZpAEbhAwmYDTcHeFeOmdFntRf1xx470rEGEPl2vzacnJEYBAYMASMMYwgbltCSqQVECyVUEpqrTFAKaXkTOuKT4MADMbIshwADYAJwZQSjClCUEqBTtg+mFDCGCbAtdbayErS11pjjZlrGVDV7qC0MKgsQRptpNZa51hIIayiqrr1vWTI1wubnPMqpwFjbLQiBCkD2LIZIS7GNE0JIaXSiDJOOKKIUQxlYURJNHWDRhSHqkgxsyazBIDZfvPc5fuXT52/feu2KDShBnN7cWltcfkU2P7NWxvPXb+JmG379aPJnBBSrzfLVJelEEJSyjGmQVC3LHY3bxOVpTQGWZadlTGl1IDSRkopOGfVLdcYzRipvLhKKSmFz30lZRYnjaDmWC5jTCtRFEUYhhgQY8xoBaakhBBCqjeBIBXH8yxLhBBaSgMKY2zZrG215/GMEMY5BY0ASJLlhZClUFJoZQyUglCKMKRpyjkLgsB1XVGq8XhqWYxz6jj28fGw2fR7vd7S0sr21t7Nm+txlGYZKAUry03O7TSNpZYEM9vyHMcry1xKKUp9sH9MKbUdfnQEVy67ZVk2Go4UGsBYlkUpMxryvBiNJpxb9XpTCBFFMUYFpXQ0nDDG2u32eDz2/drFC5fnk33LI/P5PM9z23aDIJBSzYbjLC8MIZZN250AjGCMYQydTgdZFkiRJPH29nYpjOtix9HLy4uAsVD6maf+HDOwHDsPC4RQq+VwTrMsy/KkKAQGEGVYFApjbLRhlJZKSw1FKQ2Q0SjJ87zZqjea3vFwPItmqhSYoPvv940qazX/5s0djHQQeBrUcJxyDpjiXq+X53mtVvPcWCl15fJ9x8fDKIrLUs7nk0psPzwcSCV9z5GylJlaWWpnWZbneZ7DffedS4t0NBopZbIsSzNjWYpSgrCSygipGbe11lmWjEYlQoBp6npcaOMGNR9RpQwmUK/XJtNQSeN5OM9Sz3cuXVpI03R/fzeJY4xBSlWUkEQz27Zns1mjSZaWndk0bvaaQeAdHx+7nre1u5NkeZrD4gJwZgZ9aPhgWW5RSKwMIdxiEIkUU5qVYh4BkDwVYOVwquYFnscd6+bLtwh2s0xiEjbbTW7blOE4zonUWVEeDfLlHj0eHJUlX+wBpXQ4jsoSOh17Ns2xkN1ejVJ+4RJTSlVRnKUURSnjNJuHse/7jFtFIYpSjyehkmBb/ubW9mCQKwVAcJSEWZYVApit8rLQYHzfYpxJKeO51uLIsqwggFmYuT5YjsUshzLHdoLxOBwNwK/FjucqLd2gUebF7ubEb86aC72jcTQepqunupxzIXWe567rBj5wShBCYTxfW1vhFhwczJ999gsL7WY4y/qHe88//9zzX/1yWSS/8esfffyJy8eDo6PBUbPdSrJ0PB6GcZbL2WR+PJ5MV1YaUQyYzBCBxeWlzc3+2bXTjt3Y2OqnuVpZPn3nzp3hYMoYKfMcGd1u1u7cXpcSLy93LIsNBoPj42RhMf70H33qs5/984WFdqfTjJPw/IWruztDUc46TRTYpNfrjcfj3lKNMbW5eXN941XK0EK3mRfplfsuX7p04dWbt77h3e9Y39g+PBi8+dzl2uU6pVYjqE0n0cadjS89c12XzLIcz3Ms3ypFWspSG0kxoYg6jltmuSgkp9wQbZCRpRRSe56HMNVaO04gBZqMI6RMvdYZDqN5VDhuopQSMkNYay0557koi1wSbEkJFncwppzi8WQihChkQQiezuZCldXkiltMliLPU0qzZpPe2ThaXV2VUk4mo0uXLkZRtLV1SCkdjcajUcJ5gnHAHdRqds+cvvS5z32+u7C4fGrlT/7oPwo9iuP41Nranc1XjIZ6sHjUn1Li5LnoD2V3ASxL2B6EYYEQsl1nZ6+fZvL8uVUw85df2m62guWV7nRyHASBBDGdwdb2LcbY+uZGHIXzGXS6k6TICUOlFNP+4WA4Pn36wvIKxXRoDBmPQsCWQaAB5mE+n4UYWc1G22g0mQxLAVGUftd3faB/fPDlrz57+uzpo6Oj+WDeW+wttDt5oURpanWXcHt352AWfta22Nmz2XgwAiiXuucA8d2dvSSa9/vi9Cmr1WqMR4OV5YWj/m6Rpa12Q5QZY5wxdHBwcPrU+c3NzUcffdxxnDxPLcuxKQckkyQWsgijoxeuf3kyHRALgiA46O996UvD73jfo5bdeuqpLx7sR9SCZ7/8fCtw9vYlptNao4Ypj5NSlOC5HqXuzs5+kiS2aykNpTBlLo0OH3n08VoQ3rm9F0VRkZWMscBzGoFr2xQjGqk8iabNZrPTroMpoiTkM1QUWbtl2RaNwzgrYW21e+H+y9PBaMCt3e09JY2WpBZAmAAh3JicYKIVBiAYsUyI4+Ps1Gqtu9jVcrssxWw8SaO4LHJOSKPVsC0/yyPPpZTheF5omRNmea6ttC4lzfJQaeVaVCnBOSNY23ZujJlMwieffFIKI5VaWu4NBoMwnNV8W2vu+4lB2GiwLHthwZfSpKmK4kxpiQEZQxBiBiEFhnOc5YXnu7blzOezKIomkywI7GommaZZq9WSUYIZdVw/iiLf95MkKUo5m0dCKKlOHv1zyouiLITUd9GDVcCglIoyTV8vCkkpTzKOhagah6rireq7q7D46G5/0QnB5fUiiflasSelohgjbbQx1TQOY4wQrvqFAOCRJx8yFAzSjOo8L37kp37gQ5s//UM/+MP/7t/+5tfXGH/wyU/8d//jhxr1wLY5xjCJ+v/y128URfGDP/BD//sv/6uv3/6F689//9//HsCgNEynEWPsO773b3/Le/7TX/y5f/aP/+HP/GP4mTds/5M/9RN/+qd/0mm1G0GtLLNkOvnln/vZ+X/zw3/rm7/55/7ZL339+L/3u7/97DMfcxyPoESJ8KXXrl9889o/+emf+57v+jvcwpSYoowIxq7lUkIYxbQwnkeZ5wBTjYaPkZoUKSDFGTZaAChKGGUIGTBGIVyxKKumMkwRjI4PDUZwN2zgr7Zcvvjijb9wG4TQ9vb29vb2Xx3V8PoN/rJFCvHi9Re+xue8O1SaxH/Zn4cQmk1G0/EQIUQq1GylfWkFd/PhkAZtJMaYIDQbH80nxycvgcEYhTEyBgAhikADMsoYrOfTEUXIAGjQCBlsEIAGMAAYV8WGUWBAGW0kkkYaAxoMoajS9yqjIwJy92SubLQnDz4M4Hull5BCnWSwYHyi2lX9ecSoEoC+QVatrqaqqfXkMiEno91bKsXvHnUGThrpvlbF3Zv33zOd3ru+7i3VdSqlMsYQwqrAdylVJWhLITEghBAjhBCkhMyShDFCDUUAlFLOOUKIKiWkYowgxO9d11UEduUzpJQihJRBBmGt5V2wDWEEW5allAItq9EIwgYZrU0hCs65xZnGkGWZZTmMcc0q2CzJ8wIzImROKDZglJBKa2QMZUgIHaeJhhgjhBE2SGsjK6ALI9S2bZtxbTDFDAwxGoMhnFucUWGw0Agos/xmXMoSQoGso0kkgVPHXlyxGwvL5WtbltdMkrlX67z9nd9oLa4NdzY+98WvzlNTbwTt2kK/31dgLLdt23a9ibSQjhtw22GMp3kpy5JyiilP4iwri3qtZjuO5To4nitjpFIIVV5aqKhEhBBptFaqECWllFKcpnHN8xljShXjyRyQzvPCaMM5JYRxi/hB4HkeQijPyygMpZCNZn02m42mM8aY53mMWQQwGLCZ7buOUsoAmofxPIyFFlJqJbQwmtkOpRhrgVu0KIrRaKS1XlxsHR0dxUlGJ6Msk4uLrCiK8XgMgJXUtcBTCsJ5mWXFaDTRWruuWxTi5Zc3Wi23s9BqNFpSyjQ1nAvGmGNDrRYMh5Na0NjbO8QY25Z7eHjEGMpzURTzSxcvLS13J+PZbPqq7TmdTqfyG5dl2e/P2m25uvrmw/3tbtuZTGbj8bTTpmmSHx9H4xlgDvUOWNxpNltxNEMIYQy1Wg04wxkkadzvH5Ql1NtWEGStVtPzgnkUfu4LT3u+02g2SzGXJh2M0y6lrXbL9/0sTyajWZoWlmX7Xm02m41GWVmA4+Ru0+XMGg1lkijXFefOnbt27XKahZt31ufhzLHx/m6cF5P3v/89w+ExRubSpQv/D3Vv9mNbep73vd+45j3vmqcz90Q22xYlyyRFSo5gSUSsEHIuEhiJk5tEF7rIfyAgQC5iBA7g2E6MBHYcGYmgKRpI25BI0ZRMNZvdze5mnz59zqkz1Fx73nvN35yLVXW6TSkGglw4WdjYQK3ae62FWusrfM/3Pu/vca4pHXyMKEgJ29u9KEx++MOjV152cZwcPT/j3M/SOkmiVqt1OZpSiqMoKkukytLzgjwrKWWLBSilOffjOJ7OZxcXZnubt1rtMPSFUHVdN/26GOMwDNfXSTPYy6r66KPHnXYrbrWnk1meQ9JyBwcHANCF/v37x0FoX//sG2m2/Na3/rU10O9zypyxlnt4MOxk+WJ9ONzY2PjBuw9qkUtVEkKePDvClHkc5WV169Yta9xH7z/tt4DRACHKPdppEynKJCHtdvfZs7M8hygCYwjGBiFSFEVdqclUECSUBq1tlhXzxTgOA0yg14tFqYxOKfOzLEdAOPP2b9zgF6cnJ/PFvG61/CAIfD+8uLjsdrta2dVyEkV8tUqlFMtVnq4gTkgUJxjVmDKPh1GvrZQZjVLuwcZ6n/iIcOJ5jJCsyOvlcs4Y29rcWFsbrK8Nj58/vbiYU6a2dvrHFzNCwDroD9YwYkLZ1TK3zr77bv6lL64bY9Ks3N7cvf/B/PDJyRe+9FO7pTk+G9+5+9LR0VGWLaeTWUBRp9uihNayAgUAdjgcSFkdHz+/ffOVnd2tIhd/8q++WeSrL/3UX83T2fvvPvQZOr+YDfqtjY2N5XIpREUpPXy8iBPo94cvvfTK299/bzydh4I7QEk78Vm0v7/17PH5N7/5rfncDQf+WnetrufOuaoqwijIMxdGASCXFxmlYK0ihHQ6CWVEKSllPZ9c7u3u+r6f/eVXtZCtVuvw0HFqVstL4xxl8PkffyOvy7OTE2t1FIV+4BdFcePg4PbNex71Aj+Zz1crnS6X6db2LqdzZD3PCwCglJnne51eh3GymM0DHhBEdGU7SRxHsYASEWSMUdb5UUdJneYZ8JASkq4WVlvfj6ercX/jgDKujQKkAbTWint06AWL+ZJS32hEKRO14tSVlUOA2kkEAFLWPAiM0Q6jvKp9P+i1+1LWl6NpFLY++OCDOI6NMY8ePanrWgjBqIcx/okf/wKlvN/vU66jFl1f2/vP/vZ/8Z1v/8l3vv3mK6+98Y/+p//TAnQH23EIeQlh0MXYSumePJu8+uo6perOrfW9/eHl+cmbb77p+8Fipesajs/Gd26+8sP3vmOM++zrd5PY73a7aZoe3IDBoB8EnjWuyNN799an8xmQxe7ejeWq+Pjh+ZNncHDDW9/oH5/Nx6PUWLj30tbTJ88WC12V8vKyHA68W7fu7O7Woffw2fPTonAG3Ds/eLco1fffOXzyGG5twvoa9f3o6OxyNJ4N13cQ8oJwdXS0+pmvvDocRtPpkzjyLy/H+we30mXqeX6vp86OBUHTKAx67Q4gy8IwX6UbW3uB16tKvVwuP/74wTvvfv+zn/0cY+zJk+cH+zcGg0GrHTnQWqO8NLXJLBZlUU6Xl54X3b5HCGePnxwiSgbrgef79+8vWi+5jXUvCuP5Ije2ujivvQApQxaL/MP7yzCEm7dalOK0ENYpjPHa2sboMqWUDgZrGGOjNIBZrRarper32ttb6/P5ZLmatlrJ+nBgrMjThR94nXby/vsfSAWtGEYXZ08PDwPWWeu3pxPX6+FXXn55PFnNPjqpK51nELaYwzhd5UVVU8LLCij3b966Hcfh++/8cOJNkQPP43EUxYGPEMpE7TSxYOsyyzPpeyKKAussOC0qIRUwTi1Y32NGy7W1YZoW739QtNtt3w9++7d/L2m1nj59agzErcgPeBK3O90ky7LxZIkw9/wEEeycNc4gjBEmCDmEnLXGOTedQr+PBsPeeDwmhAyHcVGUi8WC0it3ZKfTS/MyiqKiEN3uQAhVlvVqpTwPS6k8T8RxizFS1wocuhZu+FqRgTHmk6rd7su7zRTzhfC7co59OqG7qSxd+zmdM83EtGnkQxiu8Q+IEoycQ9ZhhCgiyCGjDcZEG/OdP377Cz/zeUyItkYbhZy8BlSgKGj/4ld/6W/9x//Jndt3ACBN01//jV//w2/+0YPHH2HPUIowbhj41lpttbm19+pP/viX/sO/+R/t7u4BwNnZ6e/+7m9+/Ru/k1dzISXChHHfOsQ8PpmtCCGbw52f+LGf+Nt/6z9tWvUePX70v/7Tf/Jnb34XnOl32nmavXTvHsb48ONHAPD6668/Pnz+k1/6qa/9zV9qjj+fz37/937j3Xe+W+XnURSJWjmHRrP542fPESfM89750yev/5WbjDnqUYLR7tZWmWdZuoqDMIhDSyEr89CP+t3eD95916PeG5/73OnzYyVUWRQ+8wb9fpqWSbRRV0YbM5/P61oyzpVp+JDOXBd8tFENNce6K7aHgRecj0YYwos0+f9Hjs0XggXBVZEKO3tNm2wKjJ8IvE+/f1r+XRkoEXpw+OyX/oNf/PijD9F1zJ9zDmG4NjkiAg5eHP96+4uu5yo6ovFSNtZK5wAhZMHZK3OncU5ftc2hK+aNc4AQhStZhZuUeAsG8BWJ5YU8Q0CufZi0kWNK1dcJhbiJObTOWYeuE+PRdSmPAKBP5xA2WqsZTS8WRAChK5euc8aYBhJjjL2KV7wCzjiKLIDFGBdFEYZhURRNNF9d14w1gB9gjEklgzBoCEmc86Z/z/dDpRSlVNSqMfgZbeqybiVJLYQUFfc8IQVBwH1P1KLTSaq6zrPMCwLGA6V0465snrEwDJvZeQNtQggxn9e6klJEcYQcZFnGOfU9L8syxihGEHh+nmeU8SBOhFRKqn6vL5WqyioMQo/7WZYrpQa9flVWnDPCkZS11CoOI4dAS+Wcw5QYpYMoFLXQSmFCWMDquiQIe4yVRWmUisLIGdOUxbADJSXC2AAQyjzqWeMcsh7Dno8REXdv39jd3SsL+ejhs+Uy7XWi2fSy0+3+4tf+/Vdff3U6ufyH/+h/RAS3Om1AWEppjAsDv8V9igABUloJWdsrs6tzzjpwrqEJOWuJ1U6BcZgRzqizTllltTZG+WHgtCnqkmEaJ3Ej8a+As9poI6uiCgK/lbQIIc5ZAGSdMVZZe+XKQAhRQkUtCCHgoKqEUtJahwFT8LNV3u11lJJ1LXZ2t6bT6Ww5o5T5UbBYpdoCxm7YixrWjnNWSpkXNYBjDAAgCPy9vV2EUJZWZaHBUcb4cpGlaSaEUdICGMZpValWK3n55VtZluVlGUXR2dlJGIZay5PTotslSRwCYGut70dS6Pl8SQn0+x1KWZbllGIAVNd1p9NJ01VRVP1+pxk3Hg+D0NNiXmXpxnr801/8qZ2d/Y8fPP17/8O/WN8kBmEvjlar1d5GF5yazbJ7L23/t3/nv+60W77Pnz998su//F/lGQQecEZ/5Vd+ZXt/6+nzZ//4H/9vq1z01rakcpP5Ms0KQni70wZnsiwtS6EN9j2viaJOkqSdtD2POXCz6fjyYk4IdLp0b2czjin38GQyLcr05Xv7noetVVWRz2crzrzADwkGjzovao9n2Wg0DYIwDP3Vsl5fX1dKO4uyrEhXpXMOHFZGSmV63aiua+qg12n3u50g8J88PYzjsNVtI4TG04kQCGPrecQYDYAopVpLpbSUwBhEUZDnOSEkSaL5IrfGMs6cs5QxjGkYRtqabrczn0+N1dvbWxcXZ2eX2auvrFuja1EhBGVe9npJXYubB7eMtrPZYjLK1te7RqO33jpb32RKo929HQd4cjnOV6lTsN5PBkk86LSnq4WN/fFyJWqklZrPc89jN24NinJeVqLXC9fXN/JcYORRlswXq+OTs6pSlGAEdjjstVve6HJkDC5z/dor+1m+LKrVcJgIaY3WN2/t17XQWj97enZ0BLduob3dvelsVtdCKrV3sFMV1Wye9XrdxayYL3KjoNP14iTyWTBYGyLkRtNToUV/0Ot0OqdHJxvrg6OjiVU2isz21pYUUisVhf6z08u13bV2uzOfLVfz/AfvTqMIBn2iFL59a3d0cW6M3t/fMwa/94PDooTtvWh7c2e2XI1GS0adMWp7c1CmFWNESY2w/Mkvfl7bGsBWVZFlOcEho6Go7LNnxz/95a88Ozqcz6dVlVPGOIsRsLt3X5rPF2maz1fPtHFK6729ru+zRw9n7T7dP9iIWi3Ow8cPnj57et6Ke/kyK0v9lS9/vt0Of/DeWxcX5fYOGfRbnU6nLKuTo8v+sNVtd6u6Oj0fd1qRNqLd7t25c5AXFWfJl7/8M1///d9XQpZlfnY6abVYFLcG62vU4+cXl6UQ88Xsr/zYG86Y+x8+pIjv7hx4PFS1qSsZ+LFSUggZhVEUJQz5aZrHcVTKjHp4lS4ZI1VVUcQo4sgRq2xV1spVPOTWIiDMWCKk8rxQaUsJQQ4wYIxcXYtZbojnA3JKFZQh7mFKCQYkhUaIIsAIUUZ5EBBjpVbagfU83zonpPQ8j/meUEII0UwDGBgPEIBrUH/OYoTQ8+dHu7t7L7300sHBjdls3m63N7fXPrj//vGz50dHRzf2D4QQg34/jlvf+Bd/Mp5eWlCdXjcrzXwxrQTlzADYThv9xI/fVtpsb0YPHz5epRX3YsDh4eHYI8gnvpIl4/Bjn7+9ttF+/PjRjZsdpcTF2Xhzc2M2mxFMgiC8GIu19URIPRml4ykHpxxgROgqzYIg1Na2Wsna+lCUxeNHx+0W6bU7ZWkpqvcP1h3ow6cTRFhvCJWQy5ngFjhjSae9qkUQJRZ7R0eXO1vb52enm+sxQL7Wj/b3154+z3/44Umv6xWZDgLTiiMt9c5WGHhse3tDFNXZ2WlZm8lICoW/9MU3er3Bo0dPoiDp9nqU0IuL87WNtVYcdXodxlDSI3/63W9eXI5399eOT88YDesaGE3mC5Xlylm0ubW5XM3LefbZ114ZT86FKh0oqZSUVNS1tsRY55zhnFLGAVmHdBjEhHmLeSVqK2ptrel1WqFPiBNKVZHPsbNxFIRhaJyp61oaIbWMYn+4Pji9uFwu8939vrX26dNF5Hu9bpxndbasCObGUm0hr/Tn3njjze9/kJaFdSgIImNAScGZqws96JGdjU5dZlqpqnCcU0aColRa13fubi2Ws1qpfn/Q7fVqISshMcaVqIsiYx4Pw0Ar5XFutBa1Pj5Z/I2/8dfjqPVrv/bbfhAQAkrJUiiPMz/glILSqqoVIj73Q0K4EEIpbZTSWnuU+R4uq5z7BCHTarW1Fp1Ot6qqNM2V0kkcY4ybmKsgiopSWeescQgBJhgcArBCqDyv252w0+46Z5bLplG8QatwY5qoLZvE4V+cnd104r2wcX66K6kBYl5llDn3ou7nnLPGNoWIZoaLATDChBACSCtjjVFCYUoAgDNuwSFjsIPAj5pTaG3LIvun/+x//rX//Z845zCmHvcpZQDgQDtjgBCnnLHKGYOw44Q+P77/7PlH/8dv/i+UMgyUEMDIKSUQQZQA93i723KAuO8hcAaccsUf/+s//IM//F2plahrJaRHWbfdWuv1EdKddpims7Is77xycHZ2Voh0ba39O7/xz95961tSF3EcxIl/cXE6mY6iKOqZAWeelGa5nIc+rmTd7kYA0I48ym3SihBAO+JYY1tjhjUydRD4ybAbBWFdlf12FPkB6HJzvSvquirocLieRHFeVGuDG8tVeXk5Ph/lmHPuM10ae1U9veJzun+zRvfiRrzY9UJ7OOfg/9ub+yQIAn3CI/3R0MAXSQ8YwNmrzzjXRGkiawGapDsAdAU4vTaT/ohoROCu1Kwj139IBA4QslctfNDoT4OxBdCoiUFEyFlEEIADDKjxMZsGRQmkkaJwVfR2AOCuojXsi2HVIF4QAEaIUtr0shpjrnoLmz5EhJzVjTu0ruuG7M85vwau4E+jO831KsC1pfOTIdwMT621MdaAs82xKaGcWQQILGYUaQUYA8GAMSL4KunxL3oh3PwKATIYOYwcwRYcpgwYRYQ4QhxFDmEHSIPT4AgFJIxDDigg5ZwoysjzrZayrqSUSsV5kZrUJElECJalWAl9HWNAZCmcczQitbZWW8Y9zr1aKWMspp4XIMcMwsQq5xCqa+WMJQg7gFobZGmpjZEGwDEKtHa1WD47vkiSHxqNs1S02900l1UtR6vRf/N3/gEmzoLpD4dFVbJJxZiHMEUIgRUJSylBlFJKCWOUUk4IwQTKsqzrCgA453EccaqlqY2yFowFgjAmmBPsrKqFAqOsMhSAKUObdTRrLSOYMZ+zAMBHCFXCEHw9uJFDDCOEjba1VAAQBCSMIyFEVVXUo14YW2utAlNha9FsuqjrmnlcKiOktg5jyru9YW9tjRDmnJmcj9Iy9X3f8xjGllIwBjyPcs6aVHfnnBASY57E7YcPHynpNjc3V6s8XeVaWymV1jCZZHn+XpbB5nZorVutRF2LIPA4A4wQ57zd7lJKLy5GdS02NgYEY2vtYr4CQJxzKaWUZjQaGeMYI/P5EiFycLBHsJ+myyrPROGMyi4vx4PBhudFawPwPB8oi5JOFAXbm8Px6DQIULfX2dnZKfLMGMMYjWOGQM2n8Prr64O1/irNvvtnby5WWVFB1JV5IZTWCKGyKhFGjFCtHFgXhl5e1sZYSujFxWSxWHa77cDzPd/bvzmcT6YIIeZ5l+PzJ09LANjegcvxawHtJQAAIABJREFUqNeOa1EYJfr9trN2tZiXpQtDQlO1zMqqgrouPR4Sgi8uLnZ39geDNa3tyfF508lZi9o663sBxphY0NqkaUoprSpBCBluBJzz+XKxXC4RJkHYwYQppZTRlHHApN0NtZaTyTKOvX6/6/t+KYTv+ZVQRVE57JxSaTZRWgPAxsZmVZVFUQRB8NprSRT5SkrGiVICA9/YWGeMvffug1u39m/fvnV++meHh1Xg4709TxmIk2Bja+vk+ILzYH09SmeLPKtavu8slGWNGD6/WGoFcRSsra/FcZhl6WwhagGEVnGiMOZR2Dk+vTw5PQ8CPy8U4/be3YM4DgPP/+53Lwix4GA8TY3VFkAodPPWnWfPngPyH3z8qCjg9u0NB1Nt0GiyWi7zogDPgyjqBwGcnn94cTHLc53nwBg4hJarLAjkOlv3A6+lEmO80fn50dPj7Z1hHEcIHY1ncttjx6dHRSF9jvv9PqaWM59R3/eD1m4XHMGYVkX55puL3R29NtyazWarZXV0OtYINnd7vf5gmVdPn4+kcq0YWrHXSlq3Dw7yLCPgZsvF9956e3t7HZC+uDiPwrDMJ62k73tx5LPLy5Onhw88n25ub2jnGIuVsuP5eD5bDod9Hu3NF6PXXnv57XfeslZrC/MpeF56+YNnw2HnZ3/2Zz//+fp3fvMbpVB7B3sff/x8uZq225xxoMxfZers/IxxhykrKmtM3ul19m8EjNAoCc/Pjw6fPiWM5fnF5u5OZ9CZjS6ULu7e2Vgulwib99/7gRdEfhS3usPpLB1dzpI42tncS6J2EsZlJipRDbo9iqlQtNtucY8bbc6OHgwGA1EXp2cn/bVBmecE01pJ7KiWSlRSSeOMxQzZpckLUQmlNNLWhWFrvlhhRDjjcRAxRtMsyyUCyoQsAeTuzgYmNk2XFJMwjCj1rAHnEMWkVgX3GSMNqAwQwsbaMIyDJAFAUitlrDI6ZK476IZh6BxaLFZ1pRBGcavFPL69u9Mb9L7+z79+586dN37sL7373n2Co8+89vnA987Pz97/4MErr7z2y//lf/5H3/r2yfml1Nq4Mk2LSlSAXRhgxtn5xbQqZxenMB6D1LB3QIf9tap2Ruk7eztnZ8+MrbnPTs/OTs+y23fW4jgxBubzZVWqMKRVJawtwmCj32+fPH+v342nM50XOmnF/V57MOwdn509PJycnE04BrCgpEZYtBPUStp7u9tpnv7MV/Za3c4ffOPbXoBv3ditVmK5TOerwhJar6paV0K5WjkhxPll3Y6gfbP/8UcPLsfQiuH27e35dLS3t7u1sfn2W29O52kcBe+880EUwd3b2x7Sezf8za3tL3/pK3lRcL/1w/c/XNvyEHIGVK1KuSx+cP/txWLxhZ/6zPrWujQ1pbQo9XiUbmwEUitAtBblaJSPF3Nn8PTMVtW7L79yxwksZNHp9lqd3tMnZ9PJarGUUQyE8tBjURRN57Oi0JiS+TzPC2UtSAm1FK+8fLPKSx4Ho8m8nwR5Xh4djwHBzs4AISKEkLJerJZCQZhgax1j/ODm4OJ8+e57s8CHrY220cQq2OitGUdOTy4936NSACZra2vTWTqZ5FEI3TZZWx9oK2dLOeyHy7ScjfT2NgglywpWeQ0kLtLZOvPPz0dS61a7gzEOgqCxWXHqEcSKLC8KMRz2ez35rW/98aC/9tLLt7rdwXK5Oj8/t1B5XqCVrGpV1xJhQjiUy8w5hwh1zjGCO91Wp9UGp93MpFk5WI9v3Lp1fn6el3VdC8q5MhYzSghB1lR5rp0zhiBCAZFa1NooghnjxFjwA99YmEwX2sgoTALq1XVd1cLziO/71iEHwjhHf0Ts/fnp45/jfzh3Ha3WzCwbr5m11ljzCbrTucZ+15RhwF1Z1BihCAHG2Blz3a7DtDbWmsYExRFGiDRESoQBUIM6tKAtYLDOGK2tNRQDosxaa7SjFGHsEUwwchgD0shjHDCilAQ+1Q6i0FOt0IIzBmshrJHgDKPYCOMsIGcROGtUp9uezaaPHj3a2VvD1E1nl8PB5ksv3Ta2LipJqE8IogxFsUcJNkZYiq0z3MOAPIQtIwgAOq2YcUMZJoQEPtaCmZByQgnF4LTPvIBhWaiNQTcOQ4ptEPlRwGXkrw/7WmuxKMpqqbS2rkbIcU4JRcYowOTTDXvuE6UHP1pnu1aGL9qi4P/vm0OA8FUzGFypsavdABa9INdchyG4F3oP/785LXYWkLuSgM3DDBgjcK6peToC+ErbIcAOGWets9hhAwZZBMgZZwgQA+bKP4odBuKa8eWsA4QBAXKAMAYEBKEG4OkIQsjzPN/3GyILY8wYQyltjKaUUm10U4q/tnraF2CYH7njV1QY52xTlIKrqMZG9SKEAP/oeP8RI+6LpR/sGk3yotXuamvi6h2Y61wMwIAYwoRQ3/MQQjkloR8ARgQBQg5j0Frqujahx7mnjZTCYYoITjCGWpTIYWNVVZVVWTnimEervDDGJFHMGJPaSCkYJgRjrbWzNowCRJiqK8QochQYxRgodoBUFLVqkTMviluhc4XHQ22FVC4MfSGVFwST2cyi1AKoVY0wJYQBIlKIgFiKG8fvC4ANJbThmhJKqbZOmZp7YB04A4CpNZhgbAGDM8751jprm/9mRBuGMUJAEW5uO8WE+H5grNJKad081JhQYKSxE+MmglIbIAQp55R1Vhuw1mpjFdjC7W3vVFJMJhPjtFCGcp+I2jhX1FUQBJQiZ4mQlpKAUd8YVeSV0q7V5kkSNYQYY4wQomqgGdKlqUQAeZ4LITzPs04rBZ4HnkeF0NaC53mUUEKgCXIIAtH0NC4WiwbuxRhDCHXavdlslmVVt9tqt7pKKSkvx2NnLUSRwRi6XZ9SWuSlc873fdBlUwh3FiGEg8BX2jJGtNbG6izLjDFBEHDOWRjisrgihyFEGQgJw2Ffa1WW5fOjE0QREKe1FkJgjLQxUgLGlSZUSqkkIHoVs1mWusxBCOX7lairIODtTmyt01o758IwjsKSUBgOOkrVRVXfuXXHKLmYz8MoasfD8Wg6nS4tlMz3krhZ/0FCyMVcDgfy+Pg4DONOpz2bzfM8BwTc4845znyGgGJEKc3z3Pf8IPBPTk4opYjAjYN9wGi5XCKE4ji21s4X0yiKGidwqxUkSdL8eHDz5s0bt0ejycOHj4qiUEr7vp9N8mfPxkrJg4M9hF0UBcenz4t86nEWhL61VoEsiipJKAD88IOju7/08k//9E+9/f1387zc2Np4eHgUYjq6nKytrT3LS2cBY8Ip8f1IGWOtXS0W3a5HcLRcFEnSDkP/8eFxLaDVBt+LrMGL+XLlqV5/2OkORqNLIevZDMIgDsPwyeHTdhs2N5KyrE9OF1EEYYTKUiwWqZJ2OlkqCdZAK+nNpqnW2vPCMDRSZgijd95+/+7de2HQSdPFKy+/tFgsxuMxY7yu0zxXnv98Y2OtKArnrBKaMTKfLRnhBwc3O535s2fjdhsDwPNTK8xkb38/y7LlMnUObQyjupZZNjPKdLtAKSvyoqpqShllnFoMiBW1KvKCULc9bFOGu+2WH/h1XT948KDfaTuM/CCSUktZDgaD46MpWHB2EW+3MEGPHz8MQj5c6wY+zerCDyhjRNRKSvnhh/d/7uf/2o7c/Po3/lgp2NkJnKucheWsOn5mHnw0299//IUvfOH27RuXF8vBYPj82XFWWG1krQBdFIQCJTRpd0IvLEU5Gi8s0O2dzZPj5+XxURx7m1uD0XhcK93p9775R/+yFfqMEcpw4Huj2VxLGK53PvO5v4xZMJstx6NlwFsbaxuRF4JFLAk7yQBjAoBQmWNK8iJbLqadjhcENs/LzY1uLdVkNMaEtrq9oijKojZaU0woYUoJhJDHuDbu5HSlLWxs0DiO86ycTmcrvPQ8z1jDw1aWLwBsf9AS5bKqcqWF1VAXS6WM1Q4BVtop66IIe57nbBObBFIZrbUfJ0Gc+EFEA89ZkHlZzMaU0jCM46hlrS3LOkuLJBYYk7quDw4OWq348PAwXeUAeHd3t9fpJkny1lvfK8s6jOKt3Z1K6u99/500z5Jun+Si3e1woo2ulsu014m3N9eZd35yXJ2cLvJKG0ci3yuqxe7eBvfwcrWQskwSKAsRR61BfzNbVsNBsrW14/t8uZoZRzutbugnDx7MHcKIMCVBKrFc5ItFRSl0u96dm7vL6fTpk+WNPfrS3XvW6tOTY+tcFIQUYZ/TTiu5e+fe+dFISVgUGWJcCF1VBiGapXkl3cZGl7jsrT87+4WvvvwZ0n3vgwfPnx9trvedAylVtz9czhd7e7eUenawd6OVdL71rW/3e2vajk/PRm99/+1er/9zv/DzUqvf+q1fR2D2b++ly9lgvVeJ1cnZqe/TNM39MBYSKIN2d321kghxBFQZIBKikCaxPD3V3cFIaxVG/PnxafHRUStpM+71erTVigkFa9VikS4XZZR0fEKLypU1+D7yQ+zHYVGLsqp9ICwiXhT5iBcn+fkIluk0bsHaZtTpdFb5ivk6TmJlnLaGMu+lV18djd9vdb39W3cXs3w8Xpycjbq9waPDZ1ErCsNQGS2URAR7ASAC1iFlXcCYcVBUVdJiQYCAMj9JpFst87LdbsVJazRZ5HkeBMF0Mg9Cj3EOyCLAdSW11vNZypifZ5U1aDKWnbbd2l6bTKaLxZIQwpgHAJ1ObzQZSwmIAseuroUyEASAMW4e5jRNMXKUsv6wa425vJiOLmdKKSkdZaAUaL1QCrrdcGdn5/HhKWeeUw4AG+MwopRySogUFcbEGieEklL7nvV9T0rZ1BIIIU11QQjxqf49aNQVuspUv97550CQ7tNi7zqrGr8gTFyrDtek6gGAcUAxpZQi+onDrbmOpuBhjTbaOgeUUMJJM3UwxgE4AAsIgQOrtEXYOQPWIufgunJlrTXWGmg+7AjCmJIgCq3VxhgHxijpDAWrHDhwiDMU+lw5yxlbOWOFAqeEKLwoYIwIWZZVVooiK9NG1rZarcuzy1Y7RMyuinnY8sLWUEoNAEANdnYwbCPrhBAWHAAkcciYKsos4IFHwHoURyGjxIETSmAtsfUo2EE3iaNWURSMOAsIc8YYklI6q6SqrDOEY+YTQjDg6wj2JnnP/QUz8h8p4r0o+v07V2r/8B/8/fs//ICQ/1s5Ya+skv92P+fVbNh9WouBs+Ca3j64yq9zDq4T864rZldB9KjpLkVX57oSxLbhysLVw4NenOjqmwAIEALsHCKAHCADDjlkHWAgAK4hdQICDBYAYWjooICvwhWu/JsIWXAIObDOAjjb1JoBWYTJlaA0gJqgjab1EDe9cJ7nKaVeIHMppc0oY4w5cJzzZsQRQhqkSzNwXnBBMcbGOYdRUxM24JQ1ymiMAVurrTXgLAIgGAgGZ69SFq5fjbPcfbK/8b8SDA4DQUCQwwQIAYKBIIcRAgKYAMEOCCBkXfMC5xA4ipFr9B44RglnVNeGYGAYgzVWaecQGO2w01IwzChGzigjBUVtgrESUkuJEQJC6roWtRh0uhghKaXVJo5jhJDVBkATQJRQxig4JaQyWqhalJAzzJ2xVVmGESMIh35UFEUUxhiRWmkMSBvkLMHIJ4xi7llXS7BOO1UpratG6HKPNvIbIXDOGa18RhBynFLKue9xRqlFoEXNfU4YYTggjFJMnMXQBHk4Z62VEhBCSdRCRoKTCFwj142VVVUaAwhxxjxCsAGnlHPIY5xYo7S1TUEcgePcr6RgjDHMhRDGWW2cqqusKLjvBUFgtdPSVWWttfV9xrlvXd48GJ7nEYqEEEJWeV4pAUUurQUE8Pz53FpotVAURYwx5yxCEIa238dSqbwqjQPnwCJwGITWFtmmTZUQhoCsViufR0nS3txE0+mkqo5933cWBwE0zQFag9bm4uJSK+z7nBNiLTAGQRBxzhs9c3GRE68CSow1q/EkjmkUBZxxMM2SokvTlVLSGGAMut1ulmXaoboWnXbPuKyqqqqqAFNrLcZACAHAziFKgDFmAZQylLlOH1pRHMcxpUTKqq5roYH5uN1uT8bl7VtbabZcLUtGwZnaOhK3+u++exgF2dpgXRuqBEKUBkHk+75Sej5fGO2ShM9ms7IsESJhEAshqqrEhFnnalv5vg8YOYwZIUVRNlX/1SpvQFVa2ShJMCZa68ViWZaVEA6hUgjheYxzlmWr1WoBAP31zclsfjG6nEynhLBW0g5D3/d9qerZLE2SGcLO2i4hvMhLj1OPhwhwocvR5fzpk7NOqz26XH10/zEjPE2LTq8zmSzLEoaDqCxLh0lZlKIsq1z124G1drFYVFVFEoYtUkoWhRC1DILA40RIm6WwCHJKIiGMcTpOHGH08OmEUtjYoj94/8OzM7h72/vaL/3109PzJ48OMVaTKex4kKXisDwKw2i5KDY3tgBgNk2NJox6gd+uShNH2Dr30cOUeRe+F8wXFhF+7+XX0uKts4uUMmi3qRd6i9U8Xay01lUOw41ISv340VmvF/UGPSEhy20r8foDMVzbdIBOj88YpYSwycX02RPBGNy7tfbqvbU4jjPihX7QsKsm81VRVogSLVUTPgMAVVUtnA4YOzkBWa1aLdrf2mIebXVbRlWr1XRjjYRBsJhN66LEGM0mgpJxt3dzfjFxwOKo2263+v3hhz+8/+DBg1Y7rivIC9jeIq2kTUnQSvro9ihus+dPn52fnk0nS8/rjiczZSAMW1meeQGUAjY6nbpSF5fLJFTU48aw6Sztr63HSRdzFgTUAazygvD4/sOPJ4uV0WJ3a5NSyjyOEHrjjc+0umtbm7tnl7OD/XshJb7nrebLk/nIKOsx3mv30jStqsphV4ny7OL0jddf+tl/769qVVW13ty58Qff+Ob3vrcQEtZrs5qnSuk4job9QRyHBANjrN0ZRK22/+Y755ejOI79IOp2e0rpBkxgpBJa7W7vb+9sttr+ajEyVjStAWBdkecY08CPqlLMsjmlWGubp5lSxhpX1xKQJ52tsqWsSkexUkrLCillLSRxa2dn3/cio11RlFIqcFjU6mtf+9p0On7ze28P1weijqVRq3xx76XbX/7yl/7Vn/zpH33zX37lr/3scjm/vFzs39hcZAXzmHOmrCtka4wg2lpvJb2B1Fl6JB3zfb/V6w8H3bOn71vHxLSaz2UcQ+DT6SwLwla/OwDELFCpLRLq7Oxif/f2dLSgxCMYHMJpKqRMtTXWWo9jqSHLRBTyzZdu+OyRx/ByMcnzPFuthuvr56dn8/myFQXzyfKBetRrDYIgWhSlkraWqqyURTRGOAz5yy+/fO/W+j//g98Z9PqPn0wiP0gXeVVVH3/88Wpz887te1IezpdVu7MRJoOPD59lJVBPjKZnWn3n0eOnu/ubX/3qV5+fPr8cL3o9nhbpMlu2e8nO/nZe5hdHF1Iqzy+XcwgDcIYvZisplQXeSqJ+v7u5NZy2zkcXIwREysILPQQUY6uMwZgjjPKykLLOC80YBQerZZFjpZTu9dvtdtv3PUD6Ynza6/rEY5EXrZYFTwIvAM7AGggD//ate8vlspX0tJGXF5fjGRAC7R7cuttudXnU7gmtD589O3pWg4MbmK5WQD3T6SdZkU8mI6UxIVDXIEvt3Hhro7220f74o9XNm+wzr33mO9/5HqFssL5hlJIKJa3+yclJkrR83wPkuMcZodbpPC+Wi1VVOecgie3J8ZT7mBAQQj17+vz07EzULgx5ECdBEAR+QvAKgbAGnMPOImOcUqah+wJAlhXOqn6vixmeTqdZVk6nTVMSJAn4HtLaaQ0IXX1ea6u0ttYxRqMoYoxjjJyrrXVNFDpCqq5lEIQYU0I0xsS5K+iDqO2/Ud9r1NoL59gLHMunG7Q+Mdc59wK+gjFv1IWU8iqRr4GqWwfGOmstWCBXstABUIQdI2D09ZouxfgThD2lxFqLGnY9WGcdWOO0VtoiQijDlFEH0EhERIhxrhaCEktwEwtBgzAoi7woM7+kdV1j7Ioicw5hzHzqsThwlGCMRZEhguPIpxicM6t0Fkbe5vZwmc2UFdroQmBSa4fr7d295WpSiWWUeEHgm6wSQiKnV3mqhOklXc4QIAIAGIzPCQYfnKEYfE6p8wkGISrAAEpwHHsUO60oaOQUwazIVwjh5QoZY3r9FuWY+pR6eL6IFrOcOJ8xbMw1TeRKrSDA6BOsy6fukftEkv+793P+vb/732GM/u1mTvdpoQrIwV8A+Lzq3/tkvQFdl/WQuzoIavR8wzxx11+56hq8+pa7ln/2KsYQPpXE8OLQ1xdEAKOmTw8RcFcX5hxCDlt3FaTgwDmnm4UJ3CT+oasICGvBWQdgkLuyqWJoAj2dtaAdgHMO00alGnd1fgvQyDZ1vTVcGa11MyqvEy9pU/S7rvtd6cDmw9ZAoxKx1to6xpl11lhCKDHWEIIxIQgjB9AU/V4kW3zyfF2/v4CLXt8JhpxDlgFyYIkzBCwFRzBQcA4hTpCiiCEHyFpZ12WWCSWsUlYLTLFzGkyNQfsMSYopshg5AuAIcMYwdshZAo4x1IqiFac1gSQMwiDknBspMSBrrRRCC0EpBefKspRCJkmCsKqKzAFCiLSTLuW4LIv5fDzoh91WkqV5jVOGWBQGdZE5JZaz2f729nwxr8qq0+uVpcaMGYdBE2sQQsxi5LDFBFNsMbtKpXfO1cpU0gIAxo5gpmqHEMLIOSSdrZw1Fhxy4PmespIC5QHDgLSWnFNOm7x7RCmlGE9ojTE01FlCMKWUU4pQRDBw7vkBJ4xqLZyzCDtjTV2XQgmrDWGIIzSdzs4uz4MgGG6sjaZjwMgixANfaUUpo5Rp6xCgTjtKs8V0Ouce7Ox0e4O4rovxeAzIhmHAGI1jXxBcVzaKdBBE00kBQPb2tjuddp7n4/FYa1nV0gFICRYgTlgUBZ1Oi3MK4BDGGBHOeVWJ8XheV7CYHYZhyDkFQFKClLnneW987jXP5/P5vKpK5xzGJAw6UtZVXpQlWAOLxSLLssBPtra2L8aPECLGQRz7TohmaePu3bvpcmm0RNg+eXKoFAgBu7v+5tYGIejR4bPZMucet+CkFMznlHiVkHHMKeV1WWsNnVbMI7+cz2th2+0w8H0wVkqhNS6KVCkSBEQb8+FHj3Y2N27fvjO6PPvh/Y/2d/tJ7D1+eGytXS4UAS9bGVV7UbAG1EmhtKrTtBBCr68P6roej5fr613OvTTNOWecd4qystZWRQ0AGhAjOAr8PM/TVCet6PbtG4SQ0Xi8WhWrtGCMRnHUagWccyFqQGAtwhhHUVjXdVUZRMnDR8enJxdCKK1RHIeEktFoDIDanYhzkSTJ6PJ8Npt7XljXFqw0OjdGaUkIJYePqhsH1e526/RkUub1K6+8WtZZll+229iCm00ms8cnd27s03b3yaPn43HV9lcRJ34U4sSfnI21pMO1QVYU0/lcKB3HxPOY57M8l7NZNlyLzs4uzi4nnW4LgcHIFIX5ha++RjG7vBh/7837WWrv3R1+fn83TaeT8aUQyGiR5SlnXBugBNrtpMiryXgxmy38oB0mjJL0o/vpF7+4tr1t33//o1YrkVLGcRDFAMgWRUYJEqVmmCNX17kGBMP+wA+8yWh1+9buk6cnCOluf+Cwf345FgIottpqzv27t33GWOAHnPPTk9PJpLDWSrFSECLiG6MpIszD1pmiqn3eLoqiWKlb+3s3b4ZIayn1Yl7cuvPZo+PDhw9OXro3yNK0KApK2WDYpRRFMYtjoFhzj02mI+fwypTt1sABPHk6ms0OX3113Vhz+/ad+x8+ePjg0snLtWF7Y71//8FjoezmVufycpSltt8fIuQjLAiljOPptAx8Tyn+8PGKUiAEKEPL7PHWViuO2en5JCtSwj0D7ve+/u1X723PLs5G02knijFgRv3JZPbRw4vRJCslbK7v1lkxPp8ux/MkjJEDqaDAEgwp85pyIoUi2Pv5X/i5n/z8bS0zbYlCcbZctCKfD1pB0PJZG2PU63fW19d8Tof9bhAEBHt5Vd+9e7fd7gCmUjmEsFLKGYsQMhQPPP8vfe6Vl1++h7GycMtjGMD6nGGM8ixPwmRjY8s5KIwkhOR5eXl2nmUFRVwojQl3hGaVKKXUFhwCJbWoVFPTW60yUVtCPWtIuiqdw5x7G+tbp6dnb7/79mdff33Q627vDCnCl6OTX/zaz+/sbfzmb/32/Y/eu3XvQCP10cePtbUWYaFkmYuQQYVgNk07SXsyXp2eQnfNnVxM7MWEM3L3wCNMR15y42ZHKXVyfH58tLq8qHe352dnKcL65PgCLPS6wehidHg4GU+MqoFxEgfBYG29FGVV5WlZb+/1djZ7Vb4ChV579W6eZnmWglFR6CVhdHx89ujhiXEkjtv5sioW50mrA0CXq1wDkcpwP6CMK2mOjo7eeOXg1Zd3f/d3/3S2hIOD9t7eBmO00+4uV9l3/+z7RaFXy1PG2eGTUVVbhIMs1+lKnZ4+fuXV7TQtfv03f0vIKojZdFE9fPSAcZLX6WyW3TjYZbSmxOS5TldgLRwenjobpJmyjha5AVcgRJ12Bzf2lK6tg8lkTojfHwxXy9I6I6Uuqmp/f/jaZ4fHx5fT0QqAaQPM8wnlq7yYLRdxHCgH0gEjCPu8kksp7ObGDqGL2ay4HIn7D54EgSe1mM1TwsjObltKNVtm73/0hFM+ms6fH83ylW53A98nQRj1hylluKzyoiiWK+f71FpwDoKYBqGntKm0bA8YD6PL6WxZAsGK+FUrSp4ejZMkT1e624+UVkWeIQwUY8YIcgg5isFasHVlpIAoDm8cdIuiOD87p5wFAShluLZ1JaeTIwcYHAXAnh9xL8zLshaVEIphxiJGKNXCUOLlebla6jCklECjqzyPdTptYyUhRGt5dHTSaoWrlTQWtLbWacq0A0wIQZhIKX3iM+5ZB7VrQ6B5AAAgAElEQVQQeVFaaxAmSiuplNbGAaKckl/91V9tZnJ/9+//9828tIlObqK00YtaXGPcuuYSggNwzmjlrAUHBBOEwFlntLHGYoQ5pbyxQGHimrAJ54w1/xd5bx4sWZqW973fevbc8+639q6u7q7umZ6efZhBQwcCjMEKwls4kAyIEBJGIIthEGDZlkMbMsYWMdgIS7IBhVGAjbFHSAgYhmG2Hmame2q6q7uWrqq7L7mfPOu3+49zq6ZmWOy/HESQUXEjK/PLc07mvV/G93zP+z4/bfR3f9f3/ctf+UVCibNWKokBU0YpZYRgAGetsdY6aLIKsAPnjDZGgzFKG4SBUu4FISBQ1gKimFBtnDHWAW7EKME4iuKiqOaLlFJP1jJOEoKJH4QYgZSyqktMSF2W2Xwehv7a6jAK/aLMwsjv9/vHo9MoCZ6+/lReZIvFdDjotNrhbHqsdbW5tVLkqXPaOZPE4fb2pjHgc0QpgLNJEn3rt33P//ZL/xgT1W63lKxbcYycc1Zbq6uyCOMAI+j3OlKI8XhCMdHGJklcFRUltBK11opzvsgzi0wQBlKqyWSujQHAzjb9Vc5BU5hnyVl4zpkzBQ49LLP9SrXnQ0llvno17766Rw7/ES1zjUJBX31g9LDTrekH+xPzWh43686CftBjqu7Rs2eJKeisu+3sJX/4Hzz+054h4AADdvBVBvTZMR4vb218s4cMCwSAz8QeRg0Z8uy4Z6oPIwxNCbJtCi0xBmIRAmhUHzkbhfDZR3FmhZ2dmjT1lYDRw4vHCOOHqZ4YYYTOJhHGFD0mfC04AGcexm8WReGcK8uy8fTqukYISSmbGl1tdLPf0ySsNDwGzr0mzQXAMUYblosBEwWBQw4D8n0PYeQxzjyulfI8rrSSQlBKyUMcS1Mm6pzzPN60CDZkToQQpazBXXLmIQApJEaYEiaEwJgghDnztLaUUM49a7TWyg99AGCMJknseV5VV0LIViuuRS1E7XkepaSsSkaIF3iMUgdWKskI7Q16k/GkLMqkFXmBv8xSI2WSxOCskhIh6HTahOJ0mWolB8Mh56yuSgQWOei0W2Hg1VWxTOftVtxtRceHoyzNI49dOr89Pj2oy2y5WP70T/1D5OAzn/mM0Qqc872AEupcU4UJQDEhZ/UIzXdS88adRc6Cs8hZ7BxhxEPIQw4bi5wjFPuEeshxTHhZKGsQJgFyrK60lK6qTLqsZ7NsPs8XaTmfptmyzvJ6Nk0nk+V8lk2n2XSaL9JqPi9Px4vDw/HR0STP1XxR5oUCyxAJPZYwnmjh/LBV1Jr7iRe1909GlTBAuB+0hLJ5KbOsPhktCPgYk6qqCcWDYb/T7TmAWigpdRBEnId5Xk2mVStuEcz39koAiTEsl1br5fr6WpwEeb7URm5urj517QmHHUJ2OOxHUYAxpGk6m5d37tRHR1UUyXa7necZQrCyMtRKl2WRJHEch1rLPBeYmP39/ZOTWRz7rVayubmllB2NxmVeEHCihF6Xd7u9ZVoo5RbZ3A9CqZXncWuFEGo8Ud/5nd++stJH1jFKP/Hx379z555ScPnK1lve+taVzbUvfOH1N964P19obZAxljPfWOcscOYpKedTmWcQeFgpURQqDtHG+mq2XBCCtrY2kiSoReWQa3faADCZFsu8nEyzWpiyqqpKRXHr9HS2zES/2wOgRV4bAxgxbc3pZLq3X2a5+oYPvuOpp67duXNbSl0UdZblRSGXaW2MbLfbcRyDs0nS8iiPonhrc/Pu3X3noNOJhJTWWUJou9vWxjiEESbaaqEEwrg/GLTacRjFRVkulpkFRwgI6ayxdQ1FAVoLhMHjHsZ4dWV1d288m02mE8Go8byQUb8oy8V8maYFI77Pk37Pv3tn2ekk7dbKzVdHe/ujtfXEInv7bu1ciSi+evXK3bv3fc+zuubUXbl0EQGeTGdpXQtjq8pyzp1zQgrGqXPKOu37Ief+6WlxfJLVpixKWF0bPnv98mh0+vwLT1VV+cbN+4wBIxpATSZlGAKleL6YX7i4jRBeXV2ZzaeiNufObRnl7t6ZiypX0oiadNrhMl8OhxRZA2A21odKVpzDxQvroi5396uqkr1ebC0bj4vJFDwfY8oZD+rapFkFiAFgZdzubpaX2aDXbyV+K+6m8xwTr9/vK60Wy8UrX9ozWghR5XmFEV1mshIaU+pxSikiWHsMO6cZw/lSex6srw/COMCUGeDT2ezkZDQcdnzfP3f+PKNMSkkZ7Q265y9tBr5XCLl/nC9z1Wm1d3b27t493NsvXnzxue3z/ddv3n/xG79+Opl/6tM7wxV66fzFolxOpseVdN0evOc973zl5R1nIWknp6OJH8Z5Xnq+j4Ceniyfuf7Es89effrpKwjbk9PUKP3EE5u+74/GoygMOp3uy6+cnD/fGp9Wge8f7mdRHB2fpLUo5/OlNurK5Wsei2QFt2/dW8wLTGg76WhljQU/aElppTQHB4eM8zjx9/fv9Tu804pbvdXXvnznl3/1oyzotQcbynok7EjHlrU5mS5fff3unTf3eNiqDPrY7790f/+k1qgyyACtNRigmIeOeIustBbu3b9/+/atqOUPuqEUZZnNGUNWy4O9g+Pj4/F4fP/B/clsZJz2CAWwDOM4igLPq+saU753cPLyjVc///lXvvTl11+/ff/ug8P9w/FkvgRgYZh4QXB8dFyWxYsvvviWZ6+fjk5Pj4+qskgif3R6cu/u7eFw0Gm3tFbdXjdqJS/feLnb773wwtswRm/c3kna/uqwJ+qMILe9Ofi6973n2efeOp1Ob70xXt+MV4adfr/dbVNT50niXTy/XZaltbbX656eLCYTEwU2jsJ21KlLlWdmMFzhXlIJl+XVs88/JxXNC93rryLMtFZhTLfPryetgGB7cLhfVtV8Ng2iqNVuv/b66Maro3kqCIMgia88dS0rq739k5XNrVLoNCu4FxLMrYMiS3vdeGXYqas08Ikf6C/dqFttsb29/clP3vF9t711HhF6dFgdHKinnrowGKxlWS2UjqKwyPL1jd7m5qY25uDw8Oj40Fl08fLaO9/19gcP7k2mC4R1uqj7/XXOo7LQs3leFbBYKEo8ITTFbJkv67pWqqLEbJ3bnKfzze3Nc+fPp2l6fDwbrAx6vX4cR2k67Q06vW575/5et7uyvXkOED44nBojjNXMY8tsCRgBtr3+4Hg05jjwCddGM47ihKyutwHZ5XKBsJvOdNTC168/vbq2KnW9u595PpSFFNL0uxEghxBpeGNVpbNlTQj0e0kYRMu0CiN47rknrz35RFEW1rrzF7eyvJrMMyGFUHD1ySuM+0VVpFnuecwCeF5gLUiphVDWAmMexk1LHbIOuE/StBKiOjkpKGMYWYRwFEVlJcbjVEpljJPaYUo73W4cJ+CMNkLWJs+lg4oxjDDmnt9p96ezOaU0SXyMVVVBLaxRFSVQiVpKwTlDiCiFEGHYQS1MWUmtlbGWUqa0JoQSQo21UmnTKC6AWgghJCDMOA8C/yv+HsXIIYQcIAxNwRk4yxkXUvhBYLUp64ognMSxqoW1llPKedjYDk47QjBDRDqw1iLnLLKEc0KIRpoRTAAVRUEJ9X0fEHQ6w2/9lm//a9/3nz06+6c+/cmf/bmfufn6lxgljDFjlLUWrEPWGi1XBpvf813f95f+0nc/Gn/3zTs/8uM/fG/vrhSSEy6EiINQKVEpkcQrUbj2V/7yh7/xxT//aPzBwf5//Xd/7P7OawA6r0ofXBiEYSukjFSq7navfPhHf+rZ619Buv/+Jz82Hf08UkAwDgMPW1XV2c69HaXqpBWGwaUf+Gs/efXq9UfjP/axj370o/8rAGCGAp/7HrMmNMaWdS3r0hjjRSHllHM+Txd5UfSGAwAipTg8HnHOLcKMecaoRTrvrA4wY9boKPbOX9ySFWgF48m8rBThXFvtMPDAg0o2GZOOYGesttZZ24gzdGY+NcrHAdKAmjzVs1owawxCBDBGgM+a3JxFyH1N2e7DABj3yNJ9rKOrqfD7CkTgUbUlerzq9zH56M6sR3dmyTViyNrH+0Wb2MPGwmo86GbTQGr1uOnUFBk7AOTMwyjRJt7SOafPIHwYYUANf64x4hrbDX0l9wXDV0nkx8tHnQMw4DA0VXauUd0AgAl6mMziAJyzzSvJVwJRH+VtIgz4LDvHOewemuHu7OKbd+8Qwu4rlBPX/E4b+44xRiltqAx1XZ+RIZR6yLfExpi6ro1qgG9OS6W1bgAJGBgCSyk6QzvixnZ0CCxB2OMUxRHBOA4jD9PG1aeUNSXWUspHItxa11xkozmdc8ZqqZoGPqCcIALMY0op3/elUYhiYXRIMfK8Os/DVruu69HBfrvfN9o01EGHWBC106yyQB0iFjA4kNpibKxzBpxDVjvtsGUeDpMwjryqWBCCO+2oruu8WPh+0Ol3JpOJF3ph6FswdVUzxozSpRSex+NWdOfuLcqY70e+FzsH3XbQSqL1leQLL82ThFkFiU/Gp/scg5FVt9uhnO7uH1S1ZIxtbp8rq6wqy7IsnYNOp3t+89x8Pm9clMFgGPjRZDLxKCuKrN1OMGCkDTinZEUR87hXi3plMEjnizLPkyjGQDzuKaUcckC4tXZzc2symRRlybQlgBCloFGaV5RS51RTclmWJYCbzx3n3LrK82qltTXG93k7SaKQOn8lFaJa2O7KNc/zEAJjFXcFj6xRmrIatEtzSVnMOMpLGN8+XF0bAHiMh5j6eSnSDJUV4F5gVHn1St/3fQCYxdOyrI+Odrrd9uZG3/c3pZTjyYlSVRB73GdRFFhr291OJabXn/X7/b5z7ujoVGpgDKQsh6s9ztcOD/fH0xQhCGMkVBVEngU9nk6LKjs6OWGkpbTl3EvTslhCnglkUVUWrXZ4+dL5W3ceMMp9PzxaZIEPYQs63YQiTDFx0t744t58Cu0+uvTkE5WtJtl0OqvTGUgNfmwHKysAQLCtlKIcv+Vtz+88eHD37ikyCiNY70YbW+th7J8eHSwrMZntc+Z7MWesPZtnR4clpdjVLjsee5xSSg6O85Px/e2tXhx5hydjZ3W3HSIjkHXAcVbBtaeHZVn+wedvPHV1trWxNqKj0WlZVnD12qZzMBpP0zSXUrbiJAgCYgFj9OrNm5WAbg87TLTVGAHzg6xYVrLOMl3XhZRw4UKSxMHR8UmrnTjn0rTIc1hfbwOAMEuCaacfSanTNB+PC4zgiavbhLDtzd7uzmxzM+p2u9PpVGu3XNbKQL8fp0uJMSoKyzjcuTMZrrq3vPCWo6P7h0fj8xc3XniB94fro8lkZ+9uEGGLdBhFD+4uZ+t5L2pnmZlKN9hMyrzyA4ox7B/UT17rZ5luag6WyyXGLoogy6A/pK/fOuj26Ne9/923b7/x6pdPn70+GJ8ecEo2NqLlogQoi7KiHBbpsahNp9v6cx/4wM6DfSmdKOTVS6tpms3n5bVrfa3FyiDgnF67eq6q0nt3d0YjWFkBTtT9e/nqGrzwzre/cetNBaS0QGOYleLS2opFdJ7OikJm+XiZmuEwunh+ZWdn/24xPrfZv3Nw8OABvPt93u99+r7nwfa58PLTg/37E0b8tbULFHnHp3cxAw+RTuRn+UQq1++SIq/Whutve+v1G1/64mg20RooAUwH2SgzVgqVP9ifrsxm15++Nthc+/jHPjfNZ3gHKMLakvHIIAzzhdxY37yTH7zwwmDQ97/wymtFDkrmHicf/ODl+/d3aFyRoq5qePKpNa3teJKubbbrSh0dnSaJX1eVVsYou7+z3N6OlZJHR/fW11euP3shjCyy7sL2uSzLdA0Xt68AMrbevXdrOex5CrfjxB/PjbaIM/AZ7iRt4upiXL/yyl0WJspoTyHMHQaUp+WdB3tx0CmyLE1LRzCt6t29/cVo71u+6Zvf+d7gN3/3c5PchAif7k8zAYiGtTZZWUkp263kQm/z4zeOv/mb32Ja4yB2rVYrK0oLAA7XQufKUsoHTz5Jra3LeVbNvNXLC1efnJxevLDNkw7GbOOJ7myaRkn7nU8/9Xuf/Fip8UZv2BquqVrvPNhJlyUL22lufu+zN9/cPfSizmB4fjJPfc4tIdJqZsBTopLFYLWXpfNbt758dPgmoRQBPPfU0y999rPvfve7792794XPfvHS1SsvvP1thNJ3vTP5V//mt8qydM78+E98+M1732scnZ8eetgulxCE0cnp9MaXX1OyunSJHuwuv+Vbrrz6+s18IZ55Ig5wsHNvZ38vW98MN8+tP3V9FTlYzDKnYWf35P3v+Qbl4Nc++rsvfss7RsuDSQGbVu2OjkXN1P6p53lh1Jou9kanx1lG9w/HT1zaaA1bR/t7uXaHO4frF1bigTo+mSwEoDa9cf92kQvc6n7iD16JogiIP59nYRgOO63xOBOVkTJxuGWIf+P1eWcA8yXcu7/77nde3tnZe/VLN/0g+cB7X7i9snN4cCzlfi3dhQsbDLv3/7n3CCGNMcPVVTdCEU5aLb/dTbJCrKxtHp3eoRSytHzz3m3GwOPM5/F8mmMEi9mCMO/kON8+xxjDJyNBqfj0528MBjwt8sVymbQ6gIhz5nR0IOr6bc8/o0z9B5972SjeWo8ZxYFHNtcTqZTU2iPQXRnuHBz3uitFBlLwyGcC6VrlnKL17cFg0JqMj+vaGGN8H4rMfPELr5y/cMWn4fpgXldybdhxFt7+wrs++uv/dj4D58D3YTAYNAhThPB0Pgt9lETxzRu337x1P2oF49M0K11VCu57z7/teSm1lHJvb6eqBCJAPY4Imy1yrVSr3TJKIoSQFwwH8b179+ZLHQbgBx6mkJdqbSORQsVxmxC2XOZG6vWVAeHseDzS1oDGo5ORtSaMeCv2sqW68kTy9DPXxqPp3bu7u3uH2hxSwh0iSmqMMQZDEbSSgDNCrJESlNSUMkYxtogwYq021lEMjCCwWkpRFKLV8vv9flHxqigbyEKTMaO11lpZq786n9M6aHw9B8412YOAEUZN2kqjLox51JnTNOpgQNY57HDTkwQGwEGDDmhCAgHAYdx0EDXQ8H/16/+2OeHx8REhdGVl5eve9/6ve9/779+/9x3/4TdRigGgkZ8Y0K/977/95NVrzfjJZCyV2ljfeOLK1V//lY8uFovn3/cc8ZlzCDtMgACG/+Zv/6P3vPu9zfjZbCaEWF9f39ra/qc/9y8A4APf+FxDh6/ryhgjnP6/fvUzZwRtYyaTEaWs3x984P0vfuD9L77yyud/9mf/FgE3mUysk3EUEER/7n/6ouf5DznmxwCwsrL+4ovf9uKL39YUwUopq6pqEvk9zyeECFkZZ4Bgh5FxTllLDSCCMKbOOnDYGrBONan9QguKLVjskEUIWaua2GFCMCHYSae0sAZzOOuZBHNm6BFCHgY/fFW4JXZgkX2oadAfykGBJiQe/YmBKY8baM2Bmgf/f0uD+cOFqY3CfKzB9KwAuJF0uEkjcWfvDLvHrtY9/Bz+P1y9e9j1Z8/ErXOAGrA7uEdPfk316ZmwfRiN8ihF5jHBh76qHbbpzPyTS2//X6N3HgH6lFKNDWisUUJITo2SWktCEBhrwDhtnLWAMQFkGuv+YfpLozYfifDmPnro/jXOIef8oc4/Q8c8DIYBY62xVkhprUUYN6anQ9gBttZZhwARB9hYsMYBAML0kX+IKcfIogo5TAghCGPtbHMiguGsURccxshaY61u4KAOIYe/kkqKEHLINrAOjJmxDlPmcWqMiQJ/c2OVEfA5xjHy4jDgnBKwVmslOfcwtgRbhI0DhUETp4nTzgFxloAmzlIAYzQ2ziOYY6Tr2mjhbAiEOGuaQFRqKSHIGqOENMY0lRHOQWPbAmBKsRC1FMpo22DlpZRgHKLEDyLnQGsLCABxyhxCoI0DBUpZpazWWkpdlrYQ1vPqupLW2iBoiuprz2ecc0oj7lHnO+7VEeFaa4QcpRiQi1WPUNygH8vKlaUuSicE7OycxFHs+UxmtQXL/fjJp57SVuXL5cl4whhllJSVqKVyFjFaN8hKKayzoBWUhbTWWuN8j3Lu15UYz6Ye457nxW1X5SovHGHa55T5HlEaEUKIN53O60omIeUemBAIYbXUgGB398GtO/enc0sDxmrU6yNn3cZ62G0nRZ5xRJeLTAvhFJSZK4qiqAsxM5PpoqoBAIzGQmiMEcbgeZ6SYr6Yck6HfYwBOUtEWU1PR5QOV1cSwKjT7y6zvCqlBYIQoh5Yg4SyxhiLcMI8L2BlrU5OZxiBVbCxEfX6A1lXRZERQtbWW93+wLmxrNKqKjnnoR+cP+fPF9loNNLaYMLCMCzLuixLfaKromjHEedsZSWyYEbjqTC622/5vs3zsjsYhImkFOd5aZEpRR212tz3sqyIW3GUWKHMyUkWRaQzTNbW1u/ceXMxh0GXOOfu3N4PfPS+974riQ8b/tjK6oAQ2hsMX795+969NEmosXOjgXvBZF5lOzNAPvVDbTXl3jPPXS7L8vc/9eXjY7h6BY9GU2Kh3QNweJkX/f5Q5YuDg+zd735aaTGdjtc3ULebIGROThZGL5OkPejzvCwNkcqYbhfC0C/qgmC0sgJa12ur3cl4XpdFOwkuXdi+8dpraQpSiEE/stbev3//1hsHBFCRuyhCURB2WvzOnZ3zl7vdbttZXRSLXjdaGYZClCsr/t7esbVgDNy7v5Nn1XwpLIZBv4sJVMIgZDn3Wxu9nQc7ngdHR4UQenNz02n5YOeklURb54oHu6MoBsYhCMNWu7190Tvcnc/my06ywpmHSE2QGg7itTX/6Pjo6WtX6krOZovFIo2TttJT41zUbk8nejIVhMBw2KGsfONWNhzOB4OeH8JguDafz0/HubZgNOecHxyeehQ4B0bkZHqsZX3hIrz8xT9YXduezaetdlSpnPpAHSzzsiwr5sVVVXXaXSllWdbOQqcTttsJbIE25e7evTiiSYsjrD3GKOHj0Xx3536eIqPsLJ1cvginJxCFwcnxHGPSakXTWbG+hnuDQStpL+bZyXHqezGivkGScsTDACFCBCAfHI8UdhuXVre2+4AWg4E/6LRfvXvy0mu//ObeGIVDr7OahF1aOcwCxPxmi5R7Xi+MFvO58XpeZ10sUxz11gabeV4iTCOLtLLWOo0ZZSyO2ydH4ub9vfe/6+r6xcvUZ5ayqrY06IRd34/iUVZffuatWtTTXGbLJbLgaNRb7Tjij4tp1FvfwB0/aiftvvWnjBNGkFa1hy0gp42uqqqqytPT42zpx0mSxLHHuE9YnRXPPnO9LOvj0Wm6KLQ1v/Px3/G497mXXvr3/4PvuH3r9e/+ru/8jY/+6+evX/nkJz+FEdy8uau0+Lr3vHsyHRV5Oh7ffOmll7UCDDA5yVfXPEb8zQ1y6crFZTGjFC8WC4dc4HtGo09/6nNB0i5rODyeRa1OVIh7uzulUEo5bXOuNKGhVtZazVhw9drFuspv3bnXTkLtoNZmtH+aZ7asAXPARcUjyoJwf3eqNKwkXVkrrfK6rHToIedacby6ulrW4taduzyAJ69taCWmo9l8Ph8MhgjY6en46Gja7Xbv3N03Blrd8I07e7EPQglnLPe8KI7zvHDIKS2yfDmZTo2pophKYS5f2jg5nRllq8oY4hgFwLC1sTmbL3p98fxbn1rdGH75xsv7J/NWCO1OBxE0Hs/BQFnWURSNx0W3wwCsqOsgoJ3VvqjrLMuklBhZQlDEPGNUXZecgLVoPl8u0irsM2K1daCsGU3GZTkLQ4oxRJHHPbRY1mVpRqNpURScUgmyFYVlWd9+43VCwPPBWaAUjDaiyupaGmOKWioDnNZS2iBgnc7KycnCWYawqyp5cHBUFIWUMoo8rZW1DhGstC3KSgiprHNaUYaLqsrzfDzT3dZZW02SYMZYr9c/OhxZC1EUWgtFXk6nU+1crcFYaIhWYegRgpSqOl1I2j6hwDjinEDC80wBwY1HwyjzmAlDAGfTtMQYvMAPOFcarJVgcZOZiR8LZQzDQEr5KDWNJolS6hFeq1nC0cfxen94Pf04m+HRnQbB/IgB8KjZ71EN3eNg6Ecov+ZEX2FPA/zE3/7R3/nEv7bWKKORQ6uDjV/45//y0qXLn/v0zf/2p/7+zddfQwCtdvtDP/xjVy4/MZ/Pvv8H/srdB7csstpaBCgO27/48//i8uUrn/jNT/2j/+4nDw8PQj+4dPHSj374x+M4Lsvyu7/3L9558xYgZ51mjG5vXPwbf/1DX/+BD/7Gr33qf/7n/+MXX/m8s/bak8/80A98CAA++9Kn/sk//enR9AFGxvM8KXWntfEzP/1Lzz//jo985Dc+8pF/oMyrCLm1ta2//L0/7Hn+ZHL64Q99h+9VnscdcmVtBsNnfvCv//211U1jrFS2rCrkGmiGxRj7fqC1oIQRQgDUw6Xz2RrdPqTqOTCY4LqWxDrkSLNvaowRsgLnCMYUE+IQdQgjxBgDY621yhrnznh3jZhxj+ka1ASInCkQDAjA4cdCLh8CD/60Uxv+2L/SP1O3rymg/aMjcKxtprpzThtdC9GA+xo03yPXVGv9aLY2E/lRO26Df4CHnYRNEszDft0zTdiIw0cHaV7SfCcghM54fQ3o7bHjNNMBIaS1BmsRIhhTjKkxyloghFGKnVs07HiESBMt2mRkGi2NsU2HrzHOOeQc0spijDGiANLaM2pJY7Q2LrHWBiPieZ4SVRSF586dawiNGFOnlFIKITDWNR/Xmcp1+OHXFP6qiFdkEXLWWkAWE0DY1UUpVGVMTAiyVtd16RzyfM49ZlNdlrlSIggCSrG1WkqttWaMeZ5X11VZFdqopqJV66Z32nHuNShFQrBzhlJMCMnzAmPqnGHMp9TDGBOCtZZaSyEUONzEbDrnPJ9RSjE2lGGEEBgb0gABQtg1QaOENj2/hFCEMPID2qdxu6XKsoriNvcy46kAACAASURBVOVECyGN5IHnx8NZOptlk8m8DDzP93hRa1GD0VYbWQsCAEWhlKZZbueLaV0ra6HfbwV+S8ml0lprGQahH3jWZKYW2gAifuz71ihjTRS1ihrVWivjAgZeCI5goaQFk2XLoxOLMHgJxEnocZLOF09cuNDvtcpFGsS9UZH73PS6SCMXh1EShEVdTaZj54AxIAS0FtyjQDECJ0sxHp/0e73VjVVZiTyr00LI+bLVi5MkcQiav1tR14CMM9hnuDbGamM0WKIpZiuDvtYVp3i5mGMM7Vbf9+OqEpWwPnbtXqeZGn5A6roGAAsWE4IQCkJKaaSNc+AIR5ghIav5HBColRWfInCOWgfIGoypxwMVGq2sFNrzIoLZMssRKjfWt/r9gdGoFpVzSAqNMUhtfD9YLpfjseh0oNfrj0bj01Ow2l2/XmiLy1prU69trlFGhBDPXH8qL79Q5BaQ7q+uPHHlyQcPdm7cuHt/97DThrqE49NbT12fDwaDMITtc7C5uXHjiwcehq31NiCbLtLucGBCkqljreXNm/fyHHo9mM2mSulmcnieJ2VZllIDFKVbXfWVUoeHh0WWBQGLouTa5Se+/OXXxiczj+NW0h0OVildWAuURAf7J1laYQzcoxsbbSGElJIzyxW02tHlqxeWi/nx0W4csW63G0VREARptn/pEuv1V4ta1bWO43g+z7M0t0732ohzJmtBMalKFwawXEAUiHNbW4eH930fev12q9uSxvQH3bxa9oc9QlAXB2/eOjxZlKKvLCq2tnrvee8LH/vd36IMtrZ7GKO3vvVtH/3ob8yme1tbG9awxWLGaOJ5LvDr45NaitOtrXB7K9jbPQZHZA2UhNZkeQZBRIXSzum8gI1V/OxzV0+P9l577V4UwXA4vHVr3OqWURQw5i2Xy4CHIcdRGHnUj4Pw8oXzUZSk8/nhBAiByxd773jHO27duXfvwf2j0/zyRbAOzReZFGY+OzXalXllHJyOJycnh8ZCpw/WaIJ1pxOHoV+UIBUhJObeMFsI5LcvPLnCfE9qSZjr9tsY07wvu6msKxJ0rXUSRZ3B2hbjisSt49109/DUC/rnn7zKg47FHiqltoj7AaXUGCWFPD095dy7ePHiE08+8fkvfL7JLsKUWOMwJsxn1jpRqVrVg160sjKg1AWhF/XWPAJxmBzsnRhtlAOkzfzktN3pTFNhdFFmOSeUOBLG/spwPb19zPxobbNP/TiI2gZTQjFBVokS6wpbaYxChFZCL9K80+nHrTY4qMpyc3NzNBptbG9FUXR4enh6evxgd+fll79QSfLiix/8xCd+bzgcBkEwHHRGJ4d1Ce0EOEeMuJPTw6LIANl2l7V77NlnnsbglqfjMIyOR2NlrNZ0PqtevjEiCM6fAxKJICZH+0UoiqQFx8cna5ur3W5/Z3fEGQ14xFmQpun+wejixe7WxuD+g7vCwLlzw2jY9Si5e/c4SwEDLFLAFCIf15UChDodHnCuhczzTNa6rh04naZLrcE4t1hmnOFWuxcG9cb6+bxYGkWccnEcB340m81u3925eHmt0/UJ5ossRwjiJLAOirKEsqqlLooKEcgLwLhiC9yKo053iAFRHCs9MxqKUvs+jVuxA4wp6fQSMy/n6QIxEEp6HgxWVldX1pVSZV6HYewsOjk81gba3Y7nedOZIIS0250H949ms5QQoJ5nETDGRC2NVZQSJU2aLrNCycS6WhutGHO5URMLq6ucUR5H3X7QAjSfLzIlkVawXErrgBAyGAwm44Vz0O16UlildJqmSllngRBkLRBylktCKe10OoyR5r+ilpPxrK6VsdBuJ9aWUloEAmMtal1V4FzFMPJ934EmhHQ6xCgjpVouJcYQRSbPyuWyRIgglKeLZZbpMGRJEHR8ah0qisrzvCSJpCqXc520AeCsZb2uJUJ+HIfaInDaWgvIIQQYw1kVFcMPw1q0MeaRNfMwGdM1b0drXZalEMIhCP2giX5o9usfrejo14S1fA3Fq3mwiahuFotaG/xwxdmIvUey8JEngBBCxFGKmyM0C6nmUMYYcPCWd1wNQg9jZIzDGBOEJ/OTb/7293/fd//gX/2+H/gvfuLvfM0S9hu/6b2YU0KxVrpZYi6r9N/9j771M7/90rntcx/5H3728cEf/Y3/++/95H+JMUUYCSEJQRiT49HeD/7I9/yDv/Mz/843f9vf/KG/9fj43/6df/OT//2PJklorcmLvNulhKDJ7MG3/nvPffhv/tRf+Av/8Yc+9LXX8/1/9QOtFsPYE0LlZR4lYVnd/cG/8ed/5ZdvNs6EUhaDWy4LIWuPsyiKAEhZ1dxQpY0xThtjHRZCI4SRRcZoY7RzlnIq8gJRTBBHxmOMME4pwR5xi7wwUiBjQkowpc44SzBgRC3WxmhjLQL3kIl+FrvRGFmOgDvLsQT3qGHva+ou7Z9ymee+UlXq/gwKv6/KTPrjx3zNsw/J3UY3jr5SjfVHCJFSNlNJa93osaZF8Iwww/njn/wjIffICT8rAqe0+UJpuBGPlOFZ29vD6tMgCB66W9AcWWsNGDfhUc5hY0AprbXBmFiDjAajLUIEYQKOAGBCGDhtDeLco9SrypoSjxJPa4MQMObXWGlrz8AvCCNMGq6g0lZZixDR2lLG/SAyDoqqLgr75r0HR6cjB4hSShlHlCFErNMEACEMjpzNncemhgODkHVOKVUKmWtbG1lbpzBhDnRdlZgQhBLGqHWmyitjTNJKuMedM0JIrTVjNAi8+ULneaa1BjBlpfu9AaEoz/OqUsZa3w89jxVFpbXyPA7IMo4RJgAWYYuQc6CdVQghTjGlHGMKznLmOXDWaSm0FIYQQjGb5wI7pKy2WjlkPY9JUSECjGLKMOPM4xRTbky4f1pgjPzAI9ifpuXp7I4DA47ycC1MEgeWORH43GiLCeaUAwYEbcZqbTRVllCjpM6Wcpku2u0YU6uEPB1ngJ3HOOOsqKRzxjdGCpXlRadL/KhV1LosSwWALWiEa+soZkmv7wUjL0Ccs1YrLpdpVcDW5oZRaj6dYUPeeP2NyWjOiBeHXjvqMBxOTg/H4wn1AWGwyOZVGRGPAhWy5h7LitwPOMEEU8QCHmrlrE2zTBupjWEMeb5PACmptAZsLdLAGfEJIpiUeUoQjWMv9iMb6DTNZtNiNs9FXRPMtMHWwfHxqCyL1UG3qPJlnqdz0elw6pGklRDKZ9O5UC6MwoB7hBCM0zgIMCaLxTIIfeYFaSln0zzLZV5KzwOMUBDEQZhYh/f351V1GoRJLfTe3tRaGPSjK1fOA9aj0RhjurHe8z2PUV5XbnuLi1p//g9ugnPrm70k7t25c6836Jd1brS7dPni/Z1RXYvZfJ4Vs7yeawSVgMTB9nmf83Dnwbgo5fb2tud7i9nSGDAAZVmvtDudThJEPHGOjuHVm28+9dQWILdcClHLJEmiqJ2my8OjqTX23LmNlc3BMl9oLXce7FalDgMIAkYJn86WrVYXO76YL49PF1nmRM2MgdVhfzzKxmPodKDVDp54clsbuVhM03QhtX6we9gbJJQi7nm3b9+Twp2/sBpGSavdKWpdVMrzo1ZLO8cXtlCVsxab0OSVTJf5xjrdXG9Np8tWC1ZXk0Ev2tmxPEK7B0dpBm974arSaDRK0zSfzIpuEkgDlEPcZsKwpM2z4vjSlcFyOZvOFmlaTMbL05Mi9JPpqJTKzqdqPBrVApWVCAPEqKtKww1O4qQqUZ7B3oNZVUlO2TNPPf/yq3dEnWYZHDl77SmDqffMM+udTnuRLrfPy+l0kiRdIcRinpW5jpNAqzIIgiIv8iwfnZ7MZ/KJJ7w4jsbjwy/dsMKYwTDIirySZv/gxBpIkv79e2WS0KtXr1hXCaG9sCWleeHtb7l7+81WK9JKz6aztz73FucC6/gi9wrltTZXjYG6rjD2tLWnM2FBWcMsbZcENEPayt3UHKsckCjL0erqpXOD6yfjuWahw15ZSeM8raS2FQanlVCiltICwq+9fjNpJVVVC6lqUc/naV1LQNzzfEK4Uoo7SVB19YmtK5c7+0dHBMluu5UudkO/vbq2Ea8mtRTFLN2fytFYYYcITrpR7By2Qev+6fLO3ihTyOdBUZvSVpUBjhwCUAqoIwhxoLbW4IVJXukbN99gnK/0+8TZK+e3b92544XhW55/y9vf/vaXPveZN+/f295cf/f73vP9//kP/diP/PDHfuu32u1kc21w4+X9596yoaTUxsSJ/2D3HiG4KIpzl9YuXb4QR3G2WBoXVJI92JnMUxhNv1RUqt8jW9vdZ65f07UOw5NrzySvvnpHZUYKdXx4WtYaA2AEvoeLMidIXL641ukgsPXaaq+o6/HpxFqXJOzJJ9YZDfKle+P1A6m0xxJltSh0QdTG+vqhPdJaxUlEGQHrpBBKQ5GLZVqHIdMa9fprk3FR14rgaOdw5+BwfOniRhhRPyikKqpKaWuoF7zn+WtR5M9n00W6zAohrSOIMkZFVWlhW14oFKln1frq2snxbJ5W3XaXekg7xAnT1hSVWF0fWGKm83RRLKXUw9W1tdUNz/MXi5PxZC6qhXPAmV1fb8VxUtXCOWQNHB4dV3VtHTbGIesIo7LhKwIyxhVFSSlLYlxXViqQwmhtMIJOiywzvL7arwWWxi5TWVVO1LUypjfoHR/Pbr5+cPnyBqF8OoeVoQvCMMKkyGuTV4CBEOIjw31PayUlzOfZ4eEh57wsS+uc53mMNQt1mM+yqjRag6glAIQ+W1lpIeQ4Jb1eN8sWHvcHfc8ao5TK81xKDYgCInESDYarlFIhLMK10g5rAwZVQljrMMZVVZXV0jpgjOR5vlgspNBCAKWaUWatsVp6DDjnEOkk8SnFw5U+QkhIlS6zsrII0yYIQin1VX1PnHPOMcbGuGZ91azunHPN7v/X6r1HMY+P0vybbcsG7t4AwTDGVqlGa575g5Q2Y5pHGv4SQsiCJgQe9w2aHffmXNooY2gj/zAlj1yLf/LP/vH/8gs/v7V5rtPpIoTyLDs6PijKBaXUWKuVqqXQ1jLGMIAf+F//re+nQC9sX2SExmE0n0/3jw6KKuWcc+43C1zG/CawgxD6X/29H/67P/lj2xsXPS9sMNono32hMi0k52fWBwDinFFKMeBf+MV/+Eu/9DNra+darZbSssjS2fwgDkW7HTBOGPONMR4PGPU8L/B4BgCEMISgqiqfe4QypLS1UFVVnmcWKd/3rYGqloT4hGCptDVAKcUYY8yt07XQNZIWI2INJzjkSb/jx148HS2qonTOOGPBOa10rQwiFKOzT89h7BrU91d10SEA+ijR5QxJ8BWy+R/RZ/en3Nb7s+nvoT/q9sdiAzFmjGGMOefwMNmlkXyPbPlmap9Fv2jd3H9c7zWTWgjRTPwG/h5FUaMZm2mutW5Y8I+CXprg0Ob4ze1xvddowibsASEURBFn3GiDEfabaBntFNKM+YQwKQ0C4vHQWmc0EMwxUoRQzgOCOUIqjtt1rZzDRluPBxWtEWAHxiEgnFPOHSCpjOeHhNBaSG1Baj1fLq0D6wjCNisqIQ33A+MQpgzOsJ+N28kA5EPJ9zjL3iBsEdYOlANJqQUMDZCdEAxgMKaMYQCDECgtnGvKX5kDp41WWjkwjFOMkdZCCGEsrqt6e3vT87zFYr7MMudcEPhBwLNsWdeFlCVCJAha1rqiKJUSziHOqcebDT9jtHDYhoEvamWMQdj5PLBWW2uNAe7HyGFkjdUasPM8irAHGBBYZbQodVU7QLastQMCyKKlauozlMoxaTYXLBqVlBKCqIcdWIQp4UQBwQQwoa0gZAQQZpRiopXSRvo+NVYrqbrOWTBGaUIpwg4BIIwBKiqQdp41FHtJ7PlW5nVeTZbV7vFkbbgyXmR5BTTAaSZg7zgMVH8Ily9dRYj7UXsySz//8qs7u8t239+8cC4M+lXlTk5SqV0Ue3kurHYGnGecctooE4SB1ubgcKolRBFNWm0/Do1RaVZIYf0AfN931rbCSAhdldJh0ACxRxoyRFEUk0mRp8Xcm1GKAEitXZVn1OP9Tq+uM8o8zq02ZjZfgtUYXBDjuN2u6mq+mFOPs4CwkI1OZ0YbjzGHLGHEAaaML3NRVhkg6HQ7QRQivExa0Xw+n0xThBoeBszn6o037i6XutcLe70OpbQoBPewdZRgNhyszOepVqbfG1hrnS2TJFqmi8koPdTTqA1eFKRplud6ZX397e949uMf/9S8qB/s3bMIts6H41FpHIxH9fqGH0aBqK2xVRvxolCtFnAMo5EYtvNeKxlPT2rmNrY68/ly//Dg+vVr73znO2/ceG1358A5KIpqMoHz57uXLl0SOrt86bwQgiJblmVVlPOZasfi93/3S+fPs6tXrkkJO/ePJtOFAcQYE8JYC4QC4zBfLN+49eVur5UkgRckZV0jDJPxOAi95557Tory5OSk0+nM5+lkmktlsiLzOBkMN0VtsWMOnLNaCV3XZZ4BXrPra/1Wwq1Rs1n68sufPXdhfZ7ZVhtWFH31tTtr61tGs9NFWtXQilyrg7W0g9X2yrr/wW94+2h8iGnbQnFpuLq3O1ous36vJQU92B93u93Aa2dlhbDb2BxGUbi3u3t0JJ55Zl0Kkc4rsOT0pMBYJUnS6Qzb7ZOd2cIPgTFY5uXVJ6+MT/c/+9l7Fy8ncdzqdAev3Lh36fxmEvaszGVl37yziKJFGMHVq+f7/V6nkxGKyrJ85vqlwcpwNJvmZd7twcbGGkZ8Pstns1pIoIXb2520OvT8xZUYdXd3Dl767JdWBpE1+elpyRkoAUDaSnvLChRQrcJ0OTdV2U3i/nBowNWVEhasY4u68sIE4yCvc6iktghwG1VcLWWWY0ItsjWlnCLkkHPWKiOM0pzxdrtVK/WZz760XKZxK+GcS60Rwoz7iDDnoBZ1WVT9hI0mo8FKGMbnL11ca8W+ENX1du/Tn/7CT33kn83SbLHMW90+8P5skTGErTWtMLDGeJRtn784nhYk7CgaFFXpVK2kigIPWSckMADMqHPMYc+LcK3d7VtvnpykFy+uXjm3eX5zazBcOT499W/fNla9cevmyurq2vrKf/oX/5Pf/D//j831lV+9e/DscxcOdh+884XrWbF0gbezv3/1ycsW3Gw2S/Nq41x048btl18eeQwGLeysNRbWN/oGnO+Lk9Ni92Dy+q1PPfXkyoN7o8uXtvaOhbXwtrddT7PlbLrHGdLSpct5XcDGuv+edz1T1xPrssuXLr25c//a1Y2Dw718KS9dvHD/3sHOgzkGUuVKy8qPQ4qpqvVSzK1Vge8rJZSSnHrWUedkXZnJOPU8MplOovB02F3pdjpaqTD0u724128fHZftnn/+4sZ8mUrhrj3zXL/3/7D3pkGSrWd54PvtZ82tqrK2Xu/t7nt1xV2kCwhtCBscBGaxx2BLBrF5cAwDeMYzHhvJGCTAy0Rgh3F4MBGAAzNY9oDwIA0gsMDDJoRAEkLS3fp29+2lutZcT57t27/5capLjSRiIubHjCdMRv+ozsrIrMw8efJ93mfbPJkcTKaLxUoCIG08Aie1CwEmU0hzjnC6WEyNmhVFpQ0ExOIEa23LRlprF4sVYjAY5sZIpeu6MVJNIBAhYq3cxsZ4Pp07FzY3t8cbG8Viube3b52xxs3mS0J5nHHnHMLY+uCMRYSGACEga12v1wOAclL14kEcRbP5iVKwszO4+tgjJ0eHh8dHxvqycoSgVqkAsLnNk5Qa04Wiyd3dLI7TEJCS2jhNOUEIdSNyFAkpA2NOKXf79n6W8dVKiwgGg4ExxlprjC1LHUV00M+NMVXVGO1xxnywSpqqqmezVdvUGOOiaLqUPqVAygZj4QO2FgghIkqTtJJSrsp6wDNrVZYOR6ORMUpEOECLiO5GOOfCoB9xlmvjgRhgLOY0iinymhASx1FZFhhjLkScRK1sutz1bvrCGCOCu9EuINRV1BpjAgJv3akwipC2bbvZ77Px3udpavYeALoSsG6U9ICAnAq6uuauEPxpHEgHKbpqZ7CAP1MV8KAVGp1JPc/oPsIe7gAMxra3br8ohIiE6GpzT1Gldd1YiU/9MEEp5b1vbfPyKy81dTPK+0q1rVYAwbngHJJSaa3jWHRaKYQQxsiDfunWH3MRI4A0jbsWQm9s0zSU4m6Q1dp2P3PKtKmOTl4sVtR55ZwjJLhACSIQsLE+BGAicoA8IOM8AHgXlLF1qxCQKArWWu8xwjggxKggmHlnnHXGOO+xNd5aB4CE6JAzbqTyFFwI3jpwphdTY8nFR672h8WlRz3GWBujjbbWSW1eevlla3WX2AldxVvopJkBBdyZzh6K3wyfyVzparHR/8+w03+xqO//1rn3p70+D0ehnjHwZwV9XTpLd144u81pp+VDeC+KIqUUISTPc++9tTaOYwDoQGC3ajrjADvI1y2fOj1nt/R5kPBJz1olkiSllBtjKOWc8y4uCAFKkuTBmgpTyq3tqjgxJowQRilHiGBEkjiNRA0BhQCUcoIpEOqsDwCMMUxIAGSMSdI0SXPtPABy1lsXPIALyANIZaUyLiDrvNGOR6HTeRJCISAPyCPsEQ7gPOCugtBBcMECQSymPObaacIwpZhSTAjCFBGKCEXOG0K6OseAMTx4mV33r2ucDwDayCjudSk5IThjFIDXRhmjEM4wBkC+lZJghnDgjBaFNlYxKkTEGEfGWClN07ScxXney7N+XdedpPBUdhHIqqwwwgEhihHqzMPOhgAUYSAEAfLOW+9Ha2MA3NG/3ltCca836Fhh54y1FgLBhM4XJQSEMMKdJBYQwsg654wFjNIkzdKUUAyYOhcgEMF5wIFg2zmFO1jIaCLiHuHMAqFCCoqCqub+SFo2X7YhFI0CkYCIcsCOx0mUxud2h8P1rap1IhkeHFV7R8vGQhr4YLSLWa9qq6oFTChjiVkqjAEoABYBPGAkFQDiZWWdAS6gqBvvbQjBWA8EAgJlnCllmiQYaMQFI9zbhhLPaBACExwxGlqplXIOQn+YpHlSliXyYKxfVXVeJ0pK3WrZtIM8CeD7/dxYXxR1HPNTva5DQgjORXC+qS2GppczqS0hLE2Jso4wFkUxIMwZrauDpnFNA4OBEoLTgfMOMAJGmTUeI1DKHE+qtWG2XBbV6l4UJSjY8dZ2URTGuOFwDRCSUmpbpUnfWHFwaJ94YieJe1wkV64+ev/waDJfKgXGQp4jzlgu4tmsJBziOFbGxGnW72dJxATB4I+UUquVK1ZLtpaurW1WVXn16pUsyz7xiU/cuHG4mCvOIUuFEMpZ9/LLL8+WJ489fiFN0/F43Lbt/t5BCK1SNo5BSrMq21aatlXzudvaTS9fvjwYDPYP9xGCpoWr1zYIti4EG3yWZ1eukP2DYrlc7t23SskrVx6hPDo6mU+nszhJ1/PR/b39ulbLxSrimbfBWqsUSKIRBkHBKK2l7PcyHLxqy5OjdrBWJEmylC1GzBp6dDizwTcNEASrQhrliwKsvckY3Ly997oveURE5NyFS/PZYvf8BSXh+KhopepqS7N+b31zfHA8Uap55JGLuzvju3dvHx8fx1EEgHu9QdO0Sjmt7cnJiTa2quDy5ejShe2NjQEEdDxZHE9gvNVSFsd5n1LAiJw/d043d5SSDLXDHsMk6FbGnF2+eL7f77340vMU+6paLouTWikXoKprJaujw5WsoW7AGhdwoxwAtQD+4LDMErw+ioUgj1zuxWJQrnQlK49Z4HnSHynkcdp3HiyNDYoBI4+k7jZ6UTQY9JbLRd2Uw2G2WMz6a2NrgzIuy/sIsbpqERDvvLUOQQDrnfHWmGV1kuU5ZWx7Z8cGv1qtiqLY2tomVISAjbYueC640X6xKKbT5bJokphq44+Pj6vyzsc//sKsMDzZ6PNBwDTKN0bRRioirSUnuFoVrbX3J0tMuAsYWe8xwZR5C4A5YE+oRQE8WA8o6fWXs6kDsrV9vqrbptWT6aKqm2de8+wnn/vkC9dfWiym483117z26TxPP/aHf/DhD/3up5771OWLo4O9vcevXQOPVKuV0ZOJvXf3/rJc7e01aQazaUF5mmRAAFrlpxPY2sFRkr1y5y7jZHOrJ1VJaDAOA4Kbt+4bC5wBJXxzvK2Nmy3mCJyWrtcDwPLuvZfH68lgkM6mx2kS3bz5yuGhf+xaOhwOh8MGoRPvACPsXACH4jhhEWpUSQlgBNY6o7Qz3hi/ubmFsS/KZe7jQb/fNu3eveO6MgBNP4sQQtPZbDpbxklmnd7d3ZZtsMbuHexL2SyKUmrIc0555H3QWretYgK0hbp12mBbKqlDI+FoMuEsiuNUW4kQAgIBYSbEslzM5wVlCACVdbsoSms9AVI3ijHOWWSMx4y2rSoKFceQ99LlSmqtGcOEEOstxtgZ75zjXGBMdKuUMVLqiNiI446oU8ZK5aR2rTRRnAwGmFJuZ3PrYDptvYc4SrsBZGdno67r1aqaThfWwmjUwxgrZXywQjCEQueZLyrFGAtBhwDG2NWq5pwihOKIY4w5jyjl1gYtVVEUARzyDpB3zgqRIIQQaryHLIsocdY6Qphs7cnJFAC6vNY0TT24tq2dDW1TV4wiFIyVSlcIw3CEIxbV1kSxiOPYeUkhYECcM4zBOae1Hg77dU2DD96Dd+A9cEI6kNIt1gGjMzqtW6/XdY0Ipvg0joFz3o1hnfyK/mnmqLM287PMlW4iDOhUuukfJCue8YFnvr4QgvcaY3oGIz+LkTjraj8DhA8/9NnU2D1KNzga98Bdg7tDxLetAgDvHCX0wVjJOA9KSSml9yClNMY4F5z1mHS+RuK9sdbGCfHOt40K4Ky1BIJWBmPBKO/eLSGY935tMJzOGinbLF1jPKqqqm0lwQlBIQTnvQEAQpm3gTKrlOnwurVea2uoaxtV1y0hJIqiJM7ihBNCmqYpkbTW6mJe8QAAIABJREFUB++tddZaSjlCiFIOAM75gJFHAZzHwSGELly89gM/+CN/2oj/D77v7/+H//BzzpmzzJIOxiHwp4a9EADwgyKG8P8gX+VzFwF/ZuH7zxb1nRFrZ1LqhxlC/OBCHlzOAlo6KeYZ3utu3KG+jqLvbtbdYXcG6R6i04WeefO6O9FadyeaMxz48G87QMK5IIQYYwkhcRwjhKzVnW4c0OnJhBDi3GeCWDA+hYsEE855h/0A7Nk66bRY40H8DDgfxUmcZD4gjIgLARHqAUwI0sCyKIuqUtrYAFLr2AM8ZEg+pccD+oyFD/nuWWMCQogo4mXpu86Gh1/YB/EzZ17qhz8+DxpNcUCAwQXGWHflZ0QX7pQYJBRRSurKOtytusyymDvlAJXapHkvMsY2bdvWWgyTwWDgbFitVmVZBnBCCEoxpSTvZ86FEDr9rXfBEk4RQpgApSQEb4xCJnjrpGyNMd1fK7U0SoUQEAJCCMXUWmO1GwyGDx9d3fNinKMEdQhzUSy7LSkhGHeaf4ZjEQUISkvBuIijWESUUWsC5SIAIIxZTONU8ygHnBxNqigdbe0SIRKt3O65DWsXo40tHaJb+9NUJLfunrz0yv60gsBN69i0NMuiPDopraWY0roF4oEJ5By13lFCpbKcCh8aTIDxbL5aAgDCwAlgArKFujJWg3cyFrFgUcSZUSaAdrZVwQBGSSYC8rVyTgGmOIQglbEQhJKrWvPJvKpaFIAioDyWTWUNIIQwJUCoVCYoyUXaHw6zJJVST6ertnVpEqTU6xuDKE5euH77ZLYvxL4x8PRTl+M4S1O0WCyVclEkkiRBCCg1y2Vz505x4cIgzzOECqUsZ8lstiqKJo1Tow+ttcW8qKrKezcY9LNev220Nm5znMrWzqbFweG0ahrvgjUgOCAMw+GIUwbaGhOM962spATKq9Gg18ujLIpMI4mzzrkoZiyKtrbGUrZPP/30+9/3Szdu6K/6qqf/6OOfJJjneX8+P1ku64PD1fomOOeOj49HoxEhLEkywdOqbK9d3VmtqrKsZWtEHL36qaGx6mRyeHC454Pd3Y2TNNrZ3rWmMVb28mwwzI6a/cWi9Q6WC1itZlEUt217/eXZYIAuXt5lVFgL1sBisdJyyRk/f+5C09bz6ZRS6PXQ5uamtnXb1knELl0+T+jedDa7NLiyv79f17C7c+m55+9IA3neeT7x2locRXUsIspsr8+KZbV3/2Q4ZGmaYWRu3LjnLdvZudQ07eHR8dpavnvhiePZRFV1Vc97ef7olcuPs2t3b9+J4ziLk/v379d1U1Wr/f09YzUiIIRwHg4OjuqMfcWXf+XVK3cWi8W8WB1PXmYMpovlML94fLTyoaUUNsfbdbPEmH760zcHw7tvfOMbkiR++eVbr+xBvgav/aKLGxvhzq17d14Ba2Bnswde5ml28dJu1Ry/cuvEOTi32/tzf/7LlrNbkZDr6+Pjo2XTxgkZLRsuxCAdjBezA2lcvzcKCK9aBwBKhlY5KSXGaDkzjGHi1PyooBgtjo93zl/IOa1bGbx2xgRCjdbWOkYwYZxg5J0BZ4xxZVnEWUIpFUJs7+60rSQ2KO2NcQhIv9dnwaZJ79FHX/WWL/vKJAFG8c5s+Su//Gsd2BtvbbsQTmYzabBywStXLqtIcGfBOcSACiLKVvlggeCUC1DWAWKYIkoJAArYI+MD0s5LbZTzrbEZofcPjm/cuv0Xv+5rp8ViuSoIJV/0ui9885vfWNflBz/4wSgWkRBRFLVNfXhwFEJ47PHH79y5wwh4DzFPKGuGg+F0tnr6mattG27dvLO5mWDaPP7EY8PBxvUbd733WvntrfNxIqRssv7o9q15nIKzcHBwuHPu3KC/PpsWAB4CtBK0Bk72jvbh0qU0jgXiVCvCmKeU//EffwqjeHdn586deQ6JMQ4BEkLEMWXcY2I31jcpjaaT+dHRCefJxYsXGSPL5Xy1nFXV6sknn55Pls7ocrUKPT6dThlDaUoHa2nT1AcHh4tCDUfm+GS2s7Ndlk3bQr9PkiTtjB5NPdkcj0MI08mibVuEovG4L1tdlV4IG8dgjKEUOwdHR5MApqorrSFJOCFEKVMUpVKQCBICZFlvf/9QCDEer3sPqxVEEYy3tper200DWQ8xSkA7xqO6rqW0a1mGEFqtVlVjeWBtW4NnSZLECa3q9vbdO8NhP06TtbUN78C5cDKdKwVZKo5PiqMju5jXw+Egie3R0Uldq7aBjY10e3tzuVwtFstu3cwYiyLGGKulSdO0KGqMsZRaSkhTlmU9JV1d11qbLjiAMdBadt3Q1lqMgfMIwI/Ho7aV/f7AmlDXreCxj5H3wRjbVZw3TSO18wgIBdcqzts8T61DTQM+wGAAPObeAwJgjBfFsUeQRIzSWAgSRRHnlBA6HA611o1sq0pqDWnKzuL0OjjWTVNCiCiKrLVa6+5LVmsthEiS5Izfo/Sh/r0f+4kf6wadMz9ex+l1kq0uF77DfpxzQLAsliISo7W12XxunY3iiAvhvDtN5APn3alO7Mzw0yXF/41v/c5/87M/iR+wf0pr2bYdRdAl0Hc4TUqZ5/lsNiuKYjAYBIQWyyUmmDJmrXXeQ0CEkE5lyigLzgMAJrgbGRHCnb6UEGytadvWe08Z8d5lWa617TrUCKaCiySOkjRhjBKMvfcPYmyClLLf76VpUtVlCH5VFHES572cM+6cd84jINoYF4LSGgB9w1/5rn/9b/45JQgCJpRZ6wKA9wEAxXHivEMIOx/qRjmHjHFtqzviQhtT1U3dtD6A8UFqY5VBAedpbzjcfvOXfsV3/ddv+/Bv/UfXFt/3jr/zfd/7t5ezo5/61z81Xyz+p7/7vS88/+nlfJKlSXAWfHBaJXGsmiZLk6ZcZWmulGGcWWsYZ0opIcSpvSr4UwUwdBUB/uFLN9hlWX77lbvve9/7lsvFA+z3UDwPPNTCdyY7fNhM+hBz24GRB4fWA4o4oIe9eQ/nkZwtBRBC5qGNw58ol/8Tl9MAyQ7afD7d4xnPjD/rVw+74z5DRHd5lWfT/4PrHxSvhzNt5Oc0F37WDw/VQMDn+eWfWHXAaXqKMaZj57uPXkd0dx+oji7r0NeDvnV/5rA9M+/6rpjFGM55Z5/rdjxnBe6d7LNjdTpsprXuEvm7lKczWNjht/F4LGWrtd7Z2VFKTafTNE0JIWVZnpkA5/M5Y+ypp57a39+vqirLsk7jniQJY6xpmu4EUtc1xhgCcu7U8idlKwSXUlJGKaVFUXDO8zxXShXFKoriLMuL5Wr//j7BJE7S+Xx5fHwMAJRyzkVVVdqoJEuUMo9evXYynSptjQ9ZkmCMF4ul1WZ7e+epp575vQ9/pKwlxihOs1XVHJ1Mer0h42JtbVxW1XKxxIzleR8R0rQSYWyti+JIRAIA6qY21gyGgyRNlsWyla1qXZalHaXZti1Cp2feqqy0NhjjXq8fx0lRFHVdU0rjOBJCeO/rumKCA0AInjHmnDPGGGsBQxRF3TV1XQOCOI4Hg0GXghNQoJxGkYgEwwg3dcMZx4DbpiUYO2uM0U1dEwL9fm80Wpuv5otiVq7mDkwjS/DmC55+wjq1Khd1U2rTLleLrc2NQZ5VxcJbKSgWHBslE05RcIJgggCDjzl1RiHcncm9Dy4EDyhgDAgDxghQCMEhCJQSxgUQgjDlIqJcBEDOB8DY+aCMadq2apqybIuirSu5XKxms4VSvqrUsmjni6pYKa1x23pj8XxZLar65dt7//E3fve3PvTR3/zQR//o0zcQG6SDtbS/vajNvcOT/eP5opJNjUIQeT+P05zHufckAJOtIySWrQdgGNOqNnEW7+zsnDt/4eDwhFB2dOQ31uNHHr2wLGopDSYUE7axMR4Ms7wXBeSM0Wsbo7zXM05aZynHjZSAgwu+rGpjocvB0dpdeeTydDIvK9U06mRSGwOIkEZ6pZ22vqpl26iD/QklBCEiRBQAtUovl6X1iLCQpun6eDSdTAihQkSEMKVlHMeAMOciABJCIGSKogngIaDVqkaIek+cY/1ePjlZGqMZj9c3Blqp2axFxHIWtS3SWktpDw9OvEerwkVxlOd5lvVGo8FyUSwXLQ4oTcViqZSEJKNGm8Vs1csyAogTGnGm2lZaDYLuHx+KKPn0p5/v9QajkZjPixCQVHixXG5sDFspH3vVhfF4AGDvvDI72J/t359OJw0h3hnSSj1aG+/v7SPEkizeP9xnkd/bX3GGL17cPn/hfN7rzabz23f2q6pGgR4cnqxK2U971gDCZn1DBEQWSyWVHgz6WvnnX3gly3OMCaUcPOn3h3VdV3XDKE4S+thjV5Wql8Wy148jQet6RSlK83w6U1q6qnRx1G9bmyYCBcDYp0mSxDwRURKnWuNVaZpGjYY952E4Gv/O79yKRLR7bufw8MT5ICLPI9g/uCdisbW9ZqyyVgH4o6P95bK+t3fS1KvNraGUNkmT9Y2+NLZp6qpS3rUYI0rpSy9cf/Glg4PD5WyuMCZl5WXblVhFrVQBOYRR05plUWc9xrhQWh0ezwH53XOpSMjxyYJThBFbX1/XqmyrAB5hhNtWzufz/oBdurSlVHjpxRtaV2tro6Yxi4WeL1Ega1l/i8XZsqlXTSmtTpK+BxaAURqXZb1aLQkO68P46qXxzjh/05e85vFLu6969OKzT73a1lVbLDjBELwgxDsTQkCYeADrvAnBuIAwst5hSk7nP++Ntd6D8SEgjDFFhBjjvPHW+qZpjo6O3/9/fOC9v/BLH/rwHx1PquXKG8cbFZrWAY6kg672lgnRLf0IE0xEAVHtgvMeEDbGOB+c9c5ZCF7KWqsaI/DOK62Ct8YaTKjznhJ66+Yr11++8eL16889//wjVy6/7vVf5JxdFovnn3/u5s2bZVmmSXLxwuW7t48Gg/X5YokwvXjx/P7B0d17RQiglZvNZF2ptnVpwrIeThIxma4uXj433lzf2zukNBwfLybTUinLWX80WMdYxCL2AbKsv7m1vVyt6rq01osIrlwdYGyuXh3LupHSEMLSlF28ME6S/mS6fPn6QVU7Kb33SESxdcaadr6Y533hvTm3e/72naObNw4fffT8crl69tnXpmn20Y9+vKzLXr9/8+YdDP7w4Mg5u7GRD4Y54LC9uzObVS++eLxYWqnQZLISXFRN2+vlXMC58+eHo9H+/v5iuUIYl1Uroqisam1Ir5/UTTsY9tMskqpN0phxFgDihAdwrWwCAKUIMLbOWxd2d3Z3trems5JimsSZ0ma5WFVVpY1z3jsPAUFZS+9DHEfOh7pWxhiEcZolBDPZKq08hIAhMIIIQwE5ZTQTdGNrnVAaJfFiWfgAUZxggsqyNdbESWKNlgo82Pv3p4zhvJdhErI8UVqtb6wNR4MkjtfW10LwbdNaaxqpEYC1frQ21NpSGqx13ofgwVpXV21RlE0jCcH9fq/f7/FTmwwtiiLLEsLIdLbUWjvvESJKm7JqtDaAECZYGzMY9h599MKTzzzGGPR7vcWiIIS0rRIRfuaZS4zRo6MTzgQAnUwXWZYjjJuqoQRVVWmkYYwqpWezZVnWQkQhoBC81rZpmrZtO1DWJfO3rXLedaKqKIqqutFKdiaa+/cPGKNJknTwin5eMVgHzx428p3Rd977bvSM47iTgfX7/el0WpZlNyl2oZSMnm58P4uUONvunw30wUNn6fHeG20wR92Y20G+zkZJKZXGcs6Z4JgyQlwj5VlOoA8eBeSc74Clta5TZEHAwTtnHaGndrUQgnehe8S6qnp5D2MkpfQWMUaNMVZbZw1lBFAA8LGIVlXlg0kiPhj0QvDe27aVhnLvPXholQnIA/aEMw8EABDgANh55D1yIRjjvLHeB0AYYce58R4gdIGqlPM4hND1yXXmQeu9Qb6VmiFME763d5fzDQDQunzd69/yBU8//vjjjyxXk7d/2zd+4AO/9j3f+Z1ve9s3/ei/+LF3fd//8JGPfGQ8Ore3tz/qZ1GU6KrUddVLo6YqrMPKqiiKjFFxIjCGzpCJ0YMcQowIwSig03fk9EgIALC+vg4Ag/7gz7i7/zIv3TvSLQi6pcwZs9d9wB/25Z4FOHUngTMiqEuP7BBRJwf13jdNHQ1EFDEpZVVV1to4jjBBxmhrUQjO2tDJILXWnGeEIOmtiDhnom1bKZsQghAihKBU65yJoghTHGfZ3b17ShrrAyJ0WdYhIO8BEz5frn79P/2mDYjwCIVw/3BStQpTTghXytZNo23oMjmdc8Ej78C7Tk/AIBBjvHMBAnIuGO2dRQgYwl0xIz5NSA4YAg4eYdy1oxpjvLUeIUIIQwh7D8Y471B3EuiWBqerJ0zPdg2dwKGD/R1Wf3gtAgDBg6AiYtx7MEo1HpwxzjlvDaeIgFdNtfQGB8O5s0Y5G5xzNOsPB3ldLZYLKFcVJsAoGvTjiztbs6O92WTqLRAGF87vXrp04c7du4v5nFBqtCaEDEfrLI6XRdnxkL4rvQDsfbAPlgiUYQDsgZIA3RECp2WTCCME+MFWMjhrQgiBYEJ5jIBbp7WxUmnOOQRqHFjrgzeIIReCxyyAOZgvCBSRSIVIKU5cY+S0tK5F2GWZGA23UCDwmTpOCAgopZQQcM77gAGcd4GqOGGY8vHm+UGvx+hhfzCYLVTb+uBQCK5umrJq8h7GPABgh+D2vT3OIyrE2jiWqjuuWABHKaIhGBP6+YAgdXAwV9JzmjImfGits9NJqywwBmkO1jqJbVm6SACj2DiI0x4ATGfzEGySpQih6XQWi2h9fTybzRaLQgihlE0SPhptCCFms1ldtxhbpWxAKCBhHEbgBSfWhTjli0UdCzubm8nMbmzAxUvnjo5OOKVlqZtGr49TDGh73EuyNIoiRMj+/r7VfnN9cP7cznQyq6U22hIuMCGIhrKSsm6xdz1BnXfO+V6UCEr37x8raSEIazwhgjP88t40iiD4xdraMIRAMF8Vq7VhVJUyTfOqamKeN1Z25B4ARBTt7R9O5hBl7blzPMuy5apYLJbGuKOjFUUwGmV37x0JIba3NsE5waW22JqwWrWDweCRK1cwoifT2XDUb9t2uVBaQt6LjbO9wSAP9t69w2XpLLz47Gue6g2j6exQKjQc9nOa378/YyQhGI83Bvt7B1maN6oZ5Mn9/eWrX7UeR+zyxUs3rl+/8fLx2licHKnpRAUArY7W12iSRHdu35fSlJXLcwBsKQPGbVnOi6INDjY2BnEccW43tzgn+JXb95544vL6xuj6jdvHJwvOYVkAQWpra3P/oFjOy+kUXvvaUZL1jk+mWcJl605O5ko5JgQTbDJbCsEog15/TClppXfe+UD2D8snn7kw3hofHRxdubQzHIz/1585qCuNASLKnLYkYBL4vdv7Ozvbo0Fy/vy2DexkMpvNNOXDXq/HIqKDDr4CV6NgvTej0YZTvl5Vxpi2quft4qv/wjd8+Zd+cVMV3rlL5y7cvXv/dz/8+7qaBVUCMuBJQNw5sB55hLuUOH+6DEYQwAdwIQB4hFDACCHS1e6exQpgyiNCp7Py/b/86z4ozjkXTfAUgRBx5n3Q1linEMXBKxcCISgW3DlujDFaOS+ND4QQQgECBB8QBECnuycMhBDQwTFOMCEMCx5zpZTVXjp0a+/QmHZra+vxJ5+8fvMWCvbCxXNXrl792Mc/7r2fzxbTSeE9dg6VVbsql7sYX7lybTBa3Lhx9/jYcI7BQbUqta93L+z0er1gw3R2gIFgBOXKIAJCWGt4WTlKuNS4Kufra+urqpX6mLBoY2tD3jt47LHBO97xtz/wy++7c+smpbiqZSgtYFJWxaNXNwYDcu/uwrgQpYlsjQ1aRFBVxaqESkopQYi7g178BU/suhA2Nga/9mu/KqKobttLl7alMoNRkue8P9xGQSkjz61f0Co52D+ezhrnAqEwXwTCcECIYRxHUSQEwWhyclxXJQDEcS8Es783HQ7jYT+Zz6vRWnRyPDl/flu21Fl17245HMKF849OpyezeYkx5Dkb9tZbJRlj9/cPxxtbea93cjQ5PDoYDVje6ztnvLNJggkhi2UZEMnyyCNomhYQwoRRSpM4I4RNp3MlAxeQZUmw2iMj4nQ8GOWDNEp4uVpVdXN4vCQIRiMDPuQZb1qzXGnGIE45IBKlEGcZIaSZr1YH84sX1xFFTtqDgxN1d6/fz9fXxgAwW95umiaKxGJRZFmuJOk0MCE4ZztmgnhvnXNlWcbJWppGzhuEXbmqj08mhAGiQDgBjCnlxjhtbRRFiGCnbZTyfJBTQT/1iT/inG9sbOHgT44WIcC587msm1W5JIASkQRPrcCcR602aZYa47yHJIqDR9NJqZTLMtY2LiBCCNdSneXkCSG0NSEEzil9IKeSUsaxYIRKKaWUXbld27ancZ2fF++d8SoPRy+c5SJ2TEK39ZdSduKujiLoItqdc4RQ9ECr+bkPkaeDr/hzX/n33/EDQojOQfdLv/y+f//z//bF65+Kzuq/HjAnlFKCo7/01V/3t777v0+StHusP/joR773+793sjjx3mN0ul4OIbjgnHXXHn3V1/9Xf/WbvvGbOvZPKfX8C899/7vfeXhyBz5DzoCUEiFQSo02Lvyd/+77vvTNf777e6Rsf/4X3vMrH3jvsrgH4FtZe6s5p1prhMAYY23vb333D3/xF7+5e+5NU//ce3/613/jFwHAWq+kl1KWRZVlGSYIIWKNl1JSBgghjCjGRCuHMWCMgz8VzXrXtWk7iwNFlDHW5cb7EABg/3D/3/67n33l7p3zly88/gWviiK+vj7a3Ere+fe++1/+q59hlC7nk7/2V/7ys89+0b/45z/6oQ/93nhtvW1brZos7dXKGheEYNba+XLOmMjzHAD0aR49ooITgsODAI//N3FXeOgg+c9NOPpnSO9hzrPj9k9r/Zw7k/OdVSyceWs7kWf3366gprv+4RzgDgTazAohOhzog0MYMMZSNkmSbG3tTKezolhmWZamaVVVhJAoSs4OFUJIeNALaYwBjAinHpyIRLEsO45UCGGsq+qWMEEQVtI898JLhMUxF96GVVk7G9IkZ0I4KZVxAIAoPU0khtNtCEYEIeJ9cKfPnjgbrPHeneKys5Nk10rXFUVgjBEiwZuzApsHrxKytvugkRB8t5MKHsFpOAoGAAgYIYSAYNR9A3WsGuquh4BP9doEECIQ/EP08Kld0AenjTLeEsEFcOds51gwSs3n07ZtfbDWOLAQxSxN4/4gRdgSCggAYcjyeGdnazo/nk4MImCd9972etlwY1yUq/l02rnGoyhK0qT7jtFaB+c44QSTLjYHY4IQAuS7vskQuiPKIwQh+ACBEQDwEDzBAAir4K1zESGYCeQR0IAQZoxJ0xIOhGBjW601ADOetEpRKgBRH7C3rmmVXp1Ah/cwAtzhPSQYI4RQTAghnNBuPegbbQ1iPE/S0do6zrIEA0riPsAp1YyCmS/vZzTS1s4LmWVp1l9brVbeh1ZawjlgZmWjjCEYWeko0RhhpbRTyFMwWjvnCaOEMk40QkhJjxAWUZpknlMK7lTh7ILHlAqCMSXOORdslifdrqTX6xFC7t6db22hrs31+Ph4tWqjiBBChmvj2XRRV3VdGkKgaZTRhhAYb65LKTHWeR7HCcfYYxQYRwkKnKHpdFHXZa/XE0JY72azuVFKaz2fz43Wo9FIalPXrZSaIFSVDQ42oijnPUppRGLnkEfBWQgeTydL50K/N5RSjUawWEAUgff+9u1758+Njo8WaUoRIkLETa3bVratMjqEENKMSym1AULBWhAijqLE6Lpu6qaR3gER0LZt07iqshsbvpgtyrLyAFTwptWM676HyXxqtHXOHR8prSESoLUsqzYuFnEcpRleG/XTTMRZ2qdx0xbGKMJoEsejoV4VWrct4MCo6+UcUIuRHm9Av5fMppP9vbso+I31eGtn6/j4aFW2AIAxoyRMJ8s7d/zmJlACnTIty4AoRTDDGJQCY8xwOLx4sS8iHjH+oQ99cjI9znuxcXptfSDbplgpyqBtpXNq0I8gSGOxUn68sTuZzSeTSTGX21u8bvSwF/cGQwi2qso/+MP9LIE3veUZHiWf+Pj1WsJHfv/eX3vrhccff9wYh8C9+U1PjQbnvGL9/hoArFZz59q7d2+9dP1mf0CzfBCnTOkkygb94Y5H7mR+UNaVsVYkoieEwB57WzdtWSyMUr1+tjXOv/DZZ6KU37030a3+1Q988PnnrnsIZd1ykdCESeUQRYhw42zApwnGIXQf8QABeehmSHAQkCcYdbECXVo4CgGqqkpjESUxi9cDdsgHbX0kcimdtRZwQCikifBe+WC11lZ6D0KIiFNmjHEhoODBBTCAKCGYOB8InKl7AkKY0o5vCGmWVPXSWhvxmIjYY5oNh+ubW8aFallgsItPzrbG44sXL5ZluZwvAfAXve51SRIP14eUYg/OWB0wiuPoxRdfXhYewGMI4IJSdjqde+OPDyeXLl3Y2c0JVUY7AKwNWGvLcjWZngQPrZqoVw4IwXk/X1/Pds6n6+O1V+7cOplNRqNRs2qOjtuRYFWlrjx29eBgcfOV24sCMNYEW86jrc0NBIoJtXOOjbe3PvWpGwjR1772tR/76B/duH7vkUcujMfrUqudnY1eP7fzyaWL5xn1x0f7BPm6qvb27mMAJe3aaDgailWlZrMZIdTZMF0W2kiEECF4MOg1TTWdFc888zhC9Ld/+8NdcevGRk+qSimwVvX7WdM0SQLDYU4pHgwG3VsfJwKAOBuiiExOtFYHACyO0kgEZ0wcx3XtKeVdLOJiVWGGCaFKKu9DHMWUUs65lLJtixBCktIkydKIOY2N00qpRjJUo2VZHuzvhxAwRf1swFmipHQeOwsIgFIeRVkcixCcsYpzvrbWq6qVlLIoihBC06i8H+V53smadnY2drZ3EUIWyKlcAAAgAElEQVTPv/iStXa1qhnDGFNjbNfz1DFTIXhK2Xw+163Kcr67u2l0QxhmjBxPq7purG0QIM6TBzkFICLW66VKtTduHlQr+8gjWds2VeWiGNbXB4S6TprUJXZWpQIcN8quqmq8PgzBY0w5j7z3tlsXpnkrtfOBYAqgOlqrbdsQAuUsjmPamTceRLPEgkdRJKU0xqZpQik9JXg6i93ZHPbwTHa2af5sBV13/hPCe79YLHhdCyFQJ/X0HgN0oQTee4w+TxN09xC/91sfe3iyFEJ8w9e/9Ru+/q2/9+EP/d13/LfdNXEUKaWccz/4rn/2NV/9dQ/fnjH2pje8+ff+04eff+H5v/S2r0EEwQO3jPfww+/6J9/89m/5rPt/7Wue/ZX3f7Cuq9d/2ZMIIWsMo8wY4z38zq9/cjgYPnz7KIq/5e3f8S1v/44P/Or7fvwn/oFztmx0lEbe+ziKf+jdP3/t2hMP3z5J0m//1u/59m/9HoCu3gowpi50LzFyp9X1yAWwHigFRJluDHKGcwEI+9OMG3A++BDaRvJIBA9lWaZx0r2MPlieiJu3b9Ztwxh76dbNYdb762/9q3/hy78CAC49cu3O7fsEwxd/4bNPvvqJV27cfNtb35qu73z9274RY6K1/qf/9Ed+8id+PM/7hKCu15KQ05j7EHwIyPsAIbznPe956qmnbt269bVf+zWMscuXH3nTm94EAF/6lrdUVQkAL9946XNQAfzkT/30k08+mef5fD7/wXf9wG//n7/xWbDtyrXHvv9d7/62b37rn9YX9zP/7r3f/va3fk6XgP8nP/KjX/L6N3DOZtPZ3/yObzs5PvgzGPb/SRNGdyLrwjZPR1XnPhfvnbnXlDrdQnULkW49RAjpZIqn1lytrTMcmHXGGIVwVzgT2rYWgm1ubcxm07opd3a3RsP1T3ziEyGE9fV1a21VVQF8miVN3Wotz5KBASNjNBfcBYMRZkJgwjAE55wQAlFmfVitijTLEUHBBW0tIiTNc84ia0PnYOQ8wl3cCIKACUIheNRFvNgQAqKIIo+odmADIMQx6jAbCqdFl7jDhAC4Y5qCP6OcMEYYAvIeQkBdpd4Doe8pMYiABI+8h+7eECIICAAOvlMoYAQEEA4edaiyWxJhTE67fbRu29Y6HYLzPiBMGPBgXbCOcMQJddrNJhMpJUWUYOR0QKJzDgcPTsQYfNA2WG8Iw5hi621wISCMCOT9bHt75/bte046B84Zj4HgnBBKWifbWp7KMTh3LnT05Nl3CIB3zgHyhBBMKQZA3jJmrPXWOkQJYERo8CEEDDbYzgXtXMAahxCQDpRiQglFwjinjQ6eYAgIASPUh2B1633AgSCEfIAAuOP3ZNVAQARhFCCEQBHy2CICnEfe26Y2xpi6sYIx5wJjFANBGAGiUToinDLk8pwNRmu9fIBZZowjrOFRBIBF1EipgzdLObc2RJyzKKpNI7UlAMZ6rLxIBCIiAEirhCCUC0Jk8BAACONlWXYfE0xRR1ZHUeSDPzg+AIAkSZRVNoCySlnFIuYRMh6CdlVTJ6m11oeAEAEekX4/PzyYCwGIAMJuZxf6g6woZo8+ci4SUVnWi8WibVvvLMbgvZzPlkWpKYM8iygJx4cHjIu8vwbarMpytQICIChQgGGO13q9JMlSwSQjJ7NZq+ign9V1U9Z1gPrwUL761ecQ2U/SqGz0zs4mxt57WBWWUlDSOAdtI7U13XdfALDOXLgwdkGXVXF8UhweFARja733kOe8LHXVul4KdQN37x1d3N70DowPCMh0Wp1MJyfzZRRFg14/TdPRWjMcDq3xs3llwbjgy7pmHPeHg8Ewe/Gll/KMT+dTpaDV7Xh9TURcHS68hrqVGIFSC4z1aK2/s3Muy+iot3t0/6ipKmNMq9o0T7bPrYdgm6ZdFnWa9EZrK4T4qtTbOQtgygrOX9hMkjTPy+nJrKpaQhbeOsbIeH2NUrJYNHVd53nqal+uDCGQ58l8vqSYbW5te3e4d2/KWLS9szmbrhCGK9eGcRRNXjqktE36KQIsNWACUsPde4daSR8gTuD4ED74a7//9NOXGWPgYGu8SRCWJhjdeAdGG91qp11dAga7KqRy/aLEhPHIYx7D9m7/Wr7T6/UW0+lzz704Xa3KxTw44hV4a7I83j23/qkXXzj6zdt37txZzFc3r99bX9s6d2FX4dIDlg7rEJBHzjsXAHXeYOQCOIBwJusIgDxA1xUWEEAAj86sDIFy0qiq0YZHKCALPgSgUrdKO0YZIxRjoMRZUzHsCQmtVqpqnI48wpFIIoo9EO/BOou8Cwh7QD50koMuPg8YJ9YpH3gWR+CtVRJH/Vp5N19lRrxyZy9g86rHLuZ5cnhwj3Ge5DmP4+FwfTRc7w3GIdiAQy1LQsFarbUeDuJLF7Zfun6AsV0b9Vg0JJhOp1PV1EUBBKPLF9fW1nvS6LpSL984XC0LhOI4FtYpwEAYpkR4QGVdMaE98u9//y8a3b7+C7/kzq27GOD4cGk8PjkqjmbTZRFoBOCDVDof9JnAxpq1zV6ep+ONjWefZZ/84xsf+9gfvnzjIIlgOOilWXb77itpllhvpG7LpshiKKvVeC2LRM45j6P03Pm1G9dvK63On3+Usf69+yeAcL+fEeTquoWRe/WrHlsf9T796U9vrA2aRmoJTkvwpt8fjAY9ir1gpN/v37tX7W5naZqUxWJzc2t9NFJKGWNms4X2mhmuNbStZRRlvZRSPplM2lZ3kW+UM6WUC0ApcwEp4ymlcZyGEJwLShkpdZffhh9Yq7Q1dV1Lo2sZK2emM08J9DKOgCvpm9rI1gGQJBEA4KzHmDjnFosiTXW/33POLItKqmY0Go03c6XNarVcLBbW2qw3ZIwppaqqDh5bCwj5KMLdMfogEeAUE2mtKIPz53fHm2taN1kv5RzPllUkoqbWy4UnpI6jU5BGPVYKN221XNqtMe/1evNZ2Zmc4jgmzE0mJSGQpomziHNOeSKNRQgZ42TdOOeDdiF4BJAmueBJWapWaS4YIYwQdDZleQicc855B8HORJTdJMYYjeP4LKizo8P/RP/eZxmZzqIIum39Z4WvPLzIP5MCniY9dF1YfzJK/qxsHQD+4T9+98/9ws8ShgmjyKNHLl77+X//vje+4U2//qsf+YF3v3MyOWaMUcq+5Zv/xhvf8Gat9Xd9z9/85HOfsGCMc9banfH5977nf3/1E6/+3376vf/Lj//LxXKBA4w3xv/wh//xxsYYAL75W9/+hx/7Ax8844QS/Ojla+/6/h985unXfPCXPvzPfvR/vnPvDkIwXt9859/7geFg+PwLz/3wP3rnnXsvCYEIIc6GSxde9TM//Yt/8av+8hvf8GXv/qH/cTI9SJI43+n99bf9N9euPaG1+o7v+Jr54i5GAROqNL567TX/6If+VZ73CCFRJBhzQkSCcWuNNYZSRAhxoQs5IBh5rSxCnjHuvXuITMNneYbBB9XKJIo7I5wJ/s69O9Fssjba2N1Y3zu4vxLJtStXDw4PAKAqize+/jU7m+PZ5DCJ+LOv/7/Ye/Mgy9KrPvCcb73L23Kvvbq6qzf13tp3JMwM2GAsiSXwEAwxwrIYxwzYQmDABFgyHhZjLGEbsIFgMQZGSBaYTYAlISEQSKJbvVdXd+1VWZn59rt+65k/blZ2qYWJmIhhFsdUZFS9ennzvptv+b7zO+e3vO7bvu+fW2t//7d+4/c+8nt33/fAe97z3h/+4R/5mq9561888tnloizLpVJJkub/5l+/74EH7n/tG9/84EMP/eZvfPh7vud7fvqnf/rWW29FxO/93n/yjnf8/e6yvuNd7/6Od70bAD7+8Y9/0//4dw+Q3pd/+Ve8730/gYjvfe97tq9e/ZI3venf/+zPnXnmme/6zu94+sknDl7rjY3NV7zilVner8rlF8OJb/tH37W1tXWghUPEEOI3v/0d3/YP33XmmWd+6J//s7Ztv/RvfNlH/uBjzz139pu/6e+WxeL/h2H/N//p1pduvte1l754vteZu3Qfc2tt91OdyLBbQzpi9s3a4BvscQcQb3ixRGObsmJEZJ2JPvR6vY2NjY5knud5lyhqrcuyzFnfPZBSSghuozXGQJeu7hxDEcAh4zEGJVQkS0RcSC4FIqLYD4VXMkFE5KzDex0joBOCMsak5N77GCGEEAMIrkDEDpVR5MgkYx6Rd+jr5o9wJ8rEF0xQ959G1llzEt6wdeEHUtDuDEQdnO74FB3qQ8SDLHveHe194KzTbSLnTCmV5zkiGtMQBcaACxSCAYEx1taOMSMEZ4IHTwhcyURJ3bg2BvDeV23jIaDAGNG7sKzLyXJmg3cA3geGGBkyKYQQSmqV6hggkm9qU1W11ioGICKKILhKk6Sqqi4BKIQQorsxwwfOeZIqiYIgxNgGD965GKMQKUeBLCAL1jcAHIABcuSdxzAG511rdMJVqjkXgSFFHmNEIsEYAYb9EXQHiQEZEgICyCxBQIYsOh+cV0q1DrwLMTgA2KsXjLGqds5ZxlBwYDfelf2BLpqaM6H1YLYwZTXrDfqMkdJSCqlk0s/XGWOR7Hw41kILJgd5f7o7994rLpqmaUwlEqGUIEbGloCeIvOBIILivNMscCEOHzmc9NLJZLIoC0RcLJeLhUsScG7hHGxuyjRNO59qAEoSUEqYNuztTWIkIVQn6fXeZxlsbq4Nh4NIdS9fWVntQ/AMfQj16mp2+PDKYlnQ2as7O02VLp0DIjhxYjVJcmNM29SRgnH7AlLnIDLgAIgQI3jnIZFZ1mutLZa1FGqxWFaVaRugaDc39b333ts0VVmWvX564sQJ0y6jDxcvThlCWVYxdIkv6D1JCc45nejbbjsdIZ49e7Ysqta0SrLgY9eZVZqvra3cfeftOzvXn37qDGMMgHtnlFB5D2MEpRLOZYzAGDt06NDx48efP/v8YuFUCgGIAEa53t65fu58Xddw6215L+8xVlrr9yZTDBCDWxnxwYDVJk6mxkY4cRL6QzHZvfaql71CC9y+upv1B6B1VdteL59M9nZ2FkCYpv0sDUomUpq2bo0FIeH69t76OjAm8mxIsQwel4uibcG2rZTUGtjZ2XEExHsxxrwHg8FgOp2SZ3XdNrX1HgaDdDop5zNz+PD6cNhfLBZ5D5JMOx+FYGvrK3dtbU7Hk4uXdgb9/MTJ4+fOX77lJJRlKMtydTTcHe9tb+9deH5MXgbPOXQxV06q+NCDW1KptUPHa9unojDEVdq78yUnjx/bGvYUhbhzSfFgdyYl41ndQINhsWyKYrE3gY9+8vLla+eytHd9Z/ymr3zLN33jt3z4Nz544cKF3d1x66JUOXLpjIWuH7av3Y1EvrPU/4I8WNZN3Bjup0AhAqaZrKsmRCekjgQRQQrmrJdSSMF8aG1VRV+Dm/XzROscJVkWI1lngwOKwFWScs4BfPQhdCIazhhQjI51NsgxIMUQHBfdehy4FKO1NS1lrycJ2sl0HuJx4ywT0np3/PhxIirmRWv9eLrLBXvkkc88/cy148fzjc0hEWZZduToxmQyAbBZkq1srs+Kol6asqA0AW/akHIpQ9WU89l4OmmSRK+srvqwcvXaharxgou012+aykfv5u6+B5KqxOHKaHdv78L5KxFFiFyq/PEnnj90dPPIsdwHWlvbunrlelkX07PXb7/j0H33337lypVnzz69sX5ESh6CEwKyLG2aWqeqbiqlueIy76Xzxbip7IMP3cqBXbty/a677qIoL164Mh4vlBpsX9+bz0pkjDHOIvV6PaXkeLL3zDNPMQ5K8/MXnkNkwyEkibLW7+1NNjZ7zpu6WW5urW5srqytrVnjL1y4MBqtGGOLZRVjLKpSpSrGuLEh8rzvXQyBjKmcC/P5gmJIkqTzMlRKJklirQeADmGEEA4yn5xzxhhjTNQiTxQANhbAOZTKR8py7lyoKh9swQgpRiAuOFMy88Fa65fL0ntTVxBC0+vlQnKlIITIGFNKllVNRIyJGONsNnf2uaqq2hakJCkhz/Ner1eWlTVu36iCEYVobEMEKpFSyul0sljMVteHOuF5Lg4fOloWpqmvGAPOWyUVYGzb1to6y+WhQ8mglxVFsVzOh0NVlLYsy2MnNheLsfdRCJFn+cowI0xqY4TS0XvGRIw2xk7GH7Ms7xQfwRMoIQRIud83t9Zaa51z3cjtwM2hKy26cksI0bmsd032F833EJEjdkYc2FnPcc44Z0TAOFJExjDG0LZtjCFJEiFE09TOecGZd5YIlJKI0tnGBX+zCzwihLAfEPfwK19ifCOkYFxwLpDB+YtnXvbqu37kB3/izW/+sh/70fe/qNz8yq/+0kU5Q462MXXTEsDOdPuN//3r/vyPPveyl77s53/mF24++PHHH/u6b/xawTkTSAGE4EqJy9vnv+Vbv/E//sKH7rj9zh/9offdfPyzZ8+8/R1v0ylXCr33zlmGeO7C51/7xlve/+O/9tKHX/njP/ZzL7qer/47D0rlhOTBAwHKBC5ceeRrvuH1H/mtz8cYkXHBRFNbJSAShRi9jaKxjFOMXPAIgNZaRJamefAxRkIEtm+JL1LNOzeENMm6mgkAev28rFxZLxfVcme2kyYZG208e+ap177pLQBw9dwTb/6SN87nsyefevJLvvLr/9cHH37mqSdTOzl9aPjJj/7uG77k1Z/4+O+cvv3+X//1D/3Ob//WT/7k+5984pnOcuHo0SO33XZbluif+9mfOXTocFfBf/SjH2OMvec97/3+H/int5469alPfeqr/vZXPfLoX3RUX46sY+F/6zv/wXd/9/e8613/8D996AMAwAg+8fH/8p7v/95/+9M/++Hf/K2v/9q3PfoXn+uerr/43GcB4OGHX/bJT3z0RY4lBPD3/v47/5d/8M4bfE6IkR598iwAvOPt3/znn/7jTpb68Y995J/+wPd+7pEnP/ZHf/Lwg3dzxv5SA0sAAsKbrGL+etih9IV/0833/7+Kj/qi5+GL/3vzjRd9fUGu/RfzObv53gH3+8DM86DztK/yijFSsLYligAUondtu8/9VqqzHmYMhORKSUSK5DubqbJcBm8hwmRvt9/rxeCUlBSd4EDRt02VKFkL1jY1cpZmiRCiLKq6qo1xR46fmIyn4ExT14O8BwTee28tQ1hbW6uaxoUgpYodYzOG4FxHb0ZkSsnO7ieEIARPkqxt6xBC5xbQWSEzFBQRiHEmPAoARsSIEIh1Az3ORDfE41xKqTlXHaOTcymExP2dlkd2QJ/e/+qe0i449KB9dhCbcTPB3lonhY6ARBAjhRiJwAfvnPXBS62SRAupneO9rB9sEExCJAQc9kdFsWxrw5EnWjNkbWvLumJSoOehdRFBpclssZCJzntZUdUA1NowWyzV9vW6qFKZo2LOGQAyVUMuSK5y3QfPtJSp1t43jDMEZgyBY5FijJFxTBPV7+VaJ8vlolqWDVYQKctkqjNk4GtrbeNMGyNKmWRZrqUijxSBGA8IGEMwLUG3DWnJOEAk8gyDkjzEzhQqACEhAyJCst4pLhG5D8Y6p7XKe8Oyarz3WZY6a6WUzrnOrRQodkFGjMFs1sYYESOXkQi9a+j6AhmTQgYfGAqlNUOMoenlMjpblbO4BsuyHgyGHHl/kOW4AiwwDsCgB30An6UpF2miEwpeaJ31R0miUcoQoT8cManrugrGr68pnSRNU9d13U2bd3cnMVJVeSEgSSQRFstGKZkOU+dsXdsQ49r6qtRqPJlwwXuDgfdeCkxTeeXytUVhDx8eHTp86N77Tx5fmN3dybWrSyZBStaawrvgfKgbp+xEqXRlZShV09aOETGEiFiUJaO0t7KiRFIVQSnYuW5uv31jcGq0s7N79Ojhc8+fjcGP91yvl126eE4JvrG+Pt6dr65t7O5OtEoBuHeha12EQFLwuq53dqe71+vNzbVeDsaYxXwOEMu6OXp04+TJE1ywNJdHjq2VdV03pm5aG1HKBJFxJjmX4+nU1PVgkPfnPetM1ktvPX0UgKbT8erqYD4fW8e2Dg83N9erahEI0lTH6AXBS++/4+lnnl1ZWXcRjDNNU126NBsMoCgXf/CHv9/P+9EjYV5XC63lcjm/dHEyHGbLpdnbnTCmOVNbR488++wZa0BwnE58VV1bXV3Lkx5lwlqrRM4zV5cuUFhfz0ajIQpx/sokBujngjF23733TfemZ85cnM/i8eODGERdtxvrm4lOr+/uLBa10hiImJTD0cg7//z5q/NpefKWw1rrq1d3vYd+r3/6tiPLYpxsZrccv+WZM2fXVvqS9YqFSVTmHG1v75y65ZZ77j7emLY0cjxt6obWjmycvuOuXh/2di9PdszWyupD95x++CX37M2q3UnxB3/4J3uLWZqkAdl8sQjCGlBJOlg/sXZxXP/4z/zy9pWLrWk5z0izKoBknLgiCpwIMCJFjB4o+IgROltjYIjIWSda6cZ6BARIBFC3pUggERmBjeAjknEh0RkSuKZwbZVofs99d736oTv7meZC+0DEVethWTR74/mTz5y5vjcBFByAKPjgAzAgxojAuwg2cmzrMs10W5dVU+lESy1d8CdvPa0k977h3EvuPvv5J/NEZ5m6dnVnbbRqWnP6ttvvf/D2T3/2z9c3V//mV33Fgy+9dOXqRecbJXRVFt6azY1hWbZ7e1cmswmxnjOirtwdp48tl/OmxZPH11dGAwR2/uJVH12aYpL1TBj5ncVouLK2tvXEE49r4IMhnH320nDAzp+fLgftfInW0XAwnBd11h8GEmVRlaW1js3mVaQmSVSW66PHDl+9ejnTqRZqZWWwWNDqSrZY1MtiaZwFwJ3dsZB8uJIQRC7E6nqvXLZFYZ566rnpuBlPCyVTF2B8adt5JhTnnIqyYBiGo4Gz/pFHnu33QWsxnU56ee+BB+6KEXau76Zp3jTLyRiOHgltXd99553L5bJYLL1zwfn5dD6ZFEoypZUQKk17r3jlXVVVf+4zj3HGBoNhrw+maXWqGONFWTtnOZfGeu98x+03tguqld575wwCE0JSiMEDMskFCm4ZZ0plrm3SLMPakI8xcoqoVJImiQs1kevlaQhuNpsxHrUC76E19Wg0uPPO0xcvXhyP56726xtrIYSiqGLEvJdxLprGHz2yGjzUTWNawzkXgnvvO0IOBkYMQohcgPNud7yDSHUTy3LJ5VBKGSkyzvqDFAsbAjWt5QKSRCACEQnJiaSzpirdxvoKIs+zxFtr2qgkUsTlvBAiMObK1jLGfAj9/qCqyqb1nPO812tbVxRzAoyRQgxKSets2xoppU6SEIPzvmlbZNx5zzlL0xSAGeuSNFNKGdNWVY2IjHHv7Qt4TwmGGBEQGQkliICCDTFAdEpwRE4UCFAKlmSac26MFYyCM0g+S1SqVVlW1rpE8hCoNi7P86ZpvLf9fr9pWqkk5yoiAkBpDCDzjtD71KPibJD3syz5kR/6x//bD/6TEydPbWxuAcDu3u54MinNstfL51VUUhsLmVZpnnWd+Fe/+YFM948cOpalWZ735vPp3nR8efsi5ywgMoky4RyJwAkELuDt7/xqJXvHj56SUscYvXfb2xeresoYUQimbRhjSaqj85yx/nDwXf/467Jsc3Vla3PzcIyxqBbLYlrW1yI3nqRkIqBv2kaqjIhaUwFA3di62eWcp0kyWRQAUUqeplkA8IFq44tiPhgMVJJUVdWYGgm88ZzvZ5QFIhduSH34vrMLAFRVmWhlnGFEAoJvivPTuTH8h9/3K//5Nz946OhhIdS5ixc/+qnP/twvffCXfv5nxtsXXvOa14z3JouiunzuuZShCst/9S9+9Nu/490Zp5TLZ84++55/9oOMIQA88dijDzzw4GhlY3d3d3V1dTZdpGmyN53ceeedyDUAEMjp3Od5nmcquDp69/KXv/w7v/O73va2tzz++Oci+S4HApAQ4X9+5zf96L/8yR9/30+88XWv6oBZ21aPPvLIu7/zu//4k3/UTTBC6GYX9OBDLweAz332zwAjIBLQV3711wLA33jTaybj68ggUrDOIsPg23tfcupfvf+n3/LWr/vwh36VboCrG44XeLOVRecb2jUau5K6+01vvv2XxE7cFC7STWfgJp9P3j0EMQQKBIxYAOKAHG+YDwFF2BedUozUjRiA7ccEIL+JIRkJEDACsUD+hQHvDax6s2L2RRnrN+4nQEIGjCMyuDE/h67t3TQt51wI7Z0nQgQB4BBEB0sQeEcU9I6QERCXQlFkQLz7QuzYhwIgCKG837d+IiIkhAimMZJLwQQFypJssVgIIZRUFAgiEJASCgmauhYcx3sTir6XJ0VRtHXJBFNStsCi99PZfGNjjXO5vt7f29uZTSaISD4opbzx0cXRqMcRMZDiKjq/1usvl/N2sUi4aMp5UyyQgjdeS20awwgxAEPKGE/W13d2dkJVgBJHDx9+/PHHU52sra++/vWv+73f/0jdlPW4Ga2uEMNiWeZ53lFHQnQAkEhN5JFhlkgKftDLlsult21wVnKutTZNWy4LwTmi0MPEWFc3NsbQH650HqqzxZJL2Rv0AaC1Zjqf5v2sbsu6rXQq+8OVxSKUzdJ5F6NPkoQw+BiRU2uaPE/7/T4ixehj9ESh1xtY2xKRta21tmvgZb00eOJS2uCQ8dWNTSIQOndhTijrNoxG/TTPoDHGOiaECzaEkGVZ3daBggsuUAgUsixrmqoomOTCGQ8BkCDYkMh0r5pQwCzJ2tJmWS9PM6Vjmum9nVkIIc/0ophtbW7MZstUr1JAJXWI9dWdMQPgHDY3Nl0bgqXgIUnSGA0H7o039UJKleb9qnR5npumbObWOaezfK032JsufQxN2672h7aYrQxXZqVjTM6nO4C2P0zns2I4GiR6UBmPiM63nBNyP+pnzrkYGWMJedZ5h1rnGNJsNl9ZWRvmw6KwSGKAxn8AACAASURBVJIQGeMxeMkIo0sURtcF7FD0GAmBc4YoeWfSiwFIaAVddwMgUCCMLjgGGBwsnAO0Mbrz22cBxWK6cLb7xCEyB+gALUXBMGNYSi44N0IyzmtkuvSonE+0EirhcnW4AmujKBkQI/Jha6tubVsti63DW6P+YFmU29evewt5Jg9t9Xf3tq9cm+Y53HH38bW19csXrly6PCkK2+vxoiQCF6JNNR8Oeysbo8qEz3z+zNbmZmvMYH01GQwW8+XZ85OmoV4PIsGiBmnNykAopdJEtaUDgPXNtJ/rQZ4u5+M4RefFWi9tmvDQPZuve93rLl26JKmx1YQonDq6/pqX34MI5y+dv359p2qXp++8bXd35kNsF2UMtLay2pQFBFobDZqmrIoSwYfYXLl6lTEYDUeD4UhrvbO7ffa57Z2dyenTtwkJ27vLPBsNNjbcZGKd3Rvb9XURggtObqyOXD9fFotnnzub6uQNr78PACaTWZ6o6EIme3o1XRmu7G6343FBRGVZSokvecmRT376M2UJRbMQMpVSH9o6TJGuXp6/9rWvnY2Lj370sbaB226DtqFdN59MjFSwsS6VrBmH06dPXd3effq5x5sW+n0YrvRPnjy6e31n+9pev2cQ+HQyU0pY55WAwTDlIjlzdvv06cN3n946e/Y8gB/vXrt25dpdd54+eXKLse3G1JxFnegYgvMGeVzbzLxnk3G5tqmPHDn+qU9+omnsoa2BbdvJbnHv3ff96Z/92eNPFKdOiXPnJ7NJyxirinrYXynLKtGZtXa6t1gdjbyDK9dLlUjCoLBa78vjK3zEQ2LFcOXYrSdPbG5s/Omf/Mmv/MoHFmUQIpcqUYrHYJAzwYRrfIaDWKFOVKjKyaJkEDOtiMB5p5AJxDQR3hORJGIAEpAQUGKMGBlAxweJPgTnQwicCaW05AAExpllXfd6uVDamGBdlBw5gmkLauuXnL7lvrtf+bpXvWJtNLx25XxTl3VjOKJUWnOest76aPCyhx84f/HKU8+cuXDp8nRacUyGq+ssxqqYxRjyNOEYpVSOPHLBpapaE4Eba55+5glEzPq9Xj9r6ipRwruCMeaa2reXx3uzhx9YnDz1oMKeKam3Njh+6PYzTzx/7333P/ro52fjxdraxmyvvPfe+z9x5dOTWZP1w3Rhj2zlu9eXFy+VDz5wi1Ynf/d3f+fU6dte9+qX/eZ//vRTi+de89q73/zGB559/rlbTtz+5JNnNlbBOnbLsVPb29tXLhZSwnLuQpCciVlTYyJs8ML7LO/VzbhtlpNJefJkvrIy/MxnL37qUxfvPD30rbt6aVIbt765UdRCpKqo3fPnx4cOr26sr+2NtylikiRro3SYbT371OOrmyeuX5vt7C19gK3BqK6bdNDLkFpTO9cggZTa2eiiP3JiUwhW1tXurKwdCyxniI3DS1evQKQkha3Dh2aL5aVPfIox0TSm1+uVVRMJRiu9LMuMMVwkjPSxI7d8/vOfr0rXHyY+RuQ86fVMaz1Bmo8yKcplPZ8unIujlUxK6OVCKTGbzYbD3mzqF4smS3mSZMGHxgSh1GC4SkQQIdVpU1atqbVWo1G/G89YtJKZE8cO33ffPZPZ9I8/9em7XnKrlKJq6u3t7emkuuOOrKqq2cwOMnn+3N7KSjYarccARVEXzbKt/F47PXb8KGPgBZ8vlz6AVIhInEOMEAIMR3o2M7UHWS03N9bXNgeLwizrsXfi+XNXytp1jAlAgAARQHEVvfM2SKmXpvLep5nuDXqHjh1pquW5C1eRMcayxgBEURWVD0vOeYzeOVeXkQgQoWi8I691GgU1dYsMG9t4kv3RcDaetD6kDIfD4WJnhwsx6PdjY9q29eSFYCF6syjXVlarqo0kKFKI3JkgbqJsdfyjzkrtBW5SVxwfJDh13+kiaxl2khuEGGKMDIhBRCKOxBnrLOm60GStUSeaiRsPh7xT7zNCYNhRmMgHiFQudi6fr8d754TU87IyMSS654JnjDHeBX85hEiRnKUY3HR+fVmOOzt4nSTWWia64DnYD6hggSASMWRMKhGpOHfpEfKsY48wDkmqkACAOEMGBAQRgCPrIgrK4lLTXpvMzjDGiCEis8ZZH6RkjAQhAPKO5tuZK3Am90lcTHARvfcuROY9InDgQBgBbow5D5SNEVHgjRgBFogxARC7EA+CDj8QIkqGIUSMwfvw+je85fu+/4ellP/ih75PMH/q1O3DldE3fOPbAeB3f+c/LZfLR594YmNj6y1v+zuvfc2rBLLldPbzP/Wvv/073o1CH15fvXL5IkWfJgkA/OIv/HyS6L3xPE8zIorBMZZvbW1du3Ytbm12gkad5SHQZDYfZopz+eEP/8Yv//Ivf/rTn2KM9rl52JF1iTH8zn/0zqfPbv/Jpz/7+te+ovsdv/7r3nrm7PmHX/aKv/jsnx+8tQDY2//eOyaTSVnMb4CZ+APv+cE//IOPTMbbL4SeUceoJs7hJ973L//3X/+ND3/oV/9rxMObRlh/jaM2BkAAHQI8CLNHQEYQDqLbXnQNxF6QPHYzwf17viiq4f+aC7xxcmI3Hit0prWAsO/5sX9/vOlH2I3cOfZ/ytblgNF9I1tPMcYYgZRSKQUYI3nAjvkZbnjAdofxG2Fu+0GinEsK0RkLBIhojKnLhgFyzgXHXp6nifLea8GVEJxjDAD7MBtvGlYSJ+pUcRyRIzKGQPtMVCICJC44IUSI1tsuI8RCDNYBUKJUJ1Dx3iPTB/z2cMPTqFMk3qRtjjc/Cd1hB5GAIQSiqJTsZqHGtCG6jukaY7fAdqYmoaNUvCiJtLO+7DSKnUVqZx+KDIVQUTGK4F0UQgAxZIpzAgiMK4Yy+GY/6Z5rxtxBSKAQXErZvShERJ6AunZfpztkiJyjoIgUiXGWplmWZVmeAiMhFAVLRKsj+dKH73v6qeem08CACwGNnw2GfGtjNBqNLl0YK6Wsic4aRNY2NlLQmlvrldJcpoCRC43CeRvqqmEgWa4QWSJl46vgPESHwQGFzpBMKtRK5n09Gg2sIc6xs3EG4IiRcZLIrKGqKBkqInLOMh4F1yePHxNcFkXTreEUujCaGCgwikCAwBCQCyFl19lECBYZAWPAECl2REHGWCRinGPHQ44RIidEwIA8CCaYEMg0MWSoGeMAxofaBwtMIGaRsLFEFEJsAZxQBBAZA84LhgpBcMRhqqVALpBzZIwLlm8dXlFKCaHzXJ08MVBKaa2VYKtro9lsLCSsra1yziNxIdM8V0rLprVlaVoDaerLpopx3rZgHayti8VyOV+0xbJqW+IchABPwscwWlGMceujr1shxOZm39smEo2n86JYaIXD9VVy0nrKMxu9O3Pm6e2rV3SqrWtmk+rqten165eOnzi+vjqaLydEYW+8M50WIZAQ0lO4/dbb6ro+f+G5vZ3p5tawrWomkIv9qsN7b21b13WW9pwzq2ubgGIymUXi29f30jRrmiZJdJLsmzNVlXXOIGKkIKXkUjR1JYQACgxJS+VtqOtqubwquF7MG60TrTLGWFG2q+u90Qp0TCiGejyeAykpsueevVqWzWhFuNxXhTdt5FIPMk881FUTI/SHCaDTCW5s9JTSrXHIYVksKILWwntPMRKBUloIQdEbY4rCr6xkq6urENt+rkIILQUk6JI21tZGyFTb+CzrtY1tmqoxbd5PO55LXbdta6y1SkNZLROdpYl+7LEnKMLxY/K55y8NB6sRIE/yNBldOnd1MYub667fHzatXRvJ22+7Ix2oRbW8un19NiuGw6HGrZ6A1f6APD362UfOnTv32GOPTcbTja0TCIyxiIIxIbgQnEsPyXw+r+qqLBZSSqmSoqh0mmVZlifKheC9CS7ud107n14gomhtwzhyzhmiAAQGyDkKXlXVfDHliN1cop/qGFy9tErz4cqqd21bL1l0r37VQ3/rzV+Sad4ux+e3L4+ne1VVLavae6/Tvkpy5DzJh03TCE533nHr1sb6uQsXn7u8yxEYEsN9S+dIIfqOb9LFn6TOEiHjghC4tXYytjHGEkwIIVUqkb2s30sbbwPb2Z0V87qYLQQKIdh8UoDnL3/olfP5/LHHntA6feLxp+6//97LV3cuX907tJE2bRWi2Njgi+W4bnC0cmRnezEd14e3kum0/dM/ffrPPvP0HXcNKJamnWYp9vp6b29WV56hlCLxkQUKUmkfnWTobajKOkk1Iiql1tag1+vFCGurOeecy96RjdWmKncmu4wxnSSIOkKK43K+rH2MMYIUcjQa7O5effSRJ69c3V1bP9l6ZCJNtZoVtbetEMhZdLaNjra2NgaDEWNgyUfCEBkx7gmn86JuA4RYlQ0BbGz1om+TJHU2AnHngjGuLGpnQ7frLZfLCKBQXr2ynaVP7+6MtZZtaxaLNs90oOi8VyrhSiuJgqt+PjC2SXXSmrKuyxCkToQQkCTMOUiTVCld+boxRu4HhAWdKKWV99YbQHKtb2KMbTBg/LG1nLF44eJzMYbjx1cn093hcLi1tYmIIdJ8vpRSU7Ra66NHh0pp07rZbOFdHAyGbWOUUnVVOmc550kilqXPczWfm16PHTq0sbu3Z4wZjcRoNBoO+8tiOV+UjDEiniRZf7ia5tC0tnVu316EMaWFqQpvg7EeiWudG9Ocv3hZaS6EMJa8J9OWWmutU52kMgbTlDE4CiAV45wD7Rt6ueA7f5rO7M36GHxnEO1jjJ4iCu5CqFvTmta5iAwSqZG4jwEZB8BuuwshEt3kz3kwQ3ghufgvc8nv6o+ubBJcdEFeN5c4B87sL2j5QjjwWTmQ8N1MTzowBfUxBiAXA7feh31pUEcPY8g644cXJUofyIQOiKPdbIfDwa+DB4dJIX2IzjkldSclQqQkSRig9y5NE4ihrutuuNzx1oggkTpJkhijC+Scb1sTKDLGg6cY92uyA2UiY4wLPKgFY4wUA/fYsWRvaG/8C+UgATGMCOKF2g6QAQCLMXR5FQDw0Y8+88Wl9i/94r//8Af/w6Av9/aWTzz1ZJZlP/b+X/65n/2po8ePnk5v397ePvv8s6uDwe/97u8T0aGNQ2srg9/77d/60i/77377V35xZ3dsXegEnHkvvfXWW86f/9ipk7csimVdzYXErUOHNteH3QtvTM3ADgZ9Y9Ca6o47bgeAX/u1X1VKOWuB38AzXdI7ISK+9z0/8AP/9L0xdOUsMoAPffCD//Yn/90rHn6A832wodP0TW/+0te+6mUI+x5fw9E6Ir7r27/1BcLmFwKPc8+f0VpvHTp2ffvK/0OJ5zc+DR2+/atwEe1bcdyU1v1CGOELaPb/8xEUB+rc7pN+ENZCwLXWXWRChzoOlotuiUjT9MDRt4uOYYyVZQkx7IcQet/x1Ls5qda6Uyd34YEd6AosHgxEb2Y8vkiEfBAfeuA6I4QgBCK6OZSyY6ImUiGid76u64MFrUtH6EadXThhtwweuI8eDGC75+FgEfDeA1CSdJUc1nUTPCmlEDFGIcSB0SgTQnU9sm5U27XMOnMXKaUQijF70+LJOY9CgHfkfZBS3VgDOWO8Q9oxQgjUUUk7z0+E7rtKShVCQLghPqR9Mj+i7WbR3braMVs6Dr/3qXNWSu5MdM4Ph/mpU6fGe4vFYofzLjKebrnllgfvv6ff7186/zs3VmZHEAhgNBocPrLR1Ob69Z0QHDJinFSiEsl8MIC+44gKwSgYYytwbVUVAEmMkTFgHJ0zSgnGkTHggjWti9HHSNFZ51S311hrBMcupUNIQNQnTx4vi2Y2W3hPnsC6AMFHAQwCg8gJBZNEwJAB8v33KoR9BSYw7KgLnXtwCJ3bYAwBQkSQFFm3oYIA8oGioagQIkNknAEqzghIdGdjHCkCss5FPgDGEKjLDSMCRqycTYEIMDIGUgohUSnV7XSc80RnSikhRJ4lyEiolAswDtqiPnTkuHMBQepEONfWTWVt7YNRmnlveyEg0tahE3UTq6oyriSEvL+yXFRlYbOeBtTOhqpsvKNEsizVkos06WdJ3pqyaY31AMFfvLJDETbWkms713Z2i/XNYKypW3AR0jYsimJeLEajkUq0d7i7t/QRIjjr4NEnHn344YfWt9bLxfzIsa2r17cjUNtAlrEs7UuZWLswxlrrGYO2sVevbpflMgSX5xkAC4Hquu122yRJiBrvA2PYPRt1XT/zzJlTp06lSV4sq729PWOctdZa4MzWNSgVpJRFUVy4UN5z71qap1UzrZq2NW1VzgHAOWjaPUQuVY/Az6bFYkF5CloDIJjWJRlvW7O7u1dUrirrw4f7XTCJFIxx0RuMTG18JAIoimo47GmVcBGbdrmysuJcKItFmmSIPE2iNZ4iKSUHg5FUyXi8UIlsjamqyhEUyybP+ydPHtM6PX/+vJS8NUEIEJKVi2Y8bfMMnIfprFld4WVZaJXe+5KX3H373ZcvXXbGm8auDpNbTx0/vLU+K/aiqWNTMWfbxfzi2WeWs7FOUmPMbDaZTqeM46ljW9GbGA0LLNGZShKpuBBQW7N+dEiw4mJwzhEwO1SdeNjaojGOh0AIMRIiiwgUMcYYYpBIjHGGwTvvnesqMIrx0GiweuuRzpBwb3c8m0+lVhxZVdbVxDEWGfnV0fD0iaODVLZlsXP1cltUjfOtdcYY730g3vlA1a01Lqg0G4xGyfrKYj69sr2L0UAILBiKkUVAjESBdfqQEAXjiZbIdFMvBWcUQ9vawXDYVWiccylZqkSvlyHieLzbHw2cbXYnu21b74wnrbO1aau2Md6trq4+++zzp/NsdXV0/vKeSrAx4INfWek5H8+ePXPs2LHLly9vb29nWW84hOu7reZQFMsnn3z6+MlT167ulIW7vjOJAZSSjDHbWueclNx6i6i9911YdCd8XFlZTZKkqqr19c3BYFAV5XJRUvQx0N7exIQIJPO+zrKsbVtrfd7rMSESnSHIK1euNTW31jvrb5haC56mqVZSgHMqOjcej9vWSslrU8sotdaCK4rQtt7aJSeOyFdWVtbXBkqz4ydPPf/8+eu70xACITfeeTK9Xh5CMMYoub99X716tWmaLFOtBecc57yLQNNadw1c01oppJB5r9ezronRHxjUZ3nGeQLEurKoy0botmylpZRSa922PkYKPu7vL4iReGvCZLatlBiuDmfXr6VZSNOc87lQarEolEw4L4CxrN9DYFVjGmuchTR6nSWc87JpvLdKCe99v89WV1e83+2sxWME7yFJWJIknMu2McZEpVApQQTOBWu9Mba1ttuSGechIAIKwRjjxaImQudc04CxIU2DUkxKoMhuzpQmgg4nKaWklLEToXjvQyAAIVSHR9rWOeeEZD6wbkiWSLW0lbeOIwPJu8MAiELsdDcxxkjRU4wUxYssNA9sV25O1sIbxcX+p/dGDxuF3HdooOi9P3Br6FrRB26cxhhApJaYEC/Er+P+abvKBZAR41wqlWREzLgAPvoYGQkbrA+OIdR13Z3QOdeVhgdIsqv8OjIV7F8l3GzdzpERkbGGc9BakwdEtNZiN55C7DAeRNZdttYaMDJkgSLnQintXSCMnAlngw0uhGiiBQApFQCjGEPYjyYjvz9CaBpjbasTKbhsTWO8lVICQdO0BCiE5KxL0AYiiACAyJBxDp17RIwxhH148fo3nO73dQihqx2JINdZiBRd9DHmwwEg9x4A4Od/4d8sinJ1tLK2sd7r9wLQs+fPa6XPXbxy4rbTH/7Ar3753/rKC1e3jbHAZZdj3raOou8l8D98w1s7m83/8rGPP/bY4+sb65tbhwHAuyYRIUtYuSiSJOscca5cuUbEhJD7k2zE/ckVIhB7/LHHuveu9/ttj//wS7/41re97diJk9tX96HaRz/+yUuXLhWLWcebAoR3vft7m6Zm7K8yDtnZ2fnbX/3Wf/dT7//rhzEHifJwU646HoipujHRTcM5+iKRH37RjRdp/v5bMPDsYNUBkDuY73HgUkopJdyAQB00OugNJUnCGetWpQO8Z4xJtdrc3NzZ2amb8tChQ+vr62fOnAnRp2la13Xbtt6HL25FvShR5iA5sGsGdW3Ipmk6iynOORec9q23bFc4EpFrW8fYynDIELx3pq66spJzJgT33oXgtdZC6BhD09QxRq21EIIoOuc55wcNpg5y3sC67EBI3TQNY6h1AsQJAiIGD5E8EJdSCyGJWAiRIuNcMsZjRO9DpxLkXDAmtJZSJm1rnA1E2DlvSZl4H4gweOJaKJVmWV+KMobK+8D2LWOiczFGoMjYvvIQY2DeUYwCUQABQiACax3AfrcuxlDX1d7eDqCJMSBnnRFL04TlctG93E3bGGuAw8bGxuFDR65f39FJNh3XQshejxlbZxl/8KH73vSmN5Rl/YEPfODCxWtCqqZdHFldecNrX71YLC6cv/j8pcsRIFIECv1BsjEcFfPSLsgHG6JjAXxoV1bX6rrgLO0SW3UihGBl5Yty4T0gsCzLQ4AQYpbrGG1VldvXrxTLujWVD6yoa/IBgvdaSE6CIyAHCoi8rU1tPAXiUq0O0xCMNxQAiHHgAoAikXcuy1LGILg2eCvZgIFkTDLOOFcRIAZOKCiK4DF6YDzhQgOEEP1+ogYAAgFi7CyBbiwvXWggS1Ik2Kc0IIYYi8JSZ9XKqbU1+SLEEIKXnEWIDEEoARF6+cDHAJEJyQijYIxLpWTinZMqH/STCPHChYmzSifJ5sZIaT0arS7nRWtN0nGtG6OTFSTyLgZngbO8v9XrJ6at9navOy/TNF3fXGPIRiu94MP6YRwMBtPpRCRVqnC0sWoDPn9+NhjyzUN9JbKiAu9gOGRpqnq9VeuMsa2jeOnqdoiRCy44z9K8lw84l97FGMPe3lxrvn1t1xha30hHw0HTGKKYp726aSiGtvG9nujl/aqqfYhKAkWaT4NpIdV7WuvFYp4kCSmoazsY6LYxq6s8SaWUTMieEGI6aWNsOReJHpnWM8YF56Y13vFION6ba8U3NrZi2EsSGchxzvI8ReZba4OH1ZW1Sxdrot2yDJubvaY2RDZNcsY5+FCWkGcopSSgLmwTkV25fI2C29jcFFw4T0K4+aIMoXYuDAaj1tRlVbVtGyD2etIFqOsm0b26nrd1NRoNz52frq6CtY4xdvvpI+PpeHdiN7eyyaw6dvToytrqo489rhhvlhbJ33PXnYfWVr1rnz/75JFjW0fW108ePhIjNm1blLUxJjRGAGyO0kNrxxknjjDQKYbIOE/zXCWaCxWJnE8CABG5EKva1U2rejqCp0hBU+wxACRgXAhE3lV9Pgbngw+AXDDcXyq7slEnmTGtq/YYipFk68fX6NhGF84ZopMSGUeK7s7Tt926tfLon/8xpyAY27l2fVpZJjWTAhHremrH4xDJOs+4iIhSKKl1MKYvQlnPgzOhKiSjJMs5Q5WnxXIerOn8jrc2NtfXtz7xR39cuWowGLLgMTqVJhxl2zblsjYcvDdFOX/sycfvvePk0WOHy6rQeuvUxZOPfv6x5XIeI21tHVZa33Pv3U8/8+TRY0fuf+jE7t61e04enUzGs2nZH6hr25eVFju7i7KM0+mi15PHjvZvOb22dXgNQDz51LNCaJ0IoDLGjusaQ4jOx9a4EAOAZUyE4LrMnrKoV9dW2sYul4X3wRi7mM1t0eRpIhPpvbcOF8sGeHvk6NHZbJakUmu8cP7adDxZH6nWgNJqNl2GACHAoiil0lJ0KBi9cxDj+vqGlIqIKtMWRdW2lknhXAwePEEiUQplWrd9bdcFmM9agLC2tjEej5fLJk1FmqTOdhufSpKsLOpug4sxlmVDiGtrw+AJI5NaaZ0SUWNa51zaS5Ik7fd7i2JW1433oTOKT3QegmvqmogJIbr8sxBCJ4dr21YIMRhkEaHbT5XUkjOd6DYGB7ypXWHGPuD169PJ9PNN00qZrK+tW0NpyquqLopGKcmQ53laQTuZzLNMcc44ByGkta5pYHOYcIFHjhzuZPz9foqIwYfdnQnjE+cCEBgT+73cGFe1Tafu1yqJMXS8RWs8RpRcA2Cvl4cQiej48dX+oGetnc2miMBQdhgkRgNAjPNE7DPGnPPUIRchQyDOBeMixOBDIA9N06SZJopAYEyrteJ1TRTyvA/Imto0Tc056+yy7Y3M5P0gvb+iWjqAfDf7dkaKXYLmQUf/IHlZCnEDXIJSyvnYFXBN00il9ne1L6wUY4wRGXEGyCMiMc6V8i5CCB3JkwuMyIKPTLG6rrMs6/BenuddvGBHE++67/vGegfREd35ISrVVVq+bVyaqSRJjPddeUoxtG3LAGMMnDOk2F085zzEqHVibEsRgyfnfESQQidJRCc77E0ESvEYyDlnjAWAGPdNiRnj3ntr/X6dF6LzQemEQjTWCSEEl4xxY6z3AQARI2OMI3SpxB10PAAGRGRMxzoTRNH7sKxqxhhHgYITYYjkKQIACrj1tltms9nla5coQFub9bWNW289vWimgzy9cPkKAHzot397OBjc8+AD3ZBzvih3d/ZMU+1evcSOHB72kpV+ytG/4qUPbB0+DgCJFN7V0Sb9XjKZFl21XVUVxS6fhAAi7MvV9rXa+/CMc7iB955+6gkAeNObv/Q//tIvAECa5cPh8B3f8j+9wMAk/PKv+Jt1Vd3kKfKX4KJiuew6c3/teI/hAdjr4F/374GvBt4Q233hBeMXOsXQX3aD4L+VoMEXubYc2PZ2i8M+4+6/Eqt4s0DxhSG/9zxLB4NBh456vd7KygoReecRsW3bpjGM4RemkL/AFLhZgclu/DlY79q27Rq63cnpJs7k/s+yLhScIeuElxRjgBtxCjEG55yUAhFCCFVZEHSOUNL7WNdVkiRaa6Vk0zTtvvhbMIYU0bT/B3tvHm1JWtWJ7v2NEXGmO+bNsbKKwpooKETAgcYBURwQRBvaptWn0mrbTrTaTKLixBKHUZUfxQAAIABJREFUFhBxeijgLD4cHgo2tLbigK1MVRQ1kEVWVWZWZt7xDDF90979x3fuJVG0fWv1c633luePXHfdPDciTpyIL/bevykKIZQWWTyc10kECcwhZA0nKmkQ5KFlLypplufTJddHJjC6zCkXua8jYiGUQAksXe+DJyYhhAIWKYJ3SQglpUYIS20nCgBkFjFyCCkG1gqZBCXFJBE0AxOFGNi7GEPquq6pO23FeDIajQbGmLIq20XHCFopY3RR2ATkvY8xGmv71Jw/f14LeXAwU0IjyKIo27YWglNKbVs714fQe99rgyCobZ0tN57wKbcvFgsf2gcuPMDAQgm0cPMt1z/xsbecu++BP3v3PQAMkLTRx4+fuumWWx544IGd7TkxSwVlaULw5cAePz5q29Y7ZsK+b0NIUgEiB0933XkOAEYjPRqvewzOA0dGkQDzLUlCKiEEhEDkUwJllLXoHYXgYyBCRSgJmJmjd4PKKBRd7GLyEitmohTJO2KntZHCUvRCitIOhFDEKaUAEIymHFR0RHtWQgJIZmJOAMScGETwQiktUGdeGgUyZpA5tykFClFIKaQaTlaTjy6E5JNrqSrKnd0mAWshpRYxJQlSaOH7jjH52FPwIMVoOFBSmqKAxJHby1caILSVdSkoNRyOx8BCCtDaaoHBuwhi98ALoUGuuGh9nTaPXzcYlkVRhBDKpmnbuhpvSjsOwXVeGaNOX7e5s7uzvTdfHevjJ8euD03jLm/3t90K95/76N7ewhYgO3PH426eTZuuIU5yf29a2IHRxXg85iQXi7kUyujQNWEyKgRQTHFQVTHEKFJbs5Jha2vNO79YOMhR3RpXRlYr27XOuzQeFUw9MLjeFYW2Vl+92koJj3nMDafOnP7ABz6wfXVRVdLaElGOR+uz2dzaYv9gIYUpilJKuajb1iVtJCqshsXGxmbbLTp3gKhuvPHG3d39K5eblECronc1Ja5jCyCYQUooSwUAzgUGWF1ZOziYP/JIOx5A127HGENKiCIlion6HnxM9aKPMSmFk8mwGtm27Xe3652dXUpQFKZ33bFj2Pc8nbrPf/qn33P3AyEEoWE42aTQ333Pwzdc1xsFly7ujwdxc2WNqC+MvP2TH6uE/OiDD6ysrGxurGttY4xd7+p6QRyl0UoJIUAZWWioABRRTq0kohB9SslhvHz58qKpY6RIFCMlqYkoRV5abAISsFYKQBICEkemlNiaIYNCRCOl0jpjBLGfWilEKVIKfd9Pt2dt0y89AiUPBhUAxRgfue+uvy5taUxVWuTkQ5o7TKgIYZkGlDiHoxKD815KqY1JMboAdjjBGAvuC6VHNregomFGosqY8WBwbGPjxPFjm+PJoqlXRtV4WAYGLaDvWyVh7fixwgqiiMyz+d5//7PzT/6Ux28e3wox+BBdjNffcOOZs2dTCHXT7uzuKi1d6q+/caMchuMnNkC0kZxSIVF67/vv3r4KW8dkCElgsbF+sqrs3t7Brbc99p57Pnrzzbc9cnl3Nu1ns9qFVABMJuNElB0XQ/TG6BCSlKrvfdP0k0nq+14rmxL3nS+KaqUczedz37vheLhRDZp7L9R1t7YuAVHrAiEicmHNYu6kKBj1lZ3ZYDjpfWzbcHxlVSIKAdkBWqI4OJgaXRDHRduaSiulEzMTxAjRAZhotEQ0XVfP591iVm9srJw8dZxop++hLJAZ9/ebGGFlpQghxRiz87DWWim5aALifHNja1HXfd+nxIgICOPJsLKFUmIwrI5tbszmIqVARABib+9gsYhKQg5pyE+WGEkIaNsmLlJZ2uFwOFqZxOi7rksxUSJmbNum79uiNGMzmO3Xk8kokfikR9+2vb0zn/cXL+xKBSiACbwPKQETIEJZqbIqUkpVVQwGVd0sbNF1fYszEkIcO3Z8PB4vFvPZtJYStdaSZYocAhDxg+e3B0MzWlkxxiam3kfnnNYaOXVdhwmM0pSoa9uUKASoKjeCYVEUAMr7tixM7mW8D0pJa7W2WgjRtb0LfkkpUnJJRBJIKYJAabB3zlgFwFrpELy1Ritdz1tEaW2RYjTWGiNj9DkTiZaKEv67/pxHlE51CMTlYkhc42NBxFLBkRFf7ve0NrmKOuRAslIyUfZJVyEEpRQx9c4d7U6ifMNPv+GpT3kqALznr9/zylf94KLZpxicj9GnzCciIoNSStBCCtbf95JX/ZvnPR8A7rvv3h//yR+5+773U4Kj3CpgcVj+MQCPB2uvePkrP+upny2l/OCdH/iJ//LKe8/9rRCQ6WFa23xUDBhjRIatY496yYt+8AlPeDIA/MVf/OlrXv39Ie7ktzFjjNT3PhJZizESgLjhuk9+6Yt/+NE33gQA//fb3vqa1/0QU5vtZVGoDIeWZZnrXeccM2dEO6Xk+j4bfyTglFJcYpJHWiD8O+BJ5g0Gn5TCnGoFzINBmYApRJ88MxbloBwoAIgJ96d7QopyWBppFqq9cOmRuu3qur7p0TdvnjwJAMdOHgcWqevzN3L+4YeA0w3XnQVmAShRpZDqmSt0sXXsOAAcP37CKruYzVdW1/oKUkwAcObMdec+8hGBKlE67PT4Y5YjgAAQQgQQh8Iq/O23vOVFL37Jr775zYji+htuBIB7P3z34RsIAH72Z173Dd/4HwGORGWfoE84dfr0hz901/8Oh81/5JdLCO4oPSyvFIcS1mxCnZuKa+iayw3Qx28H/1FPT/x7ujv6/2hG37WcyZwQnWke2Q742qbrKK8vhJCT+fKkJsaYsXoAqOs6Uwa6rsvAvlIyt5Fay2sNbP5+9/gP8c+PdvGx3SFmmcTheAWkUtm5eMnN0DpT0484onm8dbRC5gPOD7kcMZRbvpwbkXkHxpjgqeucEGIgyqKonHNZgITIH9+dyjxqu7YNFgKJljl7R0Cl6z0AWmuVMt6lvvcxtogspSytyc/CLFKSUhtjpdQxeq210YVnDyxCSDFSBmUJkEESS+aUCGLimGsrKUBAVr34GCKl7vBDRXLKDja2jhF9OH9TMQUpwXtvbfmpT779D9/2znzqmqaxpQwJ+r5tuzq7sQEyACkNiGlRT6ezad/XUqIgyIkVSsNgWKAAFNkSNhDJldXxiRPHH3rowZSCEEZKSZR6164fW/vkJ9zhnLt6Zf/+ex8SEhWL3oXhUJ09fcJ713UuhEgUtdaJmJGkYCGSlCgVKIWJolSiKE2KSJy6dhFCF2ICVFJpwRApJ8cnhYCCmHwKgVUkjD445+YQ/XA8KiqbKLtaNEQ6pZSIUXitEwoQQkgBWikhJHAOUSRAYg458JGUEWgAkAlTIoYYExDn6QBJtexQe+cEKG2GCDEFj7KQGhD4sChBIBBKCixQkE4uBi+VKivrXR8i9q3vvWPqoo+msF3X2EGhlAo+CSBryvFoUFptjOnbRmnRLJrec1FpZrILf/x4KZVFBa1rEctyOLYUU2IpUUs+Mxwn8qvjjc1NvVi0Vy5vL2bbvUsbx05qe+Bc13XNPfeeG1TjtgsFy6bpmzZYa0HI0WQlMdd1HVNou6j0bHNzfTabhUghstQyueQDodDjybo2zfLGkbHrw2AIQmoGsb2zRxylAmJQRgklCEAK8NFfvnzF2MH6pqjrem+/LgoTIh8czCfjsQ9gLQ8Hg0x7KwetUDIS7e4tZouaiMtSXLywt7m1v7qyfuli4z3s7OwORmU1rObzmiJLodePDVNwiZfDr/XNzXvvvW82ByZo2i7PXLQmbbEsK0QnhIiUxquDoii01sQhBlJKZlrdfHaghEqJxxMzWUEp8fKV7USweXxzf286KPR4VHSdu7Qzu+7k6DM//anrk/HpkycpxK2NjUsXH3F937b9wcFsmZETYtu1XVdHjsaowWhgCzWPvaUggRGkjyHGDCyxKWxR2nJQLrNSiYVQrg9d1/XOLwn0CK4LgIzAKBABNSKkkEIfYxRSJq2YOVDKTPiUUo6kiiGKlMqyVMq2Xd0vpkIppaUy2nUdEk0P9kIIRVENVrc8YQgOUlII0hpELFcmKcWua/M0zXX9gn0hGaSMaKy1WgoiapqaU4w+RB8Ew3Rv19XtuCrLwhRlZQrrmQKTVkJKUZaakjdWKxTeNXVT3//AuYcvX6oXs529/TPXnXIhuhCM0pHSRx44NxmNm67+6PndM2fO2EKsrg2FTJcuzetFms/g2DGgxMPBcDiYhBDvvPP+zeOrFy5cCon+8q/++vqzn5QAXEjOgbVRm6VYILfTSbB3MS/Ufb/IZGZrbVkWWhsBONvb71pHAgk7pYsYAVVqmqapu+FwIJRe39w8tjmZbm8LkJ1PORUoJS6sESh89CFETjGEVgncXD1mTdn3fRd8WQyklK5rtbajIdTQIQgp9Wg0qZt4/MSgrGzbtpceubKo+9FYKKN9DChBIRADMYzH40yiAQBjVJHCUfRuFqQxMwg0RjnX1XUoK2utmUwmzrnZbJZSaNsIAINBpZSZzxdSclEsCe1CSqW1MTrz+PreOxeyvG1KNYXoHEVyWhUohVB6UI0YFLPc292uqlJr6WKtlCaCGCglipGVkVILgqStQSkYwJZFTpm31kqJTbNo204pwQwZ0ZFSW2uYkJJjxhAis0hEvXc5TxUSdV1nhZaVAuAMegFQWZaZqzkc2q6jTIGUUiLGtPQIB601SqFB58xu7z0LiSCRRA5SKi3UC08hogCtZWgdJ9JaQQIkBgCGJK7RkuSFaMlHk9fkrV/rEHDtUPyowsjfVkpJw9JAkhJdq8S7Vvh3tLMl4hdCiKHpurzZb/jqb3jxd734aKef9qmf9vtv/YMQwrOe84WzRR1C0CQQaRkiIYsX/Ptv/Kqv/Jqj99988y2/8LNv/L3f/53X/vRPdN0jR+UjJWLmcbX627/yeydPnjp6/x2Pe/yb3/hb99xz9yt+8D9feOQeIipHwywBiom3Nh/1Hd/+8k//9Kcevf8pT/mspzzljx966Px3fdfXdl0HjCmyd9HFECNYs/pN//47n/OlH0sP/5JnftmXPPPL/q+3/sa1TXlW+LRt61znXSQma3VOBnO9u1ZolK/m/IMQ4qgF+FizB5Br1rxZBAEQW9cfaaK0KVIi79vFYvH6177pm77t36KSyac61tYM1o5tbq6ta2MevPDQH/z+Gy5dukTMfXAoBRMBwNWrV8ui/NQ7HjsaTkJIIdTBR6XgoQcvnDh1dimRXzSrq6uf8ilPunRl/+KlSwBw4viJ++69H49sPxCX7Q0jAHzF858PAHSYyp1fL3/pSz736U+frKzMZ7PXvu51v/s7v8P0ce3NG9/w89/+wu+sBuO2mX/CzocIyrJ817ve8c8u2/s4dPoafO/jCJ3/iw7zyHvm/0evI51qbtuuxffyUDar7641Fz36+Sjg4SjvIV/hWf+du4i6rufzuZRSgPbeZ9rnUfaDEAJxWX78Q8jh0V121LPlBe2Q+72MpjkyYsna3WtzS68VBF6bK4hCYPYSUUoIkULIqF1OmQ8hHPHJA1I++KqqcnMYAwmZ21G69qiuPUV4DVUhN5b5OFOiGIPWxhijVRl83fd913VFUUgpy7JqmuScyyxQIYQxxWEAq8yzOUSktGyDKUGOlwAWTDkAECiBlLIoyvyl1IsWkVHQfDYr9DpKEftIiYui8N4zgjJ6uj+tJnqysvboG2/6vM/7gv/6jj9FbGOMwfuiKqWE4ahaX18PIVRV5a/smhK1RuZ49erl3d3dRT1XSkhKAAQR6rqezQ62t68IAVnn5n2WPcNisWAmJRGRY4y+p+GwvOWWW4hiYR+8/74Hy7IEgN5Ni9LcetvNZVlsX929//5zs1mbREmcmAhk9koBpUEI8NEDKK01AjR1fRAC5lgwQ1aVzFokjhwTgJAsBTNEIADhURgkxojGmFMnNtbXN5u67fu4t1svZtOQxwsyShMlJhasUIAQiFoLQyAEAGJkmQQkAuRcOUM20VVKKSJiYkTSxmiNMYYQnQ+utBMjFUnJjp2jshz60MXoQ0wpMYKWkgCIgYwpBoORkDSdHiglJQGDLIvxaDQOPoIUoxQyGz+ZlFMN9/ZnSkhbmPl8PigsERGGnb2pNIqJPnr+ERfCeDgcjkbVYBAjE2gtJQoTfDdeGdX1rO3ZaD0cbtx8y4kbHx2bRXvs2AY+fOHylUsrq+PFbN50MSQYSkvk9g565H5/unjyE59UlcN7P3I/JVRGdH24cmV3tqjXViZKF8qo2XRvtqD9vel4Zbyytskpdc51nT+Y9cQHlEKIPB4XEhQjASchpSns1lashqUQ4sGHHj573Y1nr5s89NBDjzxyRSnddd3W1kZVDuu673vHnEaj0Xg82t7ezm46MQIibx1fAYCdnene7nRtbaOqHpYSYoS+FysrhesPXEfW0tbWVgoOEVtXLxZsdEEEZQFVKaVUecVLRCnBcDi2RZRSIi7W19eLonDOzetea43opwd1UZiyKpSiK1fhiU/c2NzcunDxwbaFogQptTE4m802N1aaxbQs4Sd+/Meiq+/90IcefeP1H3zv+3/v3X82nS+UrWZ15z76YIypqqqyLF30MXmtZe9xtpi51EPsC2AjEEH6FFNKDEIIEUKwVZVrGGW01jr0JKW21q5uThCEc84F78NiOQVbCorBiCKgR0StlS1siqQouN4Ds5TCKquURBTOOY7JpzgZjYbDYUipbZuyLBHHmeKxurYhpPaIyLxMgUaBAAwp+NYqTRIAUiFVOSqlECBIKUXKKmOkRJ9Ss6iB2DnXtq3v3fb2tm/7rfVjxpQ++hRkAlrUi8Fg4Hy/u3d5erA3HFar4wlTrAbVQxcuEsWyLLe2TizmTdM0Fy4+8tjHPvb8gxcefjjcfHNYGQ0euTp/3B2joigA1gDpvvvmKQEzDIfmoQf9qROm69wDD15cOQZ62gpx6crlPe+B0vm+750D56Dre7mkxVGM0bnAzF1HRcFlaQprjSmapgshKKW973zvmtlCopxMBq3vfAzSwHBUZioNM6SUYqT5vE4JfUxt75U0Wlmt/Wg8sNYyxBghMqUEEnk2m1VlijES8Xg8NsYIrbrOaVU4l7raL+a1YNl2vbGCiJ3zg2FZVcVgMACAum6GwwJBAYAxNtPsmqZpmqbvk9RQFMX29jYDlINKSh1jZAQEbLvFbNZKxVVVhui6ruu6HhhTgqrUo9Gk751zcWWlzD2k915IYazNVpH7+/t1Xae0TEEaDIYgjTTBte7q5enqerl9db+q+ofOXxAovIu33nqbEPDwpXN5vGtGBTPs709zeF1+oIcQuq5TWmxurgPQ6dOnmfHhhx8eDIanT53Z2dl55JFt52A0yklpdOrURtu2nXMxkjamqqr83CeOQEhHJuuEnLkaIcxms77vm6YxRvlDvZ+1NqUYQkwpEbM2WkqZCIio73tUQERZQC6lVEIA+Bi90uqoYNBaooaiNKawfd8vBX4xHsF6ueVO6eP8OT/mJpc9CbIwI4Oz2c9gCUYJzEl/gsFaWxRFPhrn3HA4RMQQwmBoDqZzZl5ZWUkpLep6fWNdKJV38eLvenFK6dnPe/a5h84B8aljp972O39QluXb3/aui5cuPuNZT3MhKKUm48mnPempP/6jr8614He+6Nvf/VfvKooiRf6tX/n9Zz/rOc9+1nN+8JWv+O3f/ZWlrYLAX/qZ3/j0T/uMLBr8P17w/DvveS8Cba6d+KO3/dmttz7mN3/tD//4T/7ry3/gG69evbq6uiqE/K5vfdUXPOOZWcPz7Od8JtNMCDGotn75l//g7Nkb3vKW/37vvXd/+wu/XEoej1cCpVtv+owffdXrAeDq1Stf9rzPtlZoo2668Yk/9Zpf/PIv+woA0NoKQXVdJ5OEFKPRaGVl3DQ1oGAQ80UDACiUDwmY+94zg9YWEYkRGH1I1grv+9zdIUqijCpwTu7KKwIzxxhykmliSkxCaqnFd3/vd7z2J3/B2EpZQMREEAMDir3pXqI0GI5PnTr1vOc/755z9xVFuTpZRYEA0PctCnnXh+6bTCarq6tKGQBz+uT1w8HqdN4AQAg8W/Rnz26uTDaOn7zeeR9j/KEf/oGnf+4z9nZ3YoyDwaDQZjQeMnOzqLVRz33u877jP70w+3Pk+WK+qX7m9a+/8dGfND04OHHixMtf+iI4DLZeKtyIzn3kI3/xnvc9/vYbj0A/AKDDmcJjHnvHfD6Pwf0/6kaO0JtDVIg/sVrvGjkYIhwieofSO8xmZOIQoMsdQkYqQCBwBjhBAmR5Dh5pjiGnL0DW+zEcAoPMLPJfQqYiw5IU+798HQLs17YxeUZ4behlnpjkYHG8BkM+Gi4cdWu5LbqWCP1PPMM5Z+8Ir4sxjsfjDJ5LhU3TVFVVN/Ou63LATi5hM2QXY2ybxhhT13Xeu/feWksx9H1/ZJTStm1RFM1iXpblbDbLrIm+73PXRxTzoJd7rqoqeJ+BtUNyPOUlPn/eEEJZln3wRGQQ8XChzz3kkZ1SSgkEHeqrWCmVxXtSCmM0UXKuDyEgglIqBB+jCcEPRsMYo1KSKMUY8tnVWkkpYgj5XGWAMZ/hru/yJXTmzBkA2NnZ6fteSjmZTIbDYdM0XdflNf1IR933PTOPx+OUVAjRey/QKKWEkFVVKaWIxHw+11rmUwcgU6SVyUpM/uDgQAh88MEH8zVTluV4PM4ff1bXhAhSMsBwvBIJ+hDb3qPUytq6rtfW1tY3t6pKra6uzw9SissG9d1/9hdrq+tXLndXruwPhqO2293d3X3ggfObG3cKofb2DtbX11dWVxP3fQef+dTPXltbs6asymGMMDLF3m69fvvxm2666TM+4zPe/vY/ev+d56tJUTedqZY37+7urnPB2NFwWKFIKYULFx9aLGaDwaTpfIzRWlNUwlh5/vwDx48f39o6prWqF20IoSyRKJ09e91kMlpdXb18+XLTehS690EI6Gu3ef3GFz7jc0NwyOKuu+6+777zkZJWpS2Ls6fWq0LeddeljfWVuomTldHlq9shhNJqSiGmsDKuHlk0A8WdaxCprFTsvdIsRN91+855IeHU6WNtn7av7CiFlJxPYXV9kmI/mUwefvhyZVdQqLptUcTJajUYKEA5X4RIJNAQxcIa57yUsqoqwOh8LaXZ3dstCqOUThSYC6VMYTEEn+84IanvfaaVZoJMjEGgBpauD0oWUgIiWquBRdv0iOLQFIyEEFpqYyQAKGM4JWYejlaQQQD4wCgHh3p5VorbjutmzjA/nPMBCiEwKc0okpTGmsIqo7WVUgOx9/vGjh914xoi80nilACAE61tdiEGJaRQsu2d693G5pbvg48heO+jK8pB2wdmorYrB4aAL1yarvXRBx+DN9YoKZVRBHI8GZeDgfdtW9csBBBfuVpLXZ89vXni9Mnogot7f/O+D1sLZVkOJ+OUkmB5MJ/O69pWSmggos538WC3HFS9azmCLZUxajpvy7Jc3zTT6bxddEbqhIEJtILZdLG6uhaG4WB/cf78paKAsiwphrI0d37orr6DjQ0THXatL4qiKE1Kqev7nd391dXV4XA8bJv3v//hooC1NVsOCgARYxyNBmtra/PZ/uXL3enT6u67H3nuc2+7cmn36Z/3+PPnL13Z3SmqwXXXnb7rAw+cva5645t+uXfNq175ysfdduv+9uWdR6740GstCYUydjCaMAMKkVJC4qqqjJXMyfkuuDb4REo6YgAKIR2SvEgomwIk75YzZaGNKkJqM6mSDiNYY+IM4GQvcaONhlahEEJF8nXbxkiBAoAAZBQoAgkJUiglRUJAxJR4XtcxUIgOpRJCCqWGKxuUOfQsjBKmGigtDvb3fe/K0mqtq7I8trlKRM2i3tvbq5uuGq3YqiyKIsR48eLlvb293f0popysrLZtO5lMAES5YUZVNVvUXd3sTw9AK1Bid2+7qqq2bk5uHb/ttlvatv3QXR90Wkwmk/l8OpvX2hTD4VAb7vrmPf/jbw4O3OYx2N6ZR+q1Tuc++sDW1lbXdSH5L3rmE+7+0P3nPlLPay81REqrK+uPHpkkD4pKz+aLO+54XNf1733fR8qiuOGGk1KZxWLR9U4b5WNwndfaIOL6+gSAnPNCyL3dAyKarIwAkIlDSGUx6NtWKb3YO2CB40lBnA7ms62TJ6TRwXd97zY3Vq0s9rb3BGoA6vt+dXW1afuma6xRPnTMaTQZIFE365RS6+vrfXLVoKjremVlJaUDJlhdXQ39NiIyZ36yGAxGzs1QcNv2k8kkP0eU0loVs9nM+3DmzGnvXX7aWgumKKSU04PFeGUshGiaJoRgClsojcjDoT7sghZ9H8bjgZTS+3lVVXVdz+eLzc3JeDLw3s/msxDC6traYFAiyp2dnbpulTIAEQSaoui6vigLFAIkVAOrbSGFISJtjdWlEO7Dd99rC1mNVOb3BZ9ymq4U2vUBAGqoi8KurKwAkjHmwoVHAMTq6vpi0RS2Wl9fZ+auczs7s64NMdQxxqZph8OxMYWUaAqdgHsXYoxayGPHNyWJtm4ShePHjs3mB33fpxQOpokIylIJIRDQObeyspYSbW/vjCZDrSUzz+d1TJQNsV1MwSfXB1OIoioppr5rRkPjgk8pTiYwHA0W9Xw8mmxsrNR1XUbWQvqQUkpKSkqpKMumaaSUPpNs//5E/OPhFPqYzyRzRuQFykxWpBDz/N4onSGM4XA4HA739/e996urq9la01obU+y6ThmT598//KoffvOvvzlBEkIw8cNXLt72pMfccdvj3vx/vvn0qdN3v/f+CxcvzGaz2x9zez6Mn3z1j7/p134BMGcyJu/953/JZz7zGc/50R/5L9/zsld8z8tecc89HzbWXH/2hswc+KoX/NsP3vXePD4XiNPF9lOfdvuNN9z2K29669M+5/P/8nPOP/jgR5n5hhtuzEXYN33zVz3w0fd577Y2NwCgd7tf8IzH3nzLE1/72jfecst1DyVCAAAgAElEQVRj/ugd9z700Pm+72+++dZ8PD/yqle87e2/LgSEkJjhQx9+z2c+7ZZnPP153/2yH8gKDcgK/RSX4wRjYwx1XeczrLXWSgFxPqcohJBCCZkPJteduVzLDK5DqEFcA5LkrgKOYFQAZkofvOs9APCfvuVlP/5T32/s0gRFSAaJycNLX/TdIYRzD92nSpnI7exfyV/H3t7lga6KwUof6JEre8xMqM486pMS6rbzOT8DZdEHunRl++QpqbX+rM/6nD/5k//2Qz/0/W95y2/v7e5JKXeuXL18+fJoPCyrwV+/72/e9a53vfUtv22MyTOnzHSNMb3j7W//w3e8I8b4M69/PfOy9ToENAQzv+RF3/nbv/P7X/HvvvY3fvWXrqE7MgCcPHn9a17z+q98/nP/2YiKh5UMf5wwj/8h2xX+uzo9hOxWmoO7cn90zTb/5fXPSjo9Ahiv7Wb5H/BHZaacJwnIxCnnxed/UcBS6JfDD8Vh3GM2g+Ol3g8ReMlzIUA+1G2mw43kbBs+SoO8BgFdvo78tQaDKnMXvfdEqeuUUjL/L0AbAymlU0rMiZmztQwAECVEEYJv2yZRzJZUzEtCMhHFFFKKAChCiCEhCCkzFUQ2Te99ApBaVdYwgnIuEvm66WKUWhcoErFoO993KcRUFKWPnhnGo9WTp69zLnadK4oCUXgfI/nJxBwczObzxfVnH8WsrbGISmoYVOXa2rHClsAyBOjaQCSY6Kabbrnpplt/1/1BWVYxcQhByDSZrCipu64Hthm6JKK+pbbxXdct6lnfZuRTE1FKMcbYtg1znM1mbdumxD4GgWJQDVpwWX9YFHpzfeORy1fkuYc7F2KAFOmWm29/8pPu+IJn9IPh6m++5W1Xt2dZ+Oh8eNqTnnLm9LELFx74nM8uP3jPg3fffxEoaSkQyfXT+bTtulprGX1/0DslhwAkUUhBg0lVVTibu7Y9GA/L0lZ9n4zWIIhT3/ep98nYVQARvCPCvm/qeQPZRB6TsTwcjkdjs76+6ny/c2UafJJiEDwJCTH5yFEg2UJzwqVyPaUcQ0qciJgoQUJEpiQB0lGEqY8JhWDJKcQ8YssXCeZRPAgGxiNa/iGNmgFRAPBSv8wAQEiCnA8sEhAuFh7AI9UMoJVaSqEFaiWlAOaoJEqlEAGBhJRCgNbW6GJUjYVQhymmiZkZMgsmy1w53wtEqaoqa83u3t6VS1cJeNHF1tc+9CEkpZBBoLLDsUUzaLoUI4/Gwxhi3/vZrCuKqLViYEQVYkiJrTWDIocUR8Jgi1IrqbUOMbRNEwOFEFMUbFGgtkaiQgCxqHtEl3F+a4FSEkJIY5UyIYZE1LaegmKSrk+9S0RRKOkDz+b1ounqph2NhNYiRHbTprDWOWjqJoQAnLa2lJT4hCdcd889HyKOly9fDLEfFLpZdCuPmvz0a7/39ps/6S/+/E/f/d/+yCpcGQ983+7vXlUous479jpErU1KJFCBFADMfUNAKDL119qyXDKHiXShAERWoKTETKyU1bbID+6FZwAN0nJOX9KoGHzf9QQQ8ySLdeKBkcAxC+GUFFJqoaTSNqUIkAll5GKazeeZ4WltYayOgXyMTTeTSrGQiYny7c2UzbxTTNF7IbBrpdZyNxEwowCllFZqOKjK0molFvVib396MFu0fQRUbe9gvkBUVTWajCeDqtzb3dnbP3AhSK2FVihlSgmR1zfWh1U5n826vimKou87YiiHK8q5ug2dX0TfJ2aJ2pYBlUre+0Bra4MLD88e+MhUaTxzZjWEdOzYMUpKyfL8A7vO9bPZfgSvDAvl28Ztmz1KUFXGudg5R63b2d0DlOvrBkEWtiLiGDImA4iolMmSIkpQ17XWqijK/e0d7yPtHzQdVOM0HA4iacYUkpvvTgUkbfDKlasbozUlLUhQEVigjyEkLxABRdO1QDyeFO28R8S+b/u+Wt9Y2do6tru7c+nKTlWWwSdrBydPntTKuC5oY8qycM4XZWmtGo0rpUVd99qotm3ZirKq6rrZ29sbDgeIOJ+3RWFtifv7+6urK8TcdV1KyxFz09btogMEqTCrnJaGCUJVVWlMYS0WRSklhOClFFVV9r3ous4513UhhGArW5UDH3ykJACtsb7ri8JoqYMLLfaDwgJDIIoxKC2LsjCFdK5DIYAhpZgS5ySnrJhwjru+Dz6lxFevTG2BD5y7OhjuWaP39g7OnTuX2TqTSVkWVVEURDCdzr33ERIi9r4XWgkBMcaYPFEqpM0P8f39famwKIqUQqb0G6OstSnCdFp7v2utGY/HxCnGBIi2KFRKiWjR1EJIpTNnihkS5tGzRAKZhaxd17o20SClmJhSnuxrtbRQcs5pYzLrJ4TQ9Z36hFKca1/5L/OnJSIQGGLMU2oJmK3JrTZa665pAGAwGLRtu38wO3HydNM00+nUGKOUzseXS/+fe+PPKb0MsEKFUhoQ4n1333nbkx/3uh999Zc+60vPnD5z5vQZAHjve//267/hKwfDEgGIQUqV2yetzZ/+5bs+9amP+/7vedUXf+Ezb731tnz8H/zgB77i676MIAnMhuYIuKSkXrx8/9O+4DFf+RXf+vUv+Obrr39Ufv8bfuln3vDGH6uKIvdXGYIAAK3xng//5dM+59Yf/bE3PuUpn3X27A35/e9+95983yteqAtprc2MqZRIKYGIb/29N333y36AiLPECxG9i0IigM0S7VyFLGtNxPwMQ8QsGVIolhGlRIdqKCWEPKSQqWW/x4KZGegwuG8Z5s2czSfSv3rarX/+x/c8+1n/+qtf8GUXLt+HCEKpR52+7U0//+sA8Kmf+zgzQAsWESUtS02JoW4WLYaMNCJijky4erC3N58DwHd85wv/9v0f3No6UY2GKUUUQBSf9rTP/fM/f/cXffEXffu3fvt4PHmoGkyn0y/64i/+qde/DgC+7Zu/OSUCwMFg4L1vmmYyWQkhXL18ZTgcAsC73vlOAGDKKe141PXdf+/dv/Wbv/GSl778JS99+ac8/tYM5RHzV3/NN7zoRS87d+4jD57/CCL+M/Z7n1CJ9w/ZbH5M+HfkzLkkTwMf8jn54w08/+X1z/Q6Yk3/fZ+YT9jvIeZkFGY+7NmQcxOYk+6lFCIbu4ijbo2WjaK45m+zkZKgHNPJkBgiAEu5dJ0WAgEpL1aAKbeFiJAopBQpwXgykEI0TdO7BliE6IpylCj2vY8xMiMKZsYQAzMLwTEtP6mSqI0SElEoraVzPR8i6lkXl69Y5xywUEof/hIW8yYzEY02UCoE0Xexadq+j0pWw3FJ0cboL168jGCZJKMOyWtbMsuu8/fdd3/fu8lkRaBiXiipmelP/vjPEOWzn70BrCnpvqUUoW1icNCkwKQGlZTFYKWqrly8glykpJqmj6S9RyJioOFwhChSAq118pxzLJSBY8c2brnlluGo2rk6k0K6mNX/kLnBISzduRBBChUTE0Fwqa4Xs9mUKAXvZ7Np7oeVLEIIXbcA6lJoUywksuu6FLyWgpivP3vq9tsfPVmRN33S9Rd3DtRDVxTo5B0APflJT3z8HbdQ6pVS73znu9/znvsBSymROB7fWnnc42+Oqdvb21ksuo9+ZE+Jsl60xMzgjIXJ0JYEfXCu7WbzrjJjUyhKXWFLkCwgBd8czBZtHYx11bAkrEEYBt27HgUbG32cJwpKaiVGUlRSGGOt967t5oggFRellhKvmXdkqjMWwkitUGR+bzwkKi9zZYmYDrORPl40u4T0lpylfGExJQZErY8CKmlJcoghxBiZqXdJCJYyx0564piSJyJAEqiW1zNKJbW1dil6lEunXylRCOEbNxiUthgGxhRguLL56NHmNaRr0lopLfu+BUxFYZi5dS4EYigBOgAWAoSwKUEIZK0iIh88sYuJZO8SL+lYlIg406JE3yVj7Gi4Oh4OY4x937sQEpCxuYoRzvW96wSg99EYxQBGl8OhYBKRUFmdydsELKWITAzgXCTi4WjEzF3XdB2NTq6cPDFs2z5G3zZeIKwYefHShbNnr4shSIWc+ul2fOq/uu1Vr3z5//jrv/x3/+ar7njs2UKLjc2Tm2srwVWz1R0kAKw3VzZIiK7zTdMnjlYXq6urw+EQJCAiUSSODKBNFYgznyhF6vveOTefL5qm9TFWAsajSVFVQlrvfdt0ewf7PgRrS2NMaPoYCCAvjkqATEoJqVRe+xJ5Ik7MsdNSSik5LSkp0hSoDABIFEpIZUEbG2OUxoCUBJyApRQQ/bAsjDEpJUqpaZrZbHblyt7G+sbG+roQIlJMIQFiYtyfzbd396bzpuvCou2k0MoOtC4LO1hZWU0h7u1PL1253DlfliUI0XmXU0X7vgeObd3Mpvscg5RyfXMzi5CaLnrvB4NhjJhSlFIKaaRUnfdhPwohC1uePLsuBAsBArWU+tSpU4NqvLPd7Fydp0TSYN17oWWMvH8wBVZCKKmoLCpGHLo+T/TatteyyPW6EOJwwi9jYO+SMRRCklJrpYUUg6FlGdfXYbw60qaYLRwKQsEMiTERwXSxGNuJ1JY5FQVG5BBcSF4wiJEtSu06P50vXANDBdpIa9W8qxeL2Xg83Dp5/OrV3baZETXVyqZAwUxVNbCFmU73q4FGCesba9PZft3MJ5NJ2zUH03mMUFV6Mhnnu/XECbFYLNq2HQwG1thFXYcQspWrc45CsAWUZZGr6Gy43TTBWqWkaZqGiABwOCytyQFOiYgoRqU1AFmrpZTeByKWUimphpUKQTvX9fNw7Pjklluud30gor29g52dXSbUWhdlOZ21SKSUNkYDCO9i1/VCCETBgABSSACMUkAMbC0goHMBgHd3d621xhTZkURpyYTGmPl8TgIQMVDSaG2hs/QtpRTZa60LZdq6rnTBDDFGbbIalowxsjBN04SQnPOIInGMMaIQRVEopfoQnXNlYYRZKjhSokzxT9HHkJSSyFCWRVHw2vpa23QChQsxJcj9SBbPZ8JU3ilc69fyCfG9o6H40k0OUQp1FAeEsLToZMU5qWk6nR7hgfkJcWTdZq2t2zZv0BiTRW6IiFIIFCAFSEGML/yel3zLS79LUNJSGoXJd4XWKZmUUtt3McaszciSUCnl9/zAf/7eH3xRHoqwSCklEKCEQlqGRhAQgAiAgEJK+KVf+bE3vPlVvuWYopRorMqEt2wfvFgsssxGCMEMzPHlL/v6xNT3ARG1NUoprW0WXgMISpEo+08sWy8mJgBEeVjoi8M2MoCQhISCASURMAERSCml0FIoFAIgEfq/Q0ds29p7j3iUnb0kJApOOcgCMg+SmSBXeOJpz7jjBV/zwl/6+bccfQsA8Mu/9ou/+Gs/q0skIuT8VfK7/+JPnXfetSkpYFi0jfdeaz1emUhlikFJif/Df/yWH3jF995913s/dPeHX/yyl3edWplMtJbvfvefP/e5//obv/E//OIbfzEHpGSnjZ/7mZ/9oz98+/Vnr79w4cLBwcFRodA0TaYgv+bVr/7ar/u6Oz/wwbK0ieIR4/GQbSh/+Ptf/uu/+ssv/77vf+8H7skSWKXU7u7ud37Ht73rnW//39PsIf2T2r2l/wpfY8Qil1gN/+ObokM8MDu70HI7mdWZvUz/vpaP/6X9+3/RUeZa8+F/4lV0xH096hL/6RkV1+4XgPHQDZIP0UIhcElUFgzAKJamjAwJkVEwAKUUaGlhknzoiaKUGoC0lkQaoIsxIAoAkkrFmEEtwshCACImCACYA45yE6uUOrxiMb8HQFBmJB+ylvPI/zDXRgipGcB5SikiKqMLJWUSnKKbHsyHgzVry973pa2KsfU+3nnnnd2i71pnbeWdz3mGSjKz3Fg/NhlvaDWQwjjngETfxd3dg5TSfNYKtEwK2ACDd9Q2LgZIzClRUVTON8EnxiQErq6uXd05IKIYIfbQ1G1d17bQiAiIeXHOvhdaa2O0McaYQorkEwfvkYVUsL6+ubW1RZSsMZPxpCgKdgQsKQUm37tmd2+77SNDQrG0I6Lg9na3HzyP09nuhYdoZ2cn9JFQJJdkAqv1eDgEVqYorFXeB5SBCWIIx4+d/NQnPaHtDkJw02m9f/WPlRDeGgTRB3f82Nptt1+vrNrd7S9d2G2a1mg2OhPavVFaoOhDROYUwfW9slFK0oqAEkKM3qHwUialACABO+9SDGI0GlOK3ndEUSoIXmotEoWlqEPonBqMoCiykICcBBADIyNiwsw5RxQShZSHK+GR8VIG+JZQX17WMrWdACNxJE8Z8GYWAqSQQmfsWUqBnGt/joKlLfOckfveM4oYiBgiMQY+5EQkALfcGxAA1E0vBHZdl+Wg62trR3ef1kLrDGFJIWQik8FOZcyxrfW1lRPeL58pMUYfeuaUUui6Lm/Nx6iU0sYsVwyAFDglCo4RY987LRQAxJCcc43rpFJCiCgxphgCCMGxd9mZWAghURBzNhtHRKGUFuBjIGYhJAqldZFvNyKwFoiSQLnMl5JUL9zx48cX9XQwGKSQWo5Xr0YJ8OlPevzrX/eT7/2bv3relz99urerBCTfffTcAxtra1U1UiiKaiBLSwChNE2hc1SMFWAlaCOZ2UVOiaQyMZNpEYJz0UfyXqQ0KgpF7L1PXdcAcAi6GISUUgwKURljrSmKopnLJsRMRYgxphCkKliwXFYpzImQOPowGgyUkCnELDEQZunTFbwnH5VSldaZ7ZAAAucwtjSoSqMlcwq+JyLmJAScOXNWCNH7AABCoS1Koe2iC9N53boodIlRokgMoihKoZTWZjScTA8Oru5c7aI3VWmryieqFx2B0Fq2bWuNtFUpJKBWxpg2xLrpclIcoigYlSlDR5TAWFONBrqukaBtcTAYD4YbUkHXLbZ3Z/P5bHV1XWglDRYDbe1gMLBrx6pA4dLFy3XdamXLaiR90lqjlFVVuRBAiFydUwJjl6pdACSCGF3XddZaowsptPdxNBqPRlXgzlZSFbb3oXNNTKj1aDweUgptN5dKhRgl6pgvQpFzZUNiCMFZqyl6ADh5cjA2g67retfNZvVotr+9sy2nFlECck5WSJGiT0Vl8+2gtV5dHW0d3wSMi8Wid21VlaurVd/5EOjg4CA7D+WHpimKsiz7zueaXwhFRMH1RDAeD7Lt9vbVvb6PALC+vhJ8atu+bYPWsLa2LqVo2yYrG5mT0rosS2tBKRUSO+eEEEIqicII3NjcCMEbebUs8JFHLpbloKqqolQE7EJiwTH5PBYVqMpypKRuRdd1PuvVAVgqpZRBZKP0bH6gtfE+tC0LAcy+qry1/ihuClHGGHlp2IEEoDRIibaQHAXz/2Tv3X5sXbPzrjHGe/oO81BV67yP3b27226Hjt3YNIpwuAEJEQQSAokLIiHEH8Bt/gG4DQKCYkSciFyE00UkEFzAjQEDSSByJ7Fp2937vPc61WnO+Z3ewxiDi3fWXLXdbRtiYimSl0pLq2pV1Zzzm9/3fu8Y43l+D+aUldTYUP2B1a1XA/1SWuZ5tuZYRqlCSqntG636PkBDhhAIWbEitVVJT6YiZREBZtgfDrkAAISwT4VFhHNBMN65wlwxBOM0VYBCKaVpG/sHbIxO/67CoSpNNMYYleoylFyGYYgxGqQagnw4HOoU60TpqQV90x7j8o6R4tbchxMUKbmwKCIhGotcE4ARgZSlAMcYReX+Jqw6I98g7AxKTazVUr1NVSgoIqBwFxhYX09RVVHx3jZNYyzW03pZZiKcpmmaprZtGx9OVkYBBWCiGsWrpZRaWakAIlWhlJ7ojSKEtX+md8/WGGNc8MMw6dFxB3pXdNG9Pyfyzf3j/+LFj/7cn/uetZU6+MZhpXejpDc0eQUQBQKA5T/7a//+r/zqv2epf/z47ZeXXzBFY40YAAEkJQAQTZn/xn/5l//6X/+PtAhD45q+baxjS2Sz5Mvr69qP2f1fh3/13/zzhFiYU5w7wpcvvmTm733v50Pw/8N//9/9N//Vf42IZOg//6t/7fvf//7PfOvbDx88ENDdbvf69WtVbZoGAA6HAwCEEP7yX/pP/sO/+B8AQM6Mqvc33qeMux//7g//7T//b4jyanN2dnb+2ecfmsrJB/oj6yDlj2GqVlXv90MCfkqxgAJVHPOPP6LzH5eS775sAQH/AEnn/f7XTy32fs8vPL3v91FVb8aJeKIf3z0cCpKSUi0FK/XgDjxTYwwrmVOqhqLe8ypIS5WtJWZSYJbsbGOMcc5Wh2DKEUCaxjdNn5Muy7IsCxG1beO83WxXdzkZUUQREQw45/k+0kbpDoKFtS0ooqUkYXU1EV4ByKrQsszWZcQWlKz11vJhP4z7KU6Lsz2hBSjeNd4b0aRCKcnf+8FvvXxx2TbbMl237Ton/ezT5/v9/sWL1yVDTinlAYwDMMrkXEMaUo4hhJjneZ4VwXvf9yu6PFjjnTfTNC8xXV5ee++ZwRqHmO9V9QRAhLaahI9fUXKuWa1Wm81GhM+229VqBUApJVBikbfeeuvb3/pg1W/J9r/xgx+hvm58EFCRO8MzakwzIgBZQGs9OUn73fDpp5+9fvXpxcX51eWlKDjjnWPmFBrz5MmDV5eT953zLqaUYWLGprGB8P333/unvv+9pnGvXs+/2X94e3urQgiFkGMsxgpj8t5984PHw3jbdMhQhn0pZQax1mFhNlaa1rKk/a1YOxL0zDJNxhgSSYVzYYlzMR6PLVAEH1y9mSN4ETAGjSWy9e7D9SghEpCrMhPmDCgI5qRWV0UEurv1ESAgISFJzeepNyw6aiPq+UyEAnW/wpmLlKxQjJBBAlIlCm3frAwKCaAwWLICigqsRVRRQYCdsYdpQVJlTaw8LtPy0mAtq4pztm42ur6pxSVAzdR269YE42r0r7O+7xyg5Byr9LqUXOfARVJF3RKRsg6HwzgMyrVEzLvdrrIM5mVhFUAupRiDwbvg3TRNpQCzpJSshTaEGEuJWHNeyBpr7ZKXo4THWSKTUhERBNO0YRynuAyq0DTh/Hz77CmUUi4uLto2cO5+9Lu/8/AC3n/24OUXH33y4Y//5X/xX7i5vbq9ef2n/9TPvfzy+fMvvjjfbh89fNj40HRhP9yCoVpPzkvKOYugIirnknOJc5GiNg1LNmQRqRTWXIyIRYPWrM/OmJlzYWZISyqsZAKhX/dSw4219CFYACUkxaKiBNha1sKswOKDCyY4QlRqvQORZU6coyFEU8tkq7moQWesN4SGkrAx1LqARLFkKHmapmEYqgep7/v1ev3gwaNxHPeHAzM756yBUvRmf9jvB1ZUMorWhg4R0bpchAXqlnpeFnQ2dK1pPM5JQKdl9sWJVoe2I4C0zNO0XO4OhbmUigz0ceGuCwAWQLxvV/1mvR6EgcRdXU77/Y+N0aY1l1f7wvL06eFwMe33Q9s1wbu2b+tRRDQqWnmbzoaUUmauolbn3Gq7SWMpWWtT5DSEV0VmrQ5zRJymcbvuHzw8HxayDSVOOceUFsLGOlLFtGRE8MGWUsjaZVlC31mLDKwqXdsgatMGa7ht/M9+69vD691udzNNeXu+/cY3vrbb7Z6/GppQpxsu5xhjRiVVvyyxbdu2bR49erTdbpdl+uijj/q+b9tehcZxTInnnPu+J6L9fq8KIYRhGEAJCb051kjWWjRSPdUppZubfdOwMQ7BAHDXdaXsvffee6LqDoWKEUm5pJREgIhEtFYTJaU558aupv2+XbUPL86B9MvnLxGuHj15SESVyKUgc4zWOGZBNFgDTY2z9ojmznedCGOpFHE2CGvJ2vdERDGWE3ucmVOKiCRsj8HhhMYY6ywRGkP1rcvCRYAIV12vwCLWOVP5nIgaY4xa5pmbBp3zhSWEgEQ1HPgY2GPt6d8VzQDH+Q2sVn616pY4D2MUgZSSIjlnlgUUGFQ5Z3JvSOMAUIQ7Y+xPxdHfKdAqOU6rpLtix401UPKJbaAqSEiWyJALHgFTPi6at7c3fb9qmmPyQb1ij4yHwgXK3c/DEguLAJB1gUuJcUEVsMaTV4WUM8xgvF+vNsaYkkuMSxWOigiXyi9XFRXUwlxrsao19d5jFW/UmFsUAIOgIqWKJ1lA6qjUuNWqW623MaUYkyEjCtZ5RTyGGmONuZNclpy50keMMczlflCeiMCx3hMRTSkPw5jSkjllZuuctVaYcyonrB8Q3jXXgZCQUKSoaGFWRAIDSFwKACFVgLeCgCoTKRk8cT4UVFTqDlJFEUBgfHX9Y7CIqqVkvQucKqUQonfWmBakAYHIxrYtIe7HIcXZkms6mzI3ISjk11fPV+t1TQ9rgktz8t71q+758y9fPP/y4uLh48ePP/7wI+fder1q2o5LSSmh6DgcNqv1+++864MX5hevXl1dXXEpR9uelLu6CO5i1OB+UAGiHQ/DMOwNUvXC/f4aSP3Dohf0D5qkof5hkz65i174qeXiPUteHZ5oncLqvXgAfaPkxNNz+MnAhj9KPatf/T361a/85Df8pDxV/7Dj+f9/afyTb8rpRAXF49Dg939r9ScDDfWrhffpO++MQPcrtPuvG+9/TSubp9ZsXyn36rjvzj6Hp7DSE0unxvVV599dM0iP50S9OPVOiQ1yN/q7G+6pAjCS1P0xIoRg286XYmqnUKTEtDBnVRYpzNK22LbeB0+kLGWJiihd3z56eHFzPapqjIswV95XCI9inJclTdMowsZYY13Xh1JKyblWgMY47xpVYZaSa5MOhUGAyNqUEpdMRqx1zq/mOQJOxjhByDlNS+x8yMx919SD0jRN14Wb3dXt7eHFy+u/94MfBr821m03D42RV6+vf/3X/9bt7W1MpV9tp8gFoO/OP/3k+XnfPXz0bD/I7X4gY1SBBa13T568s9mcL8vHy7I434fGW+PI2FTKOMQlxorhUZDDYdjtdtbb4TBOy1ITOJz1IZhpHC5fX7548UqVx2G6urquDhNn0Rlzfnb2wQcfPHjwVp47DL4AACAASURBVCrU9397WRbrvbVWDH3nO995552LL59//PbbD8//1u+SmTw5kUyAm/WDJ4/fOeyvvGua0Pat9y4gJkNwu799ffXyxx/+uO1cnKUUsCSIlHNeshqL1uJhuF2t148eboh4fzg0HrouICIRj1N8/+mTf/1f+1cUcirDlA7/7d/8Xz760U4Yunarggb4a+++9eTZZjhEhH7Y85dfXo1DQtScikXper9eb33AlOKy1FLfMEMuoiI5RbHqvW+DR8ScJZWSGUpRYTRkkaBIJBJrjTWG0AASgBUmBQJABCVEADLOy/FurEfHXgU4goqWkosIi2rwPZFFh0SWDIgwi2qFkYrWu5oK1DY5HoEwdcU0ipaMb7sGRHCenbP1GZTCUgDIoTEiaT9E71yMCxlsmwZgeT5dO/TVxqCghhAJnHPMxRjsV521df6ZrEcqbMgSUbvaNt0GhXzwJScQ6doWFIZlZGBj7TRPcZkQ0RD6po8pNs6nlKy1bduqGVSLsS7GRZbsPfimTynN8wyx9KtuXpbMHLzhKbah6bo2xjjPM2Fpw+bFi1dkzNXV7bOnj7/2tbe/+f77F227u3z1nW9/I8fprScPnz08367X4+3uZcp921ly+/2wLBPrtCxjKeJcUCUEg2SqUKtxbr3p5mXe7ffD9Q0ANU273Z5365UxBoG4sPCxOxJjnJY4p8THqBjSwkuKKedSREoxzltjSUFED9NSkEEQQYWpYLIEzvg4cuNdF7qw6VAxaxZhYd6su84HQgOo8zTFZWZUgqBE83C4uboCUO/8g7Mza51xLjRtYbbeb84fCGvKeT8uh3l/c1jQuna1ur0dssiDRw9BdRon771v/NXt9avLV0rACrf7g1ti23bbi4ubm+s4Ll3bxBhfLbO3RrhM8xzaLiBN0yIM1rr9MCxpUZGmDTmXYZyXJVsTgG1KSZgUUoy27ywasTbc3uynibsWd/vb19dXoREGUEEBNM6Vwgow7/dVvVmYQXWzOYuaY1oUxGuli1V4oy8ll8I5FyLc7ffOovMh7tP14TAti/POGts0HSG+fP265Lw96/Ky5FJA834YH7TBmVCx79476yyCeB+6rj0c9ofhIAqhDUSac/YhPH4M45AQTNM0w240hrabs3Gab/b7t956MsVlmKff+fGPXrx4sWRtQL98easlI1lrjbNmGEcuXLisV+vaNMw5kzFcCpekoN45R1i4jMN+XlJOqTZel3kqzOdnFxX7X3JeYqx298r1yTmLgjFOVOdlnqfFBy8IeY63mpdZvvXtp87gYRxXvR0GVimFwVnsuhWLsICysd4XgevdrQiAmtB2ANWwlhRYySIaRCgM1hpmsGKbLpQyEJn6jhhTpZJ4mKJ1LsXEDO2qQVDmlFPkIt668/MzzirCbdeIlLZxMcdSkjG4Xq9YGMEaa0JomHUYpv1+IkOIti6DRNZat8SFVYwx3jogLCmyLKDijd9sN35x1k5oCJCsa6w185JzyqXkGKNXRUTv3Gq9BoRxGmOM9/L3Et/li4EiCAKIpmWu8Dcb6kQOhaFi7pZlbpqADg+Hgw3m7HwTS3z27C0uYtWPczwcbpsmxDixlmkeyVmH7vnz5zWN9Oz87Orqar1ep5wN8HazFZHbmxvXtMECCBpSVVZjLJLzTc6ZsJSUYkkA0vf9uAw1DcOHxlirRRMXo3V6B4xYbQjWWikZkJx3Vc9qEF3QZZrqK5rnaIxZr87I2KubaZwlOJ+FClAqDMA+eGYe4kxoV32fS6nR57XT4JznwqEJXFLlc27O+9evX6tiv9pOcZnnAsYvKTVdSwREdBTU5lJKOTI2mXONYCbKIqqEBAqgIoQKiIKsqqCMVQyIKqBkDVmrqrkU75vG+3meBYBrxUGoAASWgFS4Sm/rHjNYstYaxZgXZnbWOqtKN8b4zVpS0BhHa+2696XknHjbB4LESVPmVzdijVutVsGvXO9ijM+fX3322UtE/LP/7D/39jvvkG28p3cfrV989JnE+PKTz777zW+99fBiHg9fe+e7u93u137t16qR4PMvv1BDh3HoulXwTRa1xhdR5gyEzpkQvDFkDHJZUowqaK0ltKrKhekIqjSorMCqavAuFU0Vjxncd+6poyIWQUHJ/+TQ757A765fbYDolLFO9+qT2rfGqmOq0kxFVH0zKRJhULw3KgfVI26HTrt7qTXhXZEjoAjKWr1h9aPmY58+JYMKx7+/iuuslaMA1nK0UmEYsH4YAD7+L7ICIlWpulRXIRlDKISCwAhCKECKKqgiJfsm5BgLl81qHUVPkN8TKPROlnCcNi/L8vTp0+ub6xjjer2+vHwlIl3X3dzc1Fl0jNF7n1IqqfRddzgcVNEYg9ai6jjfOOeaflUUBMi4sD3b/uZvHYggl0LG1LlbSqkwM7PzLuZU23VpmRGM9+04HgQMkAGyRTGLNK6p2ElB6Pu+lIKqOeY0zX3fAwuwEEDXtvM8G2vyXFQBhUAVBYARBDmLNW4eFwJ0zgUXSpbGtcN+BFECdcZ6E7pme1UGR51x2vhQj23T+uEwVRVKCK2IDsNQAdkhhFIKoBC6uMSclu3myfNhIvB9S4fx2tkCYvrmfChDgXEZR8AFxHvbSs5c0je/9fTBgwf/+//2d8bD2PjusH+9+Vr47ne/9T//2t9RKd76SjcwFqwBamxOSMhLjNZg365XXTsMZZyn2k3cbrfvvfPo8vLy+nqXE6eU+r4/Pz8vbHIqaLjvfMo5l+StSbIgShO64HxK2LhVLmx9P8UYPPk2KENi7tcPWBgNhNYiiTGsRY1alvLJly+MMYDWWLPyHoxT5d/4wW/+3d/4Px88OE8K/dl2HAdB/8Pf/fLp06dPnn3jxasbQOu6LheJczI2PHv7/d3+ZpyL8Q1Kng4TWLh4dJEk55SmNBgPQNIahSyebFSyGK5eDz7Yzz79kCg456bpkFlUeHeYdwe+2c0KNi5z1xgb3OFwaFo3TdP+0I5TudmlvLCMMzttnBcp777/bdXug2/+YtOExx/tVZ/v9wfrwhJ1fbbdD/FnvvO9GOOHP/pUFA7jEnzrW2ODMeRuruerqyuwu9v9UAQ2Z9tp0iTgDImyDbbt/XrT73cv111DJAjBN52hi5wA0c4H+aU//fVf/uXvDePBhYsPP379q7/6X4wx9e1GJa/6MOzGf+ff+pfefnt9dft6mOauP/+VX/mbbf8g3i5oHZm4afP3vvvel1987L1fnz9+frl8+tnrfrUdppjSofFBl6ntm5WPhPkwwNm5HyZ/ezAPH77z8uVr4MlZbhv77pNvXV/fiMRScgghRVmWGJo1oU2cEbhtyBhbRUJzHFVLXGZrbUmlCevGr+c5Sy7OeQD1qzBMO+cMWfDeLUuZp2VO2vh23hfOyVryzsTq5kR13qQSJRGicdQ5E1zbFJ5KnJCYTFDbgsFSyrzMhpx33e3t4n3jDNwebkSjc4iklUCLaBToGFCpaIypYhqD19Zaa8A6dT5Y27rVlqxDIofYgSBIj2JBAaU7e6bSQtHCqaScUkxxVlhcswXSAqxopKQ5c2fDMCSApU4juZiPf3zbdetlnr78+PDk/Gv/zJ/5/uHmyhj8hV/4nqq+fP7i889eNN42pnn06BEBfvrxJ84YIhLhuUw1AfVIW0DrnGnbNoQgxaZFOJdg5OmTizmmw3589WqyR9elaUMvjMx8bGYBzNNUag4kGiKLSNZalrSUUpYkqsY4tKbfrLPkzFxSypoLFkOwQFbhPahzU+Nd36+2mz7OYym82Wz79XoYht3+8MXnn4eucz5cvbzaHw4q/PThRRymr7/3PjNn5pjTYXdbRNfbi67rl6UM87A7jK93U7s+71fty5cvuyb0wXA57Ha7hw8fMBe70t/68O8zM5NM4xhjsRbzahXapm9ttprydLtPiND1ZrvdPnz0NM7JkulaN89xmibnSt0yAeQ4RYPlrF+p4m5/EJBudXF5OaZDfPRoc3u5z5Gdc2dn69vdsCzqAzCDc8Z3najJhW1oDTnfdGlerq+vW+8fb89eX10X0X7tnXPLMqeU2rYNbTNNk/XknEXSeZl9664P+x/88Leds0sSxJCigFgCc/P6qvEBjOOoznbLosOwT4V3u2EtumpXwfvGN2fbdVymL7744rMPd2+/u1jwST0iasT/8X/629vt+r333r+xt8ucDoexiPR9e7PfFeGzhxescnNzePHqqmts27aPzh8h4qpZSqoab0yZl5IcmfX5WbBuHMdlmQkQUIWl5Lxer9frtUieDtPrLy+nBbyDVdcZ5xvvmTnFuXFojPHeiGmv9lcpcQgeAJmgaQMr3oyHNGcQWOYIFttNh5JXW/zksxdLhKaFZ8/6Bw/6pmn2u8Eo2KJlyTHm0PXLtPim7ZqQYr7d7ZDWbdOHdjXP836/FxUEO89z8K0L/kGzYuZxHAkdFxJWEUXQ0DsfesJUWKbbxBlCw2hIuDgDOYrzsNm2Dy4ev3j+/LNPPtlu24uL7cXFWYzLb/7wy3ff27gQrEWcYMlLSrp98DDGNE1TyaXrVhVrXwqDWAPU+W6eZ2stKDJK2wd05qMvPn309MnZ06c3u9vLyytvpxBCu2567eZ5OcI+WAzQsB+dcxfbBymlN/XeerVS1cJcVATBeodER3OdqkqlumkpRUHrr8slGYNd12y3a7TY9O0c4zRNIrra9DktKS2r1cr6GHMOzpZSarRx4VIx/USEisrCuSCBISIEEVZVuhO2MWgWFmERFDky6FJejKE7W4yqosDJDkhHXqVqTqW6J40ByAwAfAzNOhYFqqgCAjVyCkvWkhWRLasACoKoUh2WGSIgFtG7hGXnwgmnWU+FE3KdmUFJEFS1iFqD1oXa3P89YjBmZqSjn/IuGOM4LjjNKursi07Z65XoL4pGj9kCJKCsokgieiwhBIBQFEmJAFVZWaoR2JE1aOAu+gyJkESxkCFEFKPgEQGtBUNU/cWIyEbV0JSziAzDEGOuN49Hjx7VF74s8Xd+90fW2mDsP/GND+I4eDBn6/78bP3uW0/2ew8Az4ebZdp/43vf/eCDD15dvf/81cur/W6Zc1xKDVB8/PhxBQIVLYXjMIyl5C4Y74J3HsEc8aRohLk6OlTfTHfux23rEYl5v4rD45ju/nyv1sX/8BMt+WrM+psR2VeHe3Q3y6pel594xNrERv2jyk3vsCL3hpby04yIejerPE0s5e7jj5MdiveErHdD7rtL5Ujl/qkHHb/yNspxOndSw9Ld3/U7SPDNrzqVpnWxoLuF4ytzv7v14V6Kx1GfWT+tl3nOx4z4GGO9TJk5JxYBBKNaybQI9zi0VRleBxY1By9nLhW1gtYY8cHWTPm6BhCBQslZSgZQS0RoAfEoKQcggALISLXah/qcyaixQOZeIkidPososAJXkFVdASyZOo4E4aoYrdU+gSIUhOIsNME4/+D15avb20vnnCr7YPvV1libYhFdlphVkMj6ppG6DJnjNalCAEeFuyIgCpIgGYMERClnUUVDZDyhrdIRNA40zSUBOONdbzYNM5DbD3PMst/vExcySNZQaJYl//Zv/3ie57iUnMFQMM4pFFFarbahMSkyIgKBaBEpkklY51jGMcbC4xCnOSnhEeQwDNe3w9X1YZqSCxaImLksSymSMw/DtLsN+91kjY9zMkZROZcoOc1THINRTjnzsmRFQFIEQYLCPM2Z9lNacikU2sY7p4LjNBni9Xrz3rvfuHj48PPnX7QdIGIqomjIEgtX28k0xZcvX16+/NR5NC6MwzKOue8tq1rjMkCOcZkPwlF5dka2Z6ur22trbfC28U4aWLWmbXVdKPjQrbuus6quSGJmZ+Hd957+4vd+7hvvn6mq6x6sPt/f7CathGdU5WgNeqPrnhoHBOApGQRr+yo3YkZrUPKgec/xxhhASeN+nxOA2gIejaSUWFJMTIQWehEBTN3ahoYQ0SAo5xyjFkUlZWEuRJriAkplWUobAIwPBoW8swaoACCxQfTGxhILZ1K0lsBYREdqShGVAgqABJyLihFQZFZRBHLehhDUEhGgOtezImvUDAQOyCgAgrmjYJMSMYiIZACjYBlt4WmaGWZRTApF0TmLiJbAW/BWDQKiMyDeOmudCW7drAhFhBWVSRiZgYuIUcAlkzKgoDBLXiYGKZbCg4uHH3x99Y2v/+z52aNN18273WfPX0/jxCmLUpnlw0+fc0klZWdwtd6sViskdW0j1Wd+JxEHYUQkQNFSSokxFmYKri2y3mYiY8jVZYcZDDkRSansdrtxGELbeRA9ntOmiBZhRduCzSwqKAgKkJYMpIF8t2qMNQYtGpCihYsoExgxsBSG/aBSEM24xCWXcZrmeQbXxCzDtJ/nOcbUdi0pXVxcdF0HANe7a2vted8N8zxMw7IbhClnBjRN02WWw36UwquuIeSUxVm1Rlfrfre7GqYdkV2ttkjW+3h0UiFW0CuAI1dKkVRkKWwzi8icc44ppaRcLAJzRlRCVBFlUIMA4DzGRWKcmTlFGA7LfgegY2hc3/fr9YZoRJLNqm3bBqwfxhjjsuTJ+5YASyl1sSYgZ0iAc4ksuXBhYdEiWpAUtK7YCigCgMaIggIROmautlAtklLyALViByDVCGS9C845Ils12iXmZYpE7mx74d3UNutxWNp+U9uvq77kJB9/9FkdhABQ03hEFNXqn1pSYlFrrCEPakrGi/PzJ49CznmapqvL18f0XVVIR6ubc84gNU2jqtM4Imhc5mWenMXNZrXZABd1LthjCKHmEkXEiFFgISRrWue991xEAFwTAlogNC7XOUcNAsmFI0to4MHKspSXL8eLbQyPnmzXa82wv53HQ04ZUh6ttVI4QSpcmq5BxFxiGZlZ63MQRe8bY4mIjhxEhRjTatWtVitEHQ77cZyXyM41qvr06UXhZRynvKSud5JL6/HR4wd911uH63X37Nl5XJbD4fb65lXXN8+eNfM8DvNgTbi8nVeNNy68ePnlZn1WH1JyqY5+EaW6i03ZkbFkyDglS9aAoaIwzVHAjNNsrDXWI1kRYK2yo3sGIQUURVHSe3nrXdeJSGFOXBjUN8FYi4ZAQSodRkRVc0lkqMpJqxg3BNf3bbVppZimaYoxPX38JC3zPM/nF2cu++X1axQW1X7VAkBKS84RUREVCUQ5l+SMddYgHjdZ93w1wpwBqmvzyJ1blmW1Xh+3dEfnyZuo91M0WSmFGRX43lCi8sirNeWoia0OnZotkXNWEOcMVBkKSCnHvEID1cInd7gww5xLSdUtUJ9tKbmmfqmyaqgVMhnTtm3h+b497xRITYD3c+qJ8D41/uQjqh6/Ez4H4Q1p7S6FmU8DpdNEi1kQj2A1EaF7AdNSV//6n3XjpwQI3lgDZMgTkQHmChMFBBQmsQ4NuVLKsgzMCWCNiCGEpg3e+3EcY4ypTP/H3/51b/Dnv/fdZ08ff+2Dd0NrdeCLi4t34rO28VyyNbTuuu4bX3+yxM8/e/7ZZ19oyeTtpx9/ZJy11lpvnDfBWZBskIBljmMpgojeBWs9UQXlq9ZtP2LdHgOCKivoV/WfJx4m/TFBUX56zt+f/PlDfI/3/W//yLx8rMrOGQCp2YF1jAxQme98vy9TI/hOz0dEmqbx3i/LUlcYImp9uyxD/f6cc7a5Xlx15bXWnk6EqgOvQfOnK7ea6UWEyFUN2J10U2quwx0kuTCzceQ9hhDm4ZiXdX/cejqOJ8H5T4GUgmjduN0Fyp+S3O9/22kNqV4j7/1mu93vd1Xer8qATX22XKZ5nmNcvGuapulXLTOnlIVBpFSz1ultrTg0kWKQAKXuPoXFknEGK8APCawlBMtcU3vMnXieD4f94QDV/m6tcc50XTdN8w9+47dUldBxxrbt2wZSnlXsYb+U4uMiCA1ojFlyEcQsoIqwpOQJ0TjWBdCQBePsvCyvL28++ex5zqVfbVIWRacAznsAHYe5aXyKXAr44DfbXpKWUrLkm9vXRTrA5Gc3znuFXHfXZKCUMgxD9VLGmJqmkeJKkRijMHjfhNDOaTTGNk2jiiklY3rvbUoLVbdEcCG0zgVD2DbbJmxA2domLgsLtQ2Uoi+eX33x5edd/yBLY8gbsgiG0FbPAbPu94eUS9WYOGdTqucDKsJms3n33XcfPuhTSra9ADf8/d/8ZBgTIhFakcxFzs7Wv/AL7zV+fvHyJZr+85dl/HQBLEQCnpBYVZ2buz43jUuFrq8mNKDCmWfSCitn5YwEBkqKS9OhMa1viEi9x3lI05BBvTG2MJZSJCLnudtuhjHlnADQ2daaIDIj1QxzlRpQKSI5o0VjDBokJCiYU1bV2q8UQFBbO6UKolpyHlWKo4aLZFFn0FBARdECalAR0BzvjUdlBopAJdAogoAwioIUAUViRUEswgBQQCKIAUEQUCq8d9a5CpcgMiibzZpBFEBI0CIYUjAVqGBd7QVyWalBl2Nxzp2frV9f3r549bkhmQ7DcDgYgw/Ozs/PzoLzRQpQ4zxYS9mGgS2wzPOIhpy1hszR+1OyCOMd0UBUiExa5qPNWArzlDOXwioQQkdkucgwxGlOt7sRCA1Z4z0Zy6xZ2IUGCehIz5VSijEWLVlyLjggJEFGQQJnDRoySmqABJacvQnG0bjECnJMKTkbYoxVJN+vNg8fPvjau88MwbRMq9Xq7OGDq5vrOcW+7w7T9W4/gaIA5ly9IapIbdsgHjVcTx89jiUDwNXVTSkCWkoQhCr+rU4Baw1514iIgNnv9znpPCUDziDOcyopiyigBYBcihyrPGTBwkCEwbfeNRVssSwJAB4+bCrA4tS4z1G0R2MckBNeUkqi4m0jcESz13PLGGvRTHOsuU0IKAwqeOx/CYqCCgKQtXjydJ3sfzVW7p7JqMryqdJfiKh2HmOMhXPNPxCR29vb/W48OztT1WVZuq6bpuXy9X571tef6rt1jFGE+7bNzDXztmsb64OiTstihv04Gal+8HIkCNZtbYXWVkJJ13cqmlKqrfz9Ll6cNduL87pjzKLWuVJKUcnMIlJEUhG0YJx1zhkyXBGdubjgLBkKxnufSl7mmFMM1roGV+smBLfb38ZDORzKajV33cpah7gQgTEAhIDEoiVmAOj61XHPX5Y6wmFQYPHenhq7x3sroWI17+VxioaALDdN0DiLFOZCBF3vz8+3dVfQNM28jKoCKKvtyjogoi+/XBjmb37zm/vDXgTGceQE1OrZZrW/PShHb61kzWkmowYNgCAKSxmnyXgXC4rmoomlkHUlQ0pZIcaYnfPWekQSVmYRPkWIKREIKKAosOq9vPXTOWQRUKVWF9ZaFYVTLSV650+rRjV1zh7NlCmpEhH1fT/PiyGskcF1D1GJQ0RmtVr9p3/lV/7Cv/sXrLWiYo2tFdGRQqtaG9f3Y+V+zxRAa3kH6r2HuwQhwFO2tZyysO8+PWVb1V9aNXgqLBUvJsemiQFAFWbheqkgUQ05gOpORiS4C1HQOhZDFZU3Vhz4j//SX1ziHIq77xE6cY1YltPG8VTRqWrBoxn0VNT9fhyIr5SFd7j3uru7e0Q4pSpVpMtdsLa58y8BHttactomElUcrdxVmMdJwF1vsE5WpZTCRZVMaIKDkCPGFPdDmabBONuG7vzi4uHjB8LMOeVhB1LASZTly5dfPCxn2+26bR1gGcY4jgfnzMWDs1fXNw8vzvf7A3+cvbNf//p7H330SeJS8pyLqoSuD1270VQQEAWAsAinlFSR6BhhqHjMq8E71eXpCN9DztIfc91yQnjebZr/pJr7hzqM/2iCGeoleXoI51y9Bu+jWe5OoTetllO913VdjLH+iHOu69vd7kpBmLXytUXEGGLOdTdweqBaOJ3S5OujlFKYSx1TW2tDOEK9VAQNqFZBATLHlFJj1Tl3fn5+uL2pBODTyPHNcz6BoN4kndxVunwUP1ebMd5Vhr/nUFfi7mk5OhFKnXNd1zFzjHPOeVmWWtaWUmJMCCY0zjmDqDlrzplPBHZDzjnnrLGYc8wpKaowGgvGVOVYIaMp5ypjQNIqLGFWKKe35rieG0PGOkStzaZlifvbyRpvbYPQGGqbYFRR2P7wtz4kAwBYMoIGFSUygMaFxtlQRJxq03XTMqtC5qJAxtj9FD/94nmKZbUahynaEADIAXCJh8NERCmXZc6lFEQFZIWCpMN0EJ2RxFqa55EIBAVViZRZpmkW4XmeQa0hF3MGIOsMKo7D/Mknn3zy+Ueh6xANg7KqI6q3VCBBxb7vHj54pDwjQtOcrVcX1k6GfMkLkKYZLs6ffOdnf77rNvMC17uUogAYFi1FZs4xwjzFJe2UuG3bvkgpyqwAFHxI83R7u9vtDmmZlmUJ3HjfMEvOjGDIGM5JFB4+OvvlP/tnvBk//fwz69b+Hzz/+PMfqhZAVs2q3Lbw7J31UwghhJzK1fUwDfrq5W6cirWk6pBAyVgSLgtg2W779cbYwMYomtAGe3PzylBPps9ZSuEsmQy/9fbD2105DDfzHFUyutUyToQNoa1BDkCiysaq88AyaUFnG1UngoZ8Hc4TWGutEACqJaYWmZNwJm9EVYoWVWOQjAe0qoJwaraAVNU+1r2QOfKZjx09Q0hoyBtHzh5vrKIiBbjU+5D3BhQSl5xZRUR4dxgURQmVAK1BQw6MUwOlEIl1EJy3NhjgcRxRdbffi4657No2rFYbAu/RXs8y8uCMtQgVZSYiJV8zs4AuKZ3qveMlXBIR2GpCQjQGnTXLMgAKAihDzMyJExdUNDgqoUWLRIZaqXIqMCIWgESkMMU5xVSOw0pVVt1Pt7WLdH85ravZMX8LUUWdtdGqzbQs835/qGVe2+ASYwh+vd50Xdu2LfkAxFcvd6YNXdfROKostg3WW+cwZc0pLTFldaHftqFxBofhZtzfnp2dPXr05Ec/+tESl2Wc1qvNOI6724OKrVE0RNQoNZ2vBVw+oQAAIABJREFUHBRWGsc55xwjI6bONyqGDFlHeuRDaikghME6UKtiRNV555xdlqUKfUspz549U9VxHFMsoiVGFoGrmyGW4ts+5oJgbEVeASCSDy0ol7vyrN4lTrvB+x2308psjOF79eRp8T8Fp1UkFdV8WHkjMiKiUiROS13Yc87LkhCxWkmXJV5cnNd9S80+UVVfLUIiIYQ8TSmlSmGprbcYI5dcclYW6+jonlJ6s++9ey1V/1UHIVTx8nfhLnLUDEKNmgWDeCSjCDI4Z7RwLGVZYlxKKbumyTlnOg5cbDFFAJ2zjx6eWweHwy6n8tZb7artvG+mcYkxW2u7zgM6cGFZEqIS2Xrjq3cuEQEwxiAAMbCilJxFCxEhqnPG+Q5RY5xziaKgBXhKPoyIeBj23tPTZw/X615ViHAYhsvLV7vdcH5+pizWwNnZ5my7ZZAvvrjZ7w/GuK5rUenBedys1q03qxZRi0UiKKnkGlTpFFlQQTilYD0zWzSglouwMhIiOBHImZ1tAOioVZTfiwY8TYMA5U29Nwx755xxFgBYiiQxaiuXQEERwZjKClHJWUGJMATnjAGR3c0NAKjQkyfPmqblVHa7XfC2bZvdbpdSappmWWIXwqbv/urf+CuHw4GIYkqr1doYNx4OlY0TvKvBqjWJigidd4SoKgYIEJhLSjGltJTl/OwBIgLVbAMUIADgHOvKBm/gH2JdHRYzcwYABGmc4ZyJnEgNNrFN09ztuliV2y50q75oYZUckyo657yxqjCNM1dks/XH3owlVbXWIhBAYc7WUinHa897SwTHh77bYNXL77THOqUm4FclZ6fr/HRt39sHH9/FWvtVgIQx7ti+PCEgRQEKGjj9bF0UKnqrAtnrmFNZAPhuv4vMGakKw44FqrEggilrwRnJuA7VUkq5gCjwlOT642sA3Gw2m757/Giz7kIpaRgON4fXu+F137beummcfumXfu6XfvH7X3/vvSku/Xq9Pb+4vb65vry01v3MN//5f/IXvnuzu9kf9uM0fPLpx4f99apfaRJVdNZ3XSsApXAqmVkZahQhIAACFM6E9aZCChVhWv11p7+hCmP/OMsV/ZNS749Q5v1/Kfnk/8WHIkIdu9UyrF5EFZ5Umxr1nno3hC/WemPMMVodUVU2m9XZ2dnt7a21VH9ws1m9fGkxQpU8dH1T5+cpJWNotVqpvqwXrLW2aZqrq6s35E/QEIKIGUbKhc1xs2QqaaYKPkMIBgPAgXPKWRpHT548+eLTvYgY41KR+9O5IwP0rqN0mtTVp5RzRuLfkzh/H1t6bEvnfOoAVsbyOI65wDRPx7agtdYeZRR3pOmSc57nOcZGhFOelxhzZhEBxaYJbRu6Pjhn9vu4WwYLnks5u1idna/GcUyFS4m5SHUpqBGklHNq3aY6Y+v9uL4mU4efAJyS906QwPXB9zmrd60U713IWaYhPc83gFxvhM6uw8aqCktmznMqn37+3AcblwyoqWhmUgQ1fkryO58+5yKbdRwSM3lOJcboLc0zW5OR6HC77G6GxDMzCLP3bp6nwmSNqpYlLdaZlKRIFNRU9DBNpeS8JENhSVEEcs7KKgqvr24+/vSLz754/ujxExt6a3zTGABa5miJWEpOeRzjsuQU1VozL7okyUWrFNYYXwAeXLz9tfd+ZhjSfipi8tn5o08/3wuDNR40970+ePB4c/4QiJum6dYPvQ0pogqqEgKlxMucUszznA7LjeueMgsCGUMqogptS86j89gGd36xRup8MKKJJYom4SikZ2f4p37u2ZOn2yIibOdFb2/T//prf/fDj259MIiGo6gCaFFIPsA//f2ffftr2/3wKuUlhG4Zw4c/+lJlQAg5F1QsMjWtfvODp7uD7A84TUMTVs6u/u9/8Nk0Ts72uagsgJhCgxfn3XoTDuPlssxdawn8/rZwsaiOBRGJrCk8prQHjDZIbeHM40DGe7dRcczKjIRkqqoFFbCASq34VJCUyDgkB2BAAdiJCqlyEeGMpdy1p4nUGghICCiJpyOiCQ1acmhZBAlq5aEAwhoFVSwIABYSWWIWjqiuwuh20wIwk5F9jF9cX8JdC5qQDAICuKMxQy0ZHxwZW03Yhoo1agwZMoSdMejBUQ3VSIKQG9sjqiVjrA0tGrBgSAU4S2YBFgUEJOeOhKpcIX6q1cKSAAQELRljHJl2tT3p9Ct87ojs0TvMlQgzT4lZsjCLFFAPzpKTDKiGV5vz7dk5Eby+vfn88mW/WuUUoZtWAn61Pnv05PLyslIaAXNV/J6vV6Hv4zQb45zBEPyqb5d5TinlSaxxwflocoqlRttxkcQlpSFlXubsvUU0TehBZ1AsWSZJTWicc9baHOM8z6JVfkm+7X0IzJw5WbWXl9cAena2ffr06dXV7ccfP28aIkLnPCJ5F5y387Ls9ouPUOM3yLqKYfTGOufSzLEUICeFnfN1IFbhk4hGtYLiCJGqLb/u7k7NuLpcG2O897V4K6U450Gw1telJESt8zqs0HtRViay3tvt5mxZlmmavPfzHGOMaMBa610zjuMwDDln55y+mVvYyo3MOZdS2na92mwqTC/FVFSR7uR1hYsoIijz7e1unpZhyG2Loeu2ZxaJrm5vFDQXKYUZxJD9f9h70x/ZsiM/LCLOdpfMytre0gub3c3mNhQ5FLVBsgRIwkjwB8PWP+kv9kcDmrENGBBgzYyshdtsIjliN/v1e/Vqz+UuZ4kIfzhZ+aofhxrJsAUDI6DRKLy6VZl189xzIuK3KQKFfWyD2GIVHBouknMiwda7KeYh7hQBIXMqzjsAsMbUhDaMOo7z6mj129/7DjO/fn1588UVgHE2pFJSZjSScun7rlssAXW32yqA8y4QoaUCGZSIIM5jKSWXhAreu8Wy60IoJanIwjQh+JxzjJLKFGPsendyslosOjKwXm+MMaFxKWbnAhG8vtowA7nMkt555531Ov75Ly6aYPuu5ZKX/aLxdnt/veycqAIkZ5gcOFPa4MzCT3PEqGRs02Eu4JxX8NMUi4pzwVoHiM55Ec2pGGOssYQGBXKZFAogEBkRFWFlwMf5e/s8U2czs2aBB1bhl0ASRGEGUGuMteSsAVFRXnSdMXa7Hfq23e12TfBxGjnB6fHy/m4zz6Nzpj7yLCVN42q1HIZBOJecgndtF2KMBGINiYi3rrZniLrsOmstczZoETHluZ7WDfphGKy1xjgRLFwFUXvJFu6xL6lJhcYAGRIuObGCKhcDQQSx7lxgFCgXqYE5oW1zjopQLSisMZzLNE2qbHyLiGQAwYYQ9jGgIlVeWZH0XJIxpm3baZqKZOdc27a55N1uF5r9UGFv9Fy4PoT2AXx7nAr9uLt77Ar4BgY0VF+9Io3C9f3bB4jvTbPBzCB6QFCZeRxHZkaFEFxVItWibZ+yWJOLUFSUiKwzB9mgAvnWlqKqmdD6xoO2d3drY8lZjLkMw5jLPI3+4iIeHy9Xq+VquXxy8uxoubi6eC2A5+dPvGv//M9/OW7nk/Ozo9Wqa7vj4xVojnNuG2Mw9a15/vSD1Wr5h/+Kf/jDq8box9/85OZ6fXl5tdkNQGiNt95qjSYBZmWBoqLCSFQjDWlvzfKoCt5rw/6LkCwfY3oPHct/7fr+M27d2wTF//fUgkRYSqVZUimVhQREdZ7FIgURraUH2qcCQmXz74F5LiGEEFxKc0pZQWKaa4dWwf/Fsj87O3vx+cuYkuTsnO37vsaY1U6purPUeJw6rzk+PhYp9+vbbZq881UZqAftID3O9Nu7EOWcq2IwhJAZHjdsBxyvEi/rQ10rg1wyM+ND7LFIRe6lCmYPl1UCZ/33mqtZG+Ba8NUrZe8hZutUq7LEVRAAalABIhApohApAFQ9obVorSEDCixYxjScuuXTd57c37ury7tp3nGmcY7eu9Ozo27R3t/fgUDdEAmr27WqUoyzMTaEpuZzEhnVYq1NsaCheU6LRWfIGYPBG+twGCZEQTRElixCJiSaY94N19bRNMa2bRRM0/oQ2hjn282U/sPnwnB8PG12SdAWEOdbApwnMVj6vhW2IfTHK9yuhzHuBGh9PxvLi2Wbc0pRjAkIzILKGGfebSfRIgzBQc4cmsU4bQwSAG02w247I9ib2621hRma0E1RckliTOOds+08x4tXV9v15ujoKPOQUnbeiTJZUSkA8Pr1zcXFzTTmF5+/enW5/tWvPnfOE1pFLTk3wbfN4umTnpyGEFyzcj7ojgAMKCJh23Snp2eEi2maNiO0qyfOedUJ0RC5DNg0po4oa31Jxlpj6nowxlAIBAlBLMGy9dMcC0Ixuuia0BjmKrwH5cxShCKBCMBX3j//znfeH+bFbrfpuuX9LVkLhKYJfhyF0CJnQ/r+uydPShFtUppXR2eE/eWry3G4N6ZRNmNJzo3e2/Pz4/c/OFVocpoXi2Mp4Uf/7tOLVxuCTsUVwXGM/ZG8986yWxyx3qe0FQGEJkUedrvMLYITNQBKVhEKYFbIqgm1iAALiDjjeoC2MghBoabKB0OAjDVLSlBVpYgWEUVBoYCyd80mAAREra6lDMyyf84VhzkZBOdJFRmAi0zjCEDW2qYJxqBiUjRhuZjmOae0l2MIqAgXlhxFi7IigiKg8QqECvv0SKg2GM5ZW+e8ROQtGElVCaGCimDJkDXeNYYMVMoMIgKYPT2KvPeuCYhoUIZhBOcMIu3j9PAhtkqYuYhU2WCakzHGGKugRUpMhVwrIEVKkWhQvbPGIimQ9WLcGDOAKPl2tbobdl2zuh0kk1ri6/u7aZhu7kYCsK5peysi1llAmeYBoXXWuOVisVg8ffq067p/98OfCOvmfofWNE1rrX8YZpWckygPg7Zd0y0Wfd85T6lkEYl5ss4SoDIwqmuc9X6cdii4WC3aELbbIaZpnkvN7VDV5+88fe/9d/7Fv/h96wzCXn2tiqCmXxxlTgoVTWJTlMiqqoSafaUxMRHNcRIgVowxM3PbtkC2SBYgIgtEigwqubBzppaCFTitu3cldnrv61G1G8canyYqwEWAqyk/qxQRERmnaEwWJVVVJLI1YNT7RlnAele2vL65advW+xBTAoCmaQxhtdysGQDjHDe7QVWdM846QLC4J0Omkk019VGdY4wpo4Gma/u+zylV2AYQffAKkFIBKNY76zyrKKhxAYs4sj4YVMPMSJQzlyJdE0RxnGZh7rqu7RpUuVuvmyb40LrG7cbpi89f3N7e3t7x2UknInGWmEFxBmPnxLwdiKBp25rHVlSYi0gRQFRQkKYNJmOMMUtSbVzjjRDnnHMSkI+/9uHJycnrq4vb9W1KaYrT5vVmsezOnpx77+uRJAxt25JXldEFXO/Ww1A+/PDD9d12HGZv7f1wFY798dFRsGwtbbfDMEzWaNd5stT3rl8ub+8l89y0fozDMLC1Y784Mgac86XwNO3avjs+Xk5TlCJkbE2ijyRlUAAGQCIDoCLMIuZxHkPXdcYYIJSHjsJaKznvsaR9rjewsDXGGyJXd2wBwrPjE0HIKVuku7s7UjII4zienJw4byp2XIcWKaWc05E/nqbKGi91Npxzrmz2yjZEAgVBRWPQOWMMEpIxJJoMQa0thikCEKgoEBfVmj+OaCw+oGFQax7nXD2laiclXN23cK9kBqw4WM0gstaKMAKCIWSszjR13HKAxa11XdfVj3aapgNqVxu5A3xXlZfOORZOKflgHjileMD3jDGE9JhCdhi4Pw5urgXW49LtrZSwt6wm3gIJK+m0ntUiosLMTICq9gACvPkDq2LDmsIZ9x1izX0WAbQ2INp9pIcoQHnv/Wd3d3eXV18Iw9nZedctjME0TRevr7549XLRtWcnq5Pj46PuaJrnJixOTs4vL372xzc/895vpu33fvu7ZMyTJ+dtG7797W+sjo8uLy9KKcZQmidQXi7673/vu/NUXr++vrh8fXF5vd1utRTXBkVg0JrlpKoihMgA5jfItqrbJv4X7l7+K773/+fG8kCJeRxFU/0bfpO2sObUpJRSSiKUUqokyZqlHkJo23bvwIRKRNaawy97zKauDzUSVHyPiISZiQ8uUPsNzYCI1JBostYYVi3jONZ+rxLRH9NQD485P/jrvXnzD5zvB7K3/qY0+bobHN6GtdY5Z51vmibGUEpJSaraWWT/hapa66r4AUnrXlr34QdSQzV031vFVFd8Y6jv23kekTTnqOJLnH0wy2V/9qQH4OvLISdMeUaEvm98sMaYmMQ6bLsgWlRAhKdp8N6nnIlcLlmhQdR+0Q/jvSgZg943MZU4ZuudiDhnyaCIGDLHx62IlMLOhaZpFGAzbqaYUizDWObdtGgX1vhlv9jc3b9+fQ0iy6O+b5ub23VS3m1nnrgYLExEpmTMCZgNgBVAFQWlnDnFypR5Y8iEiF3fc6F5TtfXt3fru7ZfIuWYimv2F4gwuWBBxyl+/uLVdnN3OmVVNwxbwCI6W6eg0nVmN2xefPHFdrerybcnJ6tcJmVIKZWSyrrc3d2S2/qWlotVu/ApZmEHACG0Y6qJzJWiVrrOL5ZLBJNzMc54Y4jsOMa+O/rax99QvrUutP3pn382A5AwGXLGGi2cYpk2cXMzTCllgevbQaHLmZlrzw/G1nGiJU27UWOMHFMwhG3XL5Z5ZAKwZJzzhAKKCOoMHK96pYRop3G3WHYGe+8rKwyMRVuMNewMhMDHx365cKCLrj9Os/mTPy4x3htShC5lFNk9fb74rd/6+KsfnwGup+GmKDizeP16+yc/vXh9OQurqCWjgAyQ6n8EsYDWfk8loSCBgroiSGoBBYBBsvAkmi0aRIPgEIO1LaJVxKgZHhjUe1BGQEQKsgogGkOGyC6bpqRYeKoJ9a4JTXc07KKIoHUpx5Ri6MP91U3oWjQ2TXPJ2Vjbta1vHJuy375UiyqSF0UVYc4pszIjFpoTwf55JyLvrCVxFqzxdWuyFq3Y7TjszaLQhhCcc4aQFIgwg2qei+RKiwBCYwyoYUbOOacZES1R9ZAwiIrY+46MAcSSUizTFKe7myuyxpIh0sbaxoWm8c6Yed7txri+34hI2/UEPrF95/zd7Xb74uVt1zRNcOOMMWHfdm3Xcc7jON7dbfqVVsRit9mBSinl+9///hcvXv3L3/8RaxEt7aJnzqJcZUmATAbI1BkZG6uODCAVEeacpeQyiRpENGS8c6pKERDEOXLB0iisCbIcHx9vtve/+PPXc9x98sknJycdohmGYZoiIqkgkEUVNASAOZcYk3ewXHb8kIgNAJmLARNzrgdQZbce6CdvqdmZ+SAwq1rBCrXV2LOKSTJzjKmyMB7ofFJ/lohqJHrtFcdxDiHUuOyqYavjm9o35pTbtq0JXvUUMISPK8aDWYYqplx1SWVvOJ8zOX/gbTpH1moIwVo7TVMuBRCtd64JEjMJ51wQFJmrAjZYV8M/aneQUpJSchRFICKztwKDypeZx6HiPTHG3W6TYqwDjb7jruvimFXBGGiXJ7nkGGMcRyD4+OnXFMqcU54n5oIIqswiZG3TNNYa0ZJzYS4xTn3fh77b7XZ3dzfBOwFGi9/61jcvLi5evHihqikWBINgNutdvclnZ2eLZWMdg6Sbq+H/+oPPlt87WyyOXr+6aZtgjHv65PnHH717df3i8xefOmeqoZn39ZnCpvVuME0TVquVHXZtm5umDU0nAsa76+uby6t7tNq2rbWQmRHZOrAWc3ycH6YP3QEDmMd8zu3p6akipBzJEHPhmcmacRwI0RkLAG0IfdOs7+9Pnz55573nn3366TwPCNR33aeffXa8Ov7s0//QhPb89Mnl1Ssp+f7+tpRsUIVzLnLctsHZrm/vbq632+1isei6FrjkGB1haJtFvyCCnDMRkAoiTvPQtWGM0aB9cvZ8CG6323VNYIVhNykyAxFRcL7qWOZ5znEfjoekIACCu812b8dnDKiC4jyntm1jTDln7xpnA6IuFou2DXf3N6qCqB13TdNsduuc43LZA4BIsdYdHR2VlDebe2v92dmZ934cd20bmsYD0GKxqFZ7iOicUeWYJubStL6UUuc60zTlnGtCoKrGFB/siSqvrE5Dtepx63N1eLrqXKfSwA7Es9pOVxOkKjc60LT2JSNSvTKOY0rJWDTGgOyZbEQ0TbMxdi96L4UIQ/DGUikFUbx3znsRYYHColqxY1NDWsdxay0+e36Wk0zT4IM5Pnn6etz1y8XzZ09CCHc3159//vL0JK4WKxY8PX/+3/8P302pbDabP/3ZH//kp39EhP/gH/w3X//G11ZHXfCmbVzbHq1Wy/Oz42mYDChIaYP7re988xvf+ORuvXl5cfGv/s2/Tnm+uro6OTt2jfNgiMi7/uLiIoS22hm3TZ9S9t6LyDiORLbv+3meK2kZHqLqa0BUKemhB5AHpai8ueYNmf7g4kgHrRTAQawHj9xBv0RKrHayjy/4/6gVPOzCBxvJKjb7z6VH1iOn0vcRsWmaWtZXgdlut0sp1eOhaZpxHKuLWi1mUkpcysEAqa69CoNXDdg0znVeKCJt287zXL/FzCGECjh572tiwTzPfd9P41DJk6WUEMLhyAElZgZCZmYpxpiUo7EkytaZyinwwQEoy/7VS0l1ELPZbFS173vn3JMnT37+85+3bRtjPDs7u71dsxRALSW3bfODH3z/D/7gD6ZpMoQi0vd9v2h5U/IunZ+fnp+f/tt/dx+CA52NwaOjRaUv1YN6uVwC4nazDSFsNpuPP/5aPafrmxEtfd9fX19uNptu0U/DlFJarVZ9f3d9uU2JmaGUAuABYLFYZL6vt/SQAPv4/yEEUACiEMIwDMF7azMhVkW+tdT3fS5jFR8iymHBHPq6yhqouRFVm113IWZWyMNuqB+xcy40rk64QgARqWq6Oj4n2RMuqgZ7XxoCMLPEUnKpfP6mCzHH+806leycOzqy41AWR4tx3IHyouvg/Mnlq401YZ6YS/zmNz76+OOPjk+OfvnLX/7hH/5hnGbn/DAMi8XRd7/37cvX1/M8M8/OU+Hx9Gx1d38lmjfbAdH03bJp2piqY6oRYdGCiDlzjNFaZ4zLuWy3OyITmq6odAZUoe06YQDA+/sNAby8uCCAi0sFUfBEzi+PGm7Ek714ddO2vmtdaByoS1FVKn0UyDpFattWuNzc3q5OTu6uN03TjVPsu6BA683ABcYhoYXV6nics7G+pFi9wiTnJtjtdjDGv3jx8p13v/Lk2ZOb9WcKqXDmtFtYvry8/NM//dNh3IJrru+ux2mXs0gBa71B7Ttzc3M7xvT0ndPtZmj6OfggIk3oRIRLmabp5cuXUobN9v74yVd3ya9Wq8ure1V1zo+qOcMHH3z84Ydfu78xZ+fP2+70J398q2JEMIROJY/D/VF/+k/+4X/Xtnhx9ToDfftbvWr4vd/9/ZqBnlJWLkjKnL23pBnF3F6vyQ455/ubUcqRATDogE3b9tvt1DShb3TcrV2Yj47toj2Oc1r0DpmWC2+MubrftovlbgvvvWv/ye/8fRfSev3ieLVom75Ef7paHK9GERejBOMAzeefv/o7f+ejjz9+vtvFTbDjOJ+smt/61jf+7I//+TjcGLOKY7GejMHddvMP/9Hf+von70/TbS7DdjtMc56i+eEPf7FZb5+/+8FuG51zT85PrdNffvpnIplIjIftBrjActF3rfOuefHywi9aY4hVC2cAIFvDdupU3Wzv7pcnJ8pye3f99PxknHg37D746vt3t5vtdt22Sy46z3NovAFfsgTv8jwZa9smRATvPdTKZ47n5+fX19eIdHx6PkwzACkLiFoyzvo97YlFae/YqQJJMYmA5sejLWZ+GF5bxB0qaKm+BsYH1zRh7wJCec8rNfuexBqPgJkhMUNkehhvEJECcCkx5VTU2KAIhdWiARuyEmZlYTIhdIE6UWVRvNtEH7pXr+4REbAXcazuK1/5ysnxs88//ZQlnZ2cbrYR1JTMnMvteOsMWXLXV7c/+uFPPv7448WiKaLjFK3x2+3NctU553IWBeacY8qLRTPHbb6fnz171i0WfqTNZqOGCk9ttzTGjMNoTDg7O9tsb779zW/udru/+/f+wf/6e78HyNbY6+vrlPPXv37+9a9/EmNsmmCta5rm019ePXmyaJv+F798eXzWWeNEqlQMcknVuP7+/q7rOtc4RANExhhWAcK27xDReZ9KDm1TN+TQNqwCRS2alGLf9+v1OoTw4YcfXlxc3N7e1kKltpEppeXxAgDIkbKmlEIIR0dHr169IrLGB1bdDOPR0dHx2el6vZ7GaIzZ7EYiG5rOBn99d4fWPnnnWS0hyjwDCBEZ50WArO8WNuec5sIg5+fnd3d3Xd92Xbvdbrlw27bOhZQSK+TM63V6/ytPj/rFer1+dXGJJIi4WCy+/e1v/9Ef/ezmZucbcM4DEpE9Xhyp6nq7KZsorhgzI6KzQQH8SVOk2sbE07PV3vZzHIdhzCXvpuQMHK2cdX673qiq9269XpcCLnijNM9zjjMQLU9PFotunuf1cO+cM4bQUCm5Glkp4xjnUrIxpmmaxbI/OzlmZuPt03eeE8Gri4urm8vjs+M5zYvF4oMPP9xut5vN5n6zefr06fN336040NXNzWIZhmlMcRIy3/z2u1c3N11YffWjj6+vLts2XN/e3K8vl0d+dXIyz/Hjs3MievHixeuLqDq0F5enZ8csGUmPVosQmu1m94s//9V7752dLM+a1pycBueDMbjbTt6Z45P+V5990bbuG1/7xq8+y3uJXGg2m+2TJ0+GYRiG6U2/F4JXlTnGlKILHoCAsEYvEKIoiwizaYJD5XkaJJd3nj0FhFKScEGVaRzjPIPqOO4QwXtHhIQYvHU+FGHrjPfOOZNStYwEEfZNyCXnnFOKyRtDBKo5lRTnxXLRNMFak3MiR9vteprHxaLLOe+GWl8SkkF0qiQCIqAMIgrCDGiMMWjhTerhAAAgAElEQVTJE4A/+F7GOQorq/QL17YBYMql5N2OCL23U5zHcT466qvd+Zxm5mIsVW0Pc0lJENGSbduWyJSSq0gVoLrO7OUldUK/TwBAPghtH5dWh/n6YdJfvf4QbS2wHuMAlfd10P79JzgQPprkq7I+qDZzrsj4g+KWaxvsnEMgYxFUuWYviqpIBUCFZR8eLSpFVEAMkVXnffDGolGypEYV0Bx548iW49NVjmmM03pzH+dpsVha7y+urj77/MXPf/HZyfHpu8/ff/e9d/7hP/6dad5eXV2+vnz5k5/+6Kc//eHJyVHbNh9/9JHzcP7k5Hh1ut2uv/PXviUMOct2mM7Oj7/64fs//NEPu2Xz3/7Tf6QAn37+y1evXgzjhFCOV4u27Xa7QQVAi0rhQs65tmlE9gjgodHaG9eKfrmjw4ec7n23LPAlJu1fHQTsAGjXVbQXlR0QsC9f9hYb8y3/ocd95oFLyMzE9BhfqleWUoZhqMPIlJK23V/eGKMA6q8FzauqOGeJsJRChF3XGIOiDArO2aYJgBrjbJ0xloyhGnhYrYMP7UpNiBGRQy57rW/qX/NgjFKbf3lE35W9WpQUfkNofMXZHn7DGyLr3swJwBA9sIIfbRf4Jb7rA9ceDzk0/5G1+iYsXvhNLsWDYvAxCPkXjwYQVB7AQ6b6BL1l7Gl+DUKvf86eNYrCwgpcs2Qe2JrKUgrD3kMYgEvOKXEpNbmSEAVBpXCJOU2gBVSmcTcIlizvPH/ng68+Pz1b3N1uf/XZ1fXl7TjSHO9Z4jvvPk3Zj8Nc8pRLQWqkVEYiGGvq0aYCUgtcYwGgMCvtCWzAokAIDADWkDLrPgGVFDgmBiFnGttYYtxty7CNxioRDONQ2IamD8HNeTPPfHe72XmDwDHmUti6UD2i5znuhqkUy8pN30gsc5JSBAnIOwSMMc7D1poFYlCRUuj29v7u/ibz1DWhsZQAUoJxnne7cb1ZU0gxRkH13is5EskxxTRfXr7G2+16d8NFV6fv7IYdwLKewtY7ABiG7TjcrNfrMdtmCeO0M6YKB0rFabeb8erybtqNofVEmRkQLIIRJhVw1p2snjw//+jJyfLdZ5+INUlws41Pzt+7vX15cMxCEFTIE/fB/PZ3fvDtb7+7213shk3OOA4e2aZcCHMp5L2LU9SlXbT9ON6//vy2pKhK8iSkKRs1hHWQhM5C8HB20rdt1zeTN2otJQCLChxZDIslA6rZIJyfdK3lV/cXwZXzd89SKgTRuXJ6siDbX8RbljqwguOV/cbXn4mEzfYK4ATJj7N//fry5z+/G8fb3TYaHO5uPjUBTk/sP/5HfyvldZpGUBtn2axlveZxc902aq0FRGABkKIiwtYQcymZu75r+7ZrfJrnRYu77evQ4srQ61f/AdQsuuOUp5IEELgIKlmLorkPHgm5FOUEjKXIUddf7XYpzsvlkohKmrWUBysmDxXoFybQKm6v5nOKKGSlpvpWQ+s9TZWUiAmlat0VgBBEJadtnHS9x6iNNYSkKLU0QQBb5f5Yw6kJ0QBIzQNABGOcMehC7xdWAAjEGPLOOmsMAhkircFSIsLCenx6thvT/WYOITx78qxtApdy8XoLokV9nLLqcHG5vlvf9oumbUNwnghVEED/7M9+vpvmxdHRF68ui2guxQdfOIkUBWlat1y1LAKgzndgYI7bzKRA/aJdIMzTjFicM8+fnxnEu7vLp09Pchk//PC93eb2q199V3jmVIYxH590w7j5N//2h4hydNTnPDPr+ZN+HMdhN52c9Lf3Q7f0bdO0bes9q4i1qFoUCktyzokAA6NBjiVnAQRDplo03N3fOue6thvHgQwhIyJUCn0IYRimOrI8WI7Vgay1dp7Gah9irauV5DzPxticS4zRGOucN8aWwtXGvNoWVrgspbwnrShU3nbbtiKlHtOVqVvN/AXVWq8AaC0zjNN8UAZxLnVimGJaHgVVvb69ubvZiOrJ6WJK03qz+9XLLxjK6qQTkSLqrSPAaTtmKalugtYFFwAkpSSqTddqgeXRESLGPN+v7wGQ0FZ2HSITKaJRhSq9FZE5cilgyRljmkXftE+YyzCOt7e3rnHOeRGOKeWSkcCRBTAKYp1zztUgkxjT/XozjgOo9ouOAELTMpSbu7u79Xq5XHZdT2idbXebaXP/GRJaa7134xBfX+TQAnOWYrlYQBrmMaY8zFMqSH6RmNN6aBqrCnE3ee9XZ0/Ib7fbMaa8G+Z5TmnBigAcvfdPny5DcHMcc05EKJpLisYpIBeOy2VQ1e12PU2T92EcJ2sDkZmmWYWCb970e23XIEGFNWuEMe+hVSUi4b3U1hhqQmONLSUR4XLZl1LGcWxCMMauVssmdG3TiKSUJ1CtjV/bNilnREACQ+i9a5rgnAVQ56xqEMkqBVSRFEWB0BgK3jprVCWl2DXdenM3z/OTJ0+22+047JZHpykVZiEiAaMiwsBFdK+M5pqJbOyhkNJSChtGQEEYxnjQv9VhVWEWLSnnIpxzVJLQ2lLywc8KH1iWtUESkZxT13XVtyClVGfYtRiSWiSqIu7Tsa219OUsgEMZ/UB8klp4VdnMl0mee1f0A8r35XC5v6BMfyizVKR6sQAiWmOstWSg5pDknLz31lpnHQJaR4hYCjIzgkpRQEVC4X1oOSiA1CkhgAiIGDIG1VgDVQnRhjjNdzfXTbdqerq/30zTYK21AS6uXwbX9MfL7d32T//Nz5eLP33v3Xf7vjteLf/GD773g7/5fR/o1cvPf/azP7m5vfrf/vffvb6+fv/99/7ZP/udjz/62gcfvX93fZ8KH50sz87ONtvdMFyl7D/56IN+2X/3r31yd3ez2Q7r7fj68vYXv/jFUd9Z7+dxyiiEMg/bzGLQOGO8NTHGB6aceciiwEotPkikHvd7v97V/BWhO9ZFWBdn5U4cxF1vzNb+ombvcHv3UtVHgQGPFyczG37bjbYSv8dxPNiI/Trb8DevfFHFatKrKqqCCNYaIhRhIlwsOqq+u6rO26YNRBjTbK2x1tC+x9GDFP7hDR/UcQAI5sFTRVXqXLbeGRGuzdsbn0zaT3kOxryPydgPmlitJ3SdAR0aLRGBajT/qHnbvw3Cx25P8ChZAfbem5WaZX/T/vCYMlp/8DCNOpiIHrhAB7i4pjgchlNOzFuZMQ9GuBXcw19r+fa8IGEFpcqKEz0YL++nihYNISprTjnFCKJoxBAwonCKcZhGUCmLvuGiOfPIqZQiHJ3X0FiRWTSr6G6YrIPT09U4WUJarzfVrHoPUztcLvvQOKJQip+mCRFq1y6lOO/IWARgLtWqUVVs9eHmUl1CfQhIkACEQViQjUUyqDEmhVxYyQQiq2g9tjENV5d3SGIdEBphdN6DGos+NHa57NrgFUUpRC7edSx7xNs6EmAA8qFxrvXOkLF9v/DulXM+pTnnTKgIQOR9WCxXFoh2U2maZtglUINY16TGGCUNgmmapqwm52jdipFSztZQLnG9vt9tb3e7XRTnU5imAUkVhEWIQBDmeSqldF1rvQOElBKgOucQTU5RRHLKrWsbahKUwjXHsQgTgAFAUAIgUkGhGGXZmtPlkw/f+0T5eSkF0O12dLb6HzeDEKByEhVUODs+/bt/+++meH199dnd3U0TFm1z2vt/vdFNDSUqOaNAmtK8mze393G+aRrXtTiPOA+ZCL2xhVUgGSPBQnBm0fZnR8fMA7Iu/NIbjwyIYGoqiIq1GAL0vQ9e7u5uhu1LVfDhCHEFmrQ2mcE66wHKOM5I+bd+6z3UxfHJCoEkW0Onr1/Pv/vP/4/1+jqOFsAoggAgqSIJF5XCnEoE4KJlLtM6xeH5s9V2uImJ68Nze7Xr++Oj/igWZuYu+N2wdQ4VkzKAqkVtvR/LVDvzGnUizDFl74KI5DQT1Oe3KvsVUQxizepkRCIDh+hR1QehXt2yVRFEGECNNapCgATuwRTN7Ed1gswiuYhINSP4C2ZA+w2zzn0yeVeVb3XjraowEHWWmuCstc5YIpOGO+fapmmJ6Or61hIREeey6Nt+cQzKTROeI5w/f64gKc0pTnOSk+PlarU8Oz0V1Q+/9skvX1xY7wTgva+8e3KyqCJsa60PvtI7ESELT9MUY8xcROT4aFVpQU3TeGNfvHjhjdFSDNHrV6/+/t/7e3d3t7vd7vR4td5A27rdbtruNAQoPJUiKcnJ8VOV7XYznpycUhdERbWYB0okIuQ8q+ZYcNV3U85awAdXN8BakfZ9572/vr6x1vjg1uv1YrGo3dbe98HaSv6sEutqNBpjrOQmmLSSPvq+DyFUwKDvF5vNJueMYIJvECinynU0pTAiVTHC3d19JQR511QxVM5zTXQgwppozcwsapx13qci1vrMnEtRZWsMIrrgS0ybzaZpGqkU05TAaBu8cXbcsha4uHjtnGuadp5nEvHkVHW92dVUW2RIRUzKipCLEO3FVDHGlFNofRs6AOCikROhFVBRjrEQjbkULspZFcj7YMkhkUC5vrkSKUSWCFJKQKGeliEYQBCBOeY4jM6HtvXGGESrIrthmueZc0kptW2TmWNMR8f9OE63N+vdJiGaGPNB9x4CqJhpGoZxFxo0hkAtoiV0OceShYVVzf2wY2YfDA5TCE6ErU1t26JvbYsF53HKOco8lZwzwHS0WqCic941QeR+t5vbPvR93zZ0e3Nze3tn0OZchmE8Pj7t++Xt7a1zPkXebadqA24f27zuWwJrrTHjzDVy5O1KS7ULzaLrgGV9vwEpVfHVNY2zYbU4apqO0BaOuBFVBhAiUzOsJCctGUCa4BDaOo0g0OBssU5EvDPWmCzZOWMwIGLK0RASgjOYozoyfd/lnJqmOV6tdttxnGcE1MKcDz0SPspKBkIDWGUqoIrOBedAAHa7nYh4/2CIJLn+7D5BK2ebKbQPDisWSQlNIDSIRFBtHt6ybheRB8+YffCxVIgN3mAFcAhCgAdYz3vnva+/ynvvva1s7McFdN0rD4UXALDwX47vfTnUgYh89Z1Hqf1eFT3WPRkfKlFEA8CqtdQDRaxF3d5zS9UZA0QGUDJnESAjyqRAhlSylJjT4BvnrQ9OaeGstXPekpPE47QeicIn3/yYyObCL19dvHjx4vMvfvX06dk77z751rc+/ut/4wc5x2G3u7x8XVL+8Y9//OMf//gnP/rx977329/57ndTLGjAB2dNP4+3y77pF83Pfv7pNA2np+cffPDh8fHFn/z0JzmVs/6JaZv727tk4rJbLkMAhjlGpUpS3fsXVz+M2okcWhJ4KwPkr6q87XGYyt6k4eHuHdqPR7kFXwoOObR8B13oW93g49yRt9btr0NDj+Pg/tIxx6+NPL7kUfmXyvkeoZFyIPc+/rpame9T1OvXdm+jAgBEVeAn8OXYzLfewFum1XvsVL7UXOmXYee3nuVHcBw8pmXWS2pB8P9AzVgPrborPkb8DujrYWEcbtTbd1UfEq6A9u3f22ZFD1nzWntDhFoEwZvoFEJEBSn86NZVb+EUIzFnESZDHr0IcCm3t7epxM06Fua2C1UcTgiHmbezAYydpiy5lDkqo7aNa0MIDoLnFEspIsrMwGopeOcQMWUphUmgcC4KRCjA1e9HQWwTLGHNhEUiQoMGDBtAtcEVhpSiQHEOWCClDFg8o7UGwe0H+IQp5fu7zX01DqAAxuRcVAGJfBNQxTlHjQrr1dWNtw5RgRpW8r6Z5iSZKzBtqGmbVd8fZ9T1mJxtUtohKyLVtMl+0RrPobWVp2Sdy7kuugJSco6FkzEYgmvbABYfiCesKM4Zznmah832tnGzLc4zFo4ARaEwZ5aIJGTEkCBk5VRqu4CybwGU9utBLQA7siqQ5hzHDCo5swpICfMYS0HvikIyFssEhPb87DnC4qhpbvvb09OnfXt6vPznr1+PhoL3wRiTAZaL029+47vGpDReb9Z31ja5M134M4ueySAyKCBSSnB9tXn5xevr12vrcvAgvD3iozTrPCcPpU5pVNgQWATO2Vv46gfvplRU3XprLJEz4I23ZNKcXFBQSDOkuMnp2oc87EZOtm0mQ0vUREaIkQEVgEjBGEUoOZEBQs1xTNNkQcbhzpF+9699tFh88/b+ZhzHlxfX4f2zl6+uN5tr6xoAQA3GoIiUWLz3wjDtppKBc1El6wKSSXM01jZNZ4zJrPIQTiUqKkJVm/zwlO23FOF95pa+ib/CuukpIIioICGLgghzTUGqD75BMA/RXYSINZzwLYNxojfbkaoaY4skAOHCOYkwgwgIg7WIZC1Wd5m6gXRd17Y9AMxTdsbVNmw3BJGMyn3flZLbvrfOE4ElSPNsDbjQ3t6t7zbr4+OT5ero+PS0adqjo7b1pioCcs4pFq2sKwNNE7quzzmP85RSCi50TTvPsxbZbDeff/a5s9Y5d3N1c7o65lSW3aILLYCsVsFYXSzbfsExxfv7SATTCN5v+74thXOJPoTCBRSMqjHoLDJLzoUMiBRjCbLUyaAD92aPJRUUMAAG6teCAoZKKn3f14+paWpPglW293iHNcZkTqyFlVk5layqhJYFUmYybIwVwCKsNayElCrBAUlURdE513St9z7GedgMBmsaHj12iyBjiEzODGSlsBRp26YaGc7jbIxxwTvnhzTkwsa4xcJaazMXIOiWjpxlhRhjSZnIGkAW0FyggCUAQ6mIagQDNYM1c5mmsco30BggEhGGGskFqqTCUyyZCwowgzK0TWjbhTCkkodhm6cMBL63LoQ68VRVAa0GSiqggqBYCs8xewvOGyWjRUNo1SuiitSjDWJkAYuEmVFVa5QEIAFKZuAx5SwCJs3qgxWAnGdjMqIpKmQJrBliijkduaNxN3Y9GIOa4t12RERvvHVtnAVAYyxpLsyMaIc5I42u4XnmnABJEErwTYqKKF3jhCVFCYFUkItyURFl3qe1fSl/703I4APtxzgLtc7Dw+4v1pFzphJnyYCIHB0dVQ+3ruuapinlTa43EakiPIzJa+FVzU72CR7MVRBcOD0QmYpzgexe+FE5tXXs0XVd13UppZOTk9PTUxVMpXDWUkpO/KBC3ueL1+3rwW5mvw3VApR1j9GF0CBiKZlL5YOhMa4JrbWmaZz33lpy1lahEQoasgBYUhUmsXPujZneo5KIiGrp9lDb7fulKul5qzA94HsHX/hDMX3QYlUfvMeTfpb/JDLevk97eNH6Wiy5fjoAvmL9dQJ3OABEtFZXxhhQFAFVrsEopGTQQvUyVEFG40SVFdEYqxytwWUfyBZA9UF9sET2/n4dmtZaJ2znMaspgpqlhK6dx+nq+vrq5vWnn/mL15//7b/5/epe1jTN8dNnVT+222z+5R/+nxeXF+fnT995/t7l5WXK8Z13nh0fH73z7rObq5df7DZ5nqIfu8blNC8Xi7/1g7/+/Ok7v/r8i5/+9I+uL2/GnL11qMA5d22rDyFsug/s1UrM+1LjR/ob7Dr+CuF7dc3UVfHrgM9fSOaEN2bhbwyjH1/wmED4Vgt02IJCCAf7yl83Cv6Pw31vfbd6VNY3nHNW2M84qqa8/l2H3W/fHO7TpP6CNrWiJfRmOKIP4Bjm/Ebw+YhUCW8lZz7+uu6Ke2kxwKHfewQtfqn93rej8Ca/6PDdx5/IwT7qN32yDy8hB4bnl+uzL2W1P8p3ekMlfaOIBuDypZ996O7wyy9qqj1mfbQEAaQ6jNff4+pKeUARjSFnqCqZD/cfWHLOOUYsnOY5IqI1jTGGDKWUduO4201E5Bw9vKVMxpRSCN0DIpEABVGVuXACCdV9zBBmVc455kRgWueb4I0xI+rMU9ZSSipQjKHqSbPPI00M3hEa8s6qqYHiCElFnHOkypIErKeAbPacNwQRMEgKCIqIRorMJYmmIgLA5N0+3BXUWqtcDDl1Ms7x019+RojWWt/cre8nY5vgLRdw1gBLjLrdzNYZdZizlCIVkH44WTSEpumhWzjnXH+0sJZS4kpAEWAAbdvQd0c5t83ieOJQ55M1ac5YQoTdcPf55780uPUhHB0/S2lUyIXnkkU1BaeNxzjdZ8+qszGOwRLpXuAMBIAkBglRrffgrQYbGt+pWs1j5qIFOGUCQhKWyViLCJwBxCijt33r+cnpe41fofo4F2r2D3wT4PT42dc//k7bAMfb+/vb4Hsu/nfPf/Tvf34tTCKMZDgJCZyuzp+evzduLhGm1vebdUZ2hEbYlMoxMgYY4gTDMK03d3le993CEc6lxMilFFAw5K0pxRBAbgI8e26fPDkZx3Ec7sZhWvRn07gedtM43imrI9IabQAKIAwZQMEYUpWSQHPJE7AeLeHZef/d3/7WZnv/4uXL999/9xtf/+v/0//8v/z7P/tVCKFkGXYb42icZ0B9cv4MEVlh2S+Q7O3t3WKx2I1zGuem66Y4ERGrGETvA6IyI2hRBBXg+qDVICbI+uVwWqRKWdYKuoNqtW0DVEFRlGrfp7qPR65bs4ggEDzyFznsSHXmklJ6s7eAKGo1mjqU3XsSBBEoFARQcEaGcbPZ3tWG1JKvcaa0xZxn5dK2QbS40BeG4GzbNSiFUNrGl5Jv7++A7HK16pcLAIxzBmZrJaU0zyNXRlITiCgodl1niAwJipSkM5R5ylUf3oYFET1//vzii5cffu+TH/3wj1ar1fHx6W64+donH+WcfKDVarnb7T799FegtHWzCHfLTgTvd4Oq2mAaHwjUoBoEY0SVG/JzLmRJQAHVueagwSulxBhLKc6ZSniph6+1lo1pmuZg93KQgtdjel/fgnjvM6fKO0spxZhU1Rq/37iYrXWPHbkOiQ5VunmwfqmxdDUjjR4lNlfifX3RKcau64BQAZqm8d7f39/vNsPp+clqtZrHsb5i48M+9EjZe7M6OVbVcTelOQKAAVQWyUyAwaglw2REIDM7ctZaQJqmadrNYdkcHR3lHLfDTkQQDQIRmDo/5ALM4A1Uj5ZKc61cu5Jzs2ystWBoj3lABZyl5Ej7kCGPLdXbUqcQtZbxPiBi4WQQierIhq33hE4ERNQah2ge/NUKl2xt8L4pMeG+mErVE8E4I6BqUAhEIAkmISpiyXDmaTc7i11rm+AELBDlpDmpKo5DKqI31/dFBZCc9TnxNG77XlRMaDpnm5JBmDbr3TTG3W5njK1m4MwcfPum36scwpwzg5ri6tJpmibO0RiDxjxIngqqHjx8EHEcd13XiMiUJmMsIs5zSmk2FoPzNafFECKAMVTTJPu+ZeZxnGvJ1XaBDAADc8lcpDCTURBj0BkbQuj7ftoN1fSiLp3gfY1L5iw51xUsD7N5Q29IBYcGyQi+geNyznVCUB6gae8tGWMMthbPnz0pJTlHZARAmhCqR5Dk/cw+R53nWURC8DXw5IFMtU97N8aoCD6KYn9gSO/pS4ei8IA8PPbKe2Ny/VAZH3wU/uMqMnyTO69fAiuqQoa5SgQPAFeFN0spLOJFgaXmq8Ne8FerrGoxV/k4CAJalIGBRZGNtSjKUv5v8t6kx7bsuvNbzW5Oc5voXpcvezIrzVJDiqKlEqUyVKwCLMgelF0F2LC/gwcG/Bk88UdweaKBIdhlGwY8clGWCyVSMItq2CSTSTL718eLiNuec/beay0P9o3Il0kJrqlg4A3iBeLeOHHuOfvstdb///sjgjmYxsJAXdtMNuVc3Y8OSZ23y82z4+PT49NlbPKz8yvvm262lBGbrj8+W3qPksePP/3k5794t+/bl1+6d3p6vFj8/VdfffXevXuA+uMf//iTjx98//vfb9veOfePfv83v/GbvznrW8npzTdef/nunTEX38yHKbVNvHV69rWvfvXVl195/bXX796++9GHH16tNrvN/tn5eUqFvNcXsIR2yLy+ISJe1zNg15E1+DfPMf5/5t97ocj5W0vfF8oi+GX54s3VeyP1/LwuEW5UzW3b1ufcTbX5ws/8f4y1vzDivn5w+ip3qWQRIiwlpTSaSQiNSFYtqkUEVMuLA3JEuGkBwIFejC8acb9Qnr349Rc8t39byMSNPvbmHb5QTt+86AuV84tv+4WX/PKZ/8IP33gO68rwBQvl9YIGXyizX7wXbnr2JeuL078X6r06zzkA528kpteHeg0++ux6MCJnpcKuPDv3Yp2PgKpaSkr5kNF6ECYgI4BzwWwLAM75aUg5F0QsosE1hB6BS1HTXNkVLjZZkhbRUqQUADQtCGpS8jQ6dNFx37TMrFokjTmJlKQC5nm5XCwWCwBYrTZXuyvNhSEyIZADFINsaCkPljO7wAwIxkxq7H1kNkBRKYd19SDfBTUE4ECoylLZzii1SXGQIBBZkc1mI6V4F4HSej/Mj5cVEuYA0liuLve/+NmnqYz98Xy122zWe+ecQ49FiiSYpJSkWrzvuo7atq0KnwqGNcQY49HRUdtASonikW3rU1QByEAJDQlS2l9cPpP0nD3tp7TZXhZJzBkJGMEUtrury8tHrOtdSdjOzDdFqCrBPhvxGYHl/bhXhmmaShYCBQXC4FwgAiZEykV2CDF6MAUVzKNIxpIQxJWMpYAZV9S2OJUBhn2ZRh33eywFpOmb0/n8Vt8cmZIhE4IhMvujU/jKv/fVb/7O77x+/2Tcr8j5zao07enJ0Z8/fDqBMYJ3TGYJQNrYLfrF+fDw8vISgYuypKhS9xXsHME0DcMUHJRSpnHvmShGzeWV+3evrnAc9wCWJwgNgFo9Bqjh74RkULQgmmOKweUBxhG2m+fr9fk47i8vHpvGnAZGbQI6tmk/AsKYJTQRmW/fvRdjnB+fvfXml2bL5b/+v//N2dnZu+/97Oj45M7tO588eAgAU0rTOKQizhGyUzU1RaJ6W4uYmmr15r1AJjssMtWJAlRzCM30kMPsiNBzTXIzMqVKCDA1NaVraNPNlubGjfxC7BMTC5KCESIG5w5osetrnYkqP70NJiXljCpwmHOZmWURM0K3xOAAACAASURBVCjF0j7lnCc3ybgrYIqOCMUztG1cHs1TSucXz5H4/Pz5NE2MOGvauv8xE3YMiHXtov2wjQMiZimSi7JKtmlI3vtZ39+7/ZKInCxP18/XjP6999577bXXQJEI33jj9YcPPyXW2aw/OzslonFM28W035Xjk+Xx8ak/P9+bxhg8o5YMWoIjPGShm+x21WsAAN5zCK5uNff7fc5ZRBeLGRGplhAcgDJjhT9XoeZutwOAei9fYzB9RTM0TSNWbhbPa78AXWM/K5E+i1RBnNUCryb4OecQKwhQSlE16LoOrQDx9crvnCNRI3RqlqcJug6R6/S1KmNjH0MI4zhudjs1+1z3FqCIEDo97JCpaRorFbgmkR0ROaQJUB0THbLipmkY9gMEcj4gkyQtKmbGQGhATIRO8RqJROA914S6cRyloIH56GLX1H2FqgKhyvXTzVDFKpC1hi2pFUNQMBRlR8BkojlndM57x+KZPTkPwFYTVcDTwUYIAgxQzVPkwItmQHU+pjwaQohusx+AXOh6AR4ncbFXFAVQQ/aBvQfiKRVTdORVAZFi8EWEKExJpyIhuhAbK1lRSkbC6F0nBVTYmEWmlPalSE4lZ+n7figD4gt8zknLlFOWjISWUgvEjhtyvk5+zdh7QERHUmQsBYND73bjNBXbjVUCWQqYm6oMeurmPYDWaaIhhEhiBVmayNFhRvAkKlP0FIhWOUV2uYYpIaaUiGkcp/l8HpumlHL1/KJeDWt3iQZeuWxGHYtOpRQDQB8qQJwQ1UwJCYEQpJSJ2REjoDEDmIpKzjlNqW8dSJE0xRhfun06jlsp6ejo9M2X7o7TXk2GPE15Op4vV6srR6yMpYiaioqoqkpRIQPmEA8cW1dKqaFbINL74Jzb73YhhsaHMY8xxpKy824axzY2RYTMmhgQLI/jOA5kFpg8cfS+FFERX5Gd13rOCoKvu8MbjOd13YiIYApFFdUUgbAOJKFokVI8eSm2zyMBQlFmCsGhAIOzLK5xdZsWQsxFANF7V0pBZEA1IkYyM1Erlk3VQIgQVLKCgRqRjEPJmR2HGISk5GwITEwMs7ab93NC50CW85gmn0tm3PVHizJJzmtVir3zzYywD8EpyYNHn3z86cdNbN54/Y2u7Z2P3/zd3wXDaRgfPXqSp2kcpz//zp+D6WuvvfbWl750dHyyH/ODR48+/sXDvN+n3To62Fw9/dqvffmbv/U159zDh4//6I/+6PHTp2By7969Tx88HPa7OoltZz2T3+0HZnbeI/J+2PtDhC0TOgCuuBfnSaq7EhQBiAmQDzpgUzAjQLjOQLyuPBQAsyF8thU2wHLYARkBMBrWoZICIAgbIwhBFbUYmMLnap5/97Lzc/AS/CwG0F5Q2dU+7nU399rqDGBIViHFBoKE7MBoUhiXR316NhgURPPOD8Pgnav66dqwPV4eP3n8NKeEgFKEgMDMMTumaUrBc0oDE5hlx34aJTCnUkjRE49FyKyPDWoJqBFt1nVWFA1FrBQBQgVLKWVJwflJspXiMIARc6zpwyWX4H0akxaYdqkJreTJyqBlhKJkURKgosiABnlSMC4liUqg1mQ0TLlMxKHGLIuWlHZE6rBRUTRwCPvdNlBbdG22lykRRDIDm0SGUrZmCRG0aM4ZKBkU73wec9+1QBsphampUneREWhnuNNChDHlfckSQqzbfRH5jBcLRnRIWRadyCmglTLVjXtOua5KiGgguUyARTSbkiozOXZmtDk+bS8u9ggE5oMPUxq8h6OT8PwiqRqzU0sKowvFMJciAA4Rh3Hd9nVOK3lSpkiYRRLxpKqlTKZCCKqDc63zkFJmbEHJUZzylp2VMrZd670whWFPJM5QVI0RZZqic97xIMkURVCUjDCV0cicD6UwQgeo06RiUkTVMPilCINRTqOhupB8KLO5T2NKKeWU2zY2MYgmJiu5mEJJqmqMTgAcO5VkmK5jLdDLbJK9iSiL6dTEPudp3sXteu1ckLKvXr5bp/P5vAOQkyN+7xer1VbTOBJpwu2du+3xUTumDVh3eTnlZAAMalqSpaFpQGzI2ZwjM2i7xX5bCN1uf440xNZyyhQXUgQ5mBl7InLFYBwLk2MOnthkRI5KjK6IoiGRa1XE9UcPLtafPL1UK23fKlgq1EaHRsXAxR7J3v3goul0cS7O+9BcCnZJJGdhRBJYLI5DO791d6km21H2MgJmjiBJMMZhMzAA4wQ4Kk9TKbi92m63NiEytqEFmLKk8+eXP/jRd2+dNOtp1NCF2fHlRi7WnwqiomZVhVopBHTeXNnJ5eXwYZouHDFjMww9oJgQKjlu0VAAkqSsowuVFZZX63XXNo46z/28W6y2a3ZikSh2vp3JJCIjKnjkPE4yZctCLJ6wqBaDi21KYip0fHSXjs7YeX61nx/dWRz/yxguiKjzjjShau/gV976tX/yD3/38YM3prQCI6Swz+2ffvsX3h5oSmzsAKJrpmEczrGVIxXw0k3Jrx7mMflFe5YnAAQOKPvJheAbrwZkAAgiwuxAwLfRu0C40QKLrmvQPv7ko2l99dGDyx/96NNPHqwEw1hQ2UePabct06AGVxfngLRarfq++50vv/mNf/CbCBS7Ztju/9N//s+/+93v/uiHP+qxf/ZoSsNQCIP3kjMiZAAk6Lru9u1b3odhzKqapKjabr9HRgNL04igqAUQfAje+SklJjZVMLCSCkAIkQ6Ca2PiOpdL09j3fRV/ee/NLOVctVSu9dd0cSEDE7SDOE4NCQGBUECtiBoYGJjuNhMiOOcBUCQzV9EBEUFg7y2aKZAPvneOzJQciaRc0l4wrYeUbHe+jj4UKSoGYFe0rxUsM/vg7aA4UwNwrkpOiAhNhRBLKZ44hE1NNr7cPSiF/+LHP0fgn3/0JAuSW370aPfo8ZBz/vjxdHx8LLlPUwDu+h5C6JvYcmgnyQYgkiULmHrvAayJMk7jOKkDnjfddrNGme69dG95tOz7+cMHn3780cfHx8dNE/f7IaVJiozjRATL06X37vx8tVyEaXw+jem1115+8mSjmohIyjSb+SmVovsm4L17Lw3DcHk5Re9CCER8cXE563szA0ibzcY7a9smpWxGWoqPHZNjRCXNOTGKqiBo16HjmEopeRwGu3379PnzC03Azvq2ddKkYROIQ/Sr89Wdu6fZc4wNaLq6XKlZ03gtUumGzKzZSNxmvYqBTadmZkypQPIhCKbgGQGdCyZIRt5750mLmOUm+nbWAti02xLYou3ymNh5gUxoROhiRPTTODrGUnAx766udmlKqmhIvgtFMiE5F8DU1MZh70Jg5xBDvbqQNOfJqBCjY0C0XIoUOqBMnE9q+/3QxBhC3Gy2IXCMEZHUYBhS8JxTnnLquibnNJXchGA1d4mbhhp2jpDYxIQcha7lcZgcs6GVVBj9fNabWRUDqJmPwcw0F/JeVRCp7/pWFZhENJCbLRaqMlouqaScEEkBvW+QEnunoGKSJRta0fRZvZdJlcwF55ixaGMYgCkJASOSOZLokUjNjCmDsZo5zhkoxn1OdSXPWHIpWbNAiU27227rFKUPXTeLFxcXKbGJ7PdXIiKS0VITPCFCkXbRT9NUdVy1x7Df72syXimiUjSVfS6ksJwvet/kITmj1keDzE1EIAFjs/1+m3NmRmIpkopA20bngpqAae0sL2YdIR4tZ4Q2DNSFcDJvBkpgfO/2UQTRktA79D4NAxls1pvFYsHkCpTKt2zaJqsUUwcIhVwbcpLgPYDlMoXogUrvQ4xx2qwaDORYJ6Aip8slIuYQd7sdmjGApCQp5ZQcgGNCtS42wfvdbpdSykSIWNn2sWmqJk1V2R2GzgcAQxEiAkQpUnKpXv9qvmLmPOWcku8iQ5jSBEwIxABaQLV0bbMzYnJiCmBt241TQqK26zabjQKIGRiowyJiN60+QgMzFTCu07BcddVEZtCFWaFStRxMTM0B7eAAPNvxvJmmyTTPulxCWa32xK7rZiKcUmIPxOCi369XSaaf/Pxdh7GN7aPHTxbzed/3x6fHkspivlz08weffPq//c//+263e/PNL//7v/1b683mN3797/3qr37l7S+/fu/2yfrq9M6dk+1mL5LffP1ucDoNm2/+3u/+5//lf/HBBx/++J13f/rTn/7wBz++uHh6cnp6dnqrny0uLy+fX66W8z5Gv92td5vtbH50dHRasgzDBAbeN9XzrapFclEEAAZCJAAjUANDs4qHvIk8K1XBVZGEqHjYxRsiMDAAooEaIhQEQFQGIJBqeUH7zAFVx43/7iUfvvCvlnx/4796VNcl3+ELRECqMQZKZMRqmMzyYtmcPxeDjKbeucEsOo8GDGBWUOD46JSRVTS4QEAI0IRookwoJXVtzNMUG29lYmxNEpMzU0ZC9iDKCF3wpOLRQMqim1m5wd5qxQZdx1cigDICAYAgU0DNJjpNeyYfQyyjJJbAfjftAIixSFGGMCUhRLQEZiUJmc8lqZp3DehGbBArnmcIASybJZWRCRiDaCYj52DY7hwtzAxsTFNii2wAtgHLACOSEKGJ5pzIqVl23A3TzjkktxVJjuZoyBizJIABcG9KjqLZHgDbtpPau1KtBj9QNtAqCSQGg0QkiFIkXWvFrZ6G6/y9gqSqGcCDOkBPXJTSnbvLKW0un+9UOIQwjNt+7u/cW77/vgAwEZspcW46IMoiiuAQqciWffKec7ac1PuIwCpjjJJyFh1Va0maY9POF3GzKXkEMGL2JWuIMOWhadV79ewuniMYM6Dq5AlT3oc4I7SSs1lAYjUQ033aGmUf4nZUphaspKzIBgyiKtKWzIQul0IO2E8+TI67c01MVACJsG39OG6QCiB4jyY8TRkQSmHnvVpib0W3pRSmY8SIACE4tfU0XTma7/Ounx1pER8OSc2IZbls0fZFhtuny4cPOY1xRPAc8/TsaNG88lp8+ux8uTjLCS4G04xjGq2MXbRX7t8ymsZpux/xwcer4E7X62kxjwjaNNi2eb0ZTCakyN6YHJKfcgm+SZJjbPOQRLkUIo+FlINPuWARIiZmRdyPIyJ0/WI9TUQ075aQBxBF18SuVYD3Ply5iEQbcmiGaSJkF4m8QoF2GOHf/vVPTz7tkLQYsFukkl3w45QotKlcBAUTNYN2PoeUjUIWCq4h8VRot5+cxxjxcvu8m/XbNBQZZo27WK/7ZXBr8S3BaGQkAgo2lTKKvfPBD6n7aL36wBObRLJXi6TYzGMzb0fcjxtiTDY8u3o4a0fPGmcCLqUyVsAYIpgVsXGfddSUVYxsylPerdehAduDlMa5XKG6ZkoIDo9Ozrp+IfsLlWKG22F/dCcMqYhMhK5zqEUNtGRYtst7J6/4pASlqCE55VmklhWgiEeKoF3od9N4d3b6B7/3T8f9czRIJa/W232mwt3/+r98O8bRHEw6IVIgX5ex6thvmnbY7lSwFCACQph247jZOdGv/8qvX63+cq9H4Ur2a2XXMaYxbRDBM6nq5fNzIrpYby7/4v/ZTbuu69u2v/vS7Xd+9M56c/lbv/2b3/nzPx+GoYoNHHLn/eV2S4hA5pxjxrZpDPD26RGTX54e33/l1fWwU7PtsD86XqDqx5+8/8F7P3/65AGzkyTOBxCN3teVrWN/eXnJ3pFzBGYGWQVBhv2GmQk1pyGE0HdxvV4jxBcdv8zRzATUVFVNKqgpeDVDQkMgYkQH5OiQk2xAJgYqZlZe0CkwslMhAlDEXESRIDSCAEjUeFIQAybvEARM8fAAFVQpB/GpGZlZFsDqoTUTSaLlGjk2IRBAOiiwVrsDlAE0BP/ho3eu5136yaNzAiRAAnWoT5+sqziWmZGYnCNkIjcMSojeBynFU+/Rn84D5OQZHRpK6aPvm9C34dX7d0MI+/2+Nv6mYUSm4+Nl1zXvvffe/ftnTbDNZnPn1tG4v3rppZcWy/lPfvKT4+Pj8+cX77z79Oys+Ye/+zvPnj37zne+s16vTOKXvvSls5PZcrl88uRJzrmJ7ZjW9+610+RXV+Pqcuua2MS4ulqrSduE2HBKOTbM7C8vL1cref31s9dee+PDX7x/vIhNjOMwHh81t7706p/92feWx/OU93//7Vc+/PBD1VJgitH3nbVtu97sl0fsfUDEnBNu6bWXXx3G7WZ7GUO++9LRdrtKyZZL3G0JIRAGVYwW2262Wq2maTfrWgWcL5ZpGEUkJ4m+mc/nO7dv22YYtyIlBM/M0zT5PqjqfB5T2s/nLkUFACDeJCnFHPngYZpSSaWfd8SOANXMeSdZxzR0fUylqCkRkguxDWnMilCmXMcXogDsLy9XNfQo56vj4+O+77e7lY/R0PK43w4ll+I9sxoxEVHg1rmQcx6GESFqsWk3hej6NuScpMii71NK29W6bdsaiuhnro6jBW2S5FtXUkYkAGFDUy2qFIoaIJhIMbAQnJiZCjJRnakyppLYcQjhs3rPMR82mgYGYodGMlUhl3POByeqKacq/pymaTabEVElp9c7+TNgq+ScgwoAEBiYIbNHZFWYplw51DWt5cYzU8uYnHP9U198z1JKyiUw12CoLe8WvRdRQ0Vnkb1vIxEpQkAWnZDMe08Eu11i5gpeVyvjMCEBoQuxI4J+FgmQqxyHoO/7Jvqmabbb7TiOHfd1TzlNkyOukE0tZgLMHGNE0ZRS1szXXrsbNVqMkdCKKUq5IWp676dcc/+m+Xy+2WyqL3G/39eBe9M01Uxc59chhJtE4xcD1q8VF58xM0Q+p8WqL39RP2b6mV63+gCJSMUy5GpAqkd4WH0rgPHaRngDj6lyUOecHfzaxnTDeIDrPEBXNaJt243jKCJ1/s9MzHWMXgA4BFcZgcTgidmhQQUGauUUTZMw83K5mKaU0pS17Lbb58+fRR/m8/np8emds9vjuAfRN770+le+8pUf/uAH5+fnf/zH/2Pf91//2lf/4X/wzXt3b6+uLqL3jNTEaIpvffnt6Junj1aPHz46WS7CW2+9fP/lb3zjG8//4HnK8q++/X/98Ec/Xiz23vt535aSpIyOaDHrp2l6/PDRof0DzN7dwI1utG1WsS92aIAiYTX/Vui92d8WAo+/NI77uyr7/JzVDVRFCLBr2uA9KMy6XkrSIqDQNZHrY5yxSiYq/giJrJ4vJhcDIYqpIZBjQFRTAROogErq57OUZb/fK1iI3gxFcgUvVVOxSY4+GCgx1DQ5dz0VJ/KEBgalJNHSNXMzUUVQQERgFhEiNBNEd8g+9v5Fu91h5C4Hf+MBqomHBFgfrg3PaOwO9dcvKzNfcL1/FsPAjLHxIbgDT4gQ62+Hg8UXWcjBF8x1dbmoop0a21qZK2ZABFYjcUtxDbVt23Ud4POb+N0QQtu2zIx4LfOOruu6uoaYGYL6EBaLRdfFab9GHGuMFzP1s56GkWiqdl7H6JxbLpfOhfMn0+GAr5WXdYljDPBCWOWN3lVVzRQJmAknNStVqXHYI6KqCWKFiKqqACizYyYqVIF7zrksUEGsSCBSMW8agjPV2g2rUl5mIgRDc54ZPSYrU6nLUWCXkhkoO2NH7BDZRDIzmhEAOMeOAktxjmtwvHPkPKXJRLNINd5ktdols8qYaY66u3dvxw6ntHv8dPXxh5fjOIzDhtG806PjxfIIFB8knU3ZRAWUwNSKFsmI6IizZcQMOAEaoQsODnAyM1SVPHoG75lRTKacYVMmKoWRAR0AqpmAyVgMysElCyG4uXeBTQG7y6vNentFLptJ0/Snt17JE6EPYKDC5JpZOzG3w0CuXXhnsTlumqvF0ZKgN9GpZCMB7lw8cs3MqS9IWXk/ynq7S8lPPIkkMkJGh0DsxzFVOaQpZCkmlMZNViDNmKYiowtUio3T7oMPf9o1adn7MpoKzbuArsSWDRKRIpF3QGjjsNO8nYZtIHLOLWZnlSwwjCUJFAA1SWPRlKFkU2FAx4596No2XAuq63r9mSS98kiAqjvjC3psAxDTqsud9bO+hbZtVXW7Gwq1GZvbt28/fnr5hZTLm4ClG98+HPBIenZ6K8b2jTfeuHf/5f/j29+FCL8sCBexCsm4devk6OzOkKbdds8cug699/P57E//9E//8A//8Fvf+tb3vve980dPEE0km0UiZEIxSyldXl6u1+s8TlVke/eV15quV8Yisr68+spX3pacdvvVw/gJiAoIVKNdEb4GKTFz3/fkWK55v6JyvFg8f/48xth1XUVB1u3NzfEf8ARaWXo1LgIr358cq2nNSDhYxwFv5OWH9M5rv9+Nntw5x0hV2kQV92sGaAeKeNWtvJiJe2iYwt+YgnuzuToQho0q8ab2Xa9TduwzD1TNqrUMAGjoCNGAQBmUUau7Bj0TErqAUE8eOWbvGclUYT8WQjVgw/jk2er55fbp+WYYdkV5s5mYSy5T1UlOSQzFbTJAoxaIZosFE3VmDVF/69arJycnH334rGkWXasITx3Ho+VpmoTQ52RMtpgfN02Tc85J23b28ssvr9aPX3v9ld12moaP1jh5H2NozDZgGEIDZk3TnZwsAOXi4rzrYD7v7969/d1/871XX7379ttv//xnP1ss+yfnjxbH4eVX7jw9f6K6da68/vJLOadcxn62ODs7e/fdd2/dXszn81JySgmku31678OPfnE15nsvdS/fOb2KRkTz+XwagLk1padPLq7Wm8R6fNQ63+/322FMm9XeEbLD/qg7Xh41TQMwAowh5GmaTk+X8/n84uJqHBIRnZ7eevDg4a//2levrjYPHz58+vxicXz07PwCQNWxSfGOondioKUAAhiZFlNhJFQsKYsV58G1LSiE4IFUzRb9suSsUlR10fcO8WIYhmHvvYvBpWlPRCcny3Ec0zS2s6WKFCkiigGZiAm8IzAQqeJHIEeOUc2Iq2BWRXLOoKqeXc6iqrHxIoUOfmWtlhM4XMgmWlRroWGVPvriKnXjxVDVz+q9vu/zlIpNVoSvxXsVVp9V6xBdzUopBFgrtBCCmeacbwBxL9jPDjTYqjbMOU9EVVtc71sza5qmVox1raiZy5X+Mo5j/X5df4tIKaWdNQEQkQAgSUJidhBjYAR/mCKAI3SOAFzbNswkUpqmabsYgpcKXGZCZOc9UtM0kQnYASMggfMutsEMh2FQrdsUI6JxHG/292p6Qywc8zhNkyfuutkh69wOhV8IgdC22209CTeIcyCcpmm329W846qlrujbG9NOLoUqWrku7qo3LucvgOnrz7/o6zOr3/yi/+eaF6+1eKvvVpVR3h+cVDV+4waY4T5f732WpHyNs0cwBCKsGVxYE2OqEvoG/3PjDjrM8VXNJDbOB1IjzMCMRC4EpwrMiMjOuVwmKYZkMQYDLZK858lSGqec9lPabTer58+fLvvF8WLpPN65ffb7v/97pZQPPvr4g/c/ev+Dn7/3L378q7/6K3fv3vuN3/iN5fLYFFerzTimhw+exQi73QYA0jQywu2z01dfvu9jc/vW7f/+X/wPz56eX61XTT9DULTSN20M7Xo7XF1ujDy17TQNMCLQNbLfEbM/bAJq0GHdxV7Hph1Cxg6fmv5NdV21ff6NGMO/M8XeL6MaVQsidH3jPavJbN6N075G+nRdVy+tG49ZvUi89yJJJLNzRIe8+0Ml46kc0ssPj+P5fD6O45NnyUzbth2GdPNWx8dLkby+2jjngvd935eSnQfnOQRXSgo+IlUIgalCiO5w6X4eKqOljjqVmWPjEc1ADto/752jVPSGgVQ/3Jp04r0nRlWBCuBm1hfSJpjphSJZEW7IuFpX7RCq9gbUjKsVITAaV90m42EJeqHA/uwsYZ0s4+EwoDoPybSoinikpol931e4wk29Vz+RmzNQt2s3wDczCyHM5/Pj48WzxwPidMNYn8/nAEi0MSuHAb5zi8W8aZqLZ49fCA41M3DOdV1H2NQPHBFV4YYFalBXFSVSMwFU5wFJDAwOQdFKDM4xu4qIUCKqu/RrsnHQUqEFDtGKJC5EpE3rABSpVJgqEaiggTpHfd/66HPOqwud9rnmA+WCRNq2oah2XfSONsO+qppV1CATARkY5JymlCBnqjJ7kQColUYIJiJghgYiWhDNB4qNYx8Xy76fNcQKaFPaI6b5/OyNN05Pb88FZo8eXTx49DRPBZAlKzowkTwNOe1Cy2abaUSR6F2HyISEhCklhMJcA8ym4KsMWIgcmTNkMEekbGagwK5eNaahAs88kKErhSyJQWHGaSxF1pIDg2diFGaKKvrkyeY73/lROw9AfHR858HDC0EwTXU4hewRe+KlQuebNrQN+YZ4K+pUrJRiIMZAAEyASL4Bct5x5H6mxUBjTgQEqlJKqh+3GWSFjz/9uA375cylsay3+9OjMkwrdlJ7u46YETyClkQvgK8PxIVKnCYDBUdEHhwCiaGI89jE+Pxym8ZMaI1vCP2YapeF1Q5PwyLGpKpK+EU8lZSCwQEBEKacpmGbcwbEMZe2n8d25r2fpuRJv1Cz3aTaAKJet40k69e//vXl0qdxm0UePdwc3TvJOYugSCYzZgainNQ7InRtM+8W8yZNU0nHx8c55/V6vd1u333nJ33f/9P/5J+FEP7lH/9PIYTKrPLemwpep0O1bbtHQiMR2+92T548AUIBu7i8fPedd7bbzerqfL1ekw/eu2TZOacGKSUrUu/0UkodAAAiOCbvzp89A5EJYBoGILp169YwDCmlF7dzImJSVMHwczsTvs4kproswiEG+EXL8U1j/abwVlWB7IwAjK6lNdWUD6gHpwIYHugy+LeRqD+//mNNDrwu8+hF5/nNUqmWwMgQVKGoiihQ/Ru4alKx8mwEanPRDvsrYyZ2h7Votx8MxECapDUYXWQlIog27D8BUFBl7wkhpyxmjV8tT44vnq8ZnxtZGrLKZre3hw8urtbTdlMAklq8c/s0+PDhB58+ffp0GiWGzrugQvtduri4WF3tCnLAPgAAIABJREFUjpZnpye3T04Wr7z60vmzy48+fMIU26ZbLI5Wqx0zllwA7ZW79+eL7uLy8enp6XK53O+Hd999Z72Cto1vvvn68/OnbdN85zvv/PZvv3X3zu1nl5988NHmW9/6eikl5zRfdKqy3W5PzppXX7uzWCxKSdOUSbppm9eXT6KDe7ePjmYx8vGdu7ekmAp71+33aXt1ufey3T+7/8rb83n/43cezuY8TWUxa9q27fu554AITQvsqJ8fIdBsNgeA7c5EzHt3dLS4devW6cmtx4+fIfLd23cSiiMgMkfmGGZ9hwZTyVZ1CwZNcCH00zCamSOuiW5NbGbdzAD2gLkUAkQDJjpeLKZpPD5ZNm0Yx1Hy5DyM4z6EcPv23VySlBGhtG1Q1f1+2m7XIYxt23ddLIWrwhGwDoqdgq1Wq6Zpbt26td1uh2EgojQewjaOl8vNZpNSOvjVD1fsNV8CTK04DgSkqohSF5svZKKY2Qv5ez6SAqSSrTCzI7YiBgCOhv0um/TBIWLOUmH8OeeLiwtVmaax6zpEBFDLqAd4L5mhGTkXEN04DGnM8/nCO+edVIbbrF927UKKpXTIiIwx3sRH3kz26kiKnYtN651nJgIcp7FtO0ZqHBdTw6JmqpYyMEOMTds13jsfqGki0YE0GGMbgjeAXAogIk1E3DTVH1xEYBh0gCEXCSGoYcnZEQ3DEEIjYszGxGJafcOai6TcdPHk5GQ2mx0olyqSUkWbVrQMAIiqd46Yz46Wq9XKzB4/fnx6errf75um6bqu/pmH+G+AnHOWUpEtda3x3hPzMAz1m/XzvukO1uGhc04Vci52zYmph1RZLzfV141dVSQDWAiHULVSSoX2ppRetAXWo3qxqXnQkaoCEwKLGoDz5AhZVaYplSLjVK47moff1bRRtIoiPDt2rvK4jJnaNgJQP2tFat+C654vpZEI+r6ZdbP9bpcnYnQAIKWs189WV0/Pz7uPHrz/k3f/+v5L970LMbavv3n/y2+98vjJ48ViPqXh23/yry6er06Oz7785bdjv7x16+zp89Ubr7+OoF0bV1drJDpfrQzx3u1bDjSn4dbpyX/4B39gJt//3ne2u81mdT5Nsuhb5mDIkhMiGpKBiZY01n0kvQgpqTMrQwQjhTretl+q9K71lfh3O/nhlxMUkIDIAJTY+r5hBlPpu24dfCkJEOazmYoAWBca8gQMJmogTRezTEWLN2ImMROw2MXQeg6OhEJwITogANCjk+Vu2I7T4EOYLftxHL2nNCUCffvvfblrw19f/HCa7NatO/fv3/vJu3/tEGPjzu6ciubaBmtaH6NTgbrL77oGCUpJBtJ20Xkac0FiVfU+dF1LbKrFQNhhjD42btgJInjvfHC1L4cE7DCEgAhqggRNE0JwUFl4UCsWB1V9YaYmgMJ8YFmJCZI5xxWHaFYQiR0wk13jTGsJegNXqFeUc47ddfGsh9TBehiftV0s3yQ7lVKImnFKgOIcdV1Xb8a66sYQ2zbWqCUAFhFE6vv+5OQE8OMDyUEEkZeLpYgyOcRS0/SIqG3b5XL5s3cfEXFK6SYlohJBwEK9auo+jx0vl/MqMBNNtRZQS97bYtnuh7XqBOABBKCEwG0XiIXdJJKQIyAZCEBNBFYCVH1a95+lpAi+aX3T9Bu/u7w0g3QI09EMVvqGbt05Wh7FUtJHtro8v8oZnEdAbVp/ctaH1rX9rOnoycWGkEWyqXiP83lE4lkXYsPOo2YEUOfg6Hhx9+4tH/RoefvJ4/Ls6dqAAES1+AixQWYF1KZ1xFLK4CMiyH6/MUyLo7ZbILu5Fjl/+gyZcsa0L64LeRwt7fpOv/bVN1PZD+O4nfj8fLteb0BdCC2ZgGVHVNJmtx9ns1kXY0nguVVhUwJEQHIMzChQrI6eKYA2qmBEZurdnKiric5SaL91jpqSwDsGM8dd8HGz17/660eCNOW0PD7fD+M4TVqsb3sK7GO32vH/+afv9h1ixLOXbnez+eUmx/ZW0+2IPWdhIC2TgeSckWAc5Go1EZpkaaJLguSQgufIrrgh7ZGg73m7WxGXzWjry1Ux2w35av+oEKZxUoMpad5D3u9Xz58dLVpPLrATgf04ipkP0YFhKmriVLiAUyEpVHSaxpJMMpcx50lzLt55IjZiVVCDrJqk5FIUxQwVFRit9ugIa47IZ6ApBEAspTjvRWQ/Do2fjWnaDnDU2E2u5ouJJp+nG5Ea3Lt3/2jp07j96c9/HqObpqni3w7YMEAz9K5BYDC/Xu3Or1ZJSj/v3/3JT53jlFP0YXl89Jd/+Rdq+I1v/Fbft/v1pu/7Jrhh2IGZmjDRfD5/7fXXY4wlCbMzpJPTYwVwIczn85dfun9+/sw7uHh2vrq6yDlXdDAzaymI6J0/OjpaLpdTTsgcQnDBKwID1B63iHzzm99cLBbvvPPOt7/9bUSUnAEgVZQdUo0JJWqZPaISCBIjAF0jgAlRiuAhXkukFER0jHC9EtbhQsm5urOAECpjiA6aETCtaFgDrc76it1/kQ+GgGBQN/GI10w/JAMFIK2fUm3dHsyH11xAMIDsXUB2RBScE65MvtqhcqaEB988K3AdVCAAkRURKYbFFES0OEbn/DRqSZgaSKkQgvduv5tqIh/y6J1jJCPa79Ik47DDn+2eqGmepqZbxaZ59PAnAno0X370yScxuH6+2G933/mz74/D6Kjvjo53u92H7z+qXfu2OcqJfvzDny2OoghsNgOoD74nDKZuPjsKwX/00Yc+8MnxnSntnzy9+PJbbw77YRjXIvb2r5y+9ubrm+16msanTx//o2/9Wtd173/4/tFx9x/9x/9YVT/55ONXX3t5SuOHH77/9Omz116/f//l2wBgFqYpPXj/6U9/8BjFfu8f/EpsgFHvvXY/eH70+Ok4FIJNEQgkv/G1t13ffPzxhz9776N5byr21luvnJ2c+uCnMV1dXBLy2VlzfDJvO9psNqvVk5L13t2zWX9cMrz77s/ms6Nf/OxnTWzPThZN1/qZe/n+SREpRZ5fPC95zFkcQTsL88WiiQ0hIfPqaidq4ziWnImxb8PJ0emYptY7MZ3GNJVpuVh4xidPHl+Vcblc3rl1L+X87PzpG6+91PfdersmzK++dvvxo8fTlNumu3vndL8bd7th2K81NjEG7zjlnNKE7LpuDmilpHHcL2b9vXt36lho1vfr9bqWeW0bV6sVI8UYay4xgDGTD2wUUkrOsULJKREFIn8zHLqRLYjIZ/XexbOLxgfPAT2CKJEzz0bkXChlo1Zm5NqmGcc07gdEDr7JOeVciNw1urOSl4GZGZ0plGzQkHdBvZlKTopY+zXOTJyLzLzd7OqeoHI4b3KWnXNVzViHfrHp0bGgFSkMaARjHhUVKhkMBFUJMYv2s8b72sKU2LhcxgObCFUtIzk+mKJEygTAzjkDzEUJURRLKWhEarvdrpiyc1Ks7/x+vzcfY2j2w5imyXu/mB8x+ZtiSVT7rmPmq5w2+93RYhaaKCKOMKVkKTVdW7WvRHR6elpnhoe5H8A4jhVYPO9npZRcCiI2TZPkUPG212HuL+TYMADUV9X2ds4iooh0I+k8hFanAgA5H+q3+sJSSk2ORsRSChHWArUqSOuSXdvztZi8iSs4rHogFUzCzGag1+TRQ2qDIrnPgQqJyDlGNGJTzaJZTdWyAbED51wIvNsN+/3u0POznFMOIcQYctmHAE3TOHI15KcUMYN5Ny+lPH3+aMjbPGZH/mh5fHZ2dnQ0Wy4X3serq03fzd7/xcd/8if/+uK//e+Olqf/zX/9X53enlvJnkBLOjs7k5Tafu4cO7Td6nJ9cTlvwz/5x7//n/2zP9ztNufnF3/1lz/6t9//qwefPrlcX3SzBRLXPG8xzTWE0aRKam+GtOXwCLfa8EPAF4Z71wFlnzEM8e+0nvPzGElEBMfoSJWs9VzJh4HROyIzNGiilzSZdzGGGL1zVAU3/axNaXCOQ/Bd1xGzqhGBalHNiNo0sW2bENFA+r5pmliy+mj9rH32pIAW00xoL927vd1c5WkEr7OuuffSbbNSisUYXn31PqICitjYd8180QNepTTExi+PFj5CzhnEFos5M5oVxGAmzlPXNYf6x6weoffOYI8EzqH3DsCKpHoy6n9FMjtomhAbf6MgqvM9RFARq7MHNHZQc48AxKyolTrgQlIkvG7VaW3BkHO1nDYzYgAjUat35QuZ9ch8mJuVksD45morpXjvcs7Bt2WXiBURQ3B6gCjWGSMws4GpCgKblpwN0UJ0uaRDO8nMQGMT6t1aOZM1xKIWzGrqXARIzLVTDnVIaMqIZibMQVWd4+PjYyIM0almUzIroBZbOjqeX62eq2XAml+gTRO7LhJLjHu1LJKITDUThRhaJk8g17YCNQUfuO+b+bIxyOzUIIkSAashgrDjvo9Hx/1uByGQ6JSLRXVm2na8PIpG5j0SaSlpNpsZFCkQG7dYzpBSG9F5IDJiIwJ21nVxeTQrsl8uZ00TmAGIWdAEus4vli0HS0l2Ux7H0ZFzPiBAmsxsQiqgU54MdEjjlmAe2DtUSaq5iObFvP3a174UGx2mNKTuu3/2g+3q42mfyEhkci7defne6fG9/5e6N4uR7MzSw845/3K3iMjIzMqsrIWsKhbZJLt7mmSv42n0jKxpwZJsDSABerDf/CJbhg2/+cGwH2TYAvxm+GEsWJYNeB7G8MgCZpXUY6nlbvb0NHthL2zuLLJYa1aukRFx7/23c/zw3whm1UxDBgxj4ARRyKwKRt649/7/Pd8533J8euycuKWfd8tldEiFNeWK8RaCW4Zsm4JGG1RoSKHngIpJaQEIUZKPhApZNaPJYtFmplxhqxA6UTbJyBbjPixiGpFebo2x6+dVWQfhxOb4jF97/R6KZwpg3xaE0cbGfNHHoAxxTDmvi7RBa6edO91/tNA6bU41AAGWSWpUhYvsU3AuGFMtl50tahdE6TpJN++d6ha2Cp5DAuU8ExZAaLRLwR/s7yueFkaayWZhmxClqBpT1KE965xLSE1hxS0leGKuiwqhQGsp6roea62zWUDeypEQck65MsYaozQziFKsDJIWRM4GI4g+RZ+g6zrvPK8G5oGli9EiWGuNGR7W6678eQ7zKqUDRQAB2ra/tLdRFXo2m02n1cHCMa8mgUlAgJmtMoRWqULrEpEleBFs27au60yuuXhx5+jo5Nv/6l/dunWLiILvtabCKBBWSmV5/9Gjh4vl2RBRUFZ13Ww+2gXCphn3zn3q5jPdchmdDyGQVqW1XXLMzDFqrVGBQkopnZycCIILoe97H8MKZclkY+OrX/3qeDx+++23f/SjH+UPq4zJiNE7JykBorF2Y2NjPB5H4RBCtgrPje/IiWMyxWBWF0JYLLIvg3rCzxkAshsBIhDlphNnCj0Ar9XpmXckT/I5BVE/wU/BIYJ4xb4REsimzQPNioiQgCA3AJCBsx1MSKyUAeD8PFNCCYAROPPQQZNCACCBlLzRWhA4OGNsUVoRjC4apVJIRAYJkqAyoIljjCGFziXhxBIL03THC0IiBCDFYhYt+xRdlxiEMJzNOtLkg5yezpbtMAwoA7Vtms+P8vksy/LOnYOj431jeePWPe/9qJmGiMcni8XSx8jGJKVLW9iPbt8PwaWoHz2czedzEdra3CbEw4Ozjz68//D+o1HTXNi59POf//zO7Qd/+etfvn7t2T/6oz+6cvUSov4n/8erFy+aV155aTKZBM+np6cpBefcrQ/3j477V16+8rmXX3r33Tcmk0kzmrzz1tu9D74Pi7m7sHOxbqrJxjhIdN2y65Z1XYjEGJwPfWJXmuLatatEtP/gEcfwwQf3jo/76dRcv/7M5sbOfN6+8847o3FdVXRwOD88fLS3tzu9UD19fbfr25y8vXOhWCzao8OTvu8B+ulkOhoV3nsXwpUr24jq7Ozs8OB4NpvdPTsKbjkejyfjMqdfnJwQERoyuxe2j06Ojo8OFUFZ2qIgrbiwVFhMnd/b3assffD+x/NZr4ku7+06F46Pj/veSYLELCnkFPYU44UL29PN6YMHDw4O97e3t5umscXGZDQej5v9/f3Z7GRra4sIUkxZuLFYLFJKyqiiMLYsu641RiWJTiKuUMkTeO8xPufs6Jg2N0ejEQn40AsJEgkAKBKABKJJlWVZFmW3bJm5LEsiShyJsqMEPxYZpxQLx5g4gbbK2hJFlssWAFLknOCZ4sApcs7lRZ7leet9MOONgflgdPYXjiGQUlVVdH2HChSRMvlXojCKUYUtSGGMMcRAhMvlPGtRRFIIQWsyVikNKUHgmC1uWSilaPVQliVmF4KIKI16JYQb5qFaA0uMsSiKqmoQse/7vu8zOso064zBMoLNeC8r2cq6Ojw8zJq9K1euLBaLyWSS3zO3xLK+LvM2IQ26oMApzzmLsjzfHcTH9WP5kZDRRwh+nS2Wabcp5jEd5ZHg+dLwfM4yn/s6/5p1KmBKKZtrDyqHFdsCsosLo1KoKDdJlVJKIDEjAKvMuQGd5YIxhsQhDx2zxC0XrN67vu9tofNx5gYeM4eureuqLEtgCSGkmFNlggJBRFOopqmWwMcHx22/PDja37t4adktL+5cDNE/9/ynPv/Kl//Gb/D9uw9fe+1H/+tv/dblq9u7u1tf+9rXtrd3dnZ25vOlUWgL++DBfdfD1lY5aqoU3OzkVCBtTzf+9t/6m7/2a3/px6+/8dbb737nT78XXEhZy6FVU1lAHTgFn7z3zEmEESljeUGgHGzxr4uMW6E/yWae/z/V760/hEJRBAoECVASCogklVX3AIqIWVCSykgBMA19IlSESqO1pqysUpjSoBqNMWR+l1KoKd9R2awFFIrWKrPegSMqzOq5xGBASElZ6tyOIE2jUQ0IIglAjKUsYE4ctdbWaiJIPgFAUZiVcbQgCFEm1otAEhBEIQUrgR9QrkCQZeDtMgDnaLvzSXeP6feQVxtmfvEwjwdggcQcWWL+ewAGHJbb46ELvHoBZibkMMOTJLD+RTkflhESEiHnaJW4Yts+Fmy4/mbVuFlnr+NaTb0KlYE1vDxHgsooLq742yCSPsmDWGXoGWM4ZQIzIAqIEGJR2FwICnDWAQKAUlQUWilcufkzIipNWmtSqHS2jYoiOvfUcyFobb5OaRU6jNqStUobytTQGKNRspqvs0AASCH0iT1LFBkgq9KgtcKcrwCcGbMpBU64OnsxRO660DsfvUZU3kXnnHOud63zXUq5QASlkAWUzgNaRhpuJ6M1CEQfAaAoTVUVJrF3ABJdF5XypVWFrazWXQop9ctFe3L6qCp52XXK7jnXRu+YiQAip5TCpYvbL7386ZTi4cHpwwfH9Z2Dg6OOsCRCYY6xc34eY5thijIIEHxoYxLH0ZZ5WSWWKMIiSSQaq7OXPpIYo0GsUiZE5GRD0MGD52hKJdliUYS0UWgqYwmBbJotjxbzM1OYumySRhSF0BNJ9C5FRKUW8/TRrQdHh7C1WTHH8ehUq83eS12PkAw4CDGCgFYVQoFUxRSdB+ehd7Ls/LJVbcdItdaGIxDpsixHk6lrT9+/dbtd+rfeuv2zN99GpaumabONWeKY4OOP777z9rv94rAojCqqXoyut3oXSFttLLNICAIKCXLhoW2Rn8mAOpJCRSsYICmlujRlAeONjel0Gh2EEHRhrUC3ql7+nGzSc0XYeWlfYijL6tKlK/PZ0cnJbD53y6Xv+8RApJNa/b/eR0XEbT8ej21V9sHPZmd7ly4tFmebm5vHR4chOGb+4le+9INX/2SydaFumr7vq6JAoszNFhFdaKW167r8rov52bLrk4/Klqnvfnxh67XXvqu0Tt2y3BhXTcMRRCQ6n3UZPrhc9tiyyPo9U9idvYtXL13a3t6+cuUKIv7u7/7u7du367rOa3MAt5lwmzeIlPKbuBiyH8T6dGlSWGhmLooiQ5TFYsEx5v71WsAypFUh6kxsIwaBXF2uRHt5EAeAa3Im/lkx/WPxNoIgT+j6eE2Ky+msAIAQLSRBZCAAUqjQaEAEMCSMuV0gwIhRSIBy/gywJE4SA1hNK3UiIwQXQ0imKJnJKHIxuL7XhmyhM42KjAZBZrZl1bYtEipjkcAzA3DXddYWSuF8uQClbWmTYHLsdOq7DlIqRyNjTIzStV3wPjvM2KIGCMtFv1h0Cuu+88GLtZztEquqLmxx9859bdTGxsbHt/d3d3dPT0/u3jkwimaz2c7uBRD74guf++a/fLUsy0t7e/fuHP7j3/l959ztj17f27s4n8HlvaZbotGwsbFZl+rk5GT/wdF83tcTaDa2A2ufVDPZXvb+8KSdTDfGZdG54/F0B3CxbP0bb/2kaZqnn9q9ffvRF7/4wu7OhUcHD8/OOhJ4+qnro/F0UbuuW1pTv/S5G9vb2+2y/853fnB01P/q175gjP3Rj360Ma22tkYh+Hfe/Wkbjpbtwjl34cKFixcvXrm617X9gwcPDg8PY+rajheLRbv0ly9dm2zubGyMqqooHqnj4+PRuKxq0y6X+49mVVVpoyHJ0eEjpczGeHJ4fHTnzp3t7c3RRv3WWx9Mp/XNZ2+QEue67e3tshjfu/dguWwRcTSq83gmj1gAQBuFCH3fP339+uzsbDQaHR4c3Pt4f7JZ7+3tnZ6eTqdTa+1idpa5fsyBiIwplOry6EgphUN67Xq+Ir+oSPsE713Y2i7L8ux01vf99nQz6+sy34aIpltbo9FoPp+LSAip6xaIamdnez6foxlCroigKIoQYoxJGx1iFMGTk1OlTF2WinA63SoK8+jhI+eCSGKGtm27rstHk0/EdDrtuq5t283NTRHJ6erWWiRmESBV1caWBXM0he1c61zSkURyX60sijKlyIJEZIzy3o9Go6EWRFYaWWJKYBQBcOKoTaGN8p2fLxbj8YQDJx+KogoZ/oH0XcdRus4Radc6pFBV1ebmtgv+9PQ0pTQej32ILnjSqu26zLvVWt9/+PDC1lbbtkmTtkZrfXZ2duPGjQcPHqSUZrPZ2dlZVjwfHR3Vdb25uXlwcFAURVh1yzKRkhHKsowxyrmArKxhyrI6rXWg1Latc04pk4eN2aAiN/i995yyoppJqwwvRbKlDebhYT7/ZVnmfVkp9Um0Cw5az3yB1mMKQCiLorBFFh0RKWOM1oqAhMWnYC3g0GXgGDiaAS7G5CmDc5EY/WKxQETm6H3fdZ0ths0dEbKSsxlVtR1772azk8l4LJC01V0fjNHzdsHMm5uby24RUti7slsU1Xx29v6t90xZNEVT1eMo+MzTNyfTC09ff6qoRl/55S9/dPu9D26985u/+Q8+85nPvPzyyy+88MLe3q5zwWqajODBg/7m9euS2DvHHOuy+dkbP7189dpf+2v/VjMe/eCHP1SKmtEocbx3716LmAg3p9tlU50GZwurlHIuIMhyuUBFTdNknVLyLl/QsiwLW8/ny8ViMRpNPgmtTonj4G/xRHvmX5eajedr98dalf8vAgNzX7Bt20wnns/nu7uf3T98mFLa2NjICZ75n9aP8yFhSdF0OhEOKToCCb5HgKq0hdXCKzEEQFNWBFgVBkEok6RQQJImxTEmH5bzU0mwuTG+vLcbnFdKa4T5fDaf8+aWevH5F9746c+IIEUPnIQZJRVGC/Dx0cFkVDcV2JwYqzElmGzYuq5NYRABMAHw5SuX3nr3NW3AGGULs7Gx0XewvTU6OupT4t51iAZImKNz3TPPXCeCEFxV1EVp9vZ2l+0cgFOC6XR68+bNvu/LonCLdmtr6/Lly13fj0b14mx2dHx49eplpbRSCETz+Xxr6wXv/XSyc3I8KwqLQE1TL5dF27VNVS1bV9Vme3uqFBICM/cdbG1tnh6HEJy1NiReLlPT1FrrGBfBO6WVQCoKk1e9UuCdaK2IyLnQNGPXQ4xsrSaKm5ubd+b3x+Ox66IxSiABynx+RoQpBWstDNkfrDVllaMtCsAlEQKwNdq5OQDpwoiEGONoNOp7HyMrpXrnC1tOp5PcHev7Pt/DMcYcheqcS0mQEElijEVpuz7kPU1rYpZBzWgg3055KyvtpO+8Ilou54lDWdthmSB573MdmbtReSur64aIFkt3eNgRYdd1fd8754ikqqpuGZpmc7E4KopRUdgQnTbUu7YojKIcc5qs1SyeFOSGLjP0fR9CIsV93xszaXvv+54UG2MlkNYWWOfnYM4GTBxCcAxSFMXSd/mDGBQi6LoOEbTW7dIpJGuh79vZ7ITFaapCCHWtmY13ITpIziutlLJKR+/b4NvAScvc9W1TlVjVfReAJSRpl2eL+ZEPAUFphYvFGSmzWJzEENl3pORv/DtfZ+iPTw6UNvOle/ute1Vdx66fjuqiprPZoSImAqAokqqyOjy4VzdjnyIIW1U+PD7c3b2sjc7BrbOTEyqj6sAYhYhN0/SdKKW1mXjvl6cn2jQXdqaCFByLkFHWaEqhB7SCzKy2ti4eHrZHR/3HH3kATnJX61FZbvoADGyLmgitdvuPTu/ePfa+bGpIqbx67dPXn37+Uy/c/tEP396YTg4O55Jg1Jijw+Onn3qm62b3Hx70S9d2/v6jw9Oz+elZVEVVVo0pkftjBvi93/v9t3/++qO77+9e3O1DSqZGM9rff9h1XYwsDEmYEFKCb37r28fHDy24GLrpdLMZb5CdLNsuCUdOIbIpir5vUwSl1P7ho0JHjXR6elqU9bPPPns493XThABE5H002lprE0iWbFRV1XcdILreVWVpjKltXC5aRLp79+5bb73lfSKydV2EVJBSyMk7j4jamBQl07q6rgshjMfjs7Mz5nh6eprH6VVV3bt37+qzzxw83K+y24frlaK+7zN6ufL0za//lV9/uP/w8PD47t27j/YPESlJ0ggJoSqKwhZuuZxcuAAoJycnGtRkMpGYQtfnxqvW+sqVK6NKyOFUAAAgAElEQVTJuKzr3d3d8cakqKvD/f379++///77Dx486Lpua2srVyk5MTxXEZJJrJyYARUyJ41YNE1amR2sn3CS0tK5wU1ABESsUkqpHCAcQoh9HxFVU0nky5cvP/fczdd/9Ppv/MbfvHPn9k9/+lMiCjEI8xe//KXlcvnaD388qkpmPnz4aHNnx1p7cnJSFBUhAhDmuCJAUYPiDwm1JkRIHP1y2WxMlvM5KaWNapqmXc41MpKqmubBvf2bL7744Ye369FGCIFFjDHee44RlYoJlbaIpAlB2PftaDSKHFnEGhU4QkTn/LiauM67vi3quiiMapTzvY9DZh0qNMa65RJ8BySMnCSh5HAPscYwpxgiacxcWWYZbW2FEExV5VypHDurrFXWDsIcEZEYgxjbzOYdgIIUOpcAAFyYt8vhQvT+9KwDwI9u72elas6hfXj/RGv13e/92FCTAp75eHJ6NMx7qLx75+zpp3b6Dt96817isJYFEcFosqO1ubd/evAvX61rc9bdQgVbF6+dLebzo9O62nh0sgwuHT/4uOuk75e2UL/yb/zys8/eCNE9dfXmq6++un9wcHL09s7OzuXLV20xQqoKU0ZfLBetIv2rX/viRx99xMwXLly4du1ppdSHH354sjj96U/vXbgAN25cRcS7dz7c2Ngsy/Kll15EUP/0n37r4cODT31q+8UXX7r1wR0+4slkYjUaBUbBW2/c2tqyOzs7F7bGi8VyvpwRaedc09hLly5Nphv379/rus5Wuiwpxjifz7XR9+8/RDiYbuxcu3btzp17P/j+zzam9XS6xQxlaeq6ns9nbbdEhJD4jTfe2Ny6UNejqmwV+RRl/+GB0Xo0mmxubp8enR4enly7du3h/f179x5oZS/sbLVtD5S0tmVdZ+7PaDTKFhsxxvF4PJvNcnMkWz/GGD/Be8iDcCtDz6ZplDUKIHLKJPUQgvc+xpSBBAAsl8uu6wouyspmPs+6PE1JEJTKuedCKQkCxsBKcQ7RQpQYGYDywjjXTqZsZJJr2SFOSkRAQsxOlTqBhBTJKAqUMLEIDk0yOWcgkVapdJzJnOtqmDky61wxpJTHMpz99zK+AkUEIAhaqUxuzGcmKyQFwFq2Ol+wedd1WcRcliXH4d3WFi/51OcPUtd1RuR1XWdHhHyRcmz9+WDrx/ruj1v5rYv4tbHK2q7qfOzy+e/Xqe4r+z4+p+AEZiVrO7JfgCuecLIa3pkG75zHXcsy0iDMFlsrbysRiXEY1ikAABrMQHntCAqrZHlaQaDVnCGxZAchXo0dMGmjCIl5uEOCxMCpcz0qKppq2ygRaZf97LA9W/bvvf/h9tbF3Z1Lly8/ffHSxc2dyYu/9Pyt997/4Q9/+Du/8ztbW1tXrlz55V/+lQxxX3z+Qh4FX7y441xfFOXFi7uL2dnJyek3/8X/OT87ee5Tn/r6179+9erln/3sZ99//Ydvv3vr0f59Edjb27NlcXY6Xy4XZVlXlfUxLZcL74NSarq1uUoUSMvlUim1ubmZL0XeCteeY+fHtvD/cDD4/3He+idOA7/A1iwrptaMF1uoPIIrSlMUJqNcrTURpATWGgRIHBUN2A+YUUAhKSCFUFXF5nRSFUWn48Z4PGoqq8lYvLS327slAUiMwTtCaBoqjFUETVW16kwBMELT1DEGSeChRUSlCAlSijEmgQB4fgTHmauT+ZOZLpXnLTmgIk8C1xM8ABDkPLSh3L9FIIJMOs1iEFvoqi60IhEEBZl9MYxsEfN8+5NzCAmQlcLMR8qDKSJUGkmhAA9s4E/0KsPiVVploiciivDj+emw8sKBgXcJ+PhyHob5IoI0dA1ofW3lEw8eZkbg89sL4mBE+8TNufotdK4jPjTC19TmT/4VV6kkq07FuU3mfDtDrZlveWb4hAjqiRR7GURUw4aZzw+cG6EgnveShWzYs5qUrp8dw6keHAclASARICgEBonMnJJkQ5RzzxQ+v2rW84fBgGLVg4uSBHJ/7fEjWcmtgT45+QBCpFZtvmFzEAbgmDgMMwchAEIkYWCOiX0IfQwqRh+j90lYEikRA2WhRhNTFKauoayr2ay/e/dAUuDoTvePwQqZeGF7o7RmceZD37N0IfYhkAycl1BWlpNbzOf1iEYjY4qmqimkxWJ+5jpvdYmJFsuzs9RtbGyMmo02zLrOhcjex8l4SxgBSGvLzESsUTNHyTHD2mqtNangUUABKRBKolJMG9MLy8WjW+/fe+ed2cZmFYJLsvHu2wf37u+X9QSgLirQqEAWpIpbt+9WtWomWxcvjoytr9185Xj+Tx6+9tNMJRKAtnO1gVe++KUvv/KZk0cvpBQWPi49oB2/ffsIVWusbdsuhCDSR4HT09MPP/xwdvTAUAohhoS6mn505+PIorXtXV+aIiUMCW7d+ui3f/u32/lBoU3Z1GXVmGZTVZsff/zxxqaJMXrvgVBrDYryiCzXOZI4gMs3Sdux1mZ+tuw6xwm8T2RIosQYUcCQkAIUDYkB8jLE1ZAfVjNzpNXOfP7P1S4rAFyUpfd+Pp+fnZ1dvXr1pZdeatveOd+17vbtO4vF4vDgWCGNm1Fu2bCwMSa4kClktiycc4WxN2/e/MpXvlJUZdv3bdveu3fvvVsfQErz+TxXGk3T5HitzKBb26I88ez4s/bOw5rKcaLMuS56YtV/8g6IwlFbunJ5b9RUMfRXL+3d/fjD527cePr6U//im9/a2Nr4zKc/9d3vfu/LX37l4aPj8XislNq/98CUJQ46KAChdTEDAJGRWRAlMpECEVbGgKSyKoqimB3sl4Vx8/l0Z3R8tLhy5cpyubz38e1m1Kw5UpkSlSWPxqoUuTBaoUQOTVVI8qHvlTXehfHmhk9xVFfsY9MURZl9tlBJFDCCWSRiXPAhhLppQnBKIREqneU5QSQBKsSsf4RMkQgRRASECDPJFRPLuf0ZVjNPDcLD3z8mM5FzPw7hr/kJOGzmyJwwsKQUncAnpDCKChQoICQCYmSrOAkLgAJErYwiIRD0iAIzAQyICQDqug4hMEtZRmtKRBWT0WYDmV3n7t07cn2KMWitUzCffuHzd+7cu3f/tG+VsmZv95JW6lvf+hPg+Nzzz/34p2/vbm+ZshjVZdc7F1xRmuvXLx+dHGTa8Pb2TvYfaZf9W2++IyLXru1evrw5n89/8pOf3HzmhdPT+Te/+f2tLfv5z3/+2rVrb7zxRt/5+/fv13W9vb1trW3bfjrdOpstHh2cKIXWVGCLlIgZY5ST0zkixghFYebzpYhCoGZktbYpijCKYC7bCRUpjBw4gffeGGtMQUSZAexdODmeKY1lWTOn2WyuyGhlldIgGfRDjDElfsJJYV0t5AxMIspDo3N4Tyj2oTKlVTZGLptRvsrzs5kxhQAtu342m9PKWoqZT05meTqXjb/zQ1Ypk1IIPtmi1Fp7TyHEGDgFFnbMAkKu74lwMW+NVefp7LnwtdZmE6TsK5V1vQzoU8xZLdFBSkGxypwnAtBKK1QoKqWBDpSPJ1tH5mdqttsCgJRIBGJgBBV8cn0oirIejYgoRGZBUip7FxS2Sj4hou8DAJBWKNC5zvtYVRUCKtKcRFuTyZnOOdKqrIr5fE6ISURb6/u4tbWVEePx8bH3PtM48wwtz1HzYCT3kjPCzEVD3unS6msNCdZEx8EUmCXvsLlyUytBc/4xyyBzzc0xT2Ip+6iKsFK4mik9ifnOu2CtMZ2AaENrNgUiImoiAqF8C8rq9RnGK6VIIYB0rWdJWf6kNSaWlETRQBJzLijFxihFJqWYs+zy5wo+6sIoyBZcyCwgoFSBiCH1zvuQUhKIiVGl2C5Z2BpLSkfk2XK+6D0cH79761aKuL198crlyzvbm0VhtnYu/qVf/yuL+bzvHXP6gz/4gy996UuTyeTSxb2ubRF4e/dqWVfLRbe5uVnX4dLelbd//vMf/eAH3fzYLU73tl+8/Je/9pUvfO5wvux6f/fu3e//4AcHh0e11VIXiKI0ITApWxiNSKcnxzGl/InKohHBEBKCGmS1OewOB8vKtXHlX+DXupWQq5NcoCDhunp+wq8ltxWVUlVdTCcjhUlZ2pqOppOR1XBha3pydGAVkIHpZKQRovOFosIQcoAkGqGyxihFzNsb02evX99omuVsefni7pXd3aa0xqinr1z2blkXMG5GT1+5tLUxQWbX9hJ8Cn2hiDl6H4xixMACdWGMQcolq2Ig5mycTYkUKAWAUQQSBxhuW4jRA8DGZCPDGQAGEqVAaSQSJABJWpMt8oITRCgKW9eVMXogOFkzmYy1Vs5HY9R43IxGtVKZg8TWWmMGARspYE5InJ1jkEAkBxxTWRpjKJtYZgyp9YBAgAAR6rrKy1MbjCkWRWELvXa5BAXGaGstIrEkkbxtD8scIKNfEBFCzHWnGlTBKWPatTMTSAJIGTYrhRn6rk4OrIzLacXwXoG9T3wo4PEiQ1ae5pnRKoiw4qPmO0qJEAggakSd3U9FMIRgrGhtEVSKskZTK64B5uFeTBEAYkzMbLROEplzWKMiUgBJeHg0wAChYwiJOSGhiHAaeKGZZNG2HUCFgFoVWhUxinB0vSwXbtn1mmJO2WAWXPUTmTn42PeOExhTJC/5eRRj6rqeeycQncv9TWAWlZ3khWIUHyJAyhkUPOjcs2vagP5AdIrQO0ZuU2IAQrAoiJAAIKXgfRejB6iV0mRsdqxWnFLiGLlfnvjex+jqWhsjRNy7Pvi2nox8mF/e23zl5Rd3dzYXi7nrZLngn7/5/nzReSeCSpILrqs2x/XFcrY8CI5FpF2omFJtRoQkgRXypb1p2yWRru07Rq+MrkpLety3MQSmbDytdeIALCQKsUS0iVPsZUiPV1aR0qhZkJn7bg5SzBe8aHmxdMfHi7v3v1eVo7Ozfjq9PDuZp4SmKGO0XaJ/8A9/6+LellKprpvN6U5dbx+engVG7kPvgy0NGitEO1duNJsXN7e2fOhtMwqsdT354+++7kIoavDBoSJkY6x/8TOf/vznPr2YPRw3hXNO6bKL5s0P97vbD0ipsqp864xWk7GZblTT6XRro5jP57YsGOH45ETmIT/iJ5OJ4BIVrWON8mNatA4r8KOUcQy/93t/+Hu/u3jlpc88//yL7318uORxmAUXUl5qiIiUOEYkAogCATARDbcfIGA2JZEMkFawCgUwu/nlfpzygc9Oj7/xjX8+Pzu7sLtjrR2PxhuTLe/jeLTxzI1rG5ONL33xi8rot997+8MP3k9RlDJa64Re58OO4dGjR9/4xjd673rvhVlZQ0bL6qMNSQlKZWnGE8WooAAzIAIyrKjzMFDcAVjy8iBCQaHVfwiMgySPh1YUAaAgCoGk4O7e/rDQ+umrl7//PT49Orh6ZVeDJ0mz06OyNAfHR3/3P/w7f/AHf+hdR5qIkBN77zDP9+B8Gw4JkIFD4qxGGdXl7OToxjM3+76FzcnO1kaJPC7hC7/25UfHi9AuLuzuHh2dNRtbwsn5yDFopYVImJUmraCbHXKKldUIrBSNS+r6+aRpklsYa08PHm5vXoxuobUyBK3rUmJjbRLu+pYIbWF9CMYUwsh524ouy5iABCERDFGFKWt3kkbUubrO476148Pjm7FeobgnfOPw/MsEFCAQKAFIOZdGVMotBJ8GA1TQg+oACFAwxwYjYZY5ICAAEisCUMIYsvQAkUkJER6enOW9N8UZywmRLk1RWKPRzOftfPHo1gf7AlxYuzibb2/PUhQf/OzkOKT03jtHINKMd8rC/vzn97QdabNd1SUp+vjuveOTg83pZHN76+bm3v6j/Tt3jt/8+Z2mqV566eU7d+8FH5VS43Et4jNP8K23b8Uoz37qKaXNhx/fn4wnN555fn//0f37Bw8Plr3nqqpTgui6shxrU87ni8PjuQDvXtzZ3b0Wou+6znlXVIUW27e+60+JzGiy7Zw/W3ZKKXCCGJMo0hWikCJA1S4dqZi7mjGy995qe3x8qhSN6/F8fjY7nTfVSOsCgWIUAEpJ+s6TDgDEnJeUYhalMJf9VVXliV+24NbnXeEVqfFoDADz5UJEnPfe+8VyWdZVVj4451Aw+JAlWykla0sRXC6XuVedPTYBoO3aomgIFQiBoAjGGJmdCBRF5VwAgPl8Ya3RRnI7JHvOZPydzdaMMRlPAiFppa2KjD4lTlEpap0jHBR8OTwwBgGSFBMSrnKqc0kjAIigRFbhLUKckEhx4hDYaNDKAgCD4xySTYiAmas2rsdnywURNc2YB/tK4JBQK62UDwERo3Cegq6TDMqqGByECYWw864uSu+9WhESRKRt25TSZDLJsDbrldf0pAyWAAYHznUy3tpgc624W8VSfaLlO98yXzfDlFK4iu/Lfl9plWaTbSRWkQnyuLE+n+u4I4oaTN5xcGElIhFggZSyCzIgCWlZm4Jq0ICQD3mdAc6sUxJOqJQhylETnJIAJOf6bCojjGXRxOBEiIfmveKUw1IZAJat6/t+NPZKGQYS0oHZ++iTKBVFYbMxQjQpoi6F0LrUv/7GT+5/fOfy5Utf+uKXbj5z8/LGFIFY0nPPPU8CH3/88Te/+c3vf/+Ho0nzSy9/5plnnhmPx5f3mvF4fHH3wmTcHB/Pn3lqZ3drvLs5Wi4XB+2sUurStcufffHZv/pXf31+tvz93//D/+1//8cXtrcVpmW3TCkx0mg0vnbtqa73bdt57wc5E6i+dzQMWBCGQQqdH6X8xeK9fOlzGwJE8tR9nTi3joJcz4dzh6KqqsmoQYDC2nHTVKUxGjYmTWGMIiisGTcjTRiTGFKFUpQ4pWRowHtKYFxVO9vbmrQEGNXldDQiYAlsiDSAQZg0xTPXrl7c3sII41HxhZdfil3/zvGJIiGUuiqPT8R72NxUKYWuX7CAMVTX2hiFBNlggxQoRflPrYeYBOYECEVpkBiQAYUUaJO9s7NUGYzV1hpSJMBKQdPUG9NJXVcxBgggwtYa5hRCIgVVXVSD14tkIpwtcgBdbrV4rWQ0qqu6IAKWSARFYZumtoXhVT5wUZiiwFUPCIigruu8ZLQufOjquiyKQiklwiKgNRRlTtXLJGpcMQhQqWGYx5IAs19ohq+ENBRkhKg0IsmAErN1J+VyUzBLYPAxmV9Oo8k63lXUFf+isfFq9CeZL5rjtkQEhz3GAGCKGLykiEpZiZjzX4QhxuypAYRahIZsLkHvfdd13jMReZ9b7AYlep9I5WguhUDrUhhxCApK4phjho4rk2tyLnSdWy56BC+iCQtEgyDMse/S/Kxv+64qSDg/3QbPiJTEu9j3bjFvY2Jjit67lBgBESwzptxzZ1KEGb+BGBDkhN6ltnMpFjFKSoOROypIQTSSoErMvYO+h7b3yvYpAYhBsAiKMOXGX9st+84ZpYYeK5s8MVe+8w4ODx9ZFZf9suudDwoS13UTnVAC6ZKWpNEjtNaEpqoQPYDrurlIg8p4H1Lop2N48bM3Ts6OkiCgfvSoe+edhykxA9RVmaDtlvdMUR6dHiGkqrF9HxyropxoPYpJAyIoZEmBA5EWVIiKQLMAUALgJFHECxNizL2vFFNZj5C0IkEs6rokpU0xqpo2gUSI2hpbquSqhOrbr/1sd2/k+qXrZNSUMShrN4pq3HsfY0cRyVRt6N698/B0fra3NUrJ15PJdHtv0mhb1soWIaU+uq3JJHjuvZRVc+XppxbH+vjooTaFsQUUhbUlIAZOPsQknPo++jAd2ec+9XxVpOiDMpq0pWIy6/ib3/7O+x8dM5/1LhRVief293Ucbi7EFRkB2Lmwa+300qVLnXdlWcZU5nQ6Y6xW4oKAMGBEJMDAHJhT3qYSZ1dMACRmIUJBliEyDlZGayIiveuE+enr1//6v/3XD48OdGHHk+bh3f2+9ccHx7PjE+/9g/v3++CvPPXUwwcPhHm6c+Hk6CRACH0PxmhtsptlURRt3ymlFl2HMWxe2BbE7GKQKZdrv7f8QM+1DTPn9CxYtWxWjfgkiTmlnCiltCaj1wIHfDw0byiHlMrbx96li0RydHpkiP/o93/39R+8NhmP337zjZ3trbfefX+6Ofr8l7688WD/v/gv//PPfuZzzIkjlxMLovreD3veELqgAAAlEWBIiWNgicKwDN3W5sYz164WpX3hxef/0T/8nz73mef/7r//737n1T/5n//R3/uv/5v/thpvvPqnr7/17nsSk4TgvRdjhma96wnluZs3xlV5/Gg/9G3ftfM5PPPMxQ9u7xejqu/OmlrPT+8bbc7OgtYwmoyttbP5cdXUTWNiSjkCcn522lQ1A0hKnBgQSQEIpJAShHWRZrQCY4Qxmw+taq5PGnnn9uLH1Yx/7qY9QDfIKctr6zkcYJxRq+lCEBZcs04Gb+h1FlF+jKSUHx0qMXNi4ATEgAjMgIxKaWURMQGctYHFF8b2LpVRkTApMLZJEm/fOYouktHb06IZbx0dHm6MJ+/fekjAzahBJz/84fuoSaEkTkCwOOse7D8SyWYn4xjp+Dh997vvMfOoGRtjzmadUqpt9clJmE6ns9lhVdnnrj1fVdWPf/zjB/c/qqpqc3NvC3E+X+zvL1IUa8uj43bqYtM0G9Pd2Wy2vz8bTcYi4gJoUyFUfSch4nzR5ip3uQwi2DSl8yCSlNakNHPSSjGI90EklrZExBQlBq6sCcJ974g77+PmdMt1kRMBgHcMokDQ9ZG0B1EpJYxMqJiZcfCSjTH2XZddQh7zaxGRqiis1gxgrO26LsTYuT5nsmURndY6+pj5oMaY3nW5eROCz+YceeeKMaacoImDmz8RRZG8BdRllRs/zrkYMZNq8mLO2x8i1nXd970xZggH1wo0CaBSikFSDJyyay4RZHBmKEnkiCIssqpbgEitXSXXNBthFEBCDQBE2ZAFVuEHkLk3mfGcj7woq2XfZYgcY6zrmkiFEAKnlFI/n0dOMcblcskhikgM3jmXUjBKM7M2A0szo+JsNrWe12WW7Np4iohAQCklK6fTdfboExSIxxiegCt6Jz9hwLBGiauPj/msEhEqxZLOo8Q/CzAk6yzPy/bO+0OArA8PB3QtBIgkmj6Bi0MGF6hsJw2iQbRwEmaRHLWTbwCFSCkl7yMOzFkwxgTvOYlwWkPRGGLf+8yVTUlCSCmJj1GCJ6Mnm1OtVOedXyy74JQWFNXHqCRVzXjrwtaNa9eOD4++8cd/XJj/68aNGzev39jc3AThpqxGo9GNGzcuX7rU++6dd977+VtvSoLPffZzX/2Vr+7tXhSRnS3j+rYpzcWdra62o6Y8c+Hg5PTunYPtCzscUwq9QpiMq0+98GkB9eDBg/v3Hiy79tat98uqKcvaWtsuPaE1RiN6zFv2cK5Szg45r+b/CzdiydAOVhZzT9wq5wZ9GSyJypEp2TONZO33CPlBr1DlcEkWFNBIKAycCCBPjzSBQlEABIIAGgmBITEQaAIFYhWkEKIPIBI8EOB0MonBC0dl7WQEly9fOjuboYD3HumT0oI0ro5NkCBnJ2gNWpMxSqnBCRwE8k61QuD5E9FAuQRRKlvFcEo5+UBrTZmBuRrKCqCklAhkPRZfN4MGu2CAwVUZxRaDW0xOdMgAzBglzKAQEIwxRXHOmA5BKZVSWC/toiiGFDsRkVUMoFVrb4N1oZSxOhHl857fc82TXDN4PxkyyycMScnh0r/wtsRhRof8JHHoz9OHwnByHt/NQCllQLR3oe9C8AlWoA6Rh54jxSz1WSdlpcTZNytG+qQWJMUJQ0hEkiKmlA3VSSSKoMjgjwXJpRQSp8FlHxUIZgKec87aOHQImbJKNITY977vglFaABFVHsszQIzR+9j3XlGXYiLSudeZjzNFDhwFmFkQBxNjoYHb45zve88SQvzEVXCg5SggpJhSuwx9H9o+WvHMDKABNACCaBGIMXZdt1y0mmgxT4vFMqkxC1hbgLbI3uiiqYvEgUCJIAKRaEQDIZVa1baAGOYnR10/t8WoXUKKThMKmRjJ914DILiqjOWoHE02BErvHigBZNW3LvS91v1kQ7/4S9eX3YX54nixPJsvQ9d6709tbUkJYjZ3SaQ4pRCT40SCpIzVmozRMggxsqk9iSgf+rJQRFRVExc5sk9ObMEC5FzfjIoUkSVoU4BStq5BVWSTSj2jFiIXUhRHREVRGKsTQjdzr37vB93Z4YWRmUya8WSqqnrn8rVHR8e2KgFAW5NguMsXi0Xbts14FMOESFf1aOFVH3y7dKS9AJZVlfoQ/WA413XdydGxLQtb1qqENlBKKc9Uzmmth4InV2N5Ca/JTU8/fe3q1U0C/+GHH52cnOrxKMaYQiBtQNEwBEfOWaAsPjEnTlmfMrSAB1Inyp+1bUAsyxJIuhgXi0VZFhcvXrz+7PWmae5t3X9q7ymtLTCEkE5ns8OT46vXrxW1ffVPvjObzba3t13XcxVLW8xPT6cb0y984QuXL1+OnFCpt95664MPb4lI13VZ7JM/bN/3a5rSL+pgnmePD+zlVR6DAkx/xk/lCa2BiAhEQ6rvlhc2tz771a/uP3y4mC8ubm8DCyl47ubTz968+dp3/2Rzd89am1XByhIAzM5O6mq0XvV50EcZJTMTiiKQxJJgPB0dH82Cc4eH+3//7/9Xrl3+j//D//L3/rP/5Ojw4W/+9//dl774+dv37n/tV77y2muvCSlhFIGYidDBb26OJfn/9D/+Oy9/5pe++yfftgj//J/9kbLmvfdv/Uf/wb/3vdff/MkbP37u2ev3bn+8u7tz9+69xUJOT+ajsQVOZ6fHo8nE2qJtl0VZ5duGiKqqTinFGFJKicOq6zqQP5UyiX+hIc3jX/SEJ82fv7PT+RJ0RRhmzsZFme8RU4zIgmsdymO84sxRhHXOrRCJyUeMwAKstMmhGZoMaSWJEyRJHAkhqcSUYpQE9+89QkRFBpUKLj06PC3nThtz7+F+YkgHrgAAACAASURBVK7K8mzhmqbxUYc+gkhdN2VRORfm8x4wdN2srut8VH3rvYtxWlqLfe+aZsRciFTzedi98NTZ6eK1P/3JZDJRqirshFBzMlrrpipQqhDCaDSazxd9F4Q7Zc14Y6vrusXSIyKgQtJtyzEFhOQ9E0YiSUm01kqZEIbMMxBaSVtTPmO5HZnrBO9DrpzbtkVEre0yeln1PREVIMbIIUQA4ASsBjp0fs+1O2OWpGH2oh2udmDTWE4SOCml+84BIbMQqpg4hGBNUdiSY5vtXIuiOD4JjxFGE64gSrbyFxROSRBJKQMSUkqcQmFKRGVt6X3MQq1sVbdmLa7FuHnehYhASAJrzJmEu76fjMcKCRNL5FVZtcr0zB5kBOvk8VXCKa9jV0ipxEkpkxmuzoeqNsMunDyC0pTLXCrLUgGiDIOOuq6V0qenp8EnRQZRZVPNEIJV2nvfBS8Abdvmd96qN/JePJ/Ncorx2jkzvyATOPO1WWe4KYTBDlQGvHR+3Z6v4TLeW5ma8nrud85MDzMI995bXazPqtKaJa30tXReBnNeo7UeAA6vIVxHqbPwWi0AQrk/rpCQhfRA+hXBGHlV5uZahzLAXM2gh7JVG1JKn5MjqizvXIHwlKMdhTFG7jpnrQXSpDEJOhe894lICdgimcIq0aCIQbQiIu27rp3PmxCbenzvwYPd7d1f+tzL77/33htvvvXBBx80TfOFl18prN3Y2Hj22Webpnnw6MEzN28+PHgUnf/Wq69+59XvfP7lVz669eH1p6/97b/1G1/8/CvdcnH3zu2d3Z3dnQvNeDQ/W7oYjo+Pum6ZGI6Pj69fv/Zrv/pvLpfLN99+59uvvvrmex8g6Uy+JaIcD1LXNXPiIata1s60T5bpf0HzvcfwXi5Z/jwnmPW2HmMktdrQcUh69N5naURm+K/vrqx5o5XFJAoQoEZQSMDCKSmEQoMmZUghgCFVGKuVEgbM2UacOIHr+uV83i6WmYCoLO3s7Bwc7hsDiLK9Ndne3q7rbBaS8gBt1eMQItQ6e6YbIoLVP2VfhPVTkCjr63AtUV6VaEB64I1nfqRSMAxsFa1RUkop5wavR6PrMyDAKJIPADPxJSOeYdI5fBljbMHntZ3rIX/+Ob9+nTifWZoD5VTSuqYcHO0G3CvI58ezOOROUU5QXMn6QDEP+tLsZXK+E/HE9+dz5B9LH8E1z5OfGP09rgMkEdDKAJD33PcuRhYBRVqRQQghJOcCUogxQ6ahSsuS6b7vYzBZ0Mg83KUxREQKgVMUEZX9VjM/csieARejzx9r3ZlOiYNP3scQQvYPZgYR5CTBJ+9zea+G9MzczBp6Vd45R+hiTITlysoYYox97/vQiaQQMjCm1QmEFDn41Pc+sUtRRFY3HzJDyhczRrdofd/1fQhgQmIQoGHdUOZZQRwe3wQkSFZRAQwIgGiU8oUurZayqKuyEWGOyCzsRSXkBBwl9C5F5/yiqpuysmVp2xZiUsIKkhQarJWiTEGWxlhEHWObQqybOkDyYS4pjEblZz57jQwfHT1ChKqePLh/+MabHzx6eIZqBKwYhDERSfQehUBphbllHCQlZZiUrOg5AjHu7GyCyMnJPEUS1GXRNJPm5ORAGehdt729czabo0TRRRfSeGM7iUf6v1l7s2DLsvSu7xvWWnvvM9wh56ysrLmrqye1WtCSuulGErK6hUDGYBvj8MiTw492hIMnAgzCDvnNJkzwZIywHdgBAoJBoG4QVZqqu6vnoeYps7JyuDfvcKa91/B9nx/WOSdvVgsCW+RTxr03855z9t5rre/7/v/f3/uGAb0LvmQqRbxH9i6EsEjRdaOhaDE8PJnfuXu/zzdci5P9txa9dOOJ5FJ3+W48Mhlu3rz54osvXru823r0TYs+II3Wzy/WqBR0znkHFXU2mUy0CHuH7AtATVSaTkPTjGE1bNpkDz07zKzMqppj9ASrVa+6e+fO+6+99lrbjdvJpGkGwHRmTmKbJ0ZEskgtkurfTVUdOeY1UO0DrRkpWVXaUVef9NVq6UPIOd+/f/+1117bHe1eu3Y9uFBK+c53v3vrzm1uwq1bt/rlsnr2Yow5JVADgBgjIj755JPnL15oR6OU0lvvvG1r8NK6+NxG9W5USGdAAOs0Qdz6ebHezUS46T1ptaGpfCCq/mxC+vpch5RL5ATjtnn6qadI9cL+3sULFx574vpXXnrpsScfv3jx/D/5p2+0Bwdf/OLPfeMb34qp39vbFzEQ+1dxsrUImHliBC4qDgkNusa/8ca9WzdvfPYnf/x/++t/44Xf+Bf/3X/73/z5v/jf37l3/73bd372i78oBXwwanzJuta4ox4fzRjg6uULf+DHPrk8vdc6fuUH3/6pn/npv/xX/sdP/8FP7V8418fZn/gTf/ylF3/3U5/60Z/4zGdeeP63fuX//L8m4+nHP/mpL//GbyxXs7HbyTmOx6OcRDMg15gHRYPAHp3fsB6kNhtzzrlsTNdUPyV9yB79wVyojWfvgQQDH54CSvVOmYIa1FloMWEEZtrA4kRJjax26B7cfuvjoa1fHhAroqFDYvZMyASKwIDF1ETJQHJBBQQm55wPRYoomhgikfMAYEB7+/s5l+VyOaRIJbHzZbXMRdpufHh42oQuF4Ri82KLVZKUQQpQJj9q2wvVv0oIZrxYqHO6XKbT05PRaOT9jki+ezDLOavA6eyQiC5duhJjXK6i6hBC23R7Tadmcu7CxdWqXy6XVHQ6ne7sdqthWOM3RUSBHGkB54HZmaIPzjmH5IpERDJgMctFnfe0PllrZexXk8WQembXtn5YrgDg9HSOwISsCKZAzGZQtfqIbOtjJJmhqHjvKxnEraO5lZkf1HsJZFUilISExJwkd82IJSOR995KiXFonB8AvQ+TyVSk9KthOp0McShF29ZXXY3puspSU9E1iN7UHPs19EVS1tj6phl79g7JVGUDrDfXNAY0Xw1DFlcMXWAgruY0QFNDAyzmDXdHk5JLLkORkgsJopoCopSyFkigC74OvNYTMuY1mMi7YGpFpaZ7156bY9e1k5w0DToatQCUiwmSAgG6KHkYBkCIaWDiUlLOS2bemY6GnMg5EGWi8WiUc5IiBGYmjfegdnR4nwDGozERSco+eOe9iZDjOAyoWnFuHJiBci5mWHsnkgwMqXCABgUhCwF5T9mwaDXoogGYGhQ0AimFHLvKIVXRVHAd1AKIAJLXwhFPAKIEbdcxUxZTJBVT0CTZM4sp2XobqWnLG3ve+tRey2pEYFIiDwACoCJFlIiY0QoRUlbVXACM2InaxlRZVEUFzGQYcinZTEajkXddztF7t7MzHYYBUNRyytFAskBM0QBnqwUCIrlUNJUE6Ih5GLQUK4LQq8IACqmP6LDxYWcHRMwkT8bNznjEHOLQs5d7999hdpevnbsM55jZu/CtV7+7WvQhhP29vXPnzl26fKkbt+fowt7e3vWnn3zl+6+8+s5bKcaLVx55/a33Fsvnrz1y9dze7myWdHVvkJKTOBcuX7g06SakoNmdHB4Oq9Nzezs/+emPffoPPHd4/6RfxbffufGDl189Plq8e/PukIbz5y8uV8uSNXRhiCvfhH5Iq2EY8cQIhyS5ADpy4IgaQ8ceTbKaGVqRUhtljrmkzMQOKBYhH7Yrzv+X+m7Lqn4QSHv2eAGbDaMO1hGxesFNBc3W4WsqDjkwGaIYAiAhIxITOqZ1khwAecJglmvl5NRA1JDAMTOTWvHej0atI+g6HLdh1AaP2jXNud1p651mGIXR3ng6bUfjAOO263zYHU9uSREUiFRiQuPWw7jpnn3yiWceu35xZyRWzo/2r51/vEEiQRBo2LXcMCwI4s44sBIJoGQQCDQmYRkiiBJjiankXHJCAytafapSgIAAtEjKOZWSixRmGI278XSMCOwoJ/HBO4eIqGQG5lpPjpAwlszMYgaIznlgrmJnVajdNGauhx9LsLs7mZ+emCbfjoac2xF679q2VV3UU5NzznsihpwyOwY04jrjQufaYgbYk1NTQtIQWISIfAgScyTCUsQUEEhEwYCJa0+KiFTUrDjHKhYH0+LM2LRu4KaCOSthMEtmipRVS06mjsC8FENg0VIjB1PKJWspQuhVUa3UHJ8ULaUSB3HOlyQxDc5TjDEOWjLVVHpmNsh1n+5G6xj3UmTdSi/S90nV4lAQahwo5qzsfIxFFFfLwQxNjZAcA6ghWEl5Pl+4IIvFkFLDNEa0LCAqZhSLplhSLFmFCEVLkQIEMQ25OOJq9gZYdwJYwS9XcnTcxwFUJWcoampkqGCQhjws4iqlLINBa2KKqiZmKKpFMCbrh5LLMkpBAgNQ0Qr5MAQxc0BQ1DJgQQAHhMJikDMlhBQ8B25YvYcwnYzNcjfhLIqCUlVTCqlEJ8U3OJ42vmU1LbnmoJnzpLLa2x01oUWaNOPp6ZJiGQpIscTOu3GThyWg7O/tDEOSoW/bbtyi0tCXYxqREyLAmIZL+9Nrj1wieObKlSvnLlz+1ndeu/n237itC99gSjmnhCaMClLa4D776U9evnDu8ODeyfHRUPLxcvn2e3fHO7sALALO+aOTRdcEptK0FPshUJ4fHzUuGJH3ruQYPGkpKoDgqret8qIQXE7AoUF0xcTMBovGjIKuHZ+cHLXBt6NRg64IrAYF8CqUkxYlckyuFY4vfOV7v/E7LzmG4NG54EK7u3fxzuFqsn/J+3boB7WY+iUBqWtfe/fO1cvncsYOQl5pO2lz0tVClnNDFlG1OpRm9uxM1Yo07PtYzExKVcVCn5ML3dFpf/Pm4TMf/kgzOX/nvdsecste1ch3KQ4OEbTkNGjjPQGbch5cSZYVgJXMyAQFyIiRgbY8MHbOsqYYwWDSjlrvc46337kx9MPi+Oje3ffP7e2Nzl8gcqBl2jV7XffIuYtvkYcoMS6bptEKY22abtSFJrz19lsxpyeeeCIOfb9a7e7tZu9rKBGYEkJlvC/mi8rjXGu2gbAOcVUrQ6YqmGsvqWsDs1cttaGsObJ3vgnM7JxHpCJqoqDGzpGiioqU87s7R0cnT3/qR+7dvfXVr720tzf5mT/yhz/3h3/qxZdeOl0u7x4cffrTn33l9Td/67d+ez5bEvrTk0XTdnvnLw5DMgRUg9qVQjEAVSlQzAxQjAwB7p/OxiP3zLNPApe/9tf+l9ls9l/91//x91999afKL/zPf/Wv/a9//a+bwa/+6t9tPDVt53wzkIqqqrGqYZ6M/K2b75nEyahdzE5iXO3ujP/4L3zx//ib//szH/3YG6+9dfPGux/9xMcU7fOf/0Og8qt/9+95kj/7n/zpvcn47/y9f5AXQyC3mvcpphA6U4j9jFAd4d7+zi/80S/cev/mxUuX/tmv//r+hfN9Pzx6/XFTu3//+Oat9030kUcfObx7sOxjaHzXdbPTRW3yi5gPrVY7ZK3BK1JMtAlNkZJiqj0/RAWGnDIRScnBBwAKnjRLNW6YmRpKWoamLcX29naPj04m0535cnmmzqwj3KzVjFmnFEWHHA3M+QBEJkpIuYhjpyohNKglsFMtCuQpIBAgpJRPZ4vqvGIfDIoR+vEYAJfLRTsa1YwAcyBFQBJ5orYD9ZLz6WwJAGbOiM10NlsB9M65lHO/OgFQI3NrITF572PM7757Y4vD6PtY+94l5+A8MjnwALhcRIAICETEjj1Q69l71w9LImR2dUxS/5tRAwDAVXZHSOYJAV1Ts6dEMxTIop6bSsdEpVLKsOybdlRtuqKiViXaapaIiaBhY0AFZNFihQOPVLVxUJk9IGfme9C4qGU9aJJqfF+rAQMzNs0wDO3YIwCxa9suxjidTi9evHh0dDTEfmdnt5S0Wq2Wy9UapynJkBWUBCWLd54IiiQDFZOiybwayyoVMEPvHGDOBZCcc8thMMXVkAwY2IemHdLKxCpzhQD3RhOLucSY41DTqKoPnzmklLYjKQCyUsxojdzdNIRULaVERMMQayiCc85z4xmiT8fHx6AkjU26vaZx7Jtm1PUn8XQ2a9qgvThH7LhtuO97Dk3wvuRqXhVVIUD2PsU+x2G811ah23RnV7OuVis1acPEzLKKJGFEZhCBkocmjIEgFTFDFSACiQpGaMxGJhrAOWMq1KCrvXAErCoIQCBFEfHOe0fZADOoqdvw+BwgEhgUA/LVh4WstUm4XBJxFcZKNue5lFg1X1W66djXD1OkLoLrPmU1FRKV9WyBqGpKVA2FEUEEq3moiAGqqqJtJL6ASFaSGtT2uZVS7h8edaOwv78LKIgEoENcKJShpKSZ0KXlsus64gDIMRYEUIU49OPRdDqZDkNPiJ6CZCE1FwhVQBSBWs+IZKZdxxGHoivwjTmLMXvXTXbHtIBRM758+SoAvXXrvd/6xlfbjp544rEPPf3s/u7+5NxO4PD49Sd2R9O3Xnnjhd9+6e7t2977T/7Ixz/6o08/8+zTO9O9vb2Lv/mbL/76P/1yv4JHrzSTbvQHf+xHbt26GZOVHK/utzuPXfmJT35E/sQf29m7+Jd+6Zd/7Z99OQ3N4d3bpZQL5/a0JBdGly7vHd4/RgYqWPc2HYTZYtKhrJgR2IjQeVovFKaMBGI1BdaKYrVGMWUVR/xvrN38PYq9jfqozh43DeaqFDJaz2DV1kpcACR2iB4cgDMkRUfOBd8RgmP2zjGDVR0nQ8lgzMC06fVWDCIWEe/9aDQyA8fVbwZsyoiOiAE8AaNCEQIgg4YdW02zUWbftR2BIyUoEBf9/P7R6vhkOFkxw/l2emlydcwjHwLvnj5+7dr5nX1v90ssDJkKYoFA1Dk4Nz7vIXhU33aig6SsOZuId5QzIhAYaUHHTiltu9dFRQGYCQhyKSH4NIgPjAjkiBiNjZ0zRGPKUih0QISMxmzAxYCJtIeN21mrR9p7mEzHqvfFcmh4yBICVa6VqIkUduv2rXMspYTGKYBIjnEwM8IgJRotGk9gY9XETCURgBFb6Q3QlotVEUUkFQQDEV0sFiklABMpZsqOY0yLWVb1hMzsRUnVUspxEKaAUEwLEoilOIhzhODNgIhVk0MkgmGIfT/kLKYMRmYIplJgWMmqH4Y+M7sMEuPSBxRZ13KILKUgkhqYSYyxG42q/L5kUFXkWl9lBB/jsF7tLUkB56kUQaRhGNajACDHCGZMBCYpZR98SqjimTvFpCUVMAMwRSQPRKZKjkzVQJzDVLKZOe+LFNUtEIPVOEWazwexABnFuFRtGhMAWBE0ZnRFPDnvOBABkW0oWQQWTJ1ZRivkVMQUJat5xzUiEtE8USZTIAfBCAWzwDJTdiCBofPNuBlrLm3Ly5QEBzFFCNWoCQjo0TfEgdoReQjoDSIIgmBsWUWG/ekEYCVqaRhC2C0qrg1lqSCJGYFhOfSnx3OPqAbdpPWBMaTil6EZ98crQ+za9vqV69cvnD++f3j83tHsoD+6ff/9G3dKQWdUozQbBILcL1NZxqeun//MJ5+FdM2Awmh6dzb88l/9m+C72XxYLXuijJwb7x5/9PLi+O692akNAAWWS0iGexev5pRHXXN8cNB1u42vx0Q0k9ViUCPHI4GMbKKZAyOhiuaUi1ghEqZ5ksZ77zuQQuDJvHMgYmq0SsDdfkYjPy2EUaT0BQe+Nz9BC0A+Z3TctAEaDykNp6vyf/+DL6GWEPz+/jkid/7C5fFod7HUppsUNWBWAFWjKqJWECkhBMlFiwKgD95oWMQ+mxvvXH70+lPjbnLp4rmxhxZioGZZDFynUtQRmnrvp5OJZyw5MtPYcRzKkDRnlGJqqlgqGKVscg4qBE+1ZABH1C8W7733XonJez/qujvvvbczGu1Oxru7u089fv0rX/najTfflNXgi7kQjmfHFQCCiEOKp1LY8dVHru7u7uzsTJlIcz69f6So89k221MRWUUIawI5rAfXVirL15ELPjAzgTrnsndx6FWllBxjZIdd00oeTD0CDKseXWAXikRARmBXrUqlNC2e29/57nd+cOHc7nPPPff1l77CYfzGO2/dn81G0+m5/Utf/8Z3Tk6XMcfxzmRvbz/GDEBgPJstQ9etgcWbiaMagIIxCWRQU1Mg6BoXcxlNx0gwmY5vvnfj9bfe1CT/5X/+Z//0n/kzTz71oZu3D157++WiSkVURZWQPCECgW8g9vng4ODg4OCxJx6/d8c9ev3avYN7/+l/8Z/t/MN/fO7K1X4JX/7n/2L//Llnnn56sVj44Bazw0cuX37xN5//K3/xz/+Tf/iPD2Z9M5oMMXPoSpE2kCNwWCSZ9Pd/8Quf+/7L37tx48ZjV3eQbTqe/E+//BeuXn7k7//dX/3zf+EvP3L10p/6xS+89tobX//615er9NjVS9+7f3D98cdTLtcee+yb3/h2zZaFCtNTBABPvFrMR6OR80FETKRPPTiwKGHSmRkj5pwI0UxHbTg5OTaz4EPXhSEOZnhw8z3ybYqJjXPOQFhNgmsNBQEDAhh7550H8AqWYgkhiJj3gWJpmq5fzBoHKabAnMWYvSNfrU9tO17LatBUiqMtdt7IUZHhQWgtryn3aghA6DGXCEBAoFYACR0CgFgBRHTVzagiWmWrKSVY25dANZ/tj7NSH+WHhbJnZThmVtd/+KG47DMQRCqipkjkGh8mrdvS+tSKmahqEzrvpAntdta91dauX0ydihuJiHAxVi0AxmnIw7AOw3DOPaj3trD++qf6ymp0eGVLbsCPa11f0zSTyaSWvE3TdF3X97oJgOIq7kICVQXFdeCumhZBNTJQEUQjZhAFMzJArHHTCmSMRMFVtqQpcKJKN2Hmmr9ZvVsPR43BDxmK1vqiWo3U+6Mqmvq+TynVcL9qJqy2ui3CKMa4DYogT+g4q0BORiBSWNB7D0jo3GbeJU3TANhyuXTE9ZOpekVEDKFh5mE5IGLXjINvhtjXua1zdDZfgTYH9DNpClvAt4Um1LQMJPLERWR9LjxzQD8bv77pzQA9DGiubxPJLZfL+vxUoSkzcuGNl2AdzLrVFW5gX+uB4VYZXC/EFhC6Lr+1Aiexfl1EamcQ7IwMFautC7fBFblkW5XxuKtkCyIsWUVM1UpWZgGrGlFZI485VOtLvYFrvl9KiRnZ8Tr4TqQqgtepP6rVwSVScM3HB9XiHPUxn87ul6wp99Npd3xy8N3vfee1V179kY//6BPXHx+3Y+/9vXv35v3qmeee/dmf+4Ij/tKv/9OXvvuV5z764WuPXP+ZP/KFp5758Cc++an09a+//tbBTw8RBHbGOwtQapvVclmKDMNpVmq6HTMDleX89E//B3/q6tXL33jpa1/56otpWMSSQM179qN2Z3pei+YkULJpATBAVDNgUGAQNNRSVEQf0u2g/VuUdNZLTESydkp8QMVnDwjahOhqkS+bxO11w6jCSLem/KqUqKh6qdspsoHKOvnNtikpolrdrYqQS1kulzEnQxCRIUYRMYMhp2U/bHgAUIo6F5qmYwYRWyz65bIvBZgpJVksVnHI7Jx3LnCo5itGaHwIvg0OCFEVUoz1jgohxJSIwLlQnymVM8/CBoq0VkWaFYGU0unpqYgQBACodi8zIKrp1bZNIlr3pOhB0EIVvg7DsFz0paiK5WKjKagAADoXzNYWwZRSKWpS3y+nlGNMzExuvQeklFar1YNcAVUuoAbDkPo+ApBKvQaQYlksllKq6Y4AIA55tRxSLLYOUbCSte8H75YiuvVwqkGMsfqY1wJK2JjiHpID1TcL62TRVERKvVjba13TgUSkJhCcjZT8gPlk85WqTSVTBdwqzNdYq7OxE/+qEMvtIlmvcnoo8XJ9zztX2eigqmB143uw2MIZp/R282YkWG+R25Tnta+GmT16M0P2zOxowwDa/KkTjHp9N/QaQwJTMRNY+3NwLUhWMbX1uB1BVbx343FnmEPjvYveUUXNg1QOFoy6bjw2o+I9I5D3zqpWzkDEnAuj0QSRS0mHs8V8MS+lMDSIroiY5uDgwvmLH/nIx/YnAZimO+ffvT0QVVUt1du7FJ3NZieBj4+PzbgDqprGRiGEUIqWTKCipl3nNeeU0vHxscU5kusEYtTDw0PwXS5oCsisOY263S/83M+MAxzcuXU6W7h2dPvw5BvffX0Vk6o6ZiKXYl9yZCdDXBXJ3oXWd4TIPqBv+7iqrdiRH+9e3J0vjjwig7bBj0ej1SppyaYmnhHRBa7KejQjJEYCMkJiWjPQtzIHAjIs3WgEZKth9cabb6deQoCmMl3oB/v7Fw6OjwTAtFTeqqxNqmvwhSEgExkjkwqvErTj3XOXrhyfLi5euQZmsQCyE4NUslkdCnCde426yWQyLRJzjoDMjN6jmOaiCAhEwZGZ1OjLtQDUVKQwEjN2o9HO7v5j5EpMu7u7u7u7s9mipmUAwGQy2d3dHY1GbdvW54qJt+jaGpW+Wq2Oj48vXLiwfaC2NM7qkRMRABIR3EiX61OyNt0R1YOWiKDJlthnG2hcCE2NI3a+8d7DfLU9hZIjENmaHl0Iznfs8JXX33ry6Q/9+Gc+e/fg3je//a2bN2596LmPmNmbb76JFEaTUSnFO+77HoAm4721ldrIrKbvnNEf1kw+w2qmHVIRgdfeeP3g/uHh0cHh0f1+WD565cr79/KvfenLbTO6f3I6O+1xvYTW0/pas+29Xw3529/+9l/+H27sT8cEcuPdd269/34x+OZ3vv0RtckE5vP5augvXrzw6quvvv766ynB/v7+V7/61dPTeQihaSIgEHOV55lZLgXQCIDIXbly5eatG3//7/+jn/9jX3j73Ruvvnm7PnTjnSmATSYTZh5PJ4bw1FNPfPrTP/H+++8/99xzzrmPfOJHvvbVryPrNqu77sCgVmI/EExH0/39vcV8vprPpzs7AGBqOSdAVSspFjLsVya5AACwrJaDgu3t7c1K3tvfOT6Zm5kPHWAVaYMBmplDZkORkoaYNKbNHwAAIABJREFUUdG0mFpKNhqVrBGjVsX8sArYlpTBuVxytQnmnFSZtmQKZOe4Yrd/LzDY2fDx/9/0O4KNEvWHTKR69uS18eXK2ktVidW8XtBhC7BGrK6P7SG/Ig/XbouKbN7EyNVBNxF5/6BeezgY64w1oB7WEaiiTRC7rgshbLenB/VerYW2xP+6Ez+o3B4OBNvyRebz+Wq1YkfbkIZaSzjnYJvVtIkhqhroetmwKHuaNB0JxhjZgBDJ+boKrFdMgNVqFVNUk9Gk3aaE17p0HfQMfmPblX9VvbcFh5RSmqYJIVQbcT2abL1JlZYZQhiPx/UvJycniDiedHXxqlfCzHJaR1sQVV9cceydc0PsRQQN6ke3IeaZmVYGzPrlIZyldD6c2oSbIcpmGrn9FppzjZmlFF1g55xsivP6P2//sl1810YQ022Fdva8jj/kft5e3wfWAl2fFc5YDrSofSDr7+zvXWOeVLfpAogouWzfzgccYuu6lAgR26YFFO8bZg7BVX5PfY8ildyw9gWUIm3bjEc12XleQQ4xxlKS89i2wXnaUBkAQCpV0BRKKXWMnnIfGt91o3Y8btvgA50u+uFo2a+G0Wh07dHLo4lHgxTz3Tvvn9w/HnfdxQuXh8Vw7cqjO3vnhpI1x6ee/fAAw/t375/M4ze+/cr1a08MQ1ou44//2Ed//ou/cHhw1Hbu3t3Dy5fPI3DXdWo4Wwwnx0er5cJMGubrV6/8R3/mP/zZP/zZb3zjM19/6aXnf/e32YfVyTDEQop703EI7cnpbMotB2egQ+pLSUUUjAhxW/Cvrx2uCTiEYL8/uue2fbC+rxBVZFvkrxXSG6nG1mQMUmLJWQoCq1opNXvHUg0DQxCBmJKI1VO1yoPDfSmliKnWwiDVdzbENMQMRqXIfLFMqZhBLmUYYimlKOQsq9VKihI6kbxYLGazWYyxTsCaJnjvm4ZCCCJlNV/knIeBhxhPT2dpiI5gMnbn9y9MRiOsFrECOaX60KWYUy7Otc45W7vdzpS7eLbeAzA0gRTLfD6vTGTAdd1lunbflSKVQXU25qSUUr/I6AChlBpPwoBgGYggpSRiADUumVRtGJKKIYEUazq/WCwWi1U9cSEQGPSrOJ8vrLogiM1YxaTI0dHxycmskkukGCL0fT+fL9f+b0MgiDHN54ucZWMz01JktVoxNXWd31wyGIYhJTgbN6eqMcYaznF2i61AkWEYYsx1Mdw0TXWT7FpUlcjrNtwP1t5CO5O+sP20t0AZ3S5Za9qwIvIWGAsf2I8fhj1s670tjXZ7N9Ze1RbihQ8HjdZfZ2e8WDW3tT4phFQzEtb/cFteIjvn1FBEGB+Uo/WVVN8modRmuG1hP6imQoxNy2aBWJvGMzNiqcUkgKiC8zQej4CiC+Q8MGNt16/P6wht07QtFOkNRKSYFcACaGBUEsSY+34wHQBFig1DGgZ1Tpm4mEkWbOH8+Ysffva5vYnPKs6N23a05YADEIKJ2HLR9+O2dgC3Hy8n2UKe1nFJiETrlkopXERjjMOgZuadI3apKJhpSsvZ0SOXLl29MHnq+qWD+6f7Fy4Nykfzv/ODV9/OOfcAAOgRvLdr1x6ZL45Pjo9yKibpdLYk13fTfUNl58wk9r1DTqvVhfMTlX5+epJWq8l4vzApmGoBAGKAqn8FEM1qBbb5H1Ad64TI5JDBRIuoEoHj4F0zHgEixxiB/PHpyZCtmJL3aISolUSwXlS39HDHBEZEaigItw+O3nr3/buHx0nRsZutVgXImEUBmUXqRweiVi3xMQ59H5mzAgNwvdu0nqZo01HauO2laJFCziNyjHno+52dnQv756bTadd1779/h3lNhpjNZteuXZtMJu++e6N2vrquqyeWnBIAdF3nnGvbdgMKtvWFDutTzRkaQ2lCe3bHxzNYzpTSMAygxXvftm3OpW2atm2JaDRuPbvRaDQaT13wfdb5oq+tJecdENUEXwAgDka+m05fffPt81/7+mQyFoWLFy7ffO/90/m8jyVnmEzdY4891o67fhXv3TuIMZcaYwhriMiDoxEArR9fMlyz0yhg1/Ebb7y5v793eHiPyH3u8z+Vh/5zPx2GIZ2czpGYfQitetcCeUliWl8hxBhDA7PZbLk4eXkxc6g3b97a2Z0cnc5+56vfvH3v8JkPPX3v/iE5fu/me3/7b//te3fujkZ89969o6OTP/fn/lzXdX4xKDsCFJGqLCBE7xhVFov8yiuvAEBM8MQTTwD5eR/feeedyWjadd25c3s3b958/vnnL16+8olPfAKMHn/88er9vnTpUomDaAZ7cACr9g1RQedSvyyhuXz5ooGscPzMs08z+TffeJ0IQ/DD0O/t7Xzy459AtTfeeGN2chJCc3iagGExP1GDo4M7TTfNYkwV6rmZfqFpLqgGhA6MiYmcs1KQmqZhFkKfiMbjbqiBtybMvqMmlqyqNXa25KSiQBQChxCGmP9NTjS/z8b3QyWgPTQ+WUNBEOFM9vX6BxA+8GPb8dSDQF0zwG1ZWNdT3bQLtXZ5fFijRh5OnT0DlUXcqK7W22/dULquWx/CRc7491KqX92CIrdDm23Tfb0lI1WFQMUxiUiNW6yJeb7Woc4hO4essG5mMyAxe6TWec0JRUMbdsYTj/601EqdODgfmnVxzC6XUtMRYJP6tc0lq6fDh4OAqS5q29pjC/+t61EtHup4sCb7bS3FKaWmafq+jzHu7++Px+O+74mo7/vK1dzGJHgfRErO2TISGjsCoxTjaG/KzCULkyPCvu+dc6NpW8eGKWVCatouxpikuFyYfUUoKYgiKVIxLaYOWWEdVrLhHpghKBghGoKoiinbg3zks8iEbWL7g1SGeitt6j3d/CsREYXaVFsXsTmb0TpmbUPt20r/t6c3US0l18NQTUo8M8axB5u6bYFOPxzMjWdLXNTKZCNEICbvXWUP1vq8FEFEVZNi6JTIqYJIrsrSs9WybOxqUq02WZlMBeoPEgkAq5acM3oghob97u50NJoAk0rJpe9GPJnsglGM8fD+3b2d3daHWuOslsPdg4PDg6MUyzs33nv2Q8899cTTzC4h/sK/9+8fHR32y9WXv/T8wb3vTCY7n/zRT104d341xHv3Dq4/enVvZ78J7WK+XA29CqjCZDppfTAVAn3ztZeXs8Nrl88/+ke/+OOf+sSPfupjs1X/ve++/K1vf//9d2+OpmPvuunOniKwdyLZBEhNkQEcGhDyZqAqhrwxv+s64gzp91/viUh97lQVz7DUtj9jAAKGYEyci1Zjf8UV1vatiK36WGPTSoE4JDMwAjWUyipkXZtFVcUslbzq+6JaDOpTqWAmpe/7ImIAOZc+xZhFAYrIkLKCgRkaSbblfLWYLXOEriFQNAE0ImAtlnMZNSNi6gVyzLXsDK5h8qYAAmTgCS6cO981Tb+SOMSYU/B73jebG5Kqew2A1h3RdeAR1NFbKaUMZdvYyLGsFr2IMiCq5SGmPoIYOwZVBkTDPMQ8RFAgT8RgijkLk3felShSYLFYxZhVrC/RBxTR1XKo1CsVQOSTk1nXnkhRIletmH0fZ6cLM1zPqDQAJBE9uHf/6P5cxYicSJVZpsV8pVLHlYzoUirLZV+yYAWiAKvkvo+O++2uSUQgEGOU8gDngwoiEmN0zp81/dficAugX0+MRbZtONm0En4YQfyBkOVtwnlNgdqcHdf3oapu9tOH5nsfaGbBGe7ORrey6YLh79E0rL/lQfLgg2aZAVQSj24IQFQt9bQmCz5UKzKxiJSseYjUFhFhFDCjCnRDR+QRyoMRAWr1rSOZ8zwatc6VnNmNOucc0RoCVNvMiBIaKhYoEDsltg0PmWj7WaGoaik5Zyk5iyaQUhWtJdvQF809Bbh06UoXQxN+kFI9n7ABSYGc7PDw9O57p7Hk8WT/5GQmxcChaq2ywcxijH3fL5crxDQUPTk5mc/ny5UpNttLz+QkFzSo4iCn7RBzTS8aj8dhPInJikYp2TtMi35+cgj9oWNbzZbj8ZjCJA09EzUh5CR5tVLW83uXfu6nP9+N3HJ+enR/FrPeu3v67o2D43kvBiiWcvIueC1OC2tO/TI4a5uQ4pLNhWasCLFEq8XSgxuubHLMCQAMFMGhIQIDKZINeSAiFxoEDt6rwBCFXOvaMTeBCA1IBVCwPjb1Lq3rVYVBkXPIpMbTvXP//IXf/v7Lr0679vD+vf3dPVEoxi4EowDsUhQQAAe1dFQwMRUwsAo6ccRccipZRKUkrU1wx2RmRWsnwhG5GOPbb7/95X/+G+PxeHe645wbjUYVgbazs4OIMebpdDoaje4fH4uZ9341rDTGnLMBhKapiVnnzp1T1cPDw+Pj4xijqgYMlWW0OZvqv+YAXVU8zFzne03TrMxGo9He3l5dsxgphDCZTl3wIQTVZZ0cOnZn4z5900XD0E2PZ6uvffPbjfel5A89/fSzz3303sHBeLzz2c9+2vnGN+Ho9GQYBmZuW85Zfq+Q203blFBtQ8pFELOscjKbXbh8UREeuXbtYx//kR/84PuXH7n27rs3P/PZzy+X/Ve++vX5Mhud6bwCAsCQZBTwkUce+VN/8heP7t258c6bX/rSr4vIU0895bvR+3cPvPfT6fTSlcuvvvrK7du3TbRpmlLKeDx+4YXfvnjpqoiyI8SKjIJStG3bzkPqFynBr/ytv/X0M0+2Lbzwwgu37x4uY/yVX/mVjzz3scPD+0OKi1X69ne/+1HRj3zkI9/8xve+//3vHh7ef/nlHyyXix+8/DIxK5ha0Xwm0V7BEWeAmPqUB0AdT8e753ZTLCkPk8loNGqP75989GPP/dIv/aXbt2795r98/oV/+fze/u5P/dxPzfrl3nT3B6+89vqrb56eDu/cuCmpnkhsHfVjwKKOHQAWLVJShpJzAcacIwGzD2VIAxMDVERqaBwCWy/FjN2anF/WSKsi+QGQ/+EdBM7cIw9P9+xff/L511BMz94p5cwUsQ4v65hmLT9ZGxQ3wkt8+DC27R1vWH3byGxXFaQVwGMm1ayW+yH3w/pt4Hoxqb+i5urh+umm6uw5G6C9Ze+d4XOawXrjMgLMUjCT8x4I1SzllFNm54qUwG47FgOA3d3dXBIzq5YQQtu29b0H5xgqhAADsSc2LZ1vLuzuH5ayiktz3JIzluQ8IBKzGmgpxBxjjGVlYETku6YbtSUP1WW3Tn82Wy6XzjnvuHZn66dZ1LaF9RYJtYVV1iqxik6bpkkp7e7uLhaL4+PjruvK5k89i/R9343a1aovDxJgSFRrZ9LWSSRONG0A6xvtYsk5593d3Sa0qmqWiFhkrQkGwPrpST0mImwthSJKG+5txbMSwvZosaUbA0AuRfHBTFVVz2JIdSOI2jBzz6iHz/anTdcJgbVcEFGlUkrbtt6vibF2ZqKxHmWo1gJgM31+UBOe0XM+SNQpIkQUnN8mc6xb6bamxAZkIqybBKC27SSltFisQvClZDVx7E3rsI7MUIqlJDnLctEPfUEkBHIORWQ0GpXigvcp5epqlPW8qAAUZgXAlPqSZTRuJtNpNwoAslwulstlTIvReIJU+n4YjUZXrz6+mg2Ow2q1SqlMpl0IHoGGoeRkr771xnd+8LKKPvnk0wezk9D4UTP+hX/3Tzbcfv/73weRbtT973/zb406b5o+/vGPPfvskzv7O67rfNugWE75dHa8mIvE45TiOPhb774Z++Xu7uQLP/OHkPgXv/jvLBfDd773xq1bh7/94lcPDu6LaiogWl1k6HwwCwBgpXjHEcygIHDl5jxw5P3+5nu0KWAepD5uLuv2mVq3jlQJAZxLUk6X8/lyKWI55cWqjzGnpIvFMueiCjFDP0Qx8M6JWhapK5UAxCKliBoMMS+Wq5xLKbBYDYs+FkM0i0WV2AD6pKshD1kAAckVBUCnakQcPABgziUJxJiGIQ79kFNhdog0HU+ZqysQPTeoLq7gxJZHR8fn9lsVcM6Px3jhwgXvmuCLJi6I08l0d7o76sYqiIBMzMQEaAIKUIpKMVPwLgwxgYH3wTlvCoCQYp7NZiUXMJRc5vP5bDYrpTQeK+6j5DyfzxeLhWbAwMwuxnx8NOv7hEYcKCW99d6de3dOnWukpKbxKS5u3bpjRl07mc97ML575zBF6/ukgoQExvP56vDwWAqYEaFHYDVCdLPZ4vT0FNGZkSo0oS1ZF4tl1eMSOecaEVgtowgQeQAjcmYpDqVthGrFUgpuZKWmfr3ZMINCKWW1Wjnnq67y4aRl2DQ1rdIsN5EM653OOVelEyKwbSH9nvtwKVIKiICIGdomhe+B1HPbqnhYuQC0rQMro+BB/8JUH2hY6i4TY/Qh2hqoyyml2lQ8K6cBNTAEq9oqYiJAh0RENX9Kq3/EIXnnHCoiitW26YOSdNuUNGVYm13qNwWJVLNZIXahcczeeeC2rcmsYIIgAAYKYAJajWmGIKZF1aECISE7K2m17H0QgxzahpkMzDQD1rR5ePKxZz79B37SUWKP7c7+m++d7IxfvLtamogjj02reT47XR3dn2maz5eL8URWy0TkiFsEp2rGCEY55+VyeXp6gujHQAAwGo0aKd77tZ7TVE2dc5Ik5xxjhI3OxTm/1RatNTLGOyPZad3u2DGZJ8zDXMXiaoWgnkMfZ549yoq0f/qxK23n0rDrPhSY2uOT+Gv/7IWXvvVyKYW8SymRk6PTo0//2MevXD139+57J8cnRVIu0EcbcipqYmIACLwJm1VVQVMmVs0IZMCmqKBmxaAAR1UZhbGDMPRZS21kcMzGvgEfVnFJSAzeaN2KF4B6eQwsANTcW2A2wUHt1r3j9+8eolocVpPRSM1iKikLOmk8AwO3LWjybTvEvFisRNT7tmkaJCJ0agzkYYi5lJxjbaLVt4OIgGQmtaUuIq+++hozI2AuuW2aktdo6Fxy144MgJlKllzyali54MU0tI0NIKonJ8dfe+mlV1991XnfNM3b77zd971vQtV/1lFBHRPUrOazzRpVBQRQLUUrh9AkbwMqasfZe69WELDktBp6jEM/DKqKRGomKnVkXXUs5MPtw5Nk3Iynvp289dYb0/Ho3uFR7Zs0o05V33nnRvVXi2jOUg20lWi6aUkT4OaQs+nfACIggxUwjkl96N5552ZMvfPN//Orf+/23btN04Lh0ddeAqDZYpmzAiiiVjs0AhO50bTr5/2bb7/1xhtvtIEn0+nP//zP/4N/9A8/9vGP/8TnPvePf+3Xf+t3vzbanV64eOm733v5iaeeeeKxR7/1rW9+9ic/u1oNzWjnhd98sR9yoGLAyNRNxjovw9BLLOMuBG/PfOjZ/b3p3t7OweH98xfOr27fvX79CQN85+YNJPrYx59dLJbv3riRc16ult/85jemOx2inpwc3bx1azwdFQUVkVJMFMHQoNg6PLZIunHzLfJegt547+bx0dGQhquXL7ehaRq6deOdL3/pn3z1d15czE5Xi+O2waeffPTw9HB3eu5b33zpuQ8//eLvfB1yxICmVIOZjZAATRRUiMCB7p/fv/rIFfK86vuT2SmSG0937ty6Y2alJCvFOWK0YVilNIwn08V8boihaUej1sxKziVHJPo30nPWLRkqXpAeqvzsh/8h/tCIAj/QtNg4Oh7i2z1UyG33LNocvwHPFqDVlQAIpgZoCGRQYLNzViUgOnfm8dEfbk88SF+ztRKTGETEVHFjr6uv50G9F9pmjfgtxcyGGEWVvRNVMk05xxRDbuq2VOU3wzCklMbjsZrUbX7bspVSQKs2ExkpOOfZxz4H7/d2dheL2Xx+MqDllPIQHZIPgZlPF4vT5bLv+6ziXJju741GIzEwAO99N50QUYxxuVxmKVUrslW1ntVznu3ObjHltRaqr7yeLRBxf38/pXT//v3z589vHWhlE+7kg8ehBwDnvfMeEFNKKeeqsmXnEKkUm0x2UkrM3Xg8PT09jhVqRFTKZtMKQUUXi2XTNE3Tmmk1EOacR6O2UnG33QgEVhNVMy3AuJ3VElGMKwAIwRfNkvPWgrIWg21sih+gpZ89AOGW2E5kQOsq64x7sw7uzErOD84iCGcsp0S16q7p2yIyDMM2S7qWf5uCEypriJm7pj3bbKh9GTVVK841XdfWuIhqGkTkUpRIVKEUUykhtGCKUPOsoNq0wBRAm8Z71wzDMF+sdnd36lw9JxERpkDMAKVkU1XnsFYvWeN40qjJvXt3RcQIVXU8aWNaqTlmCA3m3JsZIRBjaHh/b6+OTW7fPkiSFGB6bodd8+rbbwx9ZOYnn3z63Zu3f/ZnfvYnPvOZr37ld9+7/f5nP/f52M9ff/3V55//zeeff36yP3nk+qPXrz9+5cojH372o+w9ITQdD0N2Dh1ZhiJplVZ6cP8wFbh44crnP/Ppq1cff+qJx37pr/wyBd+M2mSaS19EJCnSmB2iiSMLztghQkYQhH9rQQ7bXODtfA8+oGHYFPC2NhhBEbGoMSYRK1lizDGXXGAYYhYRAzNIRQCA2RlgkaqQWlM6BUAVs1pMpaipQcwlZlEgMFNg5qAISSiJ5aKGQL4BckDegEouVTfqnW8YurZz7MwgZwAYYlIAXi57Zu57A6WmmbQttKFz1DZ+5AhSystVeevNt06Oj3MipiY4PxlN9vf2z++fd3jTGIMLnj0hmVSYvpliHfYzA5MftWPPIRVAgFJkGKLWSlmtX8W+H0wNESsAp5TS98MwxHrEMMPlYjg8PDw9meesIbQxr+7dOzw4OG3bDnHUjuT+8eLunQMpGkJnugKj+WwpxYY+q9bTFcYhLxdDKVqylSKigIQhtETODJhdTmqKITREnJNsLAXE5MGwFIG1md2IKnblQeBVlSMiPpzXtymxtqvKGf22nVV3129Vk+fD7jU39KmGuKzTPc+MAuDMyK4ickREFZABkZxzprKJs/mgdPyHexn2wIJnG9cfb1enelqt4QrboKSzNWddCddb/abOZCQiJEYwqnmkWJla+P+y9mbPlmZXndhaaw/fcMY75lhDZlXWIKkklUCgCQRNu1u0TRO2HxyOcPiNV0fYjvCD3/zgl35w2GH/BXbbEU03DQ4MjQUIEAhUklBJJWrIrCLHm5l3vmf6pj2s5Yd9zsmbWULC2DcqKipv3Tzn3O/b395r/dZvAKWUVRoN6qhFgrU2s9YaB0AhyIqyLioSiEHUhJrTKyAASORkBhoFeKmySdsnCMqSvJ0GdxIZMTESI4gRAU0KwPiA1aLNM8hyLLIio6zIdM1EJEbbpgJj8iLvN9Xk8PCwuv34cOYnZ/PohRQqUlplPurpdPH40ZGlbjqf1400jbOm0FkR03Cdn23su65r265tW9exsmGdtZPgEsbVyLeu285D4yadTCazYkgCRimFHAmCJZyeHlQnHSnpD8bT2pebGkXKvBBWEx8ioBYI7UJj8FW1mJ31eyOTY9+qnjGlUSDsI7umRU0Qql/40s994vXrwLXWxILzyn1w687X/+yvbu89cpFRASlNqCByCM57x97TKg6XdK50hqBBgCEEXEYr+ehd53plrpXKbcEizBwgdL7t9QauWQ4ztUJEFFzVoQikCBEpxclnZRQOwQuE8e7F06PjXlH2hgMbJYogKY5OkxIgJJrOFs57oxAFmCGKICrSNi96o17BzBqxruvpdLqWjSitfdctFtUS0RCxSrsuAFJe9DvsXPAgwICoVL8sF3WVF7nNMx+8IAQXk95YK93V/nRy1rquruuiKJqmMXnmvJ/P51VVBefysszzPBUJbdOtgJUVkqgoAhBRkg6ixKRbtkYXRZG2EaWpKAogtDZHrXr9XuMCIirh5PGJipRIDNGLVI13CSQi3XTh0uWNa9df+tGPfnT16nPDjfFbb711ejYdbWyQNohYzyuQZrS5oxS6wKt6XBCXg5EoEQnThpcMD1mgPxosFo3RZmf34oMHDze2Q3+4+eDBg93di96Fum5N3jMFKLIkFKNnlkS86brO5ri5ufnu++/941/6xYuvvnx0cHDt2rUPPvjghZdfns5nW7s73/v++1/44pcjq9t3773y8stXrz732c+9+e2/+u6dO3fLshQ4dcErayHGxWIRmYuyaBfTtnVGwXg0/sybn/7mX35r//BY29bm+Zd+8Svvv/dB3TQRaPfSpeeM+e53/vpsMnnxxRdjCFW92NnZ3tzcfPf9W6wAkoc2LpF4EdGKikFWVTVDLPs9MmrSzSazifPdYNhfLGb5eOOFa1e6Rf1HX/+DH3z33UFPDYa9h/fv/I//w7+4+Nylt779NhFeuXp9f/9hv18sqo5jOpUIEAOiESEFznURoqHx81evDMeD999/fw68s7P50ks3+rmNUazRvSJP1ebR0VHr3I0bN27dulXV7WQ6jRKEkUgQGQFJgBGSL1Bqm2LSZYqkPwouZS6MQIIMEQET5Z0EBEhQ0ouARDkfIbvKzgGQ83GFK+30Uxkh59HAxEAJ/IzQ7Bk9+TLHmhNRR8EzOdgpTmldca0lfCuC1fJQWs57QK26HkzR2Wn4s5T2nedzKqOTvl8Quq4DQtJqOp8RURRWRueKmq5NIaRbW1shhH6/33XdYrEAlATULdW3qaD3AYxqqtoqS4C9QVmOxotq1nXdhQsX5otp09UnJye5LYqi6A8Gbdt2zm1ubsYY7z/cG41GLgSb2fl80XXtxd2t+XyeWjXvvSG8cuXK0dHRbDYbDocA0HWNiCiySTWXjuoEF5lVAIVzLqn+EnsTEVNK3tbWVrpb8/ncOff8889baxNLYTweJ2+33d1dEZlMJoSKUIFA23QhRACqqgpReT9PJMM8z5VSWZZrxGWCfK4QqChLEXHep/wQ0kojkNat6wCw7A1EpGlbiYSIqBVCigsUQFDW+OB9jMYYUBQDC4f0Rok/s47bCiEYY9J3YoxFkSvC5ISBCVwUMcZ0XYeEWuu2bWOMg8F6RmxQAAAgAElEQVQgrVvXuTt37ly9eikxCogoz/Pg18k/CCLLnGiAfr+fjPLS5a2qKsuyXq+X5/3j46P08ykyUUSKIo8xSgzpAY4+hOgYYlIQJX+Ofr8HQs65wWAAANPp1HtflqUwGmNXXboC8IP+KISYatBUYsLKKyJ5D6TgwFTLimCWFUntgIh5mYXgiXA0GjZN42IgMvP5YjKdXrhwYXNzMxWsMQpa7JfFoqqcb5UxzgVbGD+dKp1rq5zvdi7sHB2ezGaz73zvrc3x5t7eg0Gv/9yVK6994vWz6eTWB3/zta/9E47+d3/3d4cbm9//wQ//769/47nnnv/sZ3/mbDoDgtksXnvh0sHBgda6Nxyw7wS4LMuL4+3JZFY3R6PxVudaY9V0Ph1v9P/Ff/ffTxfTv/iLb/7B1//8dHJW9nKrqV5MyiLPy6Lpus2tUeN8NZ3YXr83GIqPiLhYLNJAe52NuQqkpvUmwnF5s86XvMn1PoWb9Xq9/f39tGefnZymaSooWtSVIGR5FoLvvAPCvCim85kyGiTO5/OyLLNMt51TpJkBEWJg70GwiyKk9KJqjLKCqvMBSWVFMZ1OD44OUWedhygIpCeLUGQ4XSw6HzsPaHzdtDbLokDV1Iu69jEKKtJIDPf3HrZtywA+8tl0FgUYQBk7n88WVWVNrpTSuj04Ojs+OuGIIeJkMlO6J4iEWqsQhRUZhRgiRM/7jw7u3r53dnIavFeUfeoTb3z+Z35ue3Pn5OARKmjrenp65rvOZEX00HVdXddd21o7ktlicjLpF/1e2atmoIydnp0tZoutze2uAQKljQKUvfsPzk5Oix5y5NB5Y4y1udY2z4sU2zuZzLz3wuhDCFzluUrlEUKZ5yUpWD2/2O/3nQuExMwJXapnkZnzPE/mN03TDIfjY9XVbmGsqet6Op33eheNsSKd9z6EwGyMthxdCAFAcWQNqt8bMPN8PsuyTESq+TzrQ4zRdU3CdzrnEgJlrU0zTBFFlDaHFhG6rsuyrGk6Y0xTe2NM4lcnmt+aXZnye9dIaAgBRHnvmYNSNlHQtdYphUIIo3gAqevadWFjY2P/4aMY0piCU6D8mo2S59n0uLa2BMHgIzOVZVnXC60NYtBaU4hrfXwya3mCYa0ou+PxGABOT09Hw16MzBxIGebgXMtiiYrj4+Od7StExBy11lUz3x4U3vvNzc1FOyGlGseZtQlVVEASgRBza11RhKi8D9NJpW0vy8sSdXV8lPVsWRaIopQBsV3Xuc6lvc5YJFIapHXQNJ1zvuna+dlE217KQEnhvNW86pXmP/z1/2g0CowdanV8PLf2O4uKgQWErM3OTiePHx0YCoQ6y7OByHg8Rgo+6Oh96DqJzAxKmRjqLMsG/aHRNgRWVrrO5XkOsWHm+Xzet8tCJBUlWmtrl3QbpRQKI2LXduyhbdvpdJoTG2OYVJ6bssxtljkPIlERxRY0UfRhNOoRRNe1RV4AR2bvO9+1XPYG4j361lp9eLjfL7OmWkxOp0aX4/Hls9MjEDbGtE1b9Ps6Bh+qe3/70bBA72Ybm4PpvCp7G6+/duNPv/UdAhyPBpP5rK1rFmg795/+J//xpz/12rs/+uGD+3dC4KPD4wjqzv19UvrFF17ePzlQivKy0EJt1ykijj7L7HxemyJDYJSYWe1cqygv86JtW+99ckFLgchpWaaqKcszIfTOt3VNpKqqyXt970PoPCKFKIFbUgqAlVIAURntffSeCaDpukQXioKojMksaZUZG2P0HDnG1a6OpC3HqLTu9XqDQV8pxSwR2LUucONCTBjDbDGfzWeoVaaNAPgYkl+Acw6Yo9Yqy1LdSkpVdZ3ucpbnwiExQtMvSyTJOyTl9Ymg9z4N0kEpY3TyaPBdE2OsqkqYtVJZliHibD4/Oj4OIWhtUatUDIw2xtqa0DoAcF0HiNbauq43API8r2bTVLSEGCOIi6H17pWLl59//sX54oO27Vo3Z5a8V2iVM3NkeELdTeBPhGRmC0DCHphBETAnixpWummbgwM/Gm4Q6sl0XvYGJ6en/bJPRMFHpRRHjiLG2hii60KM0WSqbfxv/MZv7D9+8Nu//dv/1X/5X1x94fmmad55550Xb9zo9XpV9eCVV59jhN0Lo67rvvGNb1y8eNl1QUReuPbi7iU5PJtXnZBSoW5Vv09EbbsYDvvVbFFkePnqlXfffR9B/dqv/dqf/tmfZ1l2586dyWz6+OCwPxzce3B/2B+0vp3X843Z6O7tOyIyn09/4Sv/+R/98TeVMUBWURqbhqQA8z7Op3XRs0W/MFZ5jru7u4t6Pq0bMfaVl186ePjo2gvPf/XX//n/9Tu/8+qrV0fD4WjQv/nBzc997rN7jx688MKVL37xy3/8R9+8fv363bsPgGOvN3IucARjTAQh79vQaiCl9KVLl5qm+oOv/x6z2CIjRd956/tf+MLP1m390a0Hn/nU61Gpu3fvTiaT5164dnCwv7u7M53Orly5dPfu3RdfvL65ufn222+fnc1c65g5DatslvkQSCnnXF4UTV2XZam0rqqqV5aRua4aQDTaGGOLXgks0+lcG6MUJX8EJNrY3D49PgaRzZ3dpmmbxcIWBXMMieNOpI1a0SJ/Eh0Uce2DsEK7lFqZ2/M6klcUnqdantNnrQmlAsDx2ZAtfFqqsMT6gxcAWufPYbIdVef5nCtXjIS8pmYJEdf+KEt8SynH/hnrS1JPjF5Sf1XkOQThEAlAK0WynFAZY3wMyJLmjD5GFUJk1sYEWWaOA2Ge5ybPxLv1CMs5ByLGmJSMjKtrlwqC9OGNMTHwWpi3dgpde0ieM718YuWyZiRaa4uiEJHZbLaeVqX01dTVpPzA1bhDr/30Ehq9/ooBYnRN0yiApmkSdSd128vWeuUBsLRTPAcJJIObp6fDfD78+rzEfy2jSh3UeY/X9UBmRVU6N6hecyokrl9n7WhnjOn3+8aYtm0S8ZVIr7j4BMBaa17abyKvuJ3nSVNJD6m1Xr9VjJFgZUL4NMFrTSg9r3BNWX+kQCvjXYxBgu8AyFoFopmFIyTkIvFV0qvIygtLKRNC8D4mJi2RMUatL9faiSGtnPRhvA/MnOdl8h7Q2lbz2qg8uS3VdeWDy3tlMmjMS1Pk5XA4qJu2qbrt3c3BqL+YzTnKdDGdzSaLavY377/zqddf/9zPfT4w3L57bzAeC6nLz79w4fJzAPSdv367q7vPf+HNixd2P/v5zw/GG/PJSdd6kRjbrnFdnE68Z0LdNM3p6SlzKPJsZ3vr+kvXxuPh66+9/E//6X/w3e+989Zb3/7ww5ttu5i286NjHm+MQOlRfwhkGuczYzvfJGF94kelan6tp08rJLXKWpnzDDoR+alszx/zHSRZnpQoglEwrii1IQTPMYlAIydd6UpLdY6HzIIRhAUTEU9k6faZIBLvovOBBVjY++gjRwEFFFhi2kCT9x9zYGaGwBzS3196gbJniVGEQBg4poBYxRFjBGFMdQh/XJu9vCyklRWBvb1Hd+/enc1mIGAMPHf1hRs3Xh2PNud1nQR7AASCzGwsjcfjfr8PspRB5mV/PN4AeOScU2QkEXEx2WKJUU+sepNdLZGkHT5tU0/6cxZmJhRETIpiY8w5CWtcrXZ+RhGX+F0fz95Nd3/FPVm6+57nSqwZBMsD7GPJ0XhORf4E0ZS/1wz571pUT4vlgM55mj377j9Oz7xyCnuycy43HH5Kgf8scfRpy83zRtuJ55VE8Hmel2UmUoQukoA1ptfr9fulzS6PhpvHh4eZBjZGO1XXDr1L6InRmplns/lo1EuWYURQFMV4PDa5ybINkMO9x6c+kvchxAjWImLbOCW4WNQx1ItFJUZAKLOFzcro26qaGwLxOJ/U03qSDwbMcHrqjLGEmHIcJcDp6YSZhTprbRoyk6SFFyWKd24xXcS4CMG3gvOOFrPKOSRUhnRU6IOkVS1BQuQQ2AcfQtCJ0CGCIE/fyp907621oNqiKIqiMNKFKAKYnMCXXMp1SLSswHXk9cx4vbCQBfgJh0URaI0SSGkijITL0bAgsAgSEECe27ywKIQixLGpFtoWHDxLSCeaVlRojRDHw/LqlYujnuk+8zqimkzn00Xz+3/wxw8e7rdNVc2npS0TXhFdsGSnpwe+LZu6QuqhEgVEIpoIGBBREWFaRQnFWYkgEoTBzE3TjDfGW+MRAszn88nZWa83FJHAAYS01ghKIMboQZDX8h0BQAYiRRpBGCkKcxCJT0T16xJCaw1aJ91Nnhfa2qbpMqM2xpsXLl5cE/UBpeu6tm27rnPOWUVZntsYk7XS+jlCxMFgcF4SIiv4NYE7a9fNlV/duVKBOZF60sdLKHxYeVkZY4bDofNeRHSWK6Ums3q2OJ7P50QUOaYqZ7V3LQs5Ebl48eLp0f5nP/vZGzduzGazu3fvfvOb39x7+LDrul42yLI8OTrJkhQKa7v8VN48xe4TWsqbJDHuEISUQkItAtFFrXUMgdLgVsXZdN41XhgRlTWAgEhCAm3rx0P1P/0v//N/+9/815euXnnw4MHDh3vamqrptNaXL19+fHR2Mjk7PDzUxiqlfvDOO5kxL7zwwqXLV//wG38yHO02TUO6lx4brTUQEmeInJTzi0Xz4Ucf7T1+9OUi74+Gh8fH9+4/IGM/9ZlPP3ywd3pylBj4eZ5PJhMAeO21187OzqqqyjKquwAkEbUmtMnBEVni0tgiOs/MRVF0TTufzrTWCLL/6LFvm9C5mzff5xjRqK2tjeD89vbW4/2H+/v7l6++eP/+/TzPtc6rqiME13UsmI45QIgctoajyexMIrx846W3f/jXRtOnPv3G5cuXQ+R/75d/+V//299aLOpf/+e/dvfORw/3HiPiz/zMmxcuXPj2d793fHz84rVrx/ePjFbvf/A3ly9duXbthYcPvs38xDxiTb5MNQQRDQaDXq/wrpnPp9bara3RYDA4O5t2XXd8NAMgQvKhVaQGg0EUGyWeHu9v7uycHh2dnhyWvUFSmgOQtkn1QM61/7+wqM6N756JuX8iahB5dkL4D/vS5xQRaw59MsyIIYRkwSQibdsmIr41GQKtzS1T92WsTtWMMSYtrM3RxvT0LIaAgEbppVZTq7wsqq5pfSdGEdnGOwaMkaPCLM90ntVdq5QaDAZKKfAoImWWW62890ar5BNFRL5t0r6zHtwphVmWNdGtKeCppl+7RKUWLhEM1uqyFCyRrmNK/QohLBaL1HPnZU6a2rZ13kOLIuKSgwgQESdbmnRfUoFljAUQ33XehUY1yOK9N0ZrY2IIzodUSgaRZFvPzKRD4olzMjhJsnBZSUpiXG+RqcVa26UmLmWq8NLGmi7F2hZ5Ta1kYZal4Q2vSpkQQuSw9DhdSVYQSWnK8zz1/CsPHqW1gmU4KiutIYa1MHLdCa9bx67ruo6LIgeQEIIPnfc+pQClgny9zNNHTdv9Kk0h+fhFgGitNSZLJoFd5wm1VhhRQgjOxSSGJFTCCASICiQ656zVSqkYRDh6xyBOKaWVAWDnWu+90pjIqCHEtm0RKQZpms57zrISQLmOAeHsbD7uK+AmRu98x+CynLKsqOtFmWN/oMtcmqZtm9nuxSuIg3nP1nVFULouEGChy3dvvvv+rfeMNs89d0VZezavXv/kJ/Os98EHN4uRvPjSpbZtP7p75//4N7/zjT8dbW8ML+5ub2+NL13ZBV3MKqfIhOBqF4FoNq9DlLt377zzg+8PRr22a60pfuHn3/zS5z/lfbe3t/ejH72zf3jwaP/wbLI4PT7sDXdQ9LAcPJ7Ms7JIySLOubT401JJYM15U5YVOsDy9NczuxKf+1o54UgQZgRGYIAgHDil1or3oe2cC1y1XV23zEAKnPMgIEA+ggtRkFBpBnSBfYzM0IXQOMfAUaCqm6ppIwCDmtf1vGk8gwGYVdWi6VKxlwbtjoVQPEPjQxeCE7AijQ+1817AC3RBOu/bEKxSgaX10UUJUVBB42LjfQRMMVlR0gOtktcls3AUZnHea50fHR0/frxfV61Spm1gOp02dUOk2qohguvXX7p04VKeFZNJxSyb483xaJOjRBcg4sZwvLO5zT5ABJGIglqrzdF4MZ1KACABBKVJawLg4J02hAh5biWQDyfpEUtRJSLigwNg7zvnXJ7nMQYAEI4JvwjRr/wql91RjD4EjwCAohQu0zU1EUH64VRkowKbGWOVUooT4k+CBMmRGHFtTvN0M3nOZ5ITYfXj4Off4Qn8cQO0p35s9ZPr1asUpXJnvRTPccWfkBHW9PXVFrrq94DW3WzCrVInvMKDnnJzWXWMeK6X1qmQdW3X1Bw6RFMsCTNIx2dnBKZpGhFljdaaFMfMZmVRMqm8KEBlWWYlMgEqbYhMomlMJ5OdnQ1r8zwrwUlgCF6MzqxRonE8tNdefMUa6FzNaPb2vv14/7HvqhBxONjg5vSl66/9yj/6UpZrVurR4cmP3nn4+KAWFqttZnIO7cMHj9tGMXRZbhdN8F0EtsgSvDOIwug6F4JXGo026BgRFSEAcPQx+GT8TahBGQWSNA0rZ4Ilrr226TonZfnxC8B7DxFCCN4Hjp3z0Qs5j2vVfcKCGCEgRqHIyXoJKMnfZOlpw4LAoAgEVLp7pDQpB8ghhgA+YgwoHqKQSgouARFgH5uui227sBlhDArBrExSMfjgHfu4mJ1Vk9OumgL7tgv9zA56O1Zh6LrgW2ttNa0RgAQubm38+te+RsynpyeLesEAJ9NZG/3ewePWc4zRd45DTPEYxKJSBE1YituFOXTtIFPt7OSsbre2tizJsN8LMYbIAkl5B8wh0YMFASQxltOZDkiQkJAIEmJkZs+IiJoUaiUiSRykiIAxBD6dzM6m86TtJIWrZwoTqzs5GMHK+3UVRLbOzJb19DvN8VKGijYmHevGmCzLsixLZsup31uPNZbmaszRx7quRYSAV1AOpr7Xex+i65yLwtpkpFTdNmtz+GRvASkcllkkcGjEd9VscuXihW9/a3rl4oWXXrz20c1bR0cnDx8dZXnWHwybrksgfhJdC4tShpeRs7Ji6zEIIggyYGoWBBPiREwoZEgbpdhJG7vx1hijECNG0UAKEYRJKSJgiYgkBMKCCFUdDw8Pv/6Hf3j16tV/9Zu/+fM/9/lPf/rT//q3fvvho0dFr2y7djKZ8J27zFL2+qenC+Cwv7//1a/+oz/5s28dHBzEGJVB13mlDaGKwEDYudQbqw8/+vDtt98OIbz88o0fvPPu/rs3v/vd7+5euvylL395/+BgMp+5GFDR7oXd+3cfXr108Wd/9nOPHj68efM9EbG9nvcggUGQlIIoHD0wKIUhxEXVZqUvh4PDg2PfeCLoDXrRh6bpHj582CsKm5krly+/+bk3/+ov/3L74vbDw0cuxl6v//3v/+Czn/35k+O5NtjrjRbzlpQiZUIIHFlrmtSLAFCW9r2bH9RN/au/+jWtTV7Yhw8fvX9w8E9+5Zevv3h9/+DxsN8zL1wdj8dFUR4cPLp65eIrN64fHR8PB2Wv17t0ebffG04mU0IRWPoRxcgcPDAjJVDBa8KN0fDChd2LFzbPJmcnJycI4rrqyuWdfm8wHo871926+WFCB2fzicnNlUsXX37p5fv39yR2MYjNTOh0ntsQuOs6TuaBy1ziv48rKD5JuwBMwqakcVhNRJYgyyoG+Vy41nL/pJ9wRP6D+r3VUAyItFI2z6XrlDHKGO99XFqLolYaMkwzAe9Dmv6loLz0nKfnucjzTlvHPrmasEjnnck0Gl0tqnk9N1ahsc45QhEFTXDIGhXN6yr1e23bNnWdZVmRlwK26Spa0XvSDpKUFdbaxC9K3mh5nif2znmMeT3NSNv5+vvpJ4uiWPdRItLr9ZIfcV3XJZVr8TERJbaEXr2CCMYoiEigkvYu0eFoWaNQsvYiUooUk5wrHZbjqRhjCJy4trBcDKwpZfqlXXtluJLWhyIW4RC0Wc48EznzvHPpM+A0M4Pwk/oGnqSixcjpgqTuLssyRPHBiUhiAJZlmbK70s0FoPSRBZ7qB/xKSXgOkIhaa+Z4/lMtfWWSvDPGFNSR/EGfwSCdc6sMN52yGRBscvsIITrnOSYRgVp9fhVjy8xd50NwMUJmC2PyELhtW6XYWhuC71aXS5EiUp1zbeOMySKD9yysQ4DMZm0jVVX5DmrsamwQpSwzrRHEu04yA1ahVs51U9dOrYlZLgjSNKHX06PRaLGoq6pSCONiaMhOJpNvf+87o/Hm9u7FP/nmX7oujDa3Xnj+Wt2E06q79vqnDMjp2dGdvZtN9b1e337yk69nuemVoxeev76zfdFFMHlZOzEaTGaUJkVkjQ6umkwfcQh5bl+9fvn1V5/zPnaOj86mv/lvfu/9W/c5Yjdvggsttem37vf7WZbNZrOEhqQzeA3oyse+PuaIKGvWy5NmL1mwJaY4ANDSQjZ16Wl0kHqPrvVt4wCBCJq2A0IA8iG6EIE0KSOCnQsuxgjkA9fJkxOgatq66RhAiBZN1zQuGY/OqrZqOyEApequCywRQIACsmPpAgeACNSF2PgQAZiUY+5i6KIoIEDVBfYRoxAKNi62SSWoFSP4BHYwIihClCAQU5SaQIR+3i+zEhkVqhjg4PHBg/sPFrMFolIAZVYwCwCGwEWRb2/v7mztGmWYvfecDLza1vX723XVaG3Knn3++ecXi0V6OAGgLIvRaDgY9JQmrRVqGAz6ubXMt43JvO8Qy+FoYMy06jwzRAllrxiNh4APl/FJANYaIkw+HgCIJMCcXHARgAiQJHIkwjy3xmrmyBIUKQFRhMYorYkUpl87PcdZlhGRSFgVZ7B+vlNXtm7JmCV5Av/U7KNz87qf0u/BeS9mUqsYXDkvYHhmSKiUIiSk5WSSOabI6PMvtfoA/Mwpu44wPQ+J9gubfImzYjga9oriMESbkSWyZyeTdHwMh8PN8UaW1UfNnAVDCJmWne2tl196yRZY9Hsf3X4AvIRWJUrX+JPDI6vcw8ePDg9dXYfT04m2vbwYaJ3Pzk5zq0HM5Ky6+cHtGJq6mfWG49PTCTMUeUEovnXi5PGj449u3usNe00Ip9NmOmlJyIUgaslv75ogwfoIzNzW7B2gWEIS9KnIns/mMVYm06bsi4BI5AhAQSnUgt6l/ZlXkE+I0SeSkkhEYARBkmesC9bMkY+nEvMKiqVlfp9WvBaIMjMrrRgwggmiXGQCCRIVBWVYRFK2EwEk4UsQaLugdRdDcCFg7FDVXei8hEBGtARknfysiAPEtPiNVooQQIL3vgsqY4kJvvUSIfqmrebzySmHVmuLMQBLdC0wWEO9opRoo2ti59t6+vK1C6PSDvqvAwCgql28s7f/f/7e7793664uNiIvx2IQOMnCFGC6ktraGNm3LQVvDHTs6tmJD+w8m6xQpLSyZHTnHIsYa0MIArTsUZAJQIQ4MmAQQSFRmhQohXo5d18+HUSSkkJUatuEAZFIK8++atqk9HkSASJLinVEDtF3jUv5b5xGplqR0VlZjLc2UxNFRMLcyzPvfV3XVVUppUQwhHAWJquwKFqboq8pBs45iT75JgTvFiuHcIHIIq13zIBEPgIqm9LnEpSVSiMmIGEMHUY3KO3lCztKZLGY5oVNqTzj8cDYDJR2iwUAENqkqyUirYxLpTaslygBMAmgAAuwAAkmuFwJKVAajQKKzOIFOt8zVjq3mE2UMpnWwShrclCq64JAFGSRgAoQ4fDw8N/9wb9DDl/50s8/Pti/du0aEd28efPVT73R6/fJ6FsffbS9vaW1+eQnX333nXfv39/74IMPXvvkJ37r3/6+IJEgEAohgzjvITB4TwhFUZycnlqbm7wgVCcnp0rj0elJAHTBL+qq7Pc4xERvIeI3Pv3Jpq0/8YnXf/M3f0dAinKATkLnFDMCMQfxoJC0NV3oQuCmbSbTmWs6jbpru9fefO3Dmx/UM7m0mxd58bjtfuEXf3Fza2O2mGd5Xndue+fy2z94p6rb0WjjrbfeCV4yW1TKo1akFHAUgcCMyDsXdg6PjvYe7//SL30RhN997507d26/+NzzN268cvBo7+6Ht07OqjyXT3ziU2VZTiYTpWB7Z/fs7Ozhg3uf+eyb9x88ePz48Y0br168eHlQ9uq6WZ8oiigwa6KIJCv2gUJmjBDdeFBubm52XXd4eLSzNVIUtjaGL11/7qOPPhKGra3x9u7WcDzY2h7+yj/+z/b29v7iL/5qOpn3elm/P1zM670HD0IUFg/q72d+vsJN0kkKy3ihlLSNKbps1bAsicTnSA3/4C/6Kf3euuxbk77SHCnZ7D7JyOKYwMg0X8qybB3pS7Sk5IUQYgjWWhKct12MEQDbtjW5UUhR2HMEQVQIWjEhAjbeSYtK6TW1sq5n3vs0s4ocVvJ4SBwAXllEIoK1NsaYQG5rijWdaU13XCO1a0uS8+5taatK7inrkOWqqtbsTUTU2iyRb0Rt9Ip+traqV+trmOqDdfeS1Lpa6RBDjJERzv/ftTPnk3ACkhUHVZb8XqHV3RFSSzwgmbh8/N4tLTGXycW0pkI9iQRZFS5EtOwzzzGdkjY0/eJFkVtrkyZzyUIBEeHIfC7JD9a4+NKvHzHNDNP30+VVSqXUFCJamlSsUm7waZrl+ZY15aoDAKHWWlIww/ludi1ZTG4NWusQY1p+RoMxRJRGuHpJZfRsM22MUQqXuDJDCBxFktWCsAoBErZr84IZQnREUBR5jM55RwSj0dg7RggK0RLb0gZfo9JKS15kNiNZeO+7AB2Cpp5+9fXXn79+7fRkurd/0HU+BK5djGIE1GKx2NjeWVTz3nB86epz3jeHBw9/+MHNyWQyKAcXL3z0uTc/f/niYl7VgBAjVFU1mUw6VzvX9qze2RxqTU3T7N2/LQBZUexcuPLaSy9dvXzp+2+/6wLFCNdfvHY6PTk5OXFNQ35DxRwAACAASURBVMaMx+M16pEgjPVwNaU3f4xg8GMGMs90gGuZsqzYXAzJdRMEKCy5xLgap4MgOefXgTDrYfVyxhiXo2zvkis9tN51K/8kZk7uTQIYQoiRldKkTPDMgEIKSQCXESap/4ySAgABFaVGkUFQKSFc0uRJCZKPMSS3D0IRCCs6adKcrGZIkJuchdaINYjKLFy6dGVnZ4dIFXnezacffvjRYDxqmi7P8n6/KMsyjd8BfLIjSiQI3dNrNv9wOEy2xsn0V2tKHrkgggiKwFil0KYGpnUxRr+xMcryg9m0iYxIsLm5OR6PtSaRVFammT+lvi5JvgGYCI1RwoooIT7eZmr5Xue2k/XQZn1nATitHIAnwSerjujHWPj85Bbu43zOn/rD5+dFH1+Zz7zI+Rkd0hO+g0hcscrPk0/TNCOegwjh/C9yPio69UVNBsqEqoKqqkKgGFK2Le7u7t64cePGKy/2+6P9fXf/7pnzEmMEjV3XHR0dNW5WFMXZvEk2V123/CSbm5svv3xte3dH2+179/bVo4PEQmYRYIhREAAZggfXxab2XZiEEKzJy7LfNn5e1xDj44eH77370e7lnfH2rjW94WCjbafyZGhJIEoEEbQCgyjCBKCW7TpXRmHi8ihDytqC0RrjQ1hCPLJkCEcO0Xedd4ns50OnQxdjRBBEwWUYDPzk4R4AOOdTnkfbNgyOBZkYwD4V1QM6IgkoL+ijgHgGiSGYmJ7p1DUloieFKK0PxiNGZlhKLKKIIDBCRACEkOJJQZjZBx9jinwEjYQrJQwRGWsKxIVzVhubmdGgZ83AOcdCPrIiNBqM1ohBKWsLasNEIUdfV7NpV2EIoarbCLZpgq8qdmD6KjAQkcKlnITWp6cPKVcteqdUvPbc8/Oqvb+33zooy4wleheiilbyGKLIeQekhEzQym8QA4NIRADUKvXPIhLjag5IhIk+lCbfSiESIIUQlDK9nlltwj7GyBKapl5Tl4nKpu6Wm/Y5bsjp6en5+FxE7OfZ2iIBEb1f1gYrGlGSmSSGLWqj084jQis1kLiVfXpv0BMRHWzqyGoXveeu6/I8Z+JzYilEYOTI0ffybDo5jcH96IfvvPLyjbPJSdt1Vd3Eui57g6LsyTIIQwCAowQI8LHIIpQnzd+TnUBWdaMsnQE1qbaqy7LUpDSgUdR475xLo1HmgKSABAitMbHzn//8562G6eRksVi8//57oOjKlSsnJyda68Fg4FwQkeFoVJbl5atX3n///fl8fnh0lOelCNg8o4TeOYc2Y+ZkIKs0kFLWZpefu3r79u079++dTSY7Ozvzrk3szSQT7WKMIIdHB1lhx+Pxw4cPP/Haq9baosjq1rlIwLA0K05uSiQpcAgwClFV1xAhsCuMvbBz8a2/+jYAbG/u9Ho9ETg6Ob53797te3ffeOMNpUyv7IfAm1s7TeuapgGAeV1FYYnJoIcQkUPIimzWzJWBNz7z+tHJ0cH+o83xcDoFfN48uH838dtZwpe/8pVer/fhhx/OZrPBcHj3zt/O5tVnPvOZB/fv9QfDN954Y3d3VwRTzOOa8H8+JRURBSRVgMrAtevP7+zsjMcbJycn1Xe+c+/encFg0O/3nfP9fhljFOKmnV8e7P5v//Jffee73/7Vr/37b775mW9+88+JQCkETJmrDKB+quZlPd97QnU591fOA47Mid9NT1q1lYnj/+ew+L+j3zsvCUtHYJpWpdN97fTgnOvlvXWA0rIJ9IkLiitfytA0TWltEJrzLDivtG7b1nZWo2GESADARmmlDEdQgFXbOOcGg6EyWilV9nvzeZXe3TnXtLW2ZIt8fReVUkVReO85ptZFtW0MIRidr3vOdRT1ej9a/3brcnPd/q1/zUQ3T9OtwCEIg4AwRZB0PihDSltmDp0PLHYFYydaKSJySE4hokgjhjQOISJElcakSLBW5a1ZmusPY+i8QzemopOZU3T9eWLnesGtlZap6Vqlw6ukayFEWGUnnBdeAsJTxLyk7UHMsiyEbs0XZWaEp5Lcn4Hk47kY7rRy8jx14B4RjdVKKRRIua/Jto6Zl/jGSgR4Tl2plDKISmu9BB1AMaMwKjIAAOLXElgRZBatwVoLwM4nYyJK7i8rLhuuW8p0EYjA+y74uOS1CmptCI2A7longkXet5lpF7O0qmOMzrUC3lrd1vO2cXneL7JCKwkxzCbHymTMYA3FkEzkcmYYDbcm08Xeo4c2z1RmLl26ZPPi8PD4/ZsfTRfupZdeIWVu3vroypXLZPLD47PJ9GQ07O2URdtFnfVu3b57eLTYGI2jDxcu7eaGxuP+eDzWBjOtcoOz6WlVzbXWuzsbLFg33eO9B1s77LuOQ0RUTd199au/NF2c3bp1a39/f7FYJLwzTWlWScchCUgiMEs8T6Z65t9Pido/VnbLuq6CtJCe/M+VL6tK+SIJTUhZMcwQGQBIaI2/PHkcEFEIgl/KQp5k+KT/ZmYQlXjLazUvERAJEqeqk1QUiIklQYoBOFknEpEyjCSogFSyX+MIAgSIDBA4MgvB2ndrSelJcbdN07St09o4QJGl7peIkmiwaRqOokgBUdu6k+Ozk5OztDMoZUejUbKkWqso/TI0D0IAo9delMwSQ/SalxiNUgTASiFHCSGMRqM8z5knIUheqK2tjeFwqLUW6USi1pDlJtF3U4xP4l6SUtbapNFOzQ+RyXJrTGrbeJnfSqvkH4nMMUVFrwuydb+34mPzU9F2AP+vmr2fTOb8uM7hqdnys+Gz+HERICFpTbzK6Vn3e+dHhlprpeLTrmjnzITlybQwhhBCsNYWvTyzynuuqiq23qgcEYqiGAwGPtSJ509ExkAEHUJc+nhZzrJssmirissypiwZa2hnZ+fGjRsu+CiDtpW7e4/bTiLHpumQdJIbbW9ufvKTbxDGqpp1sdk/dlUzbdvWe7CmUBiuXH7++rUbqCQ6rBs3PZ0vRzUCwshBYpSmdqg54Q9EmkERIhALYp7n4/FYJIvRe0KlUGsyRsUACQFe+4qDUgaUMSZFAGutA8eko1sza9aRPH/XV1Hk7NuyLMuy1Ew+cETtan+enCIAgIqBWDBEFo7MTBApdcJP6T/RR3E+dAFsMh0gS1oro0inyVZSDjNA2gGQhZOpm7GRmZN7mSZDpFBiqtC871zbtE0lniaTCYMCVYQQZOm8yM5JYSTPdGbJKIltNVtMyrLMjS2Hg6KFXmYNAAECMyCQAkxlHwsRioDvXLpuHLzr4I3XX71+45Wbt243nTtbtO+9/+Fktmg6xxEkFTYxuQWueV+pkCBEUSnGnZLlAyaR25rQBAyAGJjZBwDQZABi4JislZVSSeW+ZvWv13AaD1pr1/1wevQSRbOqqug9MAORMua4rvJer9/vp8z0EDixkFbZvJSOHmCI8MSOAXhZnGTWui5LJ7XROjKrNIgE0EqFuKyy1gP/1fyfNbHErsyLvft3jaJbt26+99578/k8FUKpHyiLwnsfw7JSZaAYI2p6eiTCT6YyAChAienJiEIoxEFQhEhlxrb1JLd20OtvjDbKfu9v797jszPmjEh4absngGmSTy/fuHHzvXdCCE3d9Hq927dvF0VxfDZJ5nnz+bzf7xPRYrHwzmmt67re2tw6Op32epmyee0j0UpjHyMqTBb/KSP6ypUrd+7cOTs7894X/b5fVGW/N5nPEgtMKVUMB6fHp9ubmyGE+XyKiOldulkLmAOjwDI/gIhihBijRFaGjDHOuxACMGxsbtTzhSFVjun4+Pj05Oill65PF/NeXjSt/+hvbzuOEajsDaqq+Zt33+8NR6eTRdd1yVU7LCe3DKjarpMQ++OeybPvfvuvETi3ejQCm8krN26Mh6O33/7hF7/whVdfefnw+MhmemtrYzgeudBVVfX40R4RvHz92u3bt3/49verRRtjZGFFis75zy/xUwBa9iXUts329iYA37t3dzKZbG1tnp1NAHk2n2htXnjhubqu94/2jdH9fvnP/tkvv/vuu//yf/9fv/iFrwCw891iMavriiUAAhKx/P2M0HHNyVxybVaLl9Q57ehyvvf0XC75IPxE3Owf2u8pxLQDRRFFlFvLANGFwCFF23KCdhkgTwOldSZgckOJgCpVUCE4520/6xFgJGDxFqnxXRZziUvXNREBRq11jCGCdF3nBcqyZ4wxSpd5YYwymgA4eldV8x4WWBZKKRLQSIBQZHlNVRc8iKAAh+iCLwqvlDlf4q/jCBWuwpcJUQjOjZXWozmtNYO0XSsIRVkumhpX08vkdh1iyNAqlSQwDOsAc2SW6FwE4JS/bEyRjkwAzDKjtY4sQXilbIYY1xWSEmERXLoXCrKQCLMgCypIPrNLUTZADMLJm2RpLIsQYiSkCEKAkVk4cuS4moQBASGlQ44ksZVYKZ36vWd0WUSqKIquawHI+5haZpNgSSCWJRwWgQkooai8coNZG/cbY9q2TvrP9EeJKZcGeRV3zCAI6TU5iACDUoSo0l0QRm0oBo5BCGMIwsKkAEGRgjQ9YmYAH4RJYWYtqBwwKmuCi23tuuCRUZLHLXBMtTspRAXEwUtM6WdJ6k1aqYyUqaozENrc6CmNTUWCiewKLgRjTF72T46O2qoZDJhGKnCs6rljoNBwBJZOaxOiZHnRdf749PGlS8+dnU2Pjw+A1Hi8rRRevLjbGwxm83Zv7/5kMlNKxeCbnU0FgsruXLr6wQc/EjIvvvyK3Ll3enha1+7qpcvPPf9Cr8iKXPUHG007r1vfVA2EztqcCOaLGkkD0ebmtjJagAfDkoWOTxc/8+Yndi5s7O3tHR4e3rt371vf+ta9uw/E18QlaaPARBRmDpGFFKNmCgLJh/o8MYAkWRLLckQgrFb+Pec3J1yfmgIekJGEgdfh5BFRCAEosiCoRE1JOH0yY+SVvX9M7SMS4NqBHgQBgQRxqcBJrYIiIuL1q3zMYGMZR0OwygsAAEaCFNEquAzGkTT5Q06AXGCJCEKCECNyFIxCUahjryDvgg8MWVlUddc1cHI6n0znUWLbNQywub27ubmbF8XpySI07sHDR3t7h3XTISptYDgcbox3AaDrKoEQI3sHHEwMWhgQGZKWNwL7wF7YMjDEGA0BrcovltAr80wrgQiRSekUjqwUCsSkzVsqc0nWkYwJSTTGgCCSF0mELtGakkoQgFf/PD3mRUBMEr4o4tcOzKtET0GSBOOkIwpJVrJ5fjbm6AlThWD5ygnrT2GhuIo9oHOgZiK0J6unNc6VThFKYDvieQKMrIgx/MS6ipZXLggpAYCYsAMShWAIlUJA8gojSxRBEA2iCBSBAkAUFgRFgICDXu/Kled2d8ZZrm5+sOe7hVOoDYTAi0VzcjzbP3jQ7w9PTk+JIMtL6Ah9rXSe9DDOBRAcDHSWlRxVCLGrhQNDBGDkGEWiJiwy7RlrjsboGGN0jaLezs6OJVrUBRoqy1scTpq4iAEyZRrXbG9vv/rqq4fH+/O2K8tsMOidzuZESAoIghcffNs0ZDOEHijSSCQURbEwc+o5gJ1zVTWvPTds6rr1kRAtkkbyIEIExlhSPSPFcDge9odlWdo8Y2aJwoyRAUQzKBFK4SKyqpwBCCAiE6CAkAutBOAIkYF9bJx30bU+kUQUprlVYr4k+EZQmFZvBLJy0RdiIBAgTjeVUVmtEUhZMpqMRq1QljUHISoDWZbleV4bk2Cjum6zrAshSlwq0jk6TSlZCpxz89m8Eo4xAonSCISBoQ2haR2S7TqHMbQI8/m8m51sjPvGmKb1k7NpG0yM0VpYK0r8efgCQUQ8B4hL15UiI420Ox7Li1e3di80Ps5nU0I+PHWAYrWOadli0pili0SJ0ogKSJAJRQKwAITISRBBlAZ9EAVSym8kIiStlMIoSNQF71wb49I5hhSwYL/fT9hc3dRcxTwrIemLFQGihBg4Aku/KKFPJBCE2QccZwi8WNTHR8c2y/v9vrW2a9354T+AKFQAopRJo3dEq7VWgDTAGENiFbVd13qXErAACLQ2OqU7NEiEy5o7lVRLJLc36Fdtu3vx0vHpyWxeaZsPBsPhSDfOzxe1cwEhqWyWccrJ7Wc91hME/DH5Zik+HZAESVg8gJAyiijGRrjYGF3Y3N4dbWwcHp89phNFhpRGCCiEAiDS1b7I1TvvvPOLX/rid976y8eHR1/84hf//M+/VfZ73sd+fxw8ZzYXpKODIwMILCHw2WS2ubV962/vF0XRuBha3xsVWZZxYIgRkJg5SKgjtF334sZG2etprVFB49qmaQhUt2g1mbYJ/w9lb/ZkWXad96219nCGO+TNzBq7q6qresJIEAAJkgApSiZlirQZFPxg+kGWQ/5/HOEnP9h+UVhhW2EHGaJEyOZMClKQGLrZABo9VDfQXVNWZlVOdzrn7GktP+xzT96qBhh0dT90V2Vl3nvuOXvvtdb3/b6dncnu7u75+ZLIrNZtTNi5FJNLEYEZiJVWlCAxI4CAMEiKKYEYMqWxPe6lMNW4Onj8+PLly5f2d7/znXcmY/id3/mdH/7wh1/84hdCgoOj8ytXd89O55/97Offeut7y9XBl7/0SyD60cFhURY+Rk6QPU0cEzBoa4Lz77/z7nq1JoA3v/uj3/ytr9y59dIL167/4R9+o7QFc/z93//9e/fu1ePR3t7eu+++89H9w6tXd1OSL3/5595+++26Hn3ta7/sHf+7f/vHCg1pTUptLIJ66A7nvpU2arFy9+/f994fHByUZfmVr/zizs7O+++/f3Z2/rNf+NnRuIrBXbm0P93f+fa33tyZjb7+9a+//fbbb7zxncuXrwHMnXPed71bQdsUwk/Sbsrf9ZuyAXDSVhI6ACBjv6nJdvYDqoF3McDtLnY5BPyEbpM3gQ/5UN577OmT9V7wrVKKSGvE6GNIIfsXlVZaCSdGSEqTViYFV5c2xkiEzrfGaFvqrgsJwHcOFWlNK9/uFpfn60XUoI0yYxtMDOgJUCkqdeG9L8uqXbdIUFi7v7MnLNGHy/u7HNMH77/rnbPWKKVFfGlQA42KajSqF/NF17SKoFmvFREJrBfLUT2ajsaL1fL07Kwa1devX29Wzb1793YmM0nCwoUp6rKKIfkuaoOC4hp3ae9yYYrF+TKkiKRIqQiAidHYZt0kwJiASFubUZNcaGUIOXY+RSKyhjjJajnPVhkiEGGlqBrV1lrmJCnYgkRSiA2iBVAGKYvHRKQoytwecz5u+DuKlPYBQZQIRfbMLIQofQAep0RI2hSdj712lBRHBtIMsFw1hS1RmZiSsYUARQHn3N7+bte1zXK5t7ebol+sFiAExMy0WShNSnG5XGYcznrVpiCQQBemMNpQij4mnzIMUKFtu875oEply8KhAwMKVQhBhCeTSVGYPEfKjcDB3ZfFMyxJZz43oIAETqQKhYYxRRYXeLleSX4cOiBShSmZWRMqoq5r+wOjQSQ01hCRAvHeu7ZDIkBMIYqAsiY7ylhSEgaFgAiaovB81ZhCxuMqYTg9WWhti6IEVG0bUnJaWSI6Pz9jScyRWUJMXQAA66O0bg1YXb31IqKsvQejLt+8JsCr9apZrxlFF2MNFOOqKC0RHBx8kJiLSimy3p9aO1PKEjdK3I1ruzeu7S9W6/V6de/eYt0s79x+6bt/+5ZIKsvRxw8e66K6dee1FGTedMrWgaGbu//hf/yfJpPR1cuXX3pxf1pbZSDHXfguudBNkpW1W6yWi9W8LEg4HB++41aGiG5eMZ+6+flf/tLLH/7o49WqPTmbv3v3o/NlE53zrlPlSNVjIT2uSuDEq2VZFIoUh65QhW+DVaVE1ayjktJSnJ8uja5iYK1MYlZKx6yLRhODiMH5/AR0RObHTw86dqzx3uPHbdclVIjkQkKtmcXoIjFnnAwQiSQG9ikqAlAmMOqiTqBb74tKRwmLZu1jtKVCpc/nc1MW63XT6hYMi4os0XvJaP7VamUMNk3jnG+aRmu1WCyuXr12eHhgCnRxKZiW6yUixRhZxIem86soYbFeAcDp6dqMxov5CsWxTmyKdz586MGCMZ14L3Dv0aFncNImgHWLx2fnEWKCKADzhbt3/9DFKMTW2qKaMIxNMWr9wq3C/Ucff//7H1mrI69tqRHY2uLlW188exJB/gglaVEKzaXZPgoV1o6rarH0e9PZ2UmniULXjirtm8jRLRdn7N14NAl+HVw7u35VITjXamWcl8nO6Gv/4KtvfOeDmNbGlIosUiIdXnnlUw/uP16u7iutMVLbelJy69aLb735LkscjSc+Lpq2sVbnQYG1OnGIMQIwizMWEodCFUjWubWxyAyJWwAejevOuZSkbdcAwOKMGceAMYXSUlhDitI0TivLibBPsJPgo9YkwsaYEBoEiwKconcskqrKaAMpxKKwnXMhBKJRDFnXSxclJxKJqosRJz2q7GmzHI0mCcm1LSZERqusbzujsKhGzoNWDMjrVXANpahNWYTuCcfWKCXKrFYyqS5dnt2EeLq7d7kuDkIpLHB6fFwU5vVXPz0b7yQHPgF7lWJkFkJSABwLSZNCXyIsiRQoXrumabxGSGSKarZugqVS/BlHlEK65EIMicV1rLlanB3biSkUrBenShWoy1GhYvQCUSnm5F3Xni7PlUaKNjifUlePa+8is7MUQ1wztwJu/1L99Ow8xAUoYEgxtik1VqWX77y4u1s2bj2eTtcukkksnQs+OFcZBZrKqtIqTSbjNsLxKhhdRpEoGBmEUARMZWOSsA7OeYIuOEkursMStXZdsNoIGluMlCqrGrvOEVpCDp6RNTBJIhESTglEkW25bXwIQEaXCm2lbNckBoQkKKCQMKUkHJhBQCkLEn2iFBSwUsogSWAXUspBmGNd7O1d4rhenh+37drU42qS1q71ISSBErXvfGV0FHx6eHR6ZdasOzEaUWtllTIoSgSEQYFGVYgyqNdAJgaoy3Ho1qYoUJuVF5cgIDiwekRx3VlSXQts0HkAXR+fO6UjkUnEomnlE9rCOZ/lCWVVikgXPGodFQFpikVMSQEqXTgXINHHH7xXWuhOu4T0n33tC//3HzwIra8mKnSNQu3WTkDIGE2KJZNblCCkFBClKPRoXCmUmAMqmX3X5UYbCyAQElqrs0yGY0BAATAKdJnDIRJn/TuiCz73dGxVESBG6enekQFQoVJapZRSSBBZejkapazx0WY83QHAEFOIrSAooyULDSjrWpWIYeYnT082snAUFlJktFFKEVlT2GKUmSzivV8sl13bgLCxFkA4pmy1RCIhXDgPtnh0fFLN9qKyl1546e69h+fnZ00XADmEWNqSSLMIaRt87JxDxLquvfd5GdmMg2QwNwqDgEJUgoCYXHTgQzUiF1eT6exnPvvZWfXZH3zv3cePfzQalafCZyeLwkxiUBJFoeUQAUSh0WXyIb1396Oqql//9Of//M/+bLZ3/Z/8l1//X/+X/62eFHfvfnTnzmvv3/3IVtXZ+Zki+/DRAyL7qU+/9hd/9c2yHLVtq3Uxqork1gIkooqiTLHTZJTSXduFxD98/64ojJx292a7l/afHJ1+/9tv/ewXf95AVZrJdHypLCfeky4m9fTarZdnf/IX3zpfpMl4b7E8RkiKEyoCQmAWkCgChJBgNpuN68nJ8fF0bzLdmZwvz56eHN168cWzs7Oq0r/5W7/hQ3p8+PSdf/172havvvzqcnE2Xyze/sE7wvbKpf3r169/61vf4ZRc53LNnDssBg2BEpcE/Pnj45rgzp2bd+68pBT98Iff/8u/+gskunHn1qPDwxT4s5/+zN7+/tPjpyfHJ1/+4qeuXbvedaFt2xsv3Gya9u3vvdd2DkjrQiNhiCyo0SAgxuRJG06htmVl9eVLu+fLpy7G1kWtq6Io33jjLZR0+fLlST26+957165dvX7t2ksv3TpfLqqiOn5y8n/969+7efP65z/32bsffBRjDCkKqZgEycbA0AcH9fhWBNpETErfoMxtVkDJnELeoHQx868hz40SbvCvPPgpcr4kAoDnqBRlQn7Xdclz31uXPMPpGxIMnJVMiqioi04CYF9AIoD0Dd+tek8j5qB0IjKkWXqxH0QGkl6EAIklRtowG4RTikSYJHI2QzIrRCFMnICwqMuRTEQSGTWrpjHGJEkhTSfTEEJZVL7z2mpCQEBSBMKSekB8YU2WECRmpQhEmvXaaJ0pml27zhKpwljv/Xq9RuDC2iBeAJz3WbhMRCmxCCQGHzm42LatsYpZM0DmgqDqxeUZv5mYldYiEmJMSZQCQszTJAIGlAwpQwQRUIqyT0ZEQshORbOZd0lOSRDRiEAKvYtERKq3t+WIt5RSHtZtLIU53JyHGS6L9MbOrJTbCBl6PXD/DyAiIWVMdWa9KIDEHFOKKWVdtveOJRqjFRlE9J6HQPYhHT6LNPJgMFvmrLajasTMvnPe+6K22mjrjIg412Wy0IA3yM7AXiK4kchuq0/7tznoBjfyltTrFHpUkfQKWMEebZSnB88g+GIMG3tiL8QlVCEEFwIIDbG2g0AFiZTSWX4dYug6530QIaVSJpMZk3nBDAhGG2YEMKQQQELoiMgWOsbQdX40rma7NTOfnZ360MXomaGqc6KRYeYnR6fOeW30qKiJyHWRlAII3rkUO62hKFAp3TrZnY2stadzDNGtm2XogiKjlFZKVeXE6goSW2sZBZSNMT45XR4en33/B21t1e7u7tWrV2/fuX3p8tVqYtZtU1VliNA2SVEyGuaLOYjpAbZEBLS3M379tddsWf3qP3Qf/Oj+g0ePzxeLZRPvPnhsCdrlPEVfG703nQKAVQQsMUlKUSkikBhzioOEEDmmEEKOELZKASIzc4wuYNt2MYM3SQGojM0D0IAkQNy7oUC25KGwpR1lZh98iCmE2LZd53wMTETex+BTTmvoOu9DBkWqGOIm7xpi9G3rnAsiaG2ZkoSQmHu6Uggps2PE/gAAIABJREFUxpTTw4NPMTALomBKHJkBUCkTMAmQAEpuzwLnOGkAyoJUFk4sw6xbBDnLFShrxvJYAoGAJUO5KAuZAaD3JQ0mXpIQ/MMHj4+OTjLGqarK27fvfO6zn71166UffO9D74JSMB6NlufJ+2BtoY31MXZtt3notE8yWApFBIkgQYwp4xZZUoxBBBl8PdGz2ez0ZK4UehcBwFioqmK6M1YalQKRGELY3bt86dL+44OnITqjRzGyDy4LSvOdoJTiCFn2E1NgToCQ8Twxxhxqmp9ZEcpPLuS8dVS8Rdzc6oYKbGNfABEpcxk26LznNDLkXJsiI0KmfHedSymlSDEEpTQRZuB0iiyW8vQvpdQ5L2C1McI6Jd+s27Zd3nhxUlijqMlSMaXUtSvX7tx+ZW/vaj3eeePNt0OYI2JZlUTASVIQJgYhEVBKZbAPEiIqBIWoAftbBS92ZBQggF4VtnnnvYFTKa1JadJ5BI6YLyeLMGbiWR8jPFyijUwCcss35VsLhEUyZiJlH5L0MQYikrzvug5c6IpQieQzgwAKqCwg6aH2ZVlaZTv0RVG00XMSwJwiD2VVXL58mXZn61VbjaZaaQRUSgFRDlMh0mVZaWMlpqJAWxRdioiUEqPa3gTQOS8A2dWuMOc1qaK0ijQMmv+s8QYBwKZpQjNnQFOOc/tTNmotSFDVtTE2X8xiPK7r0owmyo6MNcwcU0wxSmImSbEXKxZFwTnp3UFR7jBz/rk5DVyEY4TOubbtIHTROcCorDAUtihtYbW1LqXC2HGlFbiyUMZYMhw6AkWKdD2eqnJaj0Z60fqAeYzEsDXv3CiFkShfgDawsdWl/cuQmuB9E+NsdnV3tqvtGSDZ0rLLDzgIJ+6lOsIcNxItKKzd390zCrvg29bFJJAz4JgTi0hERGLK3H3Mg/sLbTbBRh8RU+ofSJZ8L+YAliHh5OKA0gu2gPqMlmc01QNA4bnndxussKEASEopuZTS6gLjRHzhoWUwxl6cKJQMRhIkCEGIyLl0cjKPDHVRG2OKchRCzpJNRKRNGWPy3ifi/gwWerVC/+M26rts+sr3GDOnFOtR1XWrV19//Xxx+PO/+LUPPnx3PCn/xX/7z/7Tf/z2v/xX/+fTs6Of/8orZW0WTctZsyCMmEAYIHqfFMI/+NWvHTx4+Ojw8NVPvfav/o///Xd/93e/8otf/N73337jjTdffvXV3d2dKLC/P/vc5z/z4Qfvl2X54osv3Lv3UFEsyzIGTikC6Ri8ogIQWRg4FKUdaxtS+ts3vv0P/uGvoIKU4oOHDy5dmS1P2sPDg7quAcR1rh6NiqLwIcwXi+Vy+dFHHyXmxWJZFDYlYe6ZSYySUlJaCyTS9vT0tG3bnZ0dD+745Gm7DjdfuHJyetouV7dvv7C7u9s07fHx8flifuv27aK0P/rwidb6+vVb5+eLtmnPz8+7rhu8Zxe55AwpxkIbF11ZFF/9xV/6ws9+tiht266fHB//xm/+lvf+8OjJO++8iwI/+6V/8v7777/55hsv3njx537u5+bzxbo9IVQhydn5OZG9efPWweG5Dw5zmULEnEipmBKnZAid6x4+eLBszvcu7772qZ95+vTph+/fFZEbN64fPHx0enpqra2q8vzsLHh//+HD3f39L37xZ1br1fe+973vfOft2V519cqLzjkfQwgBmDMp0MfQL+zSr7ObaR5vT4afc99dfBFzFqoxMmK+q7d0mzIks0NG5oqA1iqFzfMKiEBqo2rJahkByKJWq7SovMUi9UpRwO35Xo+lZgYgrfsnVHqh4ebnMyZIvWRrIwLMIZ8bU9ngeOG8qhpjQuCUQlnmpBoPGqtqpJSyZhNwF0M/DuI+eAr7MEQzTIdydVvXdaYAu67JNJcsT/fea4XaaMOSwZv5pxOp1BdNFyeGJJJAEJFBtKI+YBBEEbkYuq6zRfGMiSirK5kHWVRf7qY+/TAfvHJA+UB5EUmFMUrlUCBSpGNca62RZDAT9lyZrdMMM4MMGaC9HWKg0G1HTn3SrDJk9A0Cy4Gnkv80xiiQjDGKzAY+fhGUlD+LnOIVY9JKZ9rqdmBgJppqrQE5hOBDAOTB6T7kvOUVecDSfBK/PvjEngf9b3bcrCkkeiaNcFDr4QZTezETzwZI2MBjkAZlX/4sUkoZOBNTBJTgISVRyhBpkF4kvfk+scd4bvFsnAuIglRUVZWSd11IKTnXnp/Py8pMJjvZu9w0jbVlWdb5aoxG46IoQwjz85VAAABjirLS3KWYXOLI7IuirEfac8kcjKFC11rbFGU+Xxw+fnpp78ru7v6yWZPAeFxPJ1Ol0Xuf/Dr59snJ/Oj4/MHBk+s3XhyPxzdu3GBQSpNS0HVZjJRMMSnLMqPAT58cu7h2Bw8V6fF071Ovv/zqqy9HgcMnJ2//z/9SKwXJFUql0H380ZMXrl7jGIm0NXY6HvdGnRgH1CrgUIoLc89E2agoNYgWZuFsNVEXKr6tO+En4kAHU+gQqZR6OBNt0sB7PngIIXeLwyZLBhFFIIdPDCEfA7C3F2ttNMzb/z1Ej9KzBP/hdr343y1C6cCkzQ/yNqJ2GzuRL87W78iAV0ZUKaXT09MMiDLWrFerg4ODjz/++PHjx977ejTRlnZ399u13gTJ5MeKLs79gvnpTol71rP0XmsRVgoJQYCZo4Du0SKIAPn9YvZCD4mdkGBU17PZLLdvFPV8ztFoNJ2OjDFKxfyVzLCNMxGRjNvJK8Dw9j8RtfdMIN726rftxyMCEQg/QTPzjItYa4VKiGJVVW3j+ryci5xVyEGvIHmGkLTWMXL0ESROdycvvnATKV25dPn8bHV0NOfISKKpRxZ3XRcZl8tljskeCEMpJerByc+TZrbYYHThTvw7DIo/HVczuM1zRuXWJcLhhsrSR9giLXG2Oz0ji823pXgfvfcxxRhjYtzeRPKl7rou+nUIQVTRNLHruhASiyHShDo4CCG0batSTBcR3n0i3pCl2ccUGWNtUY0mrOJ4PF4FD5ndnTjrtq21lNKlS5euX7+Ose18SKD9Oj7zAGI+rOuyLMfWOowuROgf5M3mCTB8WKvVSlJTgkMSsKH1K+d8fknMEiQAoNYX25nRuq7rEC7QX8MTysBDtG9hbGlIaQtKS7iA0oUQ3KpRULStN4LMbK2upoWyxmiryomXHoJCSIzySedqL5busyzJGLNq28dHT+pCiNAzN+fnUQCIGEmTZuKs4sz8hw2GIH/kjEQhhOVyScBd8CKYGGKKvHnKehO7qDwVJyQEFBZGoE2dkz9N7k+imxUPLm71wb+35crb2qMJtw4tsn1WeT5U81nP7fDdhsND9t0Bck4dzNE4gMwJMJvqhAASCKXEbZs9b+7o6GlO3wWhHBhWlmX/xrXVul/5n8ETbE6Y23bizQE4iSgQaVar6Wz86quvPT4yv/Zrv04KvvWt7/yjr36tntTjSe1c23Trsi6Y0uYvC2DKTnOtUZJc2r9slbl37+PXX3v54ODknXfeefHGjXc/uPv46PFsb5Y4lFWlE5jSdt43jV8ul5cu7S0XXQghJgyRSZExhYgQIcWezKdIxuM6JWmaFTN3XXd8urpx84VuEQ8PDy5fuZpZ7yJSVcViMX/8+PG6WR4fH1uj14tlNdphTtsUw3wdYoxFUYTOe+WvXL10cDwXlMtXd2/fufPmd767XqTbt+u6ro+PjwUBlWrb9sH9x1rhnTt3UpTDw8PPffYL9+/fj94X9UQpxcypL6FFGx2Cy7eHLYqr168R0dHRUUh+Op0651hkvV4j4ec/87lvfOMbZ2fnyyV84YuX3njjTQaazWYHB0fHJ2c3b740meysmjbmHYcwxh7Y0U+DioKjE5RqPLp27dr9g/vz5UJrffv27StXrty9e3c0Gk0mk2vXrnFKXduenp6+/c6HeO9hPRlro8fj8Xh81rbuwYMHXeeANJGGDfc+24a3KjTZtEtwYy79qXF52zjJrO0kIgTJ55Ht3XD7+UJEIIFNSzA/ZNR3VDljhgQFEUmrXLaBPLO36mdsFQLbtfgFj6hXi2eLhQhwNr0owD4dTjInChWgRk2kEfvjVF7vnHNF0TM8CE1+urJT67lnfigG8h8NCDtOkE94ucbLRV0mEGyeVdJa25zYE5MwaG0BiSXyUCooIqONUUQIpDJ+qqyrEEL03pQFus57D8/mMiFipmX2k9YNYiQGYZY8K8iNofz55VWSmUWLCCHS0PRiZuwLURqy6UPk7X5YtvFsYQ8TC6OonNexxdDT20SN59bNDSEGBwd2f5hDMcYQ6k1vDDf1nmit67rObNIQgjWmKIoQAseY22D5tO19Z8sinwVTChuaaCJSWusBTrPdzhney/BZD/Xe381h3/Sw+3M8DJtEH/xG2prMB8qjWuH8nWnYk4agQkQ0RhdFQZFJJSI0RpdlnwCbUu93zPOKTQgHsSQtmghTSpk341wXY49yTRxGo/He3k4GUi+Xq9WqUSp0nVdKpSQAmKJ4F2MMIpFTSYU1FqmLLKJI17UmBdpIaXGxXCmt62JkqBBBAsxOopjSar1u227Vtfv7UNd1iIBQ2LoE5bquOzpbPjl/n4juHJ5aa0/OVmVZrtadMUDaBCa/6kLXFta23lVlaQjPl/O268bjmTK2rEepa2ol3rfi3d61y5N6/96P2/OzY2bW2oynu5PpKAeNTEYjF7xSpAmt0TmiaBOqJJAIELSyRheENiafInKi3sCH25NeJtLbCe/bnFjY3MADcUQplcE5A3rXex9jzIfroaIb7q7hyd3mxA7/PSCahmpkm+S03TF5rt7Ly/hAJN46IPJ2vbdd5GwAIbL9xcOxKa/I6/U632DWFPO4eHD/0Y9+9NHTJyc5vaoamdFoNJ2IUialBJQAoCxrpYwwxsgx8sBQEZHMW09JvI/5uVZkEsfEfRTyFqcqDzATEWSyokACBG1UPSqVxpQCcwTgojA7s8nly/tl9YDIDZfIWut9HJ7xITd5OFIPras839suMACyYRK3a/4cULT5hjxgQj65OCiljC6M0aioKMKGOgvGmOA5BnYuEKHrXNuumHk+nyNVVWEbScxROFVVdeXKlVFtty3cSlkfQ9u41Wo1n8+LKm0gzDqlLvf4tuBSz/ixBt5nvtX/PtzR7Wpw23O+/Refa5kNAz54thf8E/NUtjQREGNMSWUAUspxmfmbe89FH26T9f1MtAEgI7BKgRMHEUgpOec0p5RkaBfiFinxk4FAf0c1u+H9qOEK4CcihfKNhIh1XY3sngtRyFIfANBDoQHEe18W1hiji7pEFYIDgAyeVUohKK1Faw3AGV2bORaAyIxaF89h/VJKVqMxMJvNZrNZ6ubduhUgEAgenHPeh34DzaIGBhFRWhcF1kWJWoHgummXbt22bYwRyQLLc2+t36EAiTDDgl0IiUUba0uVUuDkP/jRR4vlShABFSMykClKlsQxEIExGgBQog+REJXCGP3ZuZMYo3BVjTKO+JlGy2ah4zxyR+KUBDd6r/5s0W/Q2SIxJDnB5hD4XPLT9vl1YJX//dm8wx27favEGJ1zmySPlF+CUhpAvM9RkLlxJjkipFn7qlKcaLloQwicevNSVVUXK0aSxPkpSH9PAsZFlIhIJpxNxtOdnd0vf+krP3jzzT/5kz+58/Irr7322r0HB2+++cb54hwgAgqgAkgAEUEEWCvTBT9fNK+8+ur3v/+9lPjSpcmbb775X/83v/vCCy88eXpyePj4yZOjW3dunx6fnJ4ez2bT89PFo4OHr77y+o+efrxYNKPx2BjjfLS2TCkphUlhzKGIAtPp9NKl2ccff3zpyuWmaYoSX3nllbF9+t7dD5mjQOq69vz81AfnvX/y9DAE37lmVO/+tNWVmSVy0gkI8nwlG3HHo+ne3qWcdZxBawePj65fe/HgjR86dziZzHYm9smTJynCaDQqy/LHH39IWn/y+zvndiY7zWoOALdv33rnnXcOj6ZE+G/+4Jv/9Ou//N577wHS06cnX/3aL0/q0R//yV9eu777X/z2Vw8PD32MWtv79+8rXX3pS19KST669+DevfspKqUtKgopCAhpldUBw+2qtdbGLFerw6Mnly/vl2XpU7x582YI4eDg4PDw8IUXXriys3PlypX9y5ff/eCD45OTEPzu7u6NGzeOnj798ccPKcUs/PaBkzDnKaj0C/iz1rq/b8w6XPQ9N88dPlMd9js0YcpaqJ4izH0Kaf+09q072ELkXWwWnHgYSuEn+Jz5u6SYQBQhocqUJ8kjxUzwy7N7UkpygAsoIEAkRZqFldKFKdiLD9luAdqQb5Jz3QaQDSE45zwikaKUEm565D1EnSj32/LpRBultfY9MSXmqi9nQqSUwJiszVAERDQelZ0P0QeE/rCYWQ6p9zcSkkKlEidU5LxDUmSM92G5Wu/ZglClyEnxACjPhVlKPaKmP6VtViillLUFojCnbDImIlWWG/owcq/oItw02CClHgyT0c/GrNZtPrDm4VKKm5xfYQHJTXTmtJ0CPJwntk63WTpFg/QRQJQiRD3gtnLRVBSFd30Jh6A3Jz/I8iERzk5mlpTHHjEG7k2jorXy3gFBUVilEBByjee9Z5DJZDycoYeQhk/We8OWs008Hz73zfmYn4O858u4fQTPVy9HhuSVK8urMH+IKQFQnkrlway1tixLChBjm+mtIsg5kX6jlsrHzcwtYhHvPXOaTCaj0QhRRvVosTxfr5shlGs221mt2rY9di5Ya6tqFEJYr7qiKEOIXdeB+K7r8skDUbxvOEFZobGFtUWIad2sWdZKh7Y7G493IPm2c0R6NhvPdneOj+enZ0+0KdGoJoY0nxetQ6ToOgQobWHMSOsRgiDCOx/eN1pJ0p/5/Jeb9RqQA+v52qGkFCIp2zpfldV4PJ7P5wqhaxarpn3hhRuYOs3OdWsO6daV/f/8H//6cr44Ojo6my+ODp88PHyymq8hpwiBap1rm5I51XVVl+W6bYhQa80i+TxPAsKq/1e0sALQ0sc2EXPa8KnyLGJI9rvoXDBLprrlRqNz2WJBIcTcYVFKx5hiTMZYrY33ISXelBaolCZSIBhjEoGUmFBpbQCQk2y+IIlkIX0m9QNzZtkSMGSg4nOP2Ga+J8OQZzgdbs/38v8OY4eh+Mw3WAYm5FhOThxjVAjOeSKyVsWYlNKTycTaoqrqnZ0d59rFyn1w98PVMotpDZHSyuzuXBrV06JYGV0k1sZYpTRRX1ozQwzifcqZMSBpEITnVz6cOGME733XtcMwMu/HKcUs8841SG6Tj8fjgWYuIkrDdDoVQa21d0lESGFZlleuXPHeAxwP7ckBR7ylSsDtKm8jJcn/5tkYMuddw/wEzpjWWqcYuGmayOuQ4sEjBQCEFaLCDU7LFsXNW7fG42q1Wi2XzXzRJk6IrI1OUafArvUI4jvXrDtkpZXSyjSxzRw/pXRVVePRxHnOLbz84oyxxpJRCoBSlDwnyMUtUb8yEw6ztWeC6X/aHC/Pi3RSQ7NgK5L0uS4YZD7RRuB5UXAy98muG4m0ZLiiUkqYOPGmvZWBYQmpUEplNXy+dbOghgnzBvHJUzERKQTu5SGc7yjUfds7pdQ0jaUyOZcShySrjpum8T4hmGF3yM91TLxarc7OTsWvkwCZKsbnO4PDxfEeS4VVVZlyHEFba6gNm/arAEJVVZcvX65L1HG9XM3BltV411rjnEvCKXEWgFilqqqaTqehHWOMMUJZTqy1aaNkyYEBKcUQYLFYLBYLAx4R1+u1KSsAm1LKNZQxBgpRCpRCpUiYuy5E56Ow6/yijRGL1WoVY1QFIV5oIJ8p4LGPKcorl4vxycnZo0fLw6NH503XQdF0CVUJoAB1Am+tSQmSpIwFVkp557QjpVATAWbhH5Bs8bRzeJvAkJl0ceNJP/zLtTvDhQNpaMpzL7S5oHlvceT5+X4949+HvrtdMW4XjcNkfpMbpLfvmbyUEvWBVcMCjkiu7bQGrUsRYUbvkzYkAovlar5YbEbuKgdZ9amPRPmY90m6L14oCHIHkIlM03Tvvvt+51b/9g/+32vXrnzmM198fHRii53XXv+cLnf+4i//U4qyQadKDygSAVExgTC88877ivDq9RfvP3r01a/9yh//6Z89Pjqa7e0IwoOHj6Kk49OnSFBV1Xhcn54ujk9Ofvu3P71cdT/++FF2+kgSQOzDbpGz+Ckl6FxX13Xrmr/+6795+qTZvzqKMVqrEaHrGubYdWndrq21RWlXqwUzG6Oqurx69fL5ohPJgTQ4NCJjjMqo4LwpbM512JnN5osz7/3B44OiKktjz8/P/+o//IcHDx4ao2+8dCWmdP2Fa5Oq+va3v7s728180ddee+3dd9+fny9VTt2gfopTFHa1XoKwtaYejayuP/jgfa3V17/+Kz/6+ONLV67eu/fgpTsvHx+f/N5f/sE/+rVf2dvbC8E1XXfv/qO6rnZ2965fe/HoyZODwyOl7Kc//Zn33//Yx9SzdhBTStZa55vgHAJrwaZpTk5OrLXWmtV6/eDBQyI8KMeEPJ1OSan3796tq2p/b6+syhs3bjx8/Mh757y7qq6VVTWdTpVSzJinAtk8lHPmtm7yoVvxzHzvp+VaDbc6Qy9Mu5BIPzNnvjiBpJSyChsYUQEy9mJqyt7TxMDIGFOIgbNCIS+gefInz+g5894MillCSIREShEhCCBBrl9IKJAnwrw9ZGAiIQKRUppQISmtjdFFNCln4pWVLW3pfSd9HDlYa0IITbPW2mTkp6Y+7hz7YF/azsRTmrTWwffNvPybw1RHAVRVpbXmFIioKKrEErzPMh5Cxb3+SjJaLoQoKCyhKO2qaVdNO4kRAJbLVVlmUZPKdeFzkbt5cewXo964A9YWo1GdUkIUa00eNbieK4Ci+yR00EYRDsVMr3QlymaJzoXtwQVLAtY9Marnt6Yc2JNXraEXOcRS5WRz2bA3oS+bUSkiZbaqKUwsWuuu9XkZ1Qo3hSvFGFarZU6ft9YAyLpZMTNyrhvRWqMUeZ/PglapHJ5AAOScE2ZjLFHKUrrtwfS21nS7n7clBoNhjNPPuPn5JnduJG/vNMOROv9EY4wirZSKkb1rY4xa27yg91+DTISr9SIl572PMWlVZqlSrqg3Bbw1RoswUg66yG3UQiQR0Wg0Xi6XWtuqqgAkRnbOGVPs7+2ORiPvo+vO27YLIY1Go52dHe9iD0Suqs41wXNRFDuzHaV1Sqmdr7puUZaVKVDpNB6bS5Pd1dI1Tdc2885FH5MulevWZT3pAj85OfE+WmtH9WRcVhE1gCYSRUohTXZKQF4tFkU5EVTHx8d/9c2/me3XuzuTUVVd2ZPTs2VdjhLg2dnZ5ct2Nputm6ZrVycnR8vzhdXQBWlXC9+uJLlXX75VVCNt7PHp+Yc/vvfo8cHx6dn5+artOCWPgMaSUkCE1qqyrFg4cQThmHzTtCEwgCLUiLo/7YPa6N3zYqcvDhyf0DmEza+2bbvOxZi0xl40qrRSmllAUJFWpFPMbOTsdUKjrVYeAFNkBARBpbRWhpCg1/dppdJmyVVECnMsFRChAoF8fB80TNtTdBGQZ9G+z9lUhgMrPB9Dtvkd7pHwAJKiCObeBIrIcrkCUVqbrg1nZ+cpibUFqo4ZmnWrsqzOd0BhsWja1gXPWgkSKcpvUBNpAAUCnChFYIau67RCpXsAdJ545LBNZsmdrK5rc3Mnv8Ku823biLAxmhDTplB0zrVdOwhflYZ8z2utERmkl97t7e0tl8shiTQXjb1/b0v/+Uy8eW9mz2dOlZcvAEkp/sR6L8/z84snosl0/OqrrzkX2iYeHixDcPkmKQo729kfT8oYWRi9iyF0KYEyBMIhhLbtUoqz6XRST5U6DW1M0ROpjHA0TQNAOWfOmJzeDsZYawtjc1mJKUlKvQ4HL+4oAqCemA652f9T5hvZcjdMjBNvd3azyOeTitCelwuEeZKw6fVmS+GmyOyVnIQ598gLXMhcUz40YiZeCbPkfmWKsSgKa21ZKmMMpRTjMH6BGONqtdKcUhRtq/yus2glb029CLbUOKgHlbLWWpue03MyMyIURVEUhY+t9yGwi0k/E5mLyCll4QlRXCwWScBWQZfjtnXex00CEDH3r221aNEvRFI5VWm18j5orY0qU2JIQBCDS23beu9Ho9FOXaeE1o5tMc3Pxebgm5RRuqKrV6/eunWroMChcz6Wo/Eq0u7u7v3HTzcanxBznl6OoVovunUjhIp0Nd7T9U5d16eLFgk/+dFvzfcIBSJCSnz/4UMNYWdcMJiioM6jrWrToYAirRNIBFGagFU2HWlDWoG1iIgpRkQsCpOC8jFveSqzp5FQwaY8y/6LjTuEcDieghoIgtCX3DwoXIlyOyDkOIT+uZbhouEzOjfYlvtu6x22o7+eU84PGvvtvjZzH1CsVA46vrCNDHcXouqWnfcpJ1MIkHc+JjFGa2OHA3OIwei+RzxM6YcB8nN68iyXHWohIlCKTo7PFsuzplkfHR1e3p+RyMHB6s3v/UjZ+vqLt99778cgZmPNFBACEQCKKWljT8/m/+4bf/Tf/4t//ud//sdf+YVfvP3K7be+/wOldT0eFXX90qt3XEhPnxy54M8WS0Tw3t+79+BsPmdmF4I2VQLTOYe5EZ+SsaooNKdw8OhgtVr92j/+9X/zB39w9ep0urd3dnbWLltSqDQVaJk5uHDp0v7Tp0+9dyKiNFlrbr1486//5i2lTD7gbQsIR+Px4myeL8vJ05Mbr99Cg/uXLh08OprPF/u7u6enp6PRiAgZ4ez0xLn0qU9/KgXftXAmZ6+88tqnP/OZP/+LbzrncJMExhuPmPNuVJbRdTH6oiwfPfzxycnZzZsvrpv2lVde/fj+wy///C+EkP78T//in/93/+zu3fe+893vHhwcoDK/8Etf2d3dDyF985vfevzP/W4sAAAgAElEQVT45Atf+Oyrr75mTfnw4Hjx+EgAlC0UKd91UTxpKMvSuyaJ7F3af/3117p3urPzs+l0OhmPnz59ejY/MaQWi8XOzs4v/sIvPLj/4G/feou0unz12vn5+Y2bN5bL5d27d21ZERmlFCklCpVyzx0ANrc6/cTq7qcGovd5toDCLBw54Za+krbKyCEsLZtoLpqAJCCCQgJ5MCQAEDlQwgARskw0KyX7qBHZyltPwKlPF8js6qyFzZVeSimby422tEFuEGKOywshlqbI9QpHiS4WtshVTfbSWGtynZNNbjH60WiUH+nQhfHOFACapimsyYfjXNc1TZPlhbPZbDqdtm2bhU+IuDMdD4gC7302CmprmDklzod4QOg6r4xJKbkYuoVXyhhbMDIDnJyfCkBVVXmXHk/G2UKT9aL546zrmoic61arVUqxMCojZHofUUIRIMLVapXbVX0hp7XWOhtVRcD7QKjqakREy+U87+LOOWVtTu/Ni1d+O957ZrBWWDCjU7Tuu7xFYTM4HlBiinU1iptfQ9dtGHlt9khq24YUFYXJn+B0Oh3CBofo7Y1RTmKM6/W6zy4PIQ+mrNG9wlOboiiM1doYH7oYIylIKRDpsiwFwTmXparOddPpJBf22e8XY8wIh2FUMhgLRST3KWPsESBKKW1M9pOM61Fd11nq44P33hMRI+R0oPyurbXbRkpr9SKtuq6zFvIf5TRFgbRarUiR9zKZ7KTEi/mKeioVE+kcz9uffzgBStOsMrN0PB4z82q12N3dff21Tz8+fLRarXZ3d3d2do6ODhHVYrHyPjrnV6vVZDLJZPnlYt22bdd1ZVmlEH0bOtfE5OtRGVNo23ZxftI0DVIa28krL98m1NH7mBxiqmpbVIUsmi7EelS0rmFQu3tTIhWSQMJlsz5fLkRkdza7culy26xExCg9mkxXbRdjnOzsguKzZXNydm4UfWxNodVsOuPDo5u378SQIsvu7n5KyZoyd3kVwMmTp5qobddaU0hJkJj59ddfffnVO03nHz58/KMPPwrJP3r0eLE4l709TYqZF4vzqi5FeDoe1fV4sViI4Gg0Xq/XdV1rbZumydQp9i6lNJ3Ojp8+3Znt5rlr0zRFXTdNk8cLo9FotVoNG3/XdXndaJqGmfNnOp/PNykpMQu6mFmTQsKTk5ONfbfvCllru67LFct4PM5H23xcaNt2NpsNeVNN05DW+dFTSnFiVMpae3R0lKtQrVR+GVVVzedzrXXbtsfHx1VVNU1DSq3X6/zFk8nk7Pg4pfTgwYMUExEBASKenp5q3WtZtdYgcbFYHB0dIWJV1avlej5fnp6e7e7uHT99mCufs7MzgFIpY23ZdEsQePrkdLVs8jCnLOrsGr106dLB42XXdpBgd/fyeDwhoslkx3VREdXjHZBmtWq0tlqbvHEwiyLTdV4pI4K5dVLXZV2PjSmIVNf6qrJd12wiBFVPlvdeWRiErM16XdezHMEyHo+HQxUhbzzAQEQvvPDCctF8cPc+oQ7BZWf14eEBAOW/C9Yyg3NtUewh4f7+/qP7S6VU2/i8uWaaq9YaMc9RhVMqCvuFL3zh/Hzx6OGTrnuvKErnvHc+cVivGmt11/q2bfNRpigMJ5cSF0VpbTmpK2CMkZUyIbjJdBJCzNQlAKiqqixKxJVWVrgTgRiTUmq9Xo7rGgGUylpBG10IITnnmqbxyfSjVAFE5HSRhDaMf5VS4nuvwQBKSYg5uMx7r0ubqVTGKFSKRebzOYIsFsuy3hls0iEEq1QUyNtH7m0NCmdF2nvv2pY45m9LpLM5AhGc995HVRTAbjqdjkYjSRRjdE3jXD8GAbBKKQYKLicKmkkxWq/aDAFRStmyjCKcEivIj3N+VSFE8r7peLlcOqcIzHBIIiStdeficrk8P59r8YhkjLHKDD7JvKUprfOuVIxVURSRJS/mZWlXrfiYYkyYcggydF03GRlgLdlNp3W+D2OM63VDQkDADNPptCiKxknXdWdnS6WWs10ZduEsStSaUuzLgOPjEwURUM1Xa7GT1Wo1RHyUVdWtz4HBWjubzUo7rWwROBW2ZFUu2lRVVYxRb054+dnZtjz01o8YY4xEwiL1qA7BVVVFSbi0B8f3u66z9TimZIyJwQEJc7SFvnxlnznyqO5co5RSSIiwXq99h2Wtu86PxtP5arlYLqeznfliaYyJMVamalYrTWo8GgcfUga1pdTTELIGXlhEdnZ2Wu8Qsaqq5WKVn3oEMGWZIQv5vQzTIWZGRdsN3EEhn9/7EB28/TgMfz0nW+avzKea7JvIXzz4a/KSPkyinHOIarS3m1ISSUoRKqrqnexeZmFEINLagDbIsY8NLIoiH023BfwXk0YAQqWUyvqI3GcXkbOzOYCcnsyNLhfzjgAXi1OBcwYtQAJkdMWAsBGaAgoRAzoirEaT2Wz2x3/6Z7uz2Tf+/f9z8+aNw8PDBw8efukrP4/Kfvjjj5mlXa/ffvuduhpNxtPlfP7X3/6bS/vXskScWSaT6WJxrgmVUtGlsiwWi6YqcW9v/4033ylsVZb1ycniK1/92je/+R9vXrvxmc985t333kWtz8/nL9x44datW8fHx8I8nU6fHB6enZ2dn5wPkqsNqK+vK5xz0BtYXDWqrLUuhOPj0xA9kQohXXvxhtZ23YSd3RJRCaebt176o3//h8bCZDJ56aWXHj58mNdqa6t8nXVhNz0CvWrWmlAhrtfrR48e//Kv/EpRmrfeeuvKtes3b7y0WjXf+Maf/1f/9DeePH36t299f7Y7BcJbt2+KyIMHD96/+2HThF/91V+6dftO8PHho8dN01RVJYgM6EMAow0pRUKbvuKjR49O58e6UD/3lZ8/PT39+McfZUhH0zS5zbpY/OmnPvWpn/nZL5wvF+umne3OHj16FIWJaL5cl/WYiDilrvUpBtS6qKvQuQvy0jMz7Wfme1kdkwJzitoYQslXY0jD1lorVIQgIplhn4OINyq2XmlPCByl5ysRUG/CoD7NAQljvwyiorIsI4esYdNa5ZRL37X6E8SkrFmigbzCLEb3BmVE0Rvc4uDU3m6E91g6ACLVtisfOq11Tt/O0DZrbV4NWGJKOHgeNoVHDztBxMKYfNBfN6uu64yGrCnKi7L3vq7rsiyz/897zwqRtGxGaIAXoXBKqTx8Y4aY1bfCtHGYZKidsPTXVSlmzhWOINR1PZ3U0+nUuU5SyJNiZbXWGkQZY8uyYI75Ps7F20ZbKCmlHB2eVTRDtPm2BXPo7G5qFYuoBplizkTOfqcYaciqyn9rqJ22Xc7Drw0A8yfo7J/FJ4BcsIBwuy23PXzLp2dA0Vrl4Gsi0hskl1IKFWUb27CZXXjfN8PowRA62P37UPitfkkePqDAcwZi6I9WWikVhfOB5rl8cKVVznjdVoYMX4bUM7iyqEMYlDJa642bMU9+cqsStFHM0VpbFAUzLxaLfFeUZVmWpSJDqL33bdOVZZVSIlIIKsYIQimKCA87XBZ65THIWE+VzjkBXefbPAAfT+qi0MIIwj40whFQOHkkPZ2WO6TXrbelESqIdEwCrWt9B6TKoogxrtZLkNQ0TWFsURRVWQqhKA0sQNmTjwLgPHTN6vHRSXDt3t6ssHa2s5f9q+PpDiL6IAl6MzARLRYLZVzTuZDSaLKDREqZl1++M5lMUkr7+/tPnjxZrpYsYkxZgeTmjjE8HtUItm1djL5t22FS1493Ntv2tr3tuWD350Zkz923/39V8tvesGGKvp3cPTxNf8eP23pJ+MnU7+H7PG9Fu/BobecZPtfsp4u4udzhk8HaNxAsifkiLZOAEKkoqqJISpnV6vTw8BAA5vOlCOYB/6gev3D9VlWOnEmuY++jrLwpgnfRu0wksimVDK0I5KtygathSClzizZLA1BO/YZnHkz4iVfpORPaQITKfShrLZHyLm4U3Wo0GgHAeuVSSj3y3Xdtt16vaLFYxJi0Ra11CF4pNZ1Oy1JHf6p1UooBRBhTkuVy3ay74FMO1yLUgAQ933djqwMBSSIatsOUARAUCpFs5y33H8TW3EzgmSFtnvReZE5ull+9EbGDCAoP4i74JJdIRFKMycecIPL/sfauPZZk15neuuy9I+JcMrPu1exqdk9LGo5agqCRBWHsGVgG/HkA/wvbf86wv0mAZwYeC5aswZCSSIoiSDa7m32rqqy8nDwnIvZlreUPOyLyZFY3R9S4UGhUV2VWnRMnYu+91nrf593tdrjy4zjmnMF4ImCVt4g19m1GEZpHf8c5h8dvB2uK5VG69K2Cuj6kWpKIFDSR+TnFb1CffiNj6V73un7WjVnbtr0AVWSraE1Iqi2ApmlWq06jDDFJGUaTnDNxOfbv1TWfiAmq9oZKKZUEW0oRMZTCYfoyZraJfEuHw2SfU5jEIwgmCofD4fr6ut9dw2qVc0ZsloV6Hj2RiAyDXl9fX11dDft96xHJZVFkOd4oS8nMrJqZuWLBrq6uYsneBXNdMl/rom927yy24VmxQ0gnJ9sHJ6vY77x3ZKzmvG8Qxzr6vr3sZkQQgquiQeexJgzXf6vxHtk9eBDYhf3Q12tYz3zLeatruydPniCglLwUulKFFVIaZgBoVl0xnai/iM45H0JdQmuD7JjgNY3mZj3ncgbAef55fOpYOs7HW/wx76p+mat8lSPs03ISWFYhIlIDxIlQUEpJh/04jgAyzYjJ6hUgmKAPSyex9t3+0XsJAlblHNZ8MzQHwApoSAoAU+wkgJGpTEo7AwWnkm/24wFFcgTV/aG/vLpJWYH85fUNICK6pvU5S8lmhl23DhzOzh5uN2dNt85ZVEXByHm63RG0VgtN03Ut9v2QczGFVy/P+34MoZ0KYxFIMI5jSklFperGnTs9PdVkV9fx291lMJNsBIz6vt9dXW3Xm83JieR8eXkp6023bti7R48enf72g9oQfPbswXp1cnV19c7zF1+/fHNc0h8dh3Cz3hwOOwH97FefffTRRz/96c/Ozk7++b/4Fynrp59/8dmnv/q93//ti+vrv/+7v3333XeTlD/8oz+6vr7++ce/MEMieu+7L7r15rDvhyEeDod+HHJWckzksHrN1FINWRYrCsy83W63Z5uf/vSnqvrBBx/c3Nw0IaSUxnHcXV7d3Ox/8YtfOOdiyTf7w5NnT7773e9mlVJKTuXl64saN0VE6JypppQQ/n/4MSPLFpXHcnbl+dHAYwnodLuaKSooTST9+ZgPoAB4R1QNyxRd7vBabO5wzJiWCSyZUmxCA0ipCDEus68Jp20AMh9uBMSstmY4pZjGSoOsJVC3avb7vVpxHBBdKcXo9uQ0rdSmIqVOeDzTAvtaEP+1JowxxjTWLnLjXN/3wzA0wfnQapWIqaqViuIEIO+bplsR0TiklIeiCogutNPSY4YGdUVkrBiVXL0QFXHjva8Cvxxl2RKIyJSWtcxVlP9QAZuVOVFzpYGIEadGUSlF5xKXVO+xJeo7dS4ws5mI5HrIUy2IrFNm+LTYqYmaAFr9UKYuGiM7AmRmQposecugudZaS4lYSX3zKdaQoL59YgRb+FSqKt475kmSEoLLUgCMGRm55nYQUYV7Him4lqPw9BFP8etI9XhdX3PtOC7HZca5sJRbEPMS446EddMC02XXWfYMEXFdTeDIt98yEzsAwM/3GDObYe27BN8SuXrWca5eRjMzJgagKjcSkVrJD8OwWq0Q2bkQgkjRnIXQ7fveOecdpFiI3AyJmuqLWu2XUucJrpR0cXG+u9mplpOz0+1mfbbdKEKMOcc0xiJFJri5C023alpvJDFVkS5QQSmYM4bg1+tNSunyzcX1Pvd9v+lWRbNoJnSI6IgJmYiRyNByiTfXg/fn/X7Xj3nVtPtB27Y9O7OURJBKnZEC92MuCqHpiCjGXS4FmVPJbbM6cc3Dh2fOudWqff+D97788svv/+AHAC0iJsljjPXTPD154j2LSKV9hOBijPUTdyHkVKRMVqIKwDiu2++1JI5MUGRW2cc0qWXgzs/bPwWapFJHv1+f6FJUal6zYTUoqYAp5iQ1tsE5vguV/AaKxnGPZmm7TJvZUR14H3x1h85Md8LE72SzzhBOo/mATvNzNLE9AYDIM3tCB0a5yDiONzc34ziamfNNkiGlcjgMRM45diy5rjDsum7lfVKFkqVq/EWsTJEKTOjAQAVy5R9pLVqmeOvF+LfYwo8vzjEQ+BiEM3/lNB1qGnOOS4lEpFaccw8ePDCzq8u+SEL1Vc/pnOtWPuxdzqkNwMwpAzOfnp4+enT65vXAPFQHi2GdMO+GPqZUAJDJM9eZgBEy4nQOOA6lveVb2mSHPpJBwvwpgOkEn7ybG0G/FhnqiPlOMTx3nd4uk5iZPLdt23XdOHbWcLUcq9wuXP9FZdCvaXPYnd+E+blYNv36vGit91JKtaepjDUG6G1gzJ273d66eY/yb+at7dtxBXORrMudc4TMvdcPLcXARAwQp3nL3CM2MFNN85eBlQKgyCW0XQi+0lmnF4a3ZWTTNF3XlQIhrNq2XficFQBzr2rtWlfEBAQnZ/5theOdE50mIZqTpJykqBgoy7wPftvbnzC/iHVQXFJ0zKFx/Y2IlLGA2zxWVc25UPLeEwPrFNcUQmjbgARo0DRucZ35wCBAzhO5imha+sKLtd5yLs4zs2NHbbPcLEVnnhMYO9e2baVw6+xtqQi3nHONLVmv19UIt0gxFyHo8TtdKsblzqy/U093y51Q29zHnFvnKgfYjvcIRHSOjhwiVMTMBJGqrQZg7cPUd67MJxWTOTfnGA06836+sbRb1or6BTz/Ps+ifAJjAAaEmsBmNq3qVauPZmioqIgskvb7Q05DjEPOKZcIeA4AUvCLz181bXs45M2mQQw5Wc7C7DmwGdbDcM5SP7j5yhoi1qSSquFfrTaXl9dSLITmyy9flQxdt97t9wjMLkAYvG+apmu7VY5JxByHzXobMX6bzryaVGudnHLp+34cR1Vt29YR73Pe9wcRWa1W9QDcdd0Pf/yj3W737Mlj7/3XX389DvmTTz6ZDmZVa2OTDM1UyvTZwcnp6QcffogORfI777z71//pP//whz99cLb9wz/8o5/85McCuDk9qXIhIH7vvfcJ3eX1FbtmiPHm0L96df7Zp5+LVkMnzbNZBEZNigDEBKre++12G4J//vz5119//emvPnv69GnTtrvdrpTimuCkXF9fI6IRNl1XVA/jUDnt6+2m2R1qFlp17lYvK8M/veK7e9oBnaJ07Ki+4HqCrU/VbbsZ9baRhzZxLt6Kea891gobqoB6MwK4o+fUGTJGAEJY62QsUgC6WTvHTASqFSNsOJPr5krUpicTRCI561YNM6YUneMXL158/vnnACDFSok5k+NpBtL3fW20zMo6qmDZGOPZ2VnXdavVynFT77nqa2ei/X6/Xq8dYlVnOUZVHXOus9CJHgbIziGTqqac98NQGe7VzKqiuRQzdcThSGyDiOs6PAzMzOM45pxKyYxLhS055xQFANu2EclB/SJpYPY1Q0/rDoFVHDv1I9WmKRzP++Ky08z/JZjtm845ZlT1ABZCqOTmGe95G3a3SCWXMTEenTCOAIO4jB/rYlqrr3k6O9WNRGQz5rJ++0SvMTOT0DgZRdWICIjQQKJURcpE0i9ihiJSZcBotoCP79FWjl9t3ded5xBCve3rXrtQBNixTSQJMVqQNiZLjKFVwf2E+piOTXOpWbfUqnsOoUFEAPXOdd0KkREnpQ2gliKICjhladRvr7PlqlPq+8E5F0KN36AY034/tG2LmESgaaoSbNr/5vanEXJJWmIa4n5/01ev6dnplp3r+17McsrjmHQKWDRCYkYt+/3h4DgMEsdoRIHIe4bNCnxLm44ik5wE50LXcoWC7vY7UXUutG3b4MpbYGLnmbhln4A6INmP+ubqCs9vwGy13o5xPHvyTnCupPH0yeObMRn79clp3x+KlPXJdrVeX1xexhgvL95MZx3RBw/O+rOzUvLhUGJKDx89fPHuu/v9fhjGl68+z0nMAMmapjk9O6nhHW6SOkcz8D5U4dC9jKYqC3ob9nM8N/s1sz6D+8DPpa1YBULL+H0JrKtntaoRQkRbetV3C5j5eAGL+nqJjlhOt9Nxyu6bV/HOoRzvHtZ1GfGZ1dynmrUwx/+pqYCKaVV51Ck4hZwspeI9dW37+PHjJ0+eNk0r5aZruxT3L7+++MH3//bq4nrsm5wUkL1v1hv//Pm7OXITNv3+oIpISOhVoUKRiTwgiECMOScxpYpwUkVVSCkvHmbQCp+SO1uAQtUCvXWKOp7vARHlHEMIquKDe/TooRl89eWbnHNwqCIuhOfPn3/vo2dN4z//9KeTVX1GOlcDT4wxJW2aieCqU3VqqmAEROxdY1DqbIPZETnCmsVDaIJWiz1EdISERqBQY0DRliAWXEA7U96pHodGTiO+GXdf7RJI6HByJU7bNxje9gic3avH5owvEREty+2Nv9YNMvU1ZmTLbSKC6eLug3pBkJa7C0SssjkWJc60/B5BaImIuG7OxAwyQ61wilgsCSznzL7cbi6TLmh6mznnFGPOBcj10fq+z9kTTWBYhzh3/SDG2PcDSSGiwGGcfGF0VHotRSaIigLS9DzaMa10+TIRsCIGQk4g57tG3Om5q7FDCSDGuN/vu459GGc+TZ1EITNXOwAR5Zx2qVfDWITULUX4Ec+pQo9G5Xy62bo63+NuVJ7lM9+AQLxtHgEwMROgg2dPH/3OBy/6p0/artvHfBD/+avzy+sDeUcEOWeTxM4JwnrdnZxuYxxKSoCSczbRKvwjm3ZGdqF+oHWksyxxQBRC2G63U2YvTjy05Vk1AMdMzu37fnfY1zi+24U0Z3Tu9PT02bNntSBZRnap5HqeWZSrpZSlFVVXYBGpYwFEPD09rV9Tm0HHLdpKlnKOAJxaiWMqRQzEsSdiAylF1ISQDc0QRTSl5L2HCRUPRQrYFKdcSkE1mjsyFQH6bYDKb37ibqfrCMAAKEbVCKkT5EYQyMxQBW/RtYiE5JuiEJNo1uvdQARfvbwIvhGFq5sLH7pSyv6mOMbSwmE3EN3Efkjpi269ORx6ZHZNm3MU0QqxZdeYZESKsXz15WsV/tVnX3nXbbenfZ8ePnwSfBvjRduuFJGZ9zf9+fmbcYiEdDj0Zcwx5m8bbeLc2ptSMZJdXFyknF989/3A/PrrV40LOZdxjO++eC+m+PL16378tO/7J0+eXF5eXLzZPX785OWrV46IW5/LzG7lpe0CYxq6rklxaNrmL//yL3/3o++dnGz+/M//fUzjb334/u/+3u//6Mc/ub6++uijj37yk7/fnp5c7a7ZuVzKq1cXxHT24PGbi5sYU8nSdp0Ui1yISAzNTLT69hWRfeNzjIYYmnB5dXl9c3N6uu267vXr147cs2dP6/O5v7k5Pz83NdeE0La5lH7o65kTkM4ePIgx7g9jKcVEgJiYoeg/tdp7qzcHdTJ0pMszkJl6PiFAp9WtTtgMjKvrHQyo6ixxyXNXsxnOL6IzvdsmLsjUyuKp1tQaj2tYQQJWQTRVSFr3szlQkEiKzKpFDCGsnKvRmUVHgVG15GwhhLZrLi8vT05OUkrjkEoRkWRmwbcAMAxDlfQcJ3c7wloL1eQ901TTC5qmQUTv6ObmppQymi2y7xhjKoVc4xxVRjki+iaYWT+OMcZhiEjMSGompYzDsNh+Bu+D98FVnCPkMcaSmRGoKtIVEYwm29gxO957X6UKM/TfMzoihjkeR9VKkTnRAY43s/ot9QSzLHN116krUdu23nP9qGoaHqLNKXm2+AGqrGLp4S1W5iNVuh2fTRfpUUW3T+5QhMV7XXJZ0jLoVm2CiPV94UTzmhYfMDNdsIRA83KPSzN5keAvQX8zCU2XoPYlh2NCZ1anKWA9QLTc6nxGR8e1IwuE1eZX/9p6BK/SwXmrzgtDbOk6V52wZLBp/eeJ6AgIoNXDcGyuUNXNZtN1Xe1ujmMkyvWUeTj03vvt9qQG1jvna060c5O1psricy4IYUwp5VEkrlYnZ4/WTRMOh5tDvxuGoYp4zbD1gRqqIY2+8bnIOA5k2gZrgid0qjaOUYpokXFIKWfnYLtpvIMhZiAIFKojY98f9ofo/coRrtrgmFIhtYYbFORk5iFkLZCsj/joOx+cbVZxHFZNeHW5az2dPuSX52+ubva+6wxsvV7HMbdNENEKPBjH8erqsuSsqmMqD87O/rv/9l/FGC8uLmIu5+fnn376q1LG/X4cx/j48bNhGOoDknPxPqxWE0Z4uR/q9L7We8fs1reBLr8uwOPur481z8eW9JmvdftrWUxWc87kIkY6FqLAfKitj9jb3Pm3GfR3XrPRr13+63zviBYLWGuM6eAwhbsgAM1lDKUsfV+XsgreSKC42WzeeeeF912erC8lJz3cxF999uWrV5f9YURwhM6ATTH4DpHrqLPOHkuuO40jquBHq1bkKuS+3ZPm9WoJJ6zW62/j8tWznYguOpEKdzWz+uEQYpJc0lDP5eM4LtboWtKM47jbYbWolWLMhFw9XWtEP/SKQCJacQzseMbz1BQfMisAtwMcBEZERkKoEznAGpSmx0EDEytqJjHg/ama4VSWq6lMcZF353g2v3FZFJJH/YsjUbHAbyAwu3sLTYLbW+3oUoguHg1VhaphRTxKQZil9ZWQAQByzCGw+8GYBRbK64IBhXtrrN1OhLhpmtH4np4TEZlh3suGnLNkS5mOWy335opYeQWTKvuO+pqOYJ4qAqhQ9105kl/Ouqe+73e73Xg4hM1m+aToSP8/I75gv9/v9/uccxfY9M7sGmfMyZJF2oTQBhdj7OMINgiO6rra9/y2Hn/13N1eXgOVjKBt489OT/Wmd9Q2zlkRY2H2CmBzrsl2u33w4MHhQDmxiI8xShZEVKXq51GFSl+rDkYXmiS9dVIAACAASURBVBjjEgEyuWNUc41rr78791N0oQ85VoSiYjBH4Myb+Ha7PTs7m1MTpgohSKkntApiqH2ZOkWpK7zM2nFNycwePHhARH3fV+fnrXxJNcaY8lC/q5RitiuSTNVAisj8vAgAhNafPdxW5RcC9f1QJBG5IkVKCQ1V2AbABIm+TR2Y1/Df5JCOi9JbTauwc+66zCUz1oSwWWIN4EPrGy85R9XQrKQImMWkQK5tV2IQGqpdEi0c92nnRinZDGks7L0UU7Oi6r3TgiWXtmlqFneK48e/+HQc08uvzxEDcyC09WZzebnb7far1SaWfHb6SMHimIlc17SmUKBcXlzhN2xGU8FfrVpLDLf3/rDfvXlzYaJxGML2VIo+efT4/e++/6Mf//j6end6erpar7z3jx8/ZgonJ2cXF7vHT59++vEn3Xa6SardZkr5NhvH8eGj09fn53/8L//wq6+/+Iu/+I/7/fj46bMs+jc/+LuXr88RyldffvFbv/XhOI7fff87n3766c9+9ovf/t4/ry2ti8vLcRwdt7XimBaNGhKHGHyIULRIyrkJvF6vu9Xq/OrcQD//4otV0242m+D8drut28N2u2277ubmph+Gly9fPXr62Dl3c9jvbm7Wq82Y6oSNnHMiYGoq8l8536snalUlwsVJN7Nn9XYVRbecnPU29QGBDJQQ8BYHu+QbVeElTmD/itquf8Ntvecqq7fudGaIhghWxBFpLojmib3ju6mhgAYmqqiIyGq1HjDLAOi9F4Fl6vL69asnT54sWKTlb2Bm0Ir1N5UyOTudQ8d3EOdFlpwGABAp03k6xspOQKitI3CeiGlyvs1GYURk9i5o3Y8hg0hRq2JLQkAVE1QBJbQFgT2N/KlCMrUWNarKXHHgUKeuiE601KWQmRndvINWpogtjrL6F/LsgayliOgtm/U2CtZ757hp/FzU8T2ElJnUn1UuBFCHtqAKIlkVme+kPS4MdBGpp5yJSVhLPQREY56+C9EQrQ7wKs4NAGvBL5KQDFQrWpBgrgnZzQrOiqea05mm6PNJrbos6HNWrCwy3WMf1y0qampAQM4ZiaqhDh3Xm8QQFl6r935R509/algHOMswsNRxrguIyCwp1QMBzX4Dm+0iAAiqJQTnXFiYQJXHXo+zXdeFEPrDAFbWq01KKcWhaRq16Warh7zpIy4lSZGqwHeBifNYJOeUEwKhkagxg3fOe88OAbSUVJPN2BmAODJkzwwqZMpqxgEaT4gcY1ZLalmtAFSibMgqJYsUVsEsNmgmtGHIYxRRbcj7ZuV8U1L03XblS5Ii6ApAUju/vGoYN5vVq/PXiKimfd+HrtUY9/t923Zt27L36/V6s1ofDokZTKB2Tyoo6IPnz58/f3Z6ejqOY9+PX335qmmaYRgmu4Wa981SFtVPf6n3js1ytwuF0fwTjtiD8087+i/QPSXnTDIEIofICMzEhAJGCEw1RLW2iCdgN6nY2zjZezKM4zt5+bEUlvf5nP8U8yEdD3lmYOF8qpbag7pdSerN75wjZADyrll1m9C0aUTnwAydUxG9vLg67IeUigiL1IKAQgiEThV0nh9OVwOIkMDAFE1RRG4PAbf6wPsWviWp4nghXZRddURfpw0GVpWEczkNBsrMBWAcxyrUv/0bZqHtYusiEpsmeraYlJzjkqGUknNaeb80Tecz/1S9Hee8I9zdu+2bq/HlrS61ht1JvZuEjqUUJj7OQF/C8e55RAGAiVwIFQe6Wq0ST8IEKfBr9Zz47XrOe5JRvKfnvJ/dNxeF0yus3UaAnLG64wx4GY9NdSnYfdvtcTLsrZ7zv3DnL4PNxSh4lFaP97TTpYBpMSQrpZu1IcxqhqZSJM0XH6RkRKNS1qtQ9Zxis6gE7Egr6EIIIUwNR563JxEhuo0L8t5baLrO56LFIMOdnEM8MoNVacmwPyQpwTfcdDjta98K6ANAJp6yBcy6zgfP1TjQtofhMIjHYRjyeGCEJjjmyWhjZqHx2+26aRhMvHc551rviaBmVcCUCpKrjQZDcE1bF1URgTlNN5cioPVSLoobdKylqCkY1GmxghGizIipcrcav9M1gPpgUn3GF3Hg4t9etv4qw1mv11U9VJv7SweciJqmKdIwY+3y9D3VM8ncxFNEIEZVbZqw3a5rZG7TtKdnJxVLm3M+HIZSxDnXhI5Qh/2hrjZ1zPiPLvaOvdZL68cAFeqBuNIi0BQWyfBESQes/bvpkSFywTc3477rumFMpWgIIaXkfUCk2AtzA+BFAIy9Z0R2HKREADMt5MOiqnPMzFRyrAChcUwGdJ4uBEkEDtdXV7vd2YOzLNK2nYIhcgitc6HrkIFLMcnjt3VOiUlQ73jRQxiudxxCZde1bfv8O++cv3nz5s2bOhhQtS+//PJ3fuvDs9NHr1+/efXypaFfzmN3snCdUxXTst/vL5x98cUXf/O33xfR58+fXu32F9eH4P2jJ0+32/Wb869Pzk7lUs/PzwHxex99b7XafPnFVxdXO++658+fk2uH/eH1y4tJKTrVqlBvVAOUnCsL4+Li4sHDh//stz788MMPP/vlJ19//fXz58+//PyLJaSkdvOHcdxs1jnnw2F/GAQRit6AOWbGCverawhRNbL9V0o6icjoNh1zaTTXg9ziWrq1qqr8BiUlGZS6+0h1KBz595ChWjO19iQUAFWnJ6qO1BhdTVipkeIIoFBXBa0YMktjMR2HVLR/8GjbtiHGKKKQSkplHFPJalYPXtWBA47QCEPjCHQoKecIQCJZMs+wrKpmBS3T/ldKkZIWWJP3ft00IDLkoWoTiZnEbtHDyJ4QAwPgOI6l1GuGjW8pzPZiu1V/+eBXq67Frl01qlpyzDmqAiqqmBTzNAm0RDSlwowlS8nC7Ikc00z4ra3xUpQq/RgBua6pdtTivS0UpyNvlVY2ZjKVwao0n+oAtPaPl23y7bSiew3mIxN/teIgEswpVVZD5I95LXNranbizVuWIZDjNCoAGbJZFrM6iWJm9oxIpSzaOTlyr1QrNgFovQpuXmelqGNkchXYXg1Lc7qOHY98cy4++LZtQwjAlHNGJjQ0hZwleEKgqftoxsTTLFsyIDpm4qp2FgNgRiJHXKPUMiKaSU22ZOYQnA/eTMdRQghN0+33+3EciSjnybIFiEyu7VYx5cPhsN5uKu55tVlbMmJgcgpqQKqAhKqWJTI6DoxESeLh8lqtnJ6erFYtIsaYCabX6RxNcrU8Nm1L5Awll0IC6A3ZNy2ic0276rpuHMfLqwQYDTJjKUaqAOiCc413jCuERkoCABBFInChvx6REMiVWA5DRPKK4F0oYkVMPPRjyVR+9svPPv3sy+fPnxu6LLryLXMuMU2d+xm7ggYhOBGJY7y8vFy1XSnp8upN27YffvjPgnNxTL88/eyLz78mUzQlMANldoYklUrBQMDIYIQ1WpQNDatOgQEZjAynA7r92p6afdPPWyEmot1yNeg4A+dtgtERigPtFiY9y5+ADIGJERkIp/8SVc0wLkfkW4QGTvXqW26riYaC9U+rOIh0AoSoApqRgUNiYgCeFBxFrUjKGtmaEMJmfda12+CbEJzjMI4wDPHNm4v+MI6jicpklQG/2ZyliE3jB6l2/9CEteMOkSufFgAQPBiDMRHV4woYmJJNGbaGpIBgCqbO1AHQtIYYmJLKHKqJYqAAZVmFRCznrFaIwWBKHKqLRg0aNTMfXBwm+0AI7WI3PgLwBh+cD45HQ8Ta2BMUI0VmZIZcVbUFMSBOfQK8VTmAAoM5BAZWRJ1oC8ZgpEiAZlgAxEymCsEAFLC6QxXr+Ll2Xw1ISQxBTU3UVLUYM6ARAKHdMc2DoaApgiyKUBEd43jo9/v+6maHjR9SzrkYOI9V+GDT7QFoVXcKZLUXUJ8LVADSCltFMEADBmOdpMJ6FNSnAkCGk84MkCbeGwGgGuQaByQ5G+QMpRQQBFarVb8AAImBGApMO8mykU1AOkUQlAJZLOeCKY0ZhiGW4gmzFgEpOOk5iwn0cbzpB2cGzjdhVRIG72uUnJioqSN2xOgYHaB6MCTHuWjV71QNrIj4QMwM5AhRuUEwQt8f0jgkKQXnuG60uv574jBGeX2xu7q4DmEr0PV9L1ZqsQFmjEAETE5Mr/eHm31Bpn7I2GgsGQCCI9WQclSTGmAw5qJpiDEy+2a1XZ8+zuDIuyr7qlZcPlrBJkILolp9ciTGnKWUUsYUsxRiXJ+cbFZr37TeeUbKqiLSOAMTz27VNV3rgndd10jKpRQCLkXymBUIfTOMqeIca3E7NZwZALRp+ex0ZWpFhRxWLUwpxTRrRgao1aNpwklEztNbcDQFqKiYFDRlwnpsJccs0DYOEU2dc54JJReee75LJe8cJzAAa5rQNj5FV0ohApXahrPgnfdOwQNMnzUgAbvaQi6ieCuvMB9cE1zf9/GwZ9N1t6qZzKrtytMwpq7rHj16goBff/VVpfjkopMxZHo0JhgFTZwsfCs2UwGIpk7PhLdXKJMi3+63inDOwjYEEFTVkvLcfeYSI63Xqgqp5Jz10GekEAIABd8MvlGBKp2rI9Y5GFbNzJPLdT9i9o7YhaLQeCcFUkkpRfQ+jqOVnHMCpOGwD5tNETnsh3Ecu7b13jdNZ2KoDJBhSXCbfiFzC6zMOVg4DONmtdnn3Xq1OdlsDrubk5PTR48e/+AHP4gxPXv+vHKk++vLLDCO6fziqmm7Qx8fPX16vdvXT6qo3OJGNLddMw7xxfvv/+yTj7cPHn74/gc//fnPkuTvvv+i73vV8sd//EdvLl7/4AffX59sf/7TXz14vH0E8PHHH19f7YBcCI2qmEaRzAyiiAiEJmYgFIc9OUcMYDjG8vrN+U1/9ejpwxfvvTCzP/iDP3j27NmPfvSjZ+88v7y8/OyTT8/Pr95550nV0K1PNvv9npmfPFl7Fy53O+8aIqdqSYtlRecbH7LM7sfJU3d0t6Dafdnmnf/TqUGgRjCFzZqoSsnFzGq6HTEROinT+R8muynPUnxExJmmZXd6lFaFdQhGc4LUJFu4rfdillJKitF775079PuubRvfmJQpis/Iso5ajMWAwNQM0LF3LJM0UYyx5IIBVn5lZIcxXl5emuj773+w2WhO1LWb2I/9Te9DYOI0JIC0Xq92F2+qM/DhgzNT293sgAkJzt+8fvjwoZmVmLD66glc4y04UagJMz40YmQAPnRgJWmSIamCgTFxGlNK2RSddxKLJW28Z+Zh7Nlz8E1t9qScQuPZsUjK/egDI0K87qu+ywyIfBVpB78C4JxiTkrkStacNfjWO9cPvXPWtuS9z3KwYt579CqQC2RFbFbrqtd37ADRhyBaPNXJmBQR0WkqWKd9RXKlsBy1+RmRRYzZN01Xe4HDEJumaVuubOIakFAFrqYgpYYFGyE672hqUahIIUIfatvML2r7Wmmxd0Mcax+0VrAlpSHF6lm1+WWJKiIW1RLz8W1dbU5TaVpsGMa2bdu2Q8R+6IP3ahrHqAqEgKCiIgVijjlLCB5MSi7MdRsgZiyl5JjqCjge8ma7vd7tQtOGtiMXus2WiYf9ngAdMpilsWfCk00nKjklSSV4d7JZA2FKYxE1K6tNIEKwRGgeJkKdQQmN32y2InkYohl33frq6mp3cxDRpmk2J2fEDIBXu33MZXv64OYwqGi72hQFIxaxq5s9oAkgsi9qCoqcr/eXarLdbldtCO22a8M4jv1hlFJIoeKfrMQxi4ggwXZz2q5WzoXLq6v1ZqsGKZeSRiZG5j5e9vFCTV0AIjk5YUCfsw59PuwPkrHtVk1D+/6K2TdhlRMA824fgduvXl9tNhszWW02fRxFxOPoHJnpzX5Ak5T6cTy0oemzff/vftp1zcn2cnd98ezBWRNCHMswjG3bjf3YOB77QgQmull1Ukp/uCGCsT+AGgGx8++98/ThyXaz/peHfnj1+vXNYbi8vtKkSUsy9Z0nhVLy66sLJjp5eLYK3avzy6yG6MTw488+8W2TcuLGv375sl2vLi8uas1f27RTG8iUyAHT5e6667pi2gVXQGPJfRy3220fh12/z1Jc8ArWj0PVLKWUYLNJw9g4X2Jqm1ZTDq5Bw5Qyc0B0Yy5ixKEZht7Qvbm6Pjl79PrVa0Pux7w79C50w+UNOk+uGXMRhdhHDu1udzjc9IxBDMCoElCKqanN3RwqBkVRwDEDMCj6VDiLKakBst8MI4GJcerjGJogxjEDeVSMSYshXVxGwPEwqJqM8Zod3lwf9teJiNlHw2KWc6G2XTFuSt4bqAsCiCnpF5+fn2yfXF0e2BGAsG9ydIwn3m3UhBnUdLt5bNKZdIQOaNwfIhBsN+v9tY09m3LXdSVHJFcyjYM7OdsAYR8v1ut1Q6WK2YcxpSyGJJaLptCyARbJgM2h34sSuyDFDISagMx9nwEb5obY7/cDEYXW9+OB93oYbvpxz75ThVIE2M6vX4nYrk+KVgxEpGlbgFTyoWTOww1poaw55+bsLPdmQONYnDPDHlkBxcwxr1IsBkmhJxeJopSDA3DAeRBNGJrWjA/7CGg3/RAVJARELGTkwBNqlNJL59c6glPPRBkyAngO+5vevHu92+0OPbaNIYNlUkRjR0zMTN6wNXGlkICRBwVC9oAoimosQjnj/lAK5VSsmBXTYsUxEYOSFZFUFAqmQjlP5G4lRY8uOCEg73xwRQSJ05i0QOOanDMiFeReTRSCb4NrvRXHTtRGLQJCbDKA5zVxlzRS2/JqNWoZJG9W23gYyEBHOT05IQtMLbKElpV9TqXZbNNNNUxSISolAkRCazvcnp4KN2NSULA0jFHBikqayARIlkxyFtGCrs9FDTw6D5Fd8B5zESGlQKoJgAxcFNwfEFRDsa4jKKo5KagZ5BzBkyJcXB/2vcTSAji/cm23DqsNOVItBooqIFq0gMKhjxc3B+w6JFUzHzrF4L0vWdgkD3sAQiYtAC5QWCP57eYRIozFrl69EeL9mLpNKCpqqmKhCWaqoIykKpbFRBwhGJiCZHAcwPPJo4fCGNbtYX8z3OywKAXIKRE7i3HshwCUDocn27OXr76SFK+u30gphMDEphbYu6alhrxvm8ZxRCIahpGJTfKYRgAlHf/oD36nlt8AVkoahz7GWA8AoV3FLM++8+7/9R+Hq5dfcdOB88JQBsklEhlKfPrk9N3nD0opzuEYo5hU5l9JfX8Y2tCZwWaz1pRurq/aVSci+yESkUAuQ08NMctmRavGPTp51rXN7voaiVMqh74fxiFmIc/O+9OT9YsX755fXpuNoVn1fb/erPbXV1bqvlM0pXcePj774KRrwnC4YVMijP3BEB/8zov1dvOXf/VXX33y43/zb/77P/3X/82f/9n/+fEnv0xD70NjzDGXWT0BOPPtQV1Rq4dvRJCcJMPZ2Wlw7vrqarPubm5ugAGwMIehT123yknUoFtvK1IfEJFJVFQleFYts4aFYo5hvUolNa0vDkFjswmlDEOKCBCHnojioV+fnoqUIkmyIJLmElyAIkW1CY0ZpGK5FHItgKVSQfy+6aYjPbtALkgB121UAMH3hwTg+n0BKLXRg2BMTdUfIKGaARhxQFLR4psOkIpoCF3LHhXbk6fEpAlX3akp/uTvf07YrFdn+6uhFvPd6sHLV1ev4RqIgMEF3vc7QBHNMxJZzUzQgGGMsdn4V5cX6wePRMqPf/ELBTPv+txvH26Y+T/8xb93zj18+uSXn/zSNbQ93Xz18tUwjqvtarPeEtEYD2UUYlIYzYRpVUrxFEpW59aqpeRM7AzS5vTEoOwP41//v/8pxth1m+9859nDx08AYL09ee+DD7rN+TiOY9/HklJffONcCHU42fo2jnWtJVBwvjGFNIwIVexuy0jltqOIR8MWZsWKQ6QK/8KqBYYipkWLqqmUGshACIAEICqmKqZQW+KEXA38Fb1ZO7DFlixNnSlTSM4F56h1YlqlfOQIEUSAgNyd+hPvzOanONiq4qhiwUn+QdWXXpE1VRAiKlaw8Q07slLEsiogkfN+qjaBQSnFUhOTwTCEpu2211evwKAJzTAMzCxFSylMjpBLjlI0jqmydA1mcyGi6GzmBoopF5mNag5gcptUUJKJWClFBcysZFFVMJIiaAgKJZfZilDHzZpzBhIPDFD1/2KqVV1QKzHnPAEnzKqmWn1cVrBCrZbxlNZRLTMDsKoYGBJXoW1VXU4hvDgJHkRyhW4tDOLj2d2x0HGxlS+/f0zWPhaSLdonEUkpMzszizFNzXfESqScTYblmCO/8LKI6NarPDW73yYoLkJTO2bPVDNPPVLXQ/lqtXLsd7ubqj2rsfNEXBGhYOC9q+JVZte2bbSxfjpVfVFFlaWUcYxErCKpZMmSxmTschaubGNHTMRumvDO7V127Or0POUhphhCYA5IBKqC4IOvr2pmTsA4ppRK27ZnZ2cGWBlCKEo2IfINqOpSAKCI5JkFUpu3TCQmIFKKFM0G5kP1iTZoKmo51UFHZdCnmGPljzJ7x4zoUpQUI3MAQyIOgVmqv1GQJjcmETlXm7geIWXG1aoBI++9Qc7lkM2pmhRkz9vTtRkj02rV7ffXucScEwAUMCSHBMyO0DHoygfvSNAJcBbYD6mP+evz8z5mEUEk3652h16BDEQUYsqm2jTNKT4omnMqjh05QpHd9b7vB8+87rr33/8uOd7dHFIp59eXv/jlx+M4Vt1VKUqARWR/6FtR7z0hA2A/DADQrde5lHojIVENwatNiiovucZrw2pqwNqKtnleNrPo7+dW/yaejYW7gNVLPY00CAFwBqoSiORcpd20EDtmWR2C3QJyj8Wr9dvnlmCdEll92bX3XPtzVrNYwCa3GBgSQg3uMZwpLxNYZHKjIc5Kb1O1UlgVZoyosOOG2u329MHZ41W3GfpIxJLl6vLm8199dfHmKqcSQjBRMGIOD86eNmFVQw7qFpczxLHEsZii815UAVAEVBCApnc8hQIBAOesOQtWSsS8GEpRKWZKCK4KcqosXBVUbPErzthVm7HDdpehWopqkTKZHBANTUViGvqBxzjmnAQEiaAebCZrjSqoYBHNRUrRQuanSXCdohES16sMNb5h8YIRARIhkSEhghkUUwUBrHS/ZYwGgBNpRih4UBy5aiMJEAEVQbXS2epHTnNaxJEmEwmBAInIsXNUgQFTjG7lckEueRiGm5v9ipqcVY2cQy1JTXMpomkYR9HSda1vWudr5CmoCAKoQRZJpZScRQoXGMeikw2Bq1d7DlKCOI5FxNiLKjFXNT8QoarVqY9ozmKmxjamEmMqxWg+bCAhIZtmEcupjDHNEWc0P3LzDGyKiNSU8hirJtCRgZv3HwRAQhCo/KBSBIEAnQ++aboQWu8cE80C3prZAyE0TbtKw1jNFsOYupRqvna9mlaNUp7abuW8zzmZWRGxSfjp6o5RSiYOtYM+DOPuZg9S2i6YWRGLpYAPNdX+lqF3l6R3vL5U8G6M6Xq3Q9Cmaci1U/FghgaqJjgRfkwtjuM4DCmO6J3V8HrvmqYpSUpMo0rqkzhXA+uJuSia1Fk5GgECpDiksa+/Caie8HSzaprGe0+hFYHTR082q5WpqhRDno5zJQFC2zbPnj7+g9//qD/sDWQYDiIFAE63k4/O+3XMChS+evnqb//uh7WpzMALjchioq55/vSplpLj4Bnfffa0mKiBGcYsN/ubIR3a9erk5Gy1PglN/SDQSpbsQNTIqmLqdHuyajtH/Pzp06ePv/fFJ598/PHPnz1/8sknn5ydbf76r/6f/+nf/ts3V9f/8A8//+Unnz58cPazXxTJudueuKa92Q/L0MWmUy6illKK1ZQ/74ipC14t/y//8//6f/zv/9t7L77zwx/+UNHeefH0P3//b9rW5zS07appt5fXN5MVhV092RNSyeNq1Y3jKFKI3DBk55yZELH3VIqAaROqjwBEctc1e43D0LPDEG4TKepzzugWBand3jt4NF+yI0/XfJehzQc4OpoD4a0Y9V4ZYCyiMZac62E6H0XO0DHglLk6UEBNHIfla0opKZV6RY8UNARgBqW+wpjymzdXfR+RDJFV9ezs4fPnz52jlNLJydmLFy/+3b/7D127evxoqyI3u/16vW0a33UrEXWlNKFrmmZ3dTAFIiSqHl0V0RACeGc6pgRq1rTt06ePHz9+TERfffXVj3/8kxBC7RfXAx5SIcYH63WS1LbNkydPU8wvX74chjyTqCsmm5bF5xs8APjWs233/8fmTV9A1AQcMRMTgS7LrC3r1fLNiz7p+GMywDuhf3XrnOzutkSpI0G1b7l7doJ7auxZ2jQTLxAVFe0ISHDETZ69ZLU+gYULIjDh7KoOhudKABHbtr0hYuYaiLxYsDabTV13qp5VRGjRzU8xFLdlyVL/EFXHzoTzMgVwUxBCVXAuAsgFZFJpnzUQYsGlLCr/pf6ZRF8GtTikOf6lhts6x8d5XAuIhZnmfDldqCGL6rI+n3XLPo6kW7CTx7b1YyH18m8tIeN3UuaO6sN7ETcLSvvWmUg0x56WY6463v1xly5w3850fKGOkRXVEnCLHZ9zVI8TV+twtZ5KZ30OLrga51xhrte80nqq7GQcx5yLbxpV1SLe+alAJV7uhCmSAvX4nSIiVRJRzc6eDQbLtao/apm6gCimcGTAY2rc8ov6+heyy3JBlqs9JXaQc86xI0QsVToJ4lwoJeWSQJAYnOMQmmoaQSJViDEVkbZdqU7xgdUzgqBId4JrVYsIimYka9sAQAiUclEtpiYc1ZyZAWrJGVFCQzwCgKgWREzVDlG9wwwlKztE8mrELrBvTBHJ9WmQm+s4JkQm3/Zj7DbbRnINyIpj9q7pui4lVum9c43zOecYo3MuxXg4DKUU1zaIvOra7z367cvzNy/70VIppZghtyFbzrkQUfDesa89groU7Ha7YRjMrG3b6qJcOzOCFwAAIABJREFUSD8VUftrCC5vLdD/2OC+ey0VOHrGjx1ri8q6Yt/ukUWPOyALP2ZZhY6pJ3Bk1377ldxdQL41ZvDtXy8wp4WHcfyodl233Mns3Gaz2W639bITEagOw7Df9+evLw6HURW99z7oer19/OgJoWP+/HA41Gl/Ndu0MRxZEeb4WYBpI1hCt4AAsLbk7hHbb5fxb4r4O069q1VjNXmJFANBRCADBLGSUxwjpTROPWayiccCaqjFhCSXQqWyz8wA1cDuWdRmxXu9pLKckCr+gSYxWAWjVdWx3pMfE5FvQtUtu2GcVT3gCctRaOHb99stXnKySS9tMjqOOa3/RAht161CCByLmaWURcQhE5Ej34SwPVk5x4YT5n7Zbm4jcM15JkLHNfCgtnUzLrkKzjn1np1br9dt197RQh9/OvXVOhcChRByVkSnOknc5/wh6Lpus9nE2L99Sy9/rXOu67r12o+kIneYnMc/poiFNpCK5DhRc9/Kd0G8vZhUF/b62OkRJmFiz2pdu2IciBQQjQzw9vEhchWIvzxZZJPDzXkOSAXZOWc6F+b/iB8ppb7vmYCZ20A1srhaOpNOHOB7NL+KehYpJdWkqoxq6JsMqgpFVAUm2WI1sN5NUqmLZ9t1gV09k+QsJfV9HwvQ9fV1SiX44JiLqE0HVYljP/aHm+vLFEcCK2lULYaaBgwhNMzrdduZM+Dr68a7W/F8jbqFMnG/u7Ylk70mzWk39ClHMXAu+BAenK630F7trr/47FPfdpLHrm2BqAxZxIMWMEI0QGKitm2Z+fz8fL+7aJx77733Yhr+5E/+5PL66k//9E//7M/+7F/963/z8OHDH/zd//0//On/+Pz58+vrAyJWhNhxHGJ9zBEhhJDJQNRUSkwRyjCWL7/6/OGjMzX54IMPLm8uPvq93/3sV79C5KFPjx8/NQwXV1dVxo9ok8wPlQhzScTQUMglEjERDuMBsnLrq8sGMYgk57ypsvOV0ld9aHd3onsV2tu/+I32uW9DQ1VwCIGhSp1P5OMa7zhWcQnNEhHna11fU7qpZuXVZ3am1wgAIYByBrZ58SHHPAxD07TedZ9//uV+v68rw9XVP+x2+/V67VxOKaWkmw2npJeXu7rPeu9LUasIGKouYJu32roRCwCcnJxsT9Y5l91ud3Jycnp6utvtXr9+XUpJyXa7oe/7BQ7SroOIvvz61TiO+31P5J1DUxSoEKyJTEH0m5o/YfE0zR8nAhDCZJUHlMnxbrQcpf9poX7zzmkziGlan91br6fiFacvMULFCURtCnXvr9d1vvlsTiuayHWTL1MVS0Uycm2Z1cfbzHiyU9pSJ1RvSWVv1tNAfXrrO64QCMcsU9ZwvdWWsNwq7GZkRiKcEJQipW69xQyPzCF6zPsioiPDvc5fqezqSmqz3n1yM2vR+mLA4zwIsgqemqOxplAjmZ6EpaSxUpTILfLouU1njKxWGTZTBtQ3HDHfQhQuK/WyWi0nzntIw2VLqEe3+RHFe37re5Gm35i6/vbJ8m0uxfE5csZq2YL9rI52Zm7btl7A/b6fD7KmqjmlGpxa38tRep4tVXeMsaR0yP3p6VktdVZdV/8VahoTNTPPvj6MZkjVNonEc29fBWofehqR24y5ByJkQlIxmWDQ1fZAJQtQvb15poAswDqbugGGx0f0evSvL8z7QA6Wj0ZEDawURccKSOyJmaY4YYfEgA6R9P/j7M2aLEmuM7GzuHtE3Hszs7KqqxrVaIAgAFIEZ8ihzDgkh5RgQ5u/MKaF/0AP84s0z5LplQ8jiZRJGsk0ZhpAGM4QC7E0Gt1oNApdXbncLSLc/ZyjhxMReTOrGgCZVlZWlduNG4v7Od/5FtVStVZpGqxqZEqBl5QwAkDiudWUWq1mKbkQxCam+WCMEYAgEinYkPNw3I1DUVWCdWQDUEYRMNWQRcjUCEFhyIWFia1KlaLVpbUlh2Qi9TCOAcOuH5pu/cXf/DKDEdH19cvtfg9EXdfGGGtJMTTMPI5FRM/PN4iYi6jqOEy+6yGEYX8Y9gd/vs7PHr319On17c3h0DuYMg657/tu1fppdH+5ZaFYpmT+LD8Aqu5VhK+No//Boe3L3nbaj81afFpMWacH57U4vtMAzAf93vQ432//li7xjSvAksF62i28Hvh++rE4ZvkZdi8id+bw4wohNU23Xp+FkFTBTAEZkVVsuz2WbAjRlFUILMTYpJSWWeWMrTBhQGB3efG8REIGo5KlZEFg30T8anhOjeo0SvLu6QScWgQz6LHvKktPgXOPDGpVqyx9o/uNqUquY66cJVcTA0Yn5UwBBLWUseqAaLVmACVyko6JyFhkyLUtbhy8RNjqTHKpoGoez+cbofeRvjUtgPpJHX97e3vIx7EMh6G44gvngfP0Zk3pxHHlxGDW7QqH7XYLVbb72zUEj2WPfs2Yxe5BgTN2QEtIt8HdrqFgSBEREBgMbfY+ncbIdrcrvl5wnKZ+40mOPM413WKciDznYH72Q/fL79XTDej0Dl9y/aavgi0d1zha3/djf6DAqjD0uZRihADkiailwDiOHj+dAplZ23YpJTcP9EVJ3W1aYbF3drxQYAKydbZYU3MJHjBH5kAmS1Hs0Pu0Mtyxp+b5JZ44vsKd46vLU73fq6Wa8Xw/TwLKeW+drMIXwLSUPBz6WiuotbEJIXBoK0e6A4t9SgymdS5YKYQEJDHGGBOa1TrFCPW57vc9t+3ss+2gjEgpPC0jMAzD9atPI+Nq1baN80uYFRhtyP3+1hQChGY4bn1zR3+63N4zBDbKw/jJixdvXT5qQjSpF+dnRGeGoApiBmibruuH/VazZbRaGU1UASkS52nWCqBWStnv93kYjvvtqg2/94//0fPPv7M/bD/86Ke73a5brS4vL7/5zW/udv3Xvva199577+OPP3769GlfZdxu49mj+zZ4tnA4pkkMKIDmcXzy1qO/+qv/5Xe/9jvf+Mb/+0/+yX++WrW73fbZ228NfTZDMyl1VPW6BWQa2QOApUD9cf/o8tF6fXZ9/Wq1WjdN++LFUaqq1hBiyeMIxUrRlADxcBxLzk27UjWTiScyeeq+uUnT+6uN3m8w7GTKp6f/+4zvBwBjphMQ/8HDCLMqDGoVs4UXprWCgYARksWQiNhmL1NPKZxoXGiLyYUZqIAiMqVxqLe6NzOtPBxF5fDixYvnzz83jmN/HJumefvZc7dhV9XAyRRr0X05emYkE5xq8lWr1WpswIhIUm27273//k88N7Jt22fPPgcAwzDc3t7u9+Pl5XlKrUjd3u5ijIfDIefq7MjQBKkGII6avhFv+lWuAm/yU3GdJCx+0OQa78Vb8dfs9xavYLC7+eEi6VuAOMDX+72Tn58XUxDToKAIwa067pLZ6TQ11fu9xdCCiAKnFI2hNE0DAJKFmW0ulcZxrNfZCzgHmbyk80Kk73sPQPT2j+aAl8kbB+76HEN3QfHJSRWRWpaCiebk3KWH8T5zsXha0hFsqbFm5MwenJAlXMhZ3swcgi0heKcGZVP0OU8tli/KKfG95EQgAFnGdEus/JLf9bq5/ANn89Oe2Xc7t0K+N99j9txMD74307ZtEe9NC0/Xu19mJf+mT74xHm2xbPZ2d4l2WKRWHrLnl2Au3HH57zKr8TdVa12ArmV7q6Usm3+KTS6FEClGRTdQZSJy2t2pUtzMREXmjPhT61v/qdPy3T+TUiq51CrIk+eYAp2yXpcLsbiALqXqMrONMVHAEKZ4QMeGPXkyxtitVpGTmeSc86jMKFUogFQDCwhYFWtRACFx8ylGNHdqWi63SJGKtQozwXSDW2COkU0pJgQLw3A89re1OOIwcgBEpCxmXFEV7uCGXDUIaOsOJUyIgNqu10jFQKtBFdke+65p224VAzPz7e3N8TAgsKq2bSOiFswB8uV+WK/XIYSxlqvr25yzVul3BxkLsGKKm/X63c9//vLRo+123+dxt9vtyr6UMt4MItJ13dIwI6LzOZ2SsRhbPYAhHg5M7t/bv7LH+yVfWpxXTztAPzynDMxe9g+Zz0sPs7yXpd875UqcNninA7pTfOcBm/pB3fzG5Prlb+82p4F61b4f3R+Pppq4+EI3jqOjnl3XrddnbZtS7Ah7FZNcj8fh+vpmvz+qgsNJ/oBsNpvVauWOc6dh6wBYay1lIbuqA4W16sl8T80Q7uZ7p6QDeD21fLkkIlIli1ZTmX1ITNVEq4hb16ohehmHLkDXmvOg0JvZKCMycCQOWDLkWsaS+3FoxqHU6v5m88kX1WpQzQxEQaem01s+RFMEXUI0jBSBDChwSklIkWGsJ1cK0cDm7ED7Jbnky3wvejXveKjR8mK1+Bj2YKHxxyHGaGqeeatW+36s9dC0MaS2aRNzqOXOTtPv25KLEDBhKTLJIMBDmMhRNw9iqSKh2S+haracgflmLqUACBrkbOM4ljLB4Xe3sUGtcDweYyTVsrg3v/72SynH41EVajkyx8TpYb1lE81nHEdTNrCu61LbdN2q7VKMUYBLNZgTmeG+xcGp+/m9YfTcfaUEROqhXnZ3G0w1lYF5KG4IwaqqQNYsmrOocixZfv26DQBSatbrtfv87A4HQhiGXIpwEjNDQmYmQ4LJrG4Yhko4jlbrCKIhhCamLrXctMpdRgwhIpa7oSie8FmQjcQfq/44mJRlI/N4rfV6fXZ20TZtARhLlipgyswUmNAiU4ohMbSBDcyjJZBURY/b7TFfhbTuNhdSK4KqGGB0OjqAaVEOBKrH3WGLmod+GPtnz966fHxxcXEBAGPOx76/uX7JpM+ePomp/dEP3ivjwDFNoTEGqKYVwKSWstvtbq+vb7fXZ13Ttc1PAr399tPD4QAA3/nOd959990vfOEL3/7bv3vvvfeur7a328OO++78IqzXr/PavHUppUAZwAADUROawAb65MnjKrnrum9965tf//Ov/+IXL54//9x2uzs/f3RzswVVDkjIRKRm1QqYZ1IqSO265tmzt1Rz23Zf+tJvMtvV1c3FxRkivXp1RQTOU0ak4/4ICk3D+32P4OHMp5Q679DwjsN5V6nqG7MV7v/jV8/33HLMbwz/QWZ8/ZsXyPKEw1lEwFRMoVhlXrCexVfWo7/mvFDFYnLQHhHbdgWAACHGABBEhCnF0Lzz/Au/+MUvDofDenX+5MmTm5sbpuRz777vD4eDu1R4Go03SidFrBKz1rrfH/f7fZWcYqtW81iZCxgeDse2S5ePnpyf1dW6y2PdHXaHvn/rrUdN06WEKbY5F8Jg5HIQfbBE/EO9OZlmC0FdVsU7GuYSsoq//m+8u5Gdeoqn5fpE5H5zv2c4DfoMUcHEPE5nurXIQV8ARAXy7AGY7e91ZuK5f7eWUsfjsIv7UsrYD03TmIgKOIHzcNxdPtowx/1+H2Mcx/Lpp1ebzabr1jlXAPJUa8/vnuiLQIzopjYiMpRKRBys1iqq45jnvDslV5755k5AgQlArLhJg2PwMfKSyi0yExEDM7PTU1VVal2m2C5pW6zPmyYt/d4EwsHUtzShmct6q1XMxhDSwvhbGPuqJlWJKKbofsTeD7xu/v6ALXm6Py1WpU3TnNaR7vddq8QYz87OttvtmIfz83PV6luyzo5Jb0Rh38jwvEtDwteh33u/ZKE1ehUoIl4U9n3vK4XP0OfFAj3n3f+BIfh57vt+GIZ21YrpWLKbEZ+dnalaE6KIlDEHjpKLIoWQdGYtM7NO0qk5DRimLMRcq7Nu/DZYKmPmZVzmUlcyhTwWj5RljkQ1xlgn7SjNGUW4KLJOgxCXLtdLGa3CMQHCKLmomNmx7wMHEOPq03Q2CCJWlbAYoCARYqIAtUApHgSPnlhlZkMZTI0DNU1CJOYAs3JrHAcVQwxN13aaSpaUiIiPveVhv1qtSy0GI2LmwDEBqmYBYELGkIIpEAcDoJByLnnMhKaqZ+sNBM4lQ0xOjh9Fq9QsEgiHWo9jybLbHQ4pcmBer0rN5bDfpxgRWAQMhAIDYoy8WrVs1KXUx6SquR+Ou72UstlsVquNmR2GvuSKiK+uPt1ut+M4Ho/HBdbZ7XabzaZtW792+/1eFzrOjKfpafTknR3tr/jjRLsHRMrTbur1+d7S2ztlcZnvwWsMvaVRPCXjTRLi+fG5N+47+anPmu89mH7Y/ZSA0+15MQFetmqf/KeUUmrNMOeax4LITdOtVpv1+mz2LjdEvnz0DCGWom3bplaZ4n53vN1uxzGrTtNMMGrSKoYGgU3JFMHcRZ7AuGSpxRAYjE0NiEFJqkk1Fc+BUADzgPKJVzdjiwvG59MdUwBy9BqXJECRalOmjnM/wFsp3868yUMVAvRUsePYF9nmOuZSiCkm5kiarc/jYeh3/YHjaiijgKuK1JDEpGpRywgqUudOzQANyYzVUBTF5v3XwC8sEnOipCDEozquO/PrlpaD7uWwT13vfBHxdILqURyz8MjXn9A0bdd1KbU8GticZceBiBhCSmmzWRGbAqmqik+KPIgSPegJYgyEgVMuwsyic9D8PENzkXlC7LqOmPzWFRGej3DmHAIThRjFrGmanKvrc6anUoUJiCCEkFIsRR9gpqebiC+kMaIpv3ncDXdK9RgjSvLWZZnrn+5izJBSSin1szRgHEvTdip3x7AcyYT3lXI8HvthAA5Ne74Ue15d1irTo2lYSnWdOXIIgZXjbLj9a30Exjzm29stgsUYRBDZTjyEEYEQyW+7cSw5VxWjELsugjWoGmJAw5rLKH1FqRRKrQsmv+zRzMAcRXUcxymAywRUmCmEwBzatiGqzKGUkkvhtkuh4QRWk46DVIkEjPbo/EzGg8owDr1qAdCAFEIAzW0ITdf49B9EazUixhC8+AkhmNRV13zxC19YdcGktk384MMf/+T9T5Gwbbu2azkFZts0bUwth5YIRAsJT1peIgL03Pab61tE/NKXvqT27mF7fb3dHo+7VzevvvjuFzbr9eMnT3a73Sc/f/FHf/xHAvyNf/+t9z/8YLc9ioiWgpFfb/aQLER0111EVTFj2u8Oj59clDI+ffp4GPOPf/zD51/43M3N1eHQ/+Ef/tH3vvuDT69uVTKwEUZAs+oFpdVaMCAHXG/a9aa9ub6JkZo2XFxsnr391jAMV9efhkipSbvd4cmTJ20X3n72/Ld+67e/9f/9x08+ebUkQMweyALomTA4d3qnrM6ZeXQ3laN72jwUmIMoX5s7zeuJAAVXFU3ynxDtNPFyUTktwKV/hjkgkk2OgzTjO3dz7HkSxVO3h4TIpaiIHnfXsWnABlGLISLS9ma/Ob/43ne+L6ZmkPOnt7d7FTPQlJrAoUpRtRAaChFN0L0VERQEAac137PFQwyByqGGGJAaqXpzu1e1y8vLpolts1KVq+urWqXt1k3bIdJ6vSGkUqoKOAPGl7rTt/z3afH0QascOCkamhatImCgS+grvgGY1l8937vPB7TT3s+1Y4anees0jqMXGZ7BcrvfdV1HgJQiGRihGqCai/8cAxAFM60qnvuUZXI0RtRaVVUQOYR0fX2rqlJqCIkRia1pY7KgVph5u92GELxZdz2lq3TOzs58scs5VyIfAw5Dbtq21kFxys0opVY5OsAQYzPk6vR2QxyLxEhDyei5AUQY+OrqqmuaEMLFxcVut/c+BACaNhDR4XAbONze3rZt8pHj8XA4Ho+IuG7WU7831sPh4DHcbdum1HooKEA/n3oztcO+V4GmjSk1u92uFpjmnFovLs7Hcby6evXs2bPNZn17ewuGUnV5JLyI9A3MX9R9QWa5nTRN40Wh9xiIuNls9vu9Jxa4+Y2/nItz/OJO8VCMnnPYNO3xeBSREOI0JQ+haRpvz3zU5mnmHkzpvzal5MhZ13Xb7fbRo0f+/VdXV8MweDCdX9AQgm+WzHx7e7ter/1gbm5uVqvV5eXldrv3WQ2AppRwirjIkbhpmuvra0J89uxZrvlwOKxWKyLytPSzzcZbycjMQGerdc45SwZxZ3JEMjI0I5GCACGENqWc864fIMQQEkCdJ8YooiGErlt7J19rZQ4A2jRNztmJZP1xJAqm2DStiAzDgIjjMHh0m997ADAMx/3eGedxGA5N02w250R4dbUdhtH1nN7SN2llCFXk2Odc1IMoCRN4ADSTmQ3DWGtdtR1hOts0+/1+6AthNIQ2tDlnqwoBPGKo7eLQj+NYuy4dDn3fH2KK664rodzeXjepW6/CumsePbospYgMMaLqiFClFg5N262kailDCM2jy4uxH0upqho4dF0ahuHFi59DC0icYqSYjIgp1lqbpq1lBOab3S4EKmM+Pz/vmnR1dSO15pzfeftzL199iohvvfXWxaNHL199ikybzaYOxaqMw9A0TS0FDUouSKSGOefE4ek7z5qmOb84K6WsVqv9fv/pp59eXV3d3Nwg4m6380HHOI5N02w2G4phtVr1ebzZbdePLg43N91mLWDnbz0REUEoKqVWORxUZMw5ppRzRqIqQsy5FL+TiXnp2E+LxVJKiNGFHy4gtDlMxdv+pTz1EVloGjM7Ho9mNo7j6uws5+xQlM9GfIAAAG3brjabnHO32bhcZ7Va+dJUSnH+6tKkdV3nB7awtZ1VvkyYcZGwEtmJPKyWsnCkF+2WLws5D7XmGKPznn2KhWg5DyGEYfBOmwCoVhcA0zjm58/f6VbdT37ygQv/xuN4PB7ff/8nXdcdDsNqdUYEtQ5OIF+vz9999zd2u8MPfvCjWo2wUYFhKP0x98c8DKU/joih1gxmIjoOYwihbVdDn4moihGFnOtuV1Ss61a1kKrEmGqVYRhCCJJzDFxGAcIiZbUKYlpN+zJiDPWYLy8ebW93gc8QIKW0P+zOH6/6wyE0UTCPUkGUgynCp9dXyPzy6hWlWHRA5JBYLH969WnTYi4HDlZrIcPjfgcBukTFsoA0q2SsHCmXATkRUS0SY+zHoWipJhzCOAyVCSowoYGFEIZhiE0CRBelpBCd3x5TAvDxdVTVxfodEV2hBkSBSRBqlb4fci6bEJqmSSnVccTJC4BMLOd8OOSmiUUtRI81y2KESIRObYBaqwEqVxFnpAPGwMylTDdMSk3NZRjHvu/HYZymmKpFqnO0Fk7H8Xg8a9rr6+tSyjiW1arz3YcIU2pMS1W3RkQncXjgjd/MIkhEYy4RcQZYa8lDraq7I2HTD4NCnIpOA1ERkcPhsL3NUEsKpGB9P+ZxnDscqpMwHvb7/e3tbd/3Z6tuvV6HkJZnx6meXYpOVT0ejzc3N2YjM6xWq9C0BrFtW2aYnKL7DFI9WKiU2radgz8IQMRDLmdnZy9evjIAFWAOtbhTAJq6PyLO6gCXA5gZnJ1djMPh7OzsONRAq7ZdSdVxKBCoViEkZtBc/WSen58Hppx704Jq+/3hsN+DAIS4uXwqDIQYQlQFMQFAUyQKQHI8Hj/++OM2xqdvveXeM4zLQLWOJRvQ9dXNy5cvpzAGAAOrpWKtiOCxeH3fy3BA0jyMBgURmtUqMLVti5xGqV47jeOInJy9M2eXSZUqEsys67rxePj005ePHz/Ouf/k5Scvd7u2bZ89f7vUctxuzy4uv/DFz21Wq1penJ89Yk6lllpKExOHsGrTarP6P//3//t3f/e3/vHv/e5+j+988d3xeLi5vfr33/rmV7/8lWfPnjnA+u2//fbjZ5979uzZ+x9+0LStmq3Pz3e7I87L5mJi4qajFIMcR0TigN2qPTtbA9jFxXl/3J+ft1XyV77y5e9+9++22/3f/M1/ePvZ5//T335vtV45RONxESJFRaEqRuAAP//5z3IZbrfXx37/7hfe+U//8dtVRtHStomD7Q+33apNDY8jvLr65J89/ZO2a9br1fE4mMIslZLApFoRgYjNtNYaY3j85PLly5ebzWq73TdNPOyOLsI1ABlrXK2IKe92zdmjcRhiaPI4tjG67MhVx6aTmQoihhhdzjrFkwCo5hgDz2YKixxAa01t64yt436vqjiLd5bd0Nkupy4vZmYwSYOlAgAwBUhT3g8hTpMd4N32uBChRynjUOaG9nhiVGNKiCEUUXDwfQ6khsAKEFerm90hBEqpMUADxRDaEACwH+uQy+1uqLVMycxMm64RqUOfHT8UUREIIRImlV7zIXbder0ejv29vGj8DE6QmWhxeZjWaoDEXIvu5ag4YZHMxEh3jbnRsjDSKXWx1tli09EfnCE28RbO+SI5Z+4i4P32z6yIhlO584Jv6WkaG4Br00ydzQAwp6gjoOGpZPzUrWRKpVi0IsyMNgGKjhkvYPliyrLwlBbjQZ8I+RYyaaJEuNZSis1R9CfukVjkAbFwOlRPSPepTuraQDyOo3c4S8Tf61IBmMc+izGM3+v+e/y811rNRh+5zLxhXVpoERlH9VxRMHK+Zc7jIq93LeJiYPOAjfl61+60sVMPz9Oveu3oEL6/ESZe0NCF07gMA153bjgdaywR8KdqHwdw/Ub0V1xGZKfqwVN/Gj+ApVOd7E9sosJ6dWsmiFhynqnIeKpf8gXFKalufsh09x4X9YOpwWJ4U6dR6xT2CJPXDjPrm0SJyysuN8OCDT+wrnkQ2uZX5O5gEB0+8BJ89tyHEJKjQgv/0+n4CI5ERQRWmrwFDVhFpKqIGx7qchXu9LFmiExIhEGlCmhgQGQmjLFJSVUwEAEDYoqRkayWYlZER7WqJoRks5aJuBqMagpKpESUmGkJIqo1q9YYgwRgYjE9HA4HOEaKiQMAaHGoGSmGCDCWHGME4iqllHIch8Shmt7udxjDcRg4xaZrh31PNDXABrasblY9CDFJKdtxdKZWSmmz2cQYHz16dHV1td1uj8ej33uqOubcNA0GFpH9fj/N30Jo2/b29tY7w/V67V4vfjNPOe8h+Bj2lOj4gDf4y9PSTy4o/kr47SEIZ/ZQOgJvDjF/o6z3H6xFvH98hmhESOTIpc4KKZl3gMmnRK1ramezAAAgAElEQVTCvbx1q1VMfengmajOMTYxNgg8W1V7o2iEIYTUJE2xZRrHMTdNE0IqRcaxSDXmABa6Lvboe4E6xueDFK31eDweDjEWpwiqVAcv7QRwpRkipTl36I5Uq0ieWIQGgCRgigQetHf/jIhBRQMf+YKHGYFOLo9iIKpKBr6jgRudQBmGYb/fb7fbdrXKUowQCVHRDKpqqbV6Ap1OegfDCTP3V1FVund9EWmyIHB9e4wRqvjeP6/zEancl5JOyuHJsERVUc3cIpSZgZkFdNnx8OH0iWZrOJxCpU6ipVxnIWWoIsycmuSHNXIm09kp1E68+9iPPARbCj6bF1XnczLbOE4woqeiAfPiKIYwVRTM2rYtc+TYBu7ONpvtIbvoERFjiBONAjHEuOoaZNpszrtVNw3MzbeGO6HBsqPVqhyimhKRzVsDMQFA0zRt26oComQnOVcbx7HW+aknYopgzmdmM1utNsMw5FLzOAwiqlNH+lkkmgcB9DCfN2Ym1KW8JiJkygXcrXNK3zITMZOax6JaPB1us9mQkSCl1BYkAM+ZIJ8wi0iVGhG7rtuszwjUqyB39VtI1GORGFuiwBScBSYihoAESKQGtVrOeRyHPOTIIKYhxFXXILEYlpKlgEIKLU7QFcUKWFS9gnaf2ZSSmPZ9Pw5DKcIB3377c4/feuvq6mq7313f3F48Pj9vG0T+6KOPX93cdqsVUSjlEDm0XReYax63h35ztvlX/+q/+9f/+r+/vnn17Nnjzdn6nXeeFy1/8hu/8cMf/ODZs2df+cpXfv7Rz8Pt4bvf/W6KXdM011cv0+as9P2bXTWI3GxPaDSwWu3mZsuMjx8/3m1v/cn6xS9+8fHHH3dd973v/bgW+Iu/+N1nz569/8GHk5EPovlSyfMoDpEYGmrarhEttc+Xjy8ePXr04sWLtz/39KOPPkwpiOS+PxBR17U//elP+/4YAjGz4hJcZ5PMJWcAwIAxxhDZTJ4+fdI0aRiG8/PzWmuXmvPLx4fj8Xp7y8xiCvMiGSKhpimgWOupGe7SoZzK9szADWlnoNArSSCiMh+UqnCMdIItTkpU5lNHiVNp8cQcWMSrRq/nBNxTvb7B+3Ihi9IbeQGAYTLUqKZaVRcjU1o4sUQw17nB1XpgNJH8yJR9m9MQgr9KzsX9/HwRPn3JNw3y7eH32OTiRUSABOAS8MmHb+703uDcMWl4/0G57uTKOz3x55xqerCiQi4OYQJCM1MD9FraJXFCpmZkRGpTXCWZIqDNtiVzRU1+fok5gvtzA8QY3STAi2NVK0Vmzy72kHcRE9EQLCVmdjfOrIaiUxldDWACAaYySzwAWKcFcd51QNWI2PtGZzwyM6v5XOuEjEeutTUzl2vXWjnQaSc8JzcAKPpgwXMCzBCMiMGFhPPgaFqRS1YzbJq21ppSmoJNi862NGE6qeKGIeZpew8kN4sRjh9t0zQ+HzhliKmqz758Kuhn2AAWhuFimuJ8VwDwpmwBtx50aMu8fmnVVFW1Ls25jxp8fLfs7gu0M8fHT1Qrb4kd7PEuaBxHIvZzUmue+0Z4nRTqb9n7PTdQ5chEFInF5biInphOFJh5LlhNTZkpBAaAcSwiEkKqHhZ8v6A/tRKdm7QFfJ0QwNl6C+dMbTDDWrRpoquH3YuibVZ+nCGkGBowcqXZjIZUVSBmpIAAUwA8B2QGd/VHUiQRyVVQkYhFAUlnjYxTTgmNGIEZGQPoqGZCCopgCAoEbKrjMIY2Lv1/qaMpuI1hrXVGDRRQmBB0NBUTdGJTnIheiqQlj6batFEjBo45576OtYqyUoKcs5YsLhUixMCH49C2qxgbHCtxNKDD0Mvk4Wuj5G7VHYYeiFZnm3TdlFIUwFFYIjKyhrltu1JrfzgUrT4rPp8/VqvVbrfb7/fDMHgNut3t5vmweC/nKjJm3u12Vis3jVMJlpmYPwJt265WK79pHX1YgKfXtXCnMMQikl4ewFOk5u/Vj71u6HLfGfKhGdJnGTk+ePU39I1v8h2duYjO+wMkUK2eRQagxIjzuK/W7EI4B1BUtday1KNzCE3o2nWKiSiYiakjkZzzeDgcd9uDkz+J2KNEu2799OnbIaSSbbfb16KJE2GotQ79MAx5nuHE2dmlEpOnSpiBKQKB2aznUbdBYQ95NwQx56ybwp2f1sTzcQTNQMypv2gwOWuIqXj/MhOAl1zb2S+kumkTA0fmwKhQjsPxdndzfXO91jqWPDmfAfkiPI6jWBWQWgQ8JqeK81IXrXIIJ1AjLCvzZIaiU6WXBXOtJyjDEsHh70+mDRSMTEVx4gkRcQgYQlD0fi8gLiYB9IB2eO/uUjwhmJ7ioQ8NA+6Q1tf4w3cYmZ360bhEwqZu1kqMUZHdIU5EAi/7oAfVcAiBkPAEcVsejRACoZEJEdnrz6DZXN7R1KB74KqVEJPpnX3OIkecVUkqksecUTQXdNeo2WI0sqeXUZAqYgXAxnHMpVaDOm+aDwGWz+j6FDyIVmqRUkrOpWTzypKTK5/ghMUNKlBrRdNai2plwBhj17SBqAKaG8yAY+Ke18xF1Wq1gE1qV6tVzYPXCQDGcKe/qCIpTfzYCT+1Cu6BhggAVaGIFTE3KiBCCmQch5xV4fb20BdRiO36/Or29jgOSKoc3KcGmcpQVOrucPj4448/ZQOVKqXW/Or66vLycrXabM4uXl1f/eT9n67ONpuzy7aLTWoIS64ll8Ic/BJXFTM4DkNK6c///M+/9R+++ZMPP/zo44/+q//6X55dnB/6/q2nT//yL//yq1/96r/45//iNzkVoBc/f+nUDHcBgDdpmvzpAFBkBhMQMAJVdWPwt99++5NPPjkchu9973tf+9o/+v3f/8++//0f7Ha7p8/eeu9HP8YQmdnDYJxBDCQ+OXfYmoi2262IbDabi4uLjz766PLycrcbvvpb715fv9rv9+vVeUrpgw8+GIY+cDPvNR6r4yWCecq7VbMgANr3xy996UvEcHNz8/z527UWVHj+/O2Xn77sS8/EWiR0DaAiWtNE42BVRKuIGt75DyPw4mU428M4d9QNsYBotrxARaAY3W4QSx1DSD7h8K2T2RWASoSn9qen7PQTh5h7ufZvbpZ+reQkB/PMoR1HIQHcV0ZrEQBcfFPBudIMTIAERKhSa4Xq+Smeg47s/SQCE3OMyRk3rtpYhih3Wz/+ei0YMlHwkV4Fwbu3S/dZ6HSKExGR6N+327vjct/zaym15mn5M2IyBGaekFXv5hHR3FhtsRlQlalJPi0j/EQgIlHFiUnpZzD4fWBmh8NBdSIl+lsKIbht42kbUxftHM5TF0QgSoHHnKcgJMTJbUXR9yCv9BGBF4GBjwdVmrYJHCLR8XhMKaXUbLdbX/LUJl+ZGflD4jgMA89VoIpOTK2irs8GwKZpAreIWGsBtHl3Y2cnhxARwaVHIYScC4BNLh1d23UrV554E+im9gvJ6nRicBog4dLB061u8Sfsum4YhkVIZnc57uK1rOuLHM72at5/UETvmZrM89V5MwBfImOMPsZb7BwcTHLXTZ8uLj/u6M5pVsSi5XNiwDiOZ2cX3gT2/bGUiXiJiGG2bzrtcl1ETkSg4D0LiGdxqdtvqhoxMbGIShVPS2FCBBapeRxVtVl1BmDiiZbqT4KKxZAQCEAJmUhVFHFpCJGIvcb1/uikuoKF+Lewktzcyf0SPPwQAAKzVMlVahFVg8g4OQIxABNFZDapohqIGAkxIGmKMcZYSzFVX2UAgJFC6pCwVgETFRRBIsxZELhkGaiUokNf9v2wOe9WqzUYmKrUbGa19rWq1DoBTaZogqRgYiK1Ak/oXVOtIBqB1dIzQZdWmqIBEqbEUcUQ0RTUapEiKqOMlg1Ed4dD03YXm7OCRk0bmrQ7HgBB8zBsRVGOdezHQY7a1xy7dnV+lkt5/OQxTEmJPqGtUqofuaMt19fXjhoi4uXl5eXlpS+Fr169+rvvf38ouWEU0VoLzDSwfHtrpqvzs/V6Laof//xjv2wxxiGPY8mrzfrs7ExEvEAPKWLJev8BnIu2u7yEOxL/zEabeC8in9Xsva4GXLq709+/eBQt9lT3nSrv7GEehC48aBHf4EIx+5qcig/nYaYgKpERA4CoVdGiWgAVURFRTUWLaDYriP5oVDUrJS8wWa0CBkS8Wm2YmTmYjTaLTzTXV6+uXrz4pJTS9wNRaJsoIoTh3c9/8eL8sj/mjz/+RS1ykF5Nuq6LKW23WzNgYqaYawycYkwpOSkAq5GpqaKqm4uaN+kIjBhAq5mWqqM7TXgeoBEaoSEam5IoVrVcpSqIEQCBgQHVKlXEDMpks2cCaqCAICaljqUOxMGhU3Qpu1mppa99Malaq1XRihQVAQCHPB4OB2UTq32ugMDMBQV1uui+RzQQ5pEO4SyzdA35OOZxHK1Ur/4nQ08H5pAFAJGYIlNYoDe321x8w310RMSkSMhzjuAJnWSC+pdy0h4sdL4Co0XN2cVvNefaVBHhKXQURUQVfY5U5o86e7Cq6kJbmvV7jZm3N3kcJOcMDGbTiE9VfCCHKMPQ13pU2BE2u91OLbiRjJmO41hK62G5Uovksaocj8Nhf5gopkZ1ovOAi+RLKRR5lobCJBalJfBWDWAYhsPhMA570VHNUNQgMrMfOZGKoKrUkseR+2FAK9vtrZnF1KRubQpmVnKNCRa07t4fzwk9yW0upR4P/dAfmDlnIUxTSaPmCiCn0JgDgjnXWiNTjIkoRSJHUbOBUdQwVAqOwgC4sb5OWiK1UsowjFoLI4lWVQlIC27LSK5SWUayaKCmJopgyMgAsWlXm7NaGkYYxuNhHG/7LVRl5lEhNGsKbbs6b1cZMNhiXq8GZhTJxwT7vk8M61W7alJqLlerNtd68+JqLLnUAty+utrvj/r88yvgpuieKABRVcnjQEQAgoybs/X/9W//7eMnj//gD/7g/Q/fG/Pwv/71X//JH//hW8+e7m5uv/71r2+32//tr/46dZs/+Kd/nGL3wUc/vXj06DDmR5eXNze719s91VpK9UEXERlp1zZN07385Or25urP/vSf3VxvDaEWffXq6nd+53eur3bvv/8TBQbiEGKKTVUptYIZEBCRZD0eexV9dPnIDH720cdN01w+vvRAmg8/+GkKYb3e7HaH4yEzh3GsTROWUmqufwAJRGuMzF0aBqeJIRH0wyE1QaQCyvnFRj8su5vj7NGgIRgRNk07joWZNps1CBx2exbKWeHErd0ZHNP+xkJIgODZ11IqEsUUVSWX3kxMLKYoKiGkPByxBZ0GLYRkADqMvWoNnDxEduqy3GDcGO65Lp0GU8rft9+bCBgnPzIl0Krcxd8hit5J+2furopCgXEJ3gQzmqZIkwEIITm+QMQzxY/MJpLaXRrZlLSHbzbinL/zhEnEwA5LEc7uzidYrT7IRSNCVbzfD/9qHHmaD0z45sl8r0iV2WrZ2RpAVEWAkHAaeRIRirpEarKsQAAD5CUIHU/7Ufd59l1lkZ57HzKtWohm6n0IzLX+zMBk7yjm5LSFgEJInFIaxjyhnj5+NlM1QPJgA4XioyKdAmPEQ7hFpZaS1hsXg7VtN47jfr8HmNCr2TqEHC8chgFm1iIpLWI5L+Vrla7r1quLWuvxeDSYLElUdRiO82wQh2EYhuHs7Ny3mZyLzwYJeRx7ZvR+0sXrzuR/wCR88O8lO+6BP9ISA+Bdx+u8yilii/FOYjTZlsgpULFUipMZZq0555TSarViRm/t3ELDJX/DMKiqC/9OmbrLuIyZh2FYQvCWUtXLVtf4jeN4ttn4iQ1IqkpCROSzOJkzDFNKoHDIB62CBipSoSIHm7wrTUXAkJAVzMRqUYSiqlOIpWhoGlG3iVV3klc1Zx5N5gQKHsMxZ6B4eaQzBiGLH+NCWlhQsYXU6uDF0gnXPDhwqzpBR2YghlUs4KTlqGq1igFiIOKQEJgAyG+P7Pe4l2whNgZUy1BqFVEVRKAqkBLPLgMs1Y7jnokDc2AWEEKUadRRVYVUzFcWq2QVMAAIIiFkgFhqRV+kVCIbMyEICtaiCoZGhDDruaFKBvIYcFEASmF3PIro9fX1qmtiil5y5+Mw5LFbteuLs2Pfl14wxYsnj9frNaiuV2eed4LA4zjmnAMFIGxSIuamabbb7TKsduCjlJJSappmtVoNtzdVxMy61Wqz2bini9O227Yts6/S5vzM3EOilMPxuNlsYkoyDMe+X/KjgXC5jgtl9NTJ9m5eMY/9nXMO8xz+daOjN1JDH3joL2iLv83X/VoecM5/SSf5xpCVpXd9oC8wq6rVTM2qIzYw2ZE7oDJtw4gCWOc/imBIU7TX7F1EhI4A05z7PuOLIZ6fX1xePh7HMaWmP47jmBFxtz3+6Efv7Xa76+tbBA6Ras1N0zx9+vRzz88Ph+P1pz9XNZUipdZKpRQknPmKuIS9maIaSFWnk9SqHg5eBUpVETRgQAB10l5AVAOuCqJYBUTNEBWQgAyoihYVNFKb+j2HjQFNQarUUsuEuZmpqJIZg5IYaGqZE/lokefF2eEtiChWD8ceXGSyLIOqx3G42W3Xxqc0oYlhgaaIRNg0DcWETKlbt23LIXjGz2y/Rp6sfXLXgQOIPvBUURGoFUXmWAE1vW9PCEaAdoIuy+QMPsHk9Xg8lPGoC1/LB3OxogMzizXxDFssH8t9jif+nH3f931jJt5p1JKdcqpK7raFNIXcqtbA0DQNhSaGVZPS7lhqrYKARATkPXMtYwDbrNrEzXp91nXt9PjYnT3vdEBSm8hEFEIMIXjfO5dH5EZ8S5RRdGyOg5rr22nBOFCn6NoQYqR4cXFRSjEgAQQVosAh2D3LCpqJWQ/yGJAnIgm7ip4DM28267MmtRyiAZoT+yjA3SzO/E2kyIEmc3kGDm1ngSSok7KnIlcUAJEDWHW7BEY4W29QqNi4zGMRkZFm7ElFlHii8MnkcO4DvQicjvujaDkeD2YaQmibLjVN6LRtzw0DhTbueqRop+7obn1EFFNMXVOG8fp2JzXfvLq6fOuxqPX9GJvu8+++w1ApddfXty/+5tsf//yT2KyHoRgyxUQqBLUWADVm+ov/5r/9H/6n//HJ08fPnz//6MXPnj598v/8u3+33+//5J/+0c2rq5rLV7/61Wr4ne9858fvfVBKEUEO4ebqCii+sVKuVaekAw5Ite/Hx4/593//D/7nf/Nvvv/9H/7pn/4Xx//jeBgOIaSb613fD0xNNQSFWgWhGAJCAFKcfIiBkIc8tk331pOnn3zySdPgbrsfhnHVrT/84Ke//du//dMPfzYc82q9TqkTkUcXj68+3fqTtJgtukDJxY8ggAGaNj66vDDbHI/74/G43e5evPj41cstKLx8+cl2e+sViKr0fQGgELjrWsmylepz94WxZCZ3jtHqyXAUODCzk6Y9Set4PJaSEQEDphjGohcXmxurtY7LcfqKEVOKMS0a8pkTIAD00HnyzmJ0MVz7dV2OFE9yTuffM4FVqmAId2Xng+AKOB2u0JSVbVh1ljAAGAgooolU1Tzz1XnyHDoVVU3h529wakEkh3SmMDyfkBoieD/pK4K3Mssv1Nfz2OYx7K8R80ekc8tFONEg4TR/zwdWy6SozgMZMBRT1CnSKCqoLKWM4ly+n3pGm05tmWi5F/Zdq3dx3i+ZsU8XmKKI1KIIc3wNcmDKYy21hjAxyBfbaEfT/ffYPAiaLt4dB4ZOuRNE1DSNgfZ9v9/uGKZdpGla7zZTSiEiMw+DLcZcU+/BvHRH3p+4lAgRt9vdUvc7ByCGBsmVSMEP1nnPq9XKh5kislp1bi4/+1bHpknMxdPeSsl3RkZvJCUDePd1GrLnHw7n5Jzdc8/MaqlOGV3kCnNQjgdVL3DmQ/XdqRptEez5f33Acjwe+753kqoDjQ9q2SVq3HtgP+ZF2+aT3pyzWwvkHBbX0xBCQDrNZfZoBBd6AQABeciEo7ImWq2qAlJQNdXJuwKB5xA8WfhLIhZOOKunfM4lvNvLd8LgoWEPRjEwf4+DNCFNUpAlDs6/5F4vbrZBRHn0ObP7O7Gnk6l5fB844UZme1tEjOROsFlVuyYSUYyTBtVASikGwT3TOZAqELmugxbInzkSskcneWDU4ob6mpWTmgkhMLmXrSFIzTUSI6JKTh67LaVINUVRtWrVwCWpZmYhUMCmaxzsOIuP+kN/HPrD4eABDNV06TeMwMyGPDKG1dm6jJkC16xZqhyPBsAYaq0qghyRqJSSpfphO8XIr5fbkTv24Xev15Tn5+fPnz9HxJubm91u9+rVq5TSMhBLqfH0l/1+P47jer1eMJS7xJdZRbNsCa+zJReg7lQD/NleyW9I0fwsKubrc7nTzu2ztH+fJfl78PkHt/1JoFkVLWRgIEiGzo8EZzs6Zqenn3fSPk/mLnaSEEVSDZ02aeR/TDFwapvVqtv455czZmB93/d9P4dYeDxPOR6PVdZnZ2eIL0TVlMDQ1wYXoRGZAp/ufwsT0gk4KsYAOrma+FmgmUFEs3urpwmbTn6aU4czNdim+qYNdr5G1cxN1XzwOw2OxlJirWqTKSiqQ7OqqmjkaynInNloCHMwad/3HLopIPH0TZ0mB1TJOSuWWu/iWE4PcTqGMY9jETMVtXt6y0oEVYyBxY/BFrs5+oyJ9IM3fr/EeVC13UXz3eNznsqPYcnrm0iY0R1TmLkWiDEahVJsspbD5XmchW0hLAqL2bHwzn4WIbIr8eAzAi5m/d4S3blo5JjZvAlXNbpLBhZBVfP49lIl5yyy3DxKs3LBp5FTiSImgEUfxh3d1SRvpADAEnzvu6SUMozj6Pan94zcEGnOaM05m5WSMRCUUhA5xRRSqshGNPM5yXHL++tbCNOgkoiBT3btsQqHBmOagKe7Cs+czFWrjOO42x/GUomQQ2tkIQaOATmI1MMw5jowjdvtdhgGDMwhuPyHCbWoIaSu/dJvfOny4iIQiJSrV68Oh+PV9bZtsxh8/PEvxjq2qxVh7NoQmw6MSs2AU4tiapN9EeK3v/1tVf3Zz372G7/57m63C4lvdlsG/OEPf/hf/umf/fhH733jG9/4s6//8y8/fvrhBz/LOTM3RASlQBPftGIHAkOyymxgJgoKpZTb29svf/k3P/jJj9955x2isNsd9vv97//eV83wRz98v+ZKMSKw2dJLoJlMSDRgKRUA27ZLqRnHXEo9HvtS6mZz9uzZs93+dr//BKDbbQ/r9Xq324uK4zWq3qiwmTHfxanZpF+o5+dn2+227w91hO32tukQFfeHbSmVCENgQDzsdhwjUQwhSC61Fm/GABln+rOZqVbP0BEBxOBZfBiIFUMITRtzoRaTh/SICPR28eis1PF4PJYsTdM4S84FR4j+C+HUDmfyzIcHdto+4LI5J5D+PuHxb2iEEBFDcNKmg2Jm8KDPNEARNTUkDIGJ0EDuZdef9i/T3DPMtfG9/X2Jr3uTel8XeddMspzwFJtZ44EY1AwW2o4PD22pSd4YjfZrRa8bLnrfe/0exxBU/VlyUFcc4RVb0ujMgME8UZEpBkIk0umYDKdV2EEyQ0+jBwK0ZSSSa43MyEyGkwjYUx9q9Y0icqDA/opFKhEbTpHzqlCL1CCFqjuGIQIxA2EgMmLzF3ODHlSXWxFCYG5SNNPb2+3t7e2mW0lxPuEZkUOnKSb2W1PVM7KnmKMwOzqITvPx1KbVaqWqZre1VtHRAIghBOLgeM4kccm11JyR6fzsLIXkLQ0Fatt28sQTCSEsooLAXIshoCfl3I/I8EBwzwmWtmFCMwQDXTptB++9qWMKqmpWF6LmCW1somC7v8IcBkhoZAig6uNwNCCiFFMt5ShFK5sJUROYJYSFq+32oa/di2STwzwTGVGoVWNE5ugh5z5AG8ex6bqma4vUUsQAmSMzETBiRSBE9sIscTSDPGTv/XxbNPIBn3u3QwxxMsx1IaUhoLgQx/3KzaRIbYAnhEnnFcWMHLT0h1AF3S8JFUHBiew6id0mXNwVP0AxhkWkQcSzGzmm1AzDWEpNqSHisdaTpD6+k7Ho1HBNUotaxJSdMY5WSillbNM5E83Fh1QF9UStWlWBFEynUEw1q1WGPAJhruNYMxV0kCWEwByJzHVT/vpThJehmUfuGE5VgWrN0DSAKKqpaRG0lCwGIURSyFq0Woxp3TWqNQsAaNNEAFDhtjkrY63jqAbMzCEBYtM0rXax7dZnKyQaDsOr61dPnjyRWouKVeEYxAB7TaEBgBRj20UgvLreHcehltFEKRKZIkO3SiZc60AAgEIo3aqptQ6lMMGqa5i55OFss6pljDH2fe/me8EdjKrUXEodAcB7GNFiVg3EGxs4cei5J5u5D0IagIKoGZA9+NIvcUz+5eF+b9Tm/frxgP+AUEEzUwEVMEZTRGCPRJ+F2eQavGXzA6M5UzGchiI6KilaUE2nkwkGYoDeT+Yy9MNhzL2qdt1KtTZNevz4cUppGPLVqxtVZcaxHz59eXV23poSYVA0w0qRV93ZenUZI+4Tp7QHQ4MiAlIRrHF3rSnTDnQ2KCNTBvV+pnrWEGAFq4BLHLkCVEBx76JJUqeAuCzkgHNzY2Yy0bpRTcV8z0YDrFXzWIecU6qmRoAEKHPRoiABEdBUCqjXVAuBSauWXIexDgIZHF71lxNRcp2hHodDycNutwtt7fuj1GoKDEx3vi9SpeQy5HHIQw/EpgZIAKoIApqrQECZjTnkpD1b9hkFAkCD4IGcZGBGpGAAgblrmhEl56FUHccsY5W22pQeaRM3zLcVFzaGFGNDLBQCVvHXUDUmRADmyES5730EOAx1vztwszIgRcRABpkohMRNYql5HDMMaqB5LESEzGT/P2tv1iTLlZyJuftZYsnMWm5d4AJoNJYGyaYaTVLkjCQzPdBkmvkFMtOLfqBMepBkJpqe+dScoSSjSA7ZbKC70dqkKAIAACAASURBVBtwgbtWVWbGds5xdz14RFRW4bK52JThAXazlsiME+e4+7fxVDIVJsC6rhG8plRSGlMZ+jR0Iyg551gVkm3RQMH7EMg5ASyiWnItqhYIRKCoove0uzmXKU2lFAFMBfthWMJTEAGJ0B6HlLOU6WZ/zcyIzsUayJvFn6/lIZih84pC841AAJzdkBRcYR0nPhyGqfSHwyHxRMWHUCGiInFhkzIqmUeilDKBKqI6ROdjbDc+NstcA0QECQlXWwVFci5WlbUFzhMxAYEKc0mplFKGYYo1+boUNZxVQQ3i84BShFFgmqb+2IXg26bluohIUQZQVkk5G0EqxljX9aZp1aEdJSzMWYLzaRxurq+//PLL29sbQuWUVfnx47eevPOdfhz3+/03z56lQyqlbLe7i8urZ8+vr6+Pm3YzjiOwcs4g2T7BZ8+f/c//6//ygx9+ut2e/fXf/N1/8fs/ePby2e/97g++/PLX6MI3z1+++977u+3lT3760//hf/yfrm8OL69vFN3N/nj13ndevbxGBVRUJUCZD8AZGyd1RuXOADB0449+9KN//+/+3Y///u///M///O13395s2s9+8tPf+eT3P/74k6++fv6LX37WtmfLTESs+1cVYEDCkiUPeRqzjx7IH7sb733XdV3XnZ2dVVX93fc/3N8ec+K+P9R1/erVKy4cG0vYIubVFc8jKtUu56Sq05iPh/788vJwOKSSAUEAr956fNx305jN+zfG6ES7w2GliRmJL0aHc6AaKjAqm52VPco2lgWT83sPIi6EdYRT1/XFxcUwDCKy2Wy6rss5C0PbtmbYfn19fXNzMy0GucvAndAiSuczUnTOKtCH0QUoS2/2T7R8pCA29FnT5E8ob4uMaInnnZV7BDgbkignKKoE2WSawEZghLmNQVI4tTwkuhu7nHr4IaGcaprvX+P9oZwC2CwV18BAsgL8JJFn+c33GfVGpLmrMOS+1dbM9iRw8yxSbE5AQKqLuScAwDCmIoDklRDNjV7E01LBMJiLSVYJ0ZlqswgLk0dE51JKzsHGV9M0TWkUETPJUOBpBk8QgvcxKEioqs1um6d0c3sNqEU4CxOhi8Fmq8yCqoCOfGCBYz8ROe+dj5tHlztmTlMmjSrqQwg+dt1QQGLlYuW7rnPOTUO32WwCuf5wuHx0fjz003CMMbR1/f5773DOIXoW2h9uUkp1E1PuQ2yIoG6qcZw2m9a7eDz2KZWmagl9yWKxBOM4WikTonceWdKUelP7++AAcz+Mh8Ohqqp+6H0V67ZhgDHl/X5/dnZ2dnF2HI7X+2sbqm3ON02s+uOhaRphvr25PttsmLmp2iFPY0qMMqXBHGiqEImIc8qZexrbtm2aUEpiKePYv3r1ommatt2kRDmVEoWImIV5nPuEUrabnaFzr1/fINLV1aOcs3OUU7k433b7A3rXVvV+mvaHw27T+Binocsp1VWoQ8gp3U7Tq5TNa2+72TR13fX9nIpOWNV12uf97eHq8rEn4iwOPToaxxRiLYr9MIEjRccimUtRuD12+2MHALFqmroKvsplOnZ9GodN26Di4eb2/Py8iEwpefTs1DnnKJgXK5AXz6UUBU2pJ/QxxlR4GPrdblcEkcLN7fXFxcVmu7m9vRZRR4Eg7za77tARuLPtlojSMKahnytEYZ6KOOrHEVXrdpvySIRtbI59f3u7J/I+hFykFPG+ct45gGEYUprzqUXx+ma/2WwuLq8QcRzHMHuxaiklFwFU750DPd9tu3FI09C2rXfATgEtwC2f7XYe45FTzsnVzf54RERW7YZh25xnYWbe7XbjOMS6SiltNg04qtpKsDBkXyOleWMyQ39VdM5bSNXQ53bXAkDJPVHMY3a1J1Ukc6ZygjrmxMyEgXwjOQ3jiB7AaykJVTZtlXO+vXluFnwppW0Vuq4LsQnoKoqh8W+95UUkiR67AftxoTFl7xxpODu/DLHqh4FLuTg7b3fbqe+ev3ruQLebzeX5RdePpZTNpt3uzva3t87R+fm5Q+n6ruuuL8/P3nv3cuj6/eGQ03H/+vbi8gqCBy6S0/766Jyrgv/jP/wDw/pev3794sWLYei890N/DJ6ePL6qguM0MecY6Z133wLCt3dXN7evNucbzbrf70X1ow8+2F/fBHJN0xwPh81222w3BXXMI5BQ5TBSaOOh76iN6jQ0QVGNGqrLmWbosXnDrGrP1XdxTititrmp6VTX48TGTGtqaNM0K/xu/8LMh8PBarsQQhoGAOi6zsyx1tQgETFM3nJWjB3NrH0/1nWLeEPkbTSTs4mh7KwycMZxQRVHaF4sSVUNYd5sNs+ePWvbVkoSKZtNU0oJwV2/7h5dXTHnhSMqIbjttq3rOE1DP+wR8YwaADg/P3/+/HkuEzkyCQQXd/1qevXqZc5FFckRMBPWjy8/evLkrbH7+58e/1oEiEi0SKluXqf9fo/gUp6axgVf8jTljlHIY6h8U1KWzENJzWbDzIJjP07DuIFDApSqEqSDSFJwAOrRQ5IQXPQeWBwSCighy5yNLgjgSB0VZCBSJFZpm12MbSmgGTz5OtQqqiWLigAXyFKmUlJw6qNzgKjkQ+CCQ+4SDmFL4Muhu0WvzLn2dXc8VjGWkpzHsUxfvXxKyFNOTjJ6DTGmcdRkVqJIFe2Hm3YXLs63x+PxO28//vVvnjbNRphVtQgPaYoOubD3sao9egzBD0Mis69SHXPph6SqVXTdIEgRSgnkoSQAVECZct+PifOUGcfsIDahqSEIshKCJgUAIRRXch5LPg65T2VIkgV1Ys4MSg4JRNOkqiCMJZWxHzgXVSwT5KzNrh4Lp5IhaupLUQHgaSpT34P64N1203qqkmQBYRLwAgzRUxmHTVsdhm5/s9/tzjfN1mOtfBQtqgIwsaAPgKiFUxbeH48ppSdP3jXryG44hqrxgVTKVPJ2Vw9T34/TzeHovWvaHZFnpabZIB3noTwW733JZcxpzJNHrduNqnofwfmc1ahJzpPpPzkXZZnr6ylFR0lyEWmbKqswwJDK/jj2x4nFTVl9DKFxRAo4K+pFnIvEnIpwzjmG+ni4rWIVAjkK5J0qTix9N4KPmZVFvPcsaikRzgVLoM0FGL1Kvj4cRUqexmkYVNnmiuTIxRDryjKxmBnVEYJ3vuuOKFA5IJGzTdv1x7GXKjbBxdpT4QEA6qrq+lRy8uj3N7eEOA6pruucigoHpGnsvMd20+x2267rbm9eM3MI7quvDHxzTdNcXFwAbcgFYZWU21C9StfDMIZQaebggzAwToAaq+Z7H3/v2fMXf/RHf9Dstt/73vf2+/7v/tM/7HabKelXX7+k7zYZ8Pn1zS+//M1YcrvbfvWbr2K9TUMGmUm2jpyqoqpZVRG5nJIaU5tc01QppQ8//PBwPP7RH//x5z/5yeef/+z9D945Hvs/+7M/++/++3/vY2CRMacQonM0jUXFCDxK6FDBU3jrnXe/+urrZtfWTbuF85tnL6pmo/j6+9//Pefcz3728xirV69ebjabnHPbNoh0/fpaFb2PjrxzcRx7BAdQxmEgR1JYQEJV//LXX+Vx8lVszt2Upa6rqt5cX19XbcNcjGe02W5EtO/7V69ebTY7CrEfpjRN4H0gBwrR1UrKnAtnLhk81HVT19Xt8ehDGMYBFM52OxQF0R/+4NOU0l/8xV989NFH5+fnXde9fvk6REeo4zCUUsZhQCVJyYWgszEmiipzkZyia3JJdV1dvvWYHHzz4nnTNKqSU0pd7+t607T7/a0yX1y9bc2knXreB8OcnQsL7cUGYnpiWstIBJYpASwL49pBaDaNCA/DqCX7umZlJIKIJtqxlpCiF2EQBZiNjRfRAumJhApP6Dyqi+4Bv22Y4oRFRYOPs5N5KaIMbEJygQyTKjoHSidTYTIlUQy1994BCgoDZ8mCgDJjsesYWsAwA0TnvQ8kwWS/AOZWBopiHkTLdXnyArK4FBovRkR0cUKbeXQOFZBtaKGAPGPVdg8mJINfLIscCXLO4ziUUryvdrsNEaU0Zi7jOJZSWNQRTCUzc1GVaTqJPSUWUSUGQCBhnEo2LuKiOzdcBaWAMiiAMOcJlAXJOSSHpMyECqIqxXvf1nXOeX97O4/KZpqsmFVrSg5pJvenVFRx9YyZrdtPpBEr786keotDnTcNRV1HVWHTRzqSXI5D14QwDMOYRySq26aUlFKq6nqahn4ccJFiD8cu5xxjJTODJRTRUjIAZhS7fVWoCYhZRaaURsu7r+u6rutZQMi4jIKIl/DZVW+mqsHHlNJhf0wpbTabnHga0pRyACiBEdBZqcrMkhXVO+8CEULOPI5jCAFDIKJcSoyxaRokyrmw9ACw2WxUlElBYPX7ElHmkpid9z54IyDmnAHJO4cKRXWckvKNqpaUhEUVHKF3IVtvx8rzOF4gMC5EOzYXBgVQFJSiIqyZSy6SM3vvyQVRnabELFVbmyWfQ2dZhUZjhiVYElRFlcWCuxiQmEvKZdEZ47IwjBrkETGlbIxWImdWq3XdAoAIjGNCnBmVs2UUumVyNNMIJRcU1cKBXGhrE2kb1LiW6bNQGExzh+YevmSECJCWUooqiSKRorJy5sRSRII9vMw6TQlmHA+ZZZqSsYYAKPg2hmbkaRpTydo0WFXBuDwhuJxTKQUdAmrKE3MO3oYdUFIBRVBSzjae8grKBZRVhLkUNbocAoIyiEiCVAAzZ0VAN3kfqhjJu77vusNBlWNVt9vWeeq64zRNx76zvbWu6uBdjNF5yDllztevX+wPh6HvVcs0jYf9jarG8E7wxCVNY1EpN9ev7LN66/Gjy4uzcSjm4Lrf7/f725xH1XI87kN0OWdAZM4AiOqdC01Tj+PY911xvpRsGTSH/ojRCQhVQaUoQOaUS7GHU2YPNRBjCn6Ldfnb4xbWkEzjPK8suJXDdiriP9X4/TP9Px/ErixDRGdJBkYJfvCfyZrWl06+7U0pFHiKfRp0pkvu/cOXTLZwYvm4AE5ETdPutpd9l0Reroy+YRi/+frV8TDtb3vjNjOzKjfN9pOPP72+fj1O49dfv5im0cB39P5w2wsDEbZ1w1PPE0ycEg+hlroOdagIaZhyzkkkKQgikDpg0CKC7MihACmc+j0KKwuwLOctoSKAkCoKq1hHyPdknAy8SCUFVRAElVABgBSFgRmEMTMUOZ12y0kBgCIogkWQgbJgBmDUOSOCCMfUv7x5OfRdyqXv9iq5ip4AWHjGjTw2m1qhCEDmUqQY6QwBGBhJnfexjirofIWUlmG8guhqVkXORVex6agB05TrwJwLghgsYjCf4pp8YULPNTQHARCVED1AFmYQbZu62kXvYjdq22wRXOHEktEjemDVcZzq4DabMwfR+ZrQEznEIggCDCDeec7adT2BBO93m+2m3XofvQsOCZBAR1BFgjLBMPTdMCK5drOLVfGhcjGEEJ1zisBconOcU9eN4zh5H852l4ggKoAOwdQllFltxGmPKlTOh+hInPez6iOzGY+f+pHa+J90vbsEoDOqbBQN8j7UoeKq2SmNzgXnvfcEDgDVqleHSojozUda5kAj0SSsubDM0ludzGJWPXoFNhm8JdCwABftx8Q8kUrhDKLbs/MQPFk9pFpK6cdxGAbmEiii9yrKXEAkOorRR+cdYRUiAKQp5ZxFxVWac2IG5+L5+eXl5dXx0C8kGjAkDVE9OWEeuqGUcn5+frbbhuARsYpBmfu+G8ZBWd57593Cejz2ypLGUQt7cigKtAYXuhAcBf+dD77rYvjZL3758uVzAPzex7+L4ERkHIffPP369e3+7bffrjfb/+3/+N+/+/5Hr69vwYWqaqZhiC4CgBThWV2lzrmSGDiXlFTFBe+8T6k8enShqp999tmHH37w6aefbn6zefr1V2dnWyV3c3Pz+Ort3fnZfj+AmR2rZaugAgkzEExT9t4LUil87DoAiLvNMI0i8tlnn11dXZUsOae3334Sgt/v98MwtO1WRBCDRQJYuy5STP0FOi8eZhAG9N45X5hFjaJA5CMRmXmSxZOKiKbcdV0poICxqTKD994hKjMAgojyqnFDZSMrwTgOV0/ebmL15S9/dXl+MU3jj370o7ceXT2+ugKA58+fd11H0b371hPD9Eyzs91uD6ohBFNbLxIYj8QqmUhLmc527dfPvkEtx5tXH/zO74xDv0fJOQ99d/noAskdj8eSx7qqxr6zg1tFVTTxTLxX4RCcSZMASFWVhchZCLa5jnkHRF6Fhv4IAIRAVTS39bnNYdaiQASIogJghFOaqXX34unxX8iqwft0U7z/jzMpxhySdVYgzlxWYc2QS2Y00YHMyUEPEtRmA97Zb8LcK2U29vPutHK46/dCMPofnvrFicgSArbw4xdGuPH9ZurqiXhgUZkrM6Ogif2W65D11/YLKETBr70TM5dcjB9ovEpbbYiiotM0OeeaBk9D+cxAflahMDCnNUvAdkPT+ZiO6Oxsa+hWVVWmoCOaZ+el5BC8BTCsztEmXbP35ZxzgGZPgicKNCOJrZaY9j91XZs0yOb3znvnfSQSkSw5eB9jVJ2LNgdgQj5ErJzz3qeUUkrqyNfVKkxSBZVkfm5VUykKIjKXnLP3LgZvrctM7CxmWcZmTTHHxM/vtKzypFLKTDElLMysTELm50DOicV5cgnB+xCdj8Y+ZGYzySjMfd9boFmIwbT1qkrescqMJ4swc140bwwaAJy/c20xuMMhWW996AZPzl5jEe8cOTdNk7XWxc5E84KjWRqha/sks0LM/KxLKSnnEIIPQVTNVKau68LZZqXWHtsHLiIEhnoDixbhIsIs3lMRnqaM6NCVUwGPpfQsKYuTLTn7f3MDWtxQ9bS8XnVoNj4wG09b/ESGrBORnO4stleWUhAcz25J4E3xUkrO2UdnHrQAalJdZsk587w5EN7FEs7tukmGmDln9p6iD1zAOCOIKFKQyJAZ52FKnYj44FjylJKqOhe9d6WgCCMGRCgli9gQSFiSaBIV0cTCqhmRiTzqPAKY/TxAb29vHdKmac0IRwG9j4hOWIdxmlIBdM77YRiYpetGcu7i4mIYB3v6nPMxNre3BxH13tna3m63hsPnnHe7nd2X1dW2qtD7GILb7bYXF+f92JVS0BPLvGBs2uVJvQ91U6ly1x0TmXaC2s3GeVKVGEPXHaDk4/EoIhb6B4s5x2xL8Fuz9d4Y+Dkv4KXfW9MjbM2s5jGnlp6/Jfrv23/xNGf11E7mQRblt3/nnUThjXzUEy3xt3/hb8sG+pb9jNH+27a1sbE9+MuyFGMQjeO4jkJWGVhV1YhE6FNJiDOdDNFPY1bVsTcNqcPFF1GVjO3JjMIOwCNkBG8HbSmMUNS5O/fKOVscl/mLnPgo4Nq1r9346u57F337bSOfe7FXuraQD3KSltAFRQQF88VejObQJIuS0tQPh2N3BPCHrss8zYoURFJg0XHq66QipaiVSQXJz9bawqriPAZ1ajQjZHJzarECAyoBkXdIKCIsJXNR1BCDD855VEYAKCoWX6Fz16pLP6NvSqYS5z0FSmNOaQL1/cjTNIWmdc6hepSsAN5VVbNrai8ppTFLFocwpSmXLGLkU1IlcpWPTdW0ZYQx99p3VeNTTkXYbFDAoSMnVJyLVVU7IBOOOhcq3uRSDMoGdRbb6BCqqt1stsxlHIe+732MzjdiDTuQSYPM9NiIXrYyzXUW0InAiez2VJBpd/2+QmkJWbb9yjzq7pO1ZqmMCM9RrmwTeRRRLrkYnoGOQjAjHwvhUFgcR+06nZsP5VwQ0PkAAOQh+Mo5VDaHO2XJOE4pJWZwEaNzqbCWjOjMqaiUcjx0ZghTWHPO5D0peB9i9EShlLLf71++fDkT8/AUu9DVYch7n0YuWao6DMMYvdtud96HX//qV69ub+tmE2O92+3Ozy9ub/uZoaqSpkkKA5QE6si9fPnym2++2W6377333l/+5V/+8Ic/fPz48Y9//ON333336vGjv/mbv3n27Nnvff/3d7uzaZqGYYCCAJgT73bbVcM5S6psjLWkpa3bXYzx4uKiqqovvvgi2owYWASmlD///PP/+r/5b3cXF/v9sERvr9FJqGDKptniyHtvbZ4j/NWvflVSTmN/dXX1/vvv/+Qn/9BuGiKyVfTRR9/jIl03LVknBiPJqU4crQwW8cE753IpMlMNTVrPM3NEZlvE0ueU0jgWRy6EADC+eWcmUtAlchmAKKX06PwixNh13aOLyydPnrz45pn3/vLyshv658+fV1X94sWLaZouL6+YWUWvrq76vl8/wBXIUdKSk/chl+n8fPebp79+/OTxH//Jv/3lr7746stfPr68cg5VBMkm6cP55XmMddu2TdPkzFZc3Vzv+763GmYcutmmfpHSlVJ8cNbiFk6z84awsqARnBAzZwoeERyRqfthPjaW0FdZatTZ4VNPTIz/1V82KnWzNy8IgIlr3Ld/s6qWnNfB3z9m6vHg2DUUYa0NTl+6l79nlhgAwGwgh+UasMKcnP4wjQrmYbNbdqjVYIa5GHN3KW3JSqLFUh+sHF9H2s4574KqstWFcwr5SSC4ErNYjAkRiYCpkk6m1Pd8NezpsnbRGrA1pnyl9pqx8hq8trpBmMWIM8OLxTXHOYei5vVHJ9nrOO+/tAaIGyXaIuPWlLmqqiSlOSNogW2tVairWFWVBaOLqikDmSXrfVM+UZPXLf6qVgWaefIsoUkpqdo2emdfAeBOc+3XXt/C363fMI+yRXQuqubWs6SGgrsjS6MD8uRj8BXhNEyjwDSnwMeqMKdxlDRFXysuHieG8KgKLr5HyxbgiWiGa51zTgByGoEQFIW5CBMTq1olfaLqVfNN50VaMGPrNKvtiyG2tjYWIw0BQEfOuZQmVSEK91wrZkwczL1ELXwPSU3su+z8fP8pWKW6a8yUnRzmM3nyed4Zpa5iy9UIZHVSZTOmuLu5i4u3kgoKz47zdng78oSOC4sIYjTG77qSSzGvSllxXe+idxmB1w7QBLG2jJklpZGZQ4h1XatqShNLQUTRLJoVlAhzYeZMZOpaUTVYAMmBSFFlnPu9CTAhqUIWKaIsWgjIezLzN4cOHbFyypZpU3GRNGVhIQBWzKI555TZe48CYy4hxDSmIeUq5f2xs0lKRdHHesrcDdNa/a9TjLquq6qyznwcRzMFIfSl9NOElrznAqWUfO27rpumSVFD8OZVzMzOeSP2zDIGRO/9NE3W15FzVvnbqbPupaUUBFxDIFdni99ioHLPuvDUeuQ/09e8+3+rGfstneHpAXNqUfNmXeK/XE1+kiT2BufSZX+e53qrVHiz2Ww2m+vra9tz7ALGcXz69KnN3VTBSHQI4Cg8efJu01Q3NzcvXrxSLYgUfAUErMM45DRx5TxhJAqEHpEBbKAJzGpZ6/cuePEcYlaZT8iHtjpr4sWD97U6VOu9zLoHzaTe8/hR/XbzPMdDoABaLqAKMCuwMjqMVRDgVHKRoiiKiy+OQnc8Cg0wx055Qbb4AZhP4VLKlMukggjKnFUZUHQxlmMQG5jfyyYBWC1MFycWM6JSQVHTPxvMceKEoChr0l0pXEpiZpMqzq0yKyoAks42WCGn0neDZCaKTdXOn6HM0isuCOodRVXs+vE49Iq+qvFblnmoYrF1klJJyxf5KGynymwti2BxyzAOqe+HUrKFPYqACICiLjG/RKRKy7Q6pZRUNYbaB3f3+Dy03qH7wpuT3YCt9xBmybk4t1Qauno9oJ1QZpqd8pRSQvRchHVOEg4hkAshVJmVyJclSvQuXJdZRJwj73xwGIJTi5AekhQ2lYQixuXsuD+RQVXJuQzDcDgcbVSauTCzi2G7q2MdquhZBJTJ+2a7OSlz54JZFRHQe19VdV03Dsk51/c9KN92vbmyvfXWk1999WXhYyn7m+vD06dfjePUttuUiu3G4hwRxrpqmlYYllQ9d9x333zzzePHjz/55He++eZrEfmjP/zjKQ0vXrz+9NM//Pzzz9dYHdvMl4oZFk9H8USeTHwBFp7pnPvyyy9B+YMPPqAl9+KTTz75+tmLfDje3t6mlOq6tjqAcDkh5/MbAdEOozxKVVWZLboJhmHw5Ows221bAJimKcYQY7RJelVV+32/FvQ28Tk1fD7dHNYxEzOTonNuEVKiTdCIqO8mIkqphCqUUnRJkUMVmJOM0ewcDdexc62qqq7rXrvXXIqMvKe9hRh1fW+uVKoKBMKSpnx7e4uIv/t7v/u7v/P96+vr6+tr1VnpbVUlOYQs5CD64DxtNs0nn3z8B3/46S9++dO33rra1C2S7jbbw/EwjP3ubGOCrCdP3hKR6+vbtq3bti2lKLAPJCJpGlaqy2kcEQAwFwUrcWNO4mpvhXpJaY5CmOm8dwhEKWmmIVgmIRLcywz8FyQinCj6Tz2QlxQWQAAHc5qDe0MIhc7pFIirnyI9OKnv+KXLqrhHI1rOLHvVf3usS0Sq5cHBf+KyOhe+S/SNqiot9assolLrLqyRs2NblHNmALGUNhtgr5Hla6184meFJ42lW5Na59m54jq3WK7ckhRQpKzNmDVUm83Gepu6rmzesDptmmsIAIiwPXWns+3ZZ7/MoKXK7G8ZvJ9rx3k3nJ0PZ+jMzaKpQGSpSkSubpo8DN579EhK6/R3Nb1sYsXMZYGJnAMpWU56V+Zi5idzoDnBtyf0pRRVQKS6rpxzpUjfJ6t95zJ0qVdmhx7n7HxaW9x1Pm1/ZUGhQBi46OkIwVbjKbXVkbOjhRVFBObo7+UuEjpwdo/WVnn1ejldfs451BnlWGE9RwSID2ABXZu1O7fte3DBuvzmlsycD5Y4+FlMTLqst8XHQGZWvzWUSMacQQQnmvH+l72XVYJlLcHqTmR/6DQtbW321nPUYORxHGe7hDl4SoyisLgh2/6+JhnC6si6ZJve5XaozkXnA6PXB7jNKbpSbkvx7QAAIABJREFUCuY8Ryzaqsg5m0EQc1Jlk5yI3IFO63tc89yXTUOYE6DMbAAUhSJSYHbRdASOgMz5pqqqi/Pz4OZ2i0vx5DwFBFeKTFNmRR5TdxweP96ytwhpLEUQNaVZijYM4zQl7721r13XvXr1quu68/PzcRz7vl/vtfc+htqKvL7vQ3SF2Q5+G76GKlRVNU1p7HIpBVjWRTVzfYWvr6+ruhaRqmk0+BVUB+dA8ynN8oEN5oNm7w343hLyusZerS+dWnSuSvQHz+M/6f6yTvu+jSB9G7g7bfYeRMnf54Lig596cGG/5dr+MYuaU+PE01YKEeu63u12qxf2yq4/HLqUUoxmMe2WXQ4vL64ePXoUfPPNN8+nYT4UHDguyEW5oDCpeFCP6BEE0dmcTViLCgKvb3+G1xTM85aL6rey7O9iD+c8eH1Djvmbztbfgu+96aMzYo8sVEAFBSN6hejNx3O5ZpmXEsI0DTAQoBD6qkrmLWkEYQRgyePUD0MHAA6blJglLbnDc+latBQtgoJELpAApJRyyMzzsNqorYozAXRGc4wfdb/DseU95mkqRA6bug2+Ssm56OzWqwhVHoRygWHMUoY8jt5XMcZQhxBcViYitiZZIbNMuUDPwzQBUqyrWFe2m4l5HoiqCDNM03Q89CWNRoZcjLj9iYeZWT3LMAz7/bHvxxhdVTXkAmBYep55STgi1btSZH08V/UHAMEDd9833FJaqRw2Cl9OYdGZunjPExiUuGjOuRReHx9awhxWUgAtCdf3+z1YjNT8cmSQCE9TyjlJYSRFpy4E8xt3LqhAkXmDAkJWFNYsYqkbQPO401fR8mlyOh4OAxd49Ljc3h6+7VvovVdlUDLSDeoyvhexzsS6jvfeew/QDcMoDADIrAAwDEPdVG3binLO0ziOL5+/+Pij77333nt1XT99+rRq4n6//+lPf/rRRx957//u7/7eOffknbeuXx+22zPv42azG/rERUUkTwPMFddS/YISnZzRMpdDRtcylxRRff78+Se/82Fm7ad0e3N4+vTp4jB850N7l6qCaj++H7oQjHeA3qGIOKTgqpyzyuC8s+nk+fn5MAzjMMzzCCLCAAhEhAvMu+4k5O6G+8y8hKwa4CHeh5VGtB7WAIWcSyndKQ70IV5kox1eOUJEfd87dJdPLrrD8csvv3z/3ff8MDx9+tTHEGN03juCdtOIwHDsj8fjy5cvr6+vjc5zeiIIZ0IQKbnkv/qr/ydzKeV7/+E//OiLL3723fe/8+r5i647vvvknWEcvHcff/zR1dXVzc3txeXZb3791evXLxG179v9/tYqW7w3MpvDvq24SikBJ4quaZrNZleyOuft6JclwBRMNxGjC0FEtBSQDOTAeVii5RX+sw1eT+F6ULd4iy7HhJ7+LcHFPW/1j3vjfHY90799EJ+6+t/D90QLIS3JB3xinzozwZBUgVVmExzDZNbjzdqJNI6Lf4+vqrtOtBR2ntq2tcA3E/qLaFUFFc2pEDpHPE2p70ea8TEqhYUBcVZPWE1ZiohkRKyrFsGpsvnMzw2MRxt7rf74zNy2rfkWpDSGEHa7nXNhcXXHNZrDqAUGhs6zIndXlzjnbC+2bBzLi6vr2kBCK9nt75JjK0GsUAgh2CY41/csfmHTdV336NGjaRxU1Yhnz54+vbm5EZG6bkIIE5c1o7xkNrdMYwn64EopzDmlFGNwdbBGehwnAAm+tn5vZU3Y52NF7dpKGTTRdV0pZes2NjUUVRZFcqUk7wKRF5HMNirGUnSaMuBUNwnRN23IuThHLoZcuO9GRLfZNGM/OlrUPIRKaDGGdiNsZ/Te+xjMiNyTQ0RYM6ZBWWXMDI5MCkVmcrTMY6zDUxa28cbSwq2CIUQER84yDBCAsKoq0bJaXyCi3WWA2sY4xnMSEQUEco5ckaRALsSAjouAIx55KZoVQUB0zHNykS25EELTNGvKsBUcM9mA6EGvaPOLmXVQSlVVMToFKaXkXBAsvLUuRRAdgFtzpU3mOiNaaqAxGU9GQbloyTIHg5rOt3BKKSV77wZCqvf25DgV5KKIXlVKkWGYSkmq0jQNOZymAQmIqJSpcEFUIlDgXLhwqkIMwTlHaw2qyqwJib0PzisWFik5j947srOHuTBnnh/vdR0qkA/1NI6gEzqXUwaFtqpF4GZ/HKf8+vqmiPpYdf1IlHLO2+3m6moTYl01zZMnb9vMiDzeHm7Gcdydb/uxu9lfbzYbH3yMERS5cNu2F5dn5q/dDV3Oqd1tLYi22bR1Xb9+fZ3Hm2EYxsJt03hPZPmcRZzDMY2K4kMgAlmiOFa+qN3TUzzndGj3oPZ6MJc9SXa5k+qtXcQ6iDn9nn+pLeeDPMB/jGb57aPl23DfP43v/TMQv7WVOo0K5FKMdmWk3Hn7LcXI86YPWQMwbE978uTJfr9nZiPjmeYxZ/7662eHQzeOY06siiqS0jSVkTxWcRt8ixDSNOYEXEiFDAIVxlJ02Xvu3jXN8zLloiKLLeb9A1hO2Jz48FW5Mxa4++juVsWDODz4FvV3GXMJzqxLC/gSIEiSxjIKs5RShMmjghROgGBJ8UpQ13UuQ+GSysScySkSsgqS5pIP3X6/vyaiENqUqEhSdEBOZW7PWEvKY5KcC0+pFVCb3ighCJgFKCMLkiAriiIvlE49tZrG0xSo4JmToBQoSVRBkchZ9m8BACcMJUuMIcadhSvaBy9L6iMIEXoFEiBfxe3FOXp0lStQinGVFFQIBJSBCGOsLBDVPnPTcSCZR/EciGfEkBjrpmlLmZDMogeZhYsulDdvQ9jFrI/atrXjFcGJ4Mymmwf5d1kgqopmEK14whBbxAhFRJSIgvfOB7dARvMEXOAu1EKB0IUQq1gVSkYsEoA0FdY89IkBci5zKPFsKsGqCkjeewuUz+MoWlC1DqGuG6MlZFVC78h7X3kXBEl0TqFWUUW1Y+7i8mIYBuccOW8iAtZRmHMuouBCnLfEuWgGBbLCthQhQlXsu2l/e0SAtm1KKSrFzaRH5xxt6yrE6uxMVWi3/c3hMDHr2dnZOA3dcXQOAZjIFZFnz55N0/SDH7z/6tXrf/Nv/qv9fv/FFz97/vz5J5988sMffvrq1aubmxvnwn/8j395eXmF4EEmVajrNjvbqxduPCkCiXCeUx/ZEa55P1anXVxcbNuWgT///PP/8k/+7cvrm6Gf/uHHP96cX8osj3EiQnd7LbFy27aq2vd909am/RnH0TK63n/vO6WUp199E0Mcp2Ecx0ePHl1fX9/u96a7CyFMYwFlH7xwWRK8543DO09EKScTyUFTM/PUj23b2iOWUtIkJjkpKVm3GWIYhhFNbYQIRh/SU0odMDMygaNpmnwVVZWCQ0TO3Gya7XZLzu2GXkC7Y4d+3iiIcHu+izE+e/YshkDOlcJyl00CCBAqP6UMCE1bVRD/6v/9vwWAudzcXCPpo6uLEN2hS+9/97vtpv7Zzz+vYn19/Xq/35+db3OZnv3qm74blsdNVioN3hElhDyFEBiKFdvODTlJSclSdh89unj89lvdOBwOh6HrfBW3u53VIcfDAe2xNT6nlOXhXVE++ZeAewgoM6y30LYBCMy/+S4fHu9nS5xI++zJZWFVdP6NHd2DQ/kfO9/vftgkZ0WSdU1mdIHoh2FYvOxVRJz3bgmOE2TrkQixlLLZbOoQb29vbR1bZW9w+W63jTEOw1A4m2LKueCchBBBeB7CCSC68/NLU5qpqHdhHa86FwzTsN/ZNttShFmrqgLAcUx1XVvjZ5jedrt9/Phx33cffPCBITDX19chuFLKo0ePAMiCmF+9uqnr2hiM19fX5LCqKuOzWdHmvVek4/GYc47OW+hzR2QYt6EriDOT09pFK0F2u50LwdpCH0LOk6RUVdXuYvfo6tHheDSHjxDCWdt8/fXX19fX77//PgDc3NycnZ0RUR1Dv789Hm/qtrF90/qZnLOjOQ7BmhwDKAzZcJaPuTy3tlnYzGy/31sOxDAMM7zr/WazsWmH8QcstXYx7mMuUrW1qo7jWJxuNg0g7c4umbMqiUIaRl/VU0lQxHmHzk1jHqYxxogIigoIhC56pzxDvlVVWRnnnKulNnR3ifWDsT+SSdOCz2lEoqZpBoCcM7MYJqmmISkFiYy0oKAxxu3ZjplfvnhNzldN3fd9VVW3x8OsBlQBgGPflcTn5+dWlznnhjRN09S0TWEBACTHzGnIzTaij8zSDZNzXgBySgBgsTMrOdbu+5pKbyz5YRjWJtBuxMXFhcHXdkf6vr+5udlsNtal2/hwTYfjojlNJU9t6wx6HccxhrrvewRq27YU3u+PIYS23TLnNOW6auw2ee/7sc85A5Awr4nkqtB1PSLWdVtK4VKo9rIQue2bzRYy58nEeKUUBwgAh8P+7bcfC+A45bXrMFNmKWxHftM219fXl5eXjx49Og7d6+uX5HC327gYCk+7s13JnEsCAFSqYp36CVTqps05l5RtAAkA27MdKmQDYZWu90cAbLdnQ0ouVFPm6/1tvdne3t6WknyOL69vfNU8evyWWFHhcCrJRS+o1/ubqqqmkgLH80cXXdd5dI8fP7b1773b728U4fHjx6GOt7c3+/2+nfrtdmts7mmaKh8AsKrixdlZKeXZixdImFIa03T1+LGIXFxcGH7onBuH4b3vfOfZs2dfP32KhJxSrKq2bb/66ivnXT5mLWW73VrndnZ29vzZs93ZmUVTOuckZ++9aYpmScZMkhdT7tmTYlQiW7oGDk/TFEKo69r2aiM/ryoyW6KG93rnbDGs3AdV3Ww2Nv2ZBxOzgnFWEsYYS0p125ZS+r5/0DEaDszMzXarquh9Sun6+rqu65RS1TSLl9qcUWld3BLiMkeJNk2z3+9Xfrv3vqS0rge7wsPhYLuElUqnJFgLRDV1zcuXL+3GhRAAMIYa1OUkx8NQihL6uq26w7GpGyC5eHTx5O33L64un7988Rv+ze11h+iqqh77/vr17TvvvNN13XZzXsU6J8k5I5KKliwlCzMgBER3B8AWHcfRBIfDMOSU6rrujiNhFJbTBLxS1ALcSinOBVBIKY3jOI5jU837oTCWUuaR8zKBt5jEnDMCMjM5VNGcxqoJXEABciki7EMNRFkYEBAJQBIzBSBHU05IM78jNnUauTDHOo796IN79epFVftx7HPicYAYwzgUa2kISQBSHm+7w5j7qTCGWLhUmwYdkXNFigUw7fvboUDhXLVtP3b7w3XdhMNtMnsnLiLKAFo4xzocuv3FI180l5RC1QyTkMNcsiNqm03XH2PdVG1ER3VblTLt93vvcxVBQMZxcs5NaXIUWJi8Q0e5FNEiKEMa0QW2GTk5B4oUHHnAyZCKGINFyfXDAdPIXJhZCjvyXHJwrqQMAH3fex8UuLAA4DD0IYRYVYi05qyWMpmI/XA4tG3bdV0MddePIdR9388w271+10gxmHMhdEqQczZQGoC895zLNOaUSgBvCFggp6pEDljFImQAEMkWhHfELKKTqmaWVLQI11WLPiASogMoJtIk52JtT5Ae9odh6HbtxrvgEL1zzqNDQsQgkFn2+w6R+n6ITTtNKbaNZSOZ1VaI0cVoNmhaLF1WkbifelW8uHh8fvZoszvbH7qcC5KbpsyAiqScERwReh+7rnfOXZyd1008Ho+7s8uhOz796uv9fh+C35ztFMFR3GzO7WwVEUuoFgXOlqEC5EMpAkCff/65gWOffvrp1dXVOI7/8A9//+677z56dLXdbmNsP//8F//fL/4aCodmY7FJdkYTkZnTqbBzTkWCc3VdD0NvSAYAPH78SFUPh8P3v//9X37xxeXlZdff/u3f/u2HH35YV+0vfvmbrutgQVbR+ZISyKwlQ4JXr17d3t5ud9u+76umds4NpUx9v92dVVVlUNj5xdk4DX3fW47FOAwhBGY0mAGUmDmGMI69ivgQyjQh4sXFhVVcFnk+pbTdbsYuiUjTNDbNb85aVd3v97Gu+67zobHRkok5AcCd0KwcuSmNgPD4nccu+BfXr9tNC47SMDZ13XVd5rLzvu/7n3/xy/PLs/3tDSIOfQ9JYx3Ozi7+5E/+5L333vuz//P/0tlcWleqESIacti0seumoe+nlH0TPvr4IyL44rOff/Tx+1dXV19/9XSaxv/0Nz9GB1dX5x11Nzc3jx49yjl99aunj9+5+vDD79tJentzONwebdSOQHY3y8KskbsIVa2q6u233+667vnz58PxOEzjO9957/z8vGmalPMqQItNfPLkSd/3/XE4Ozsb+unm1atY18FX0zSVYYQZ+L3fcSG8KZIUTiU2qkq6QJ1Ipo0GU2WRm+kY84+ITSGcI0v1BGDn431N792feJCe/ZAlvvzLPT7nqt+7z0Z4s2zjAa9vZS6d/shaQ9zl/AqepAnPYdlvdKtbfCls2GC+XjNIYiXywnLkEGIIgZlFnDErLC19djwPZOO3lJIIGdHU8L3dbgcgzrlhGHIuqqKL0egpF/Y00PyUqrRqS2BJwHswwl8Dxx05JgGihS15N8gvpUDwRszrui7GmJbZTxvDSvkzzR4RBR+MieGcQyC7flE5ZTet8SD2VQquF3NqA2jdpsWzzKGuZj+yVIcLF1xUwTy9c+acCwCUIpmtBFWcubFFwYZEFpaogvMkd10VtiLXsvUU9bKq0dyE1m8m51hlSonh7ppFxPo9Mxcy4sG9V01MgvjAGrGUgjjbw9x7SNDYCzp7UQGKqCDyksyF+pCAdw/fUHggjf02wn4afniK8DwQ8uWcbaJTSlnsWkFk9iuyEEtYptr3aH54z0XGPk9EJDSPslHn3M3ZuN9EIOsiMdUHgClSUBgWS0blYgxwBCCL6zqlyK41t+28MUY7Pm3a7ZxTAJGiFtiLlmZsgkbG+akBuymnllO40GBM574y4uyCjUdti8/Q0QeSs/UK7SJNIj/zWJaMOCKq66pt20N3PBwOtTTWO9mPex+sSyGilCZHVNd10zRnFxcsctsdbg/7WFVjTpaCYAkKKmLg/+3NTfCxaltzwxAR73yMMS2MA3sjoHoaloDer3ybNzI0/jXa8GWNneYxmORm1TmckMfwQbzsA57lP5YEuFI8Tpf0GxHCf0U24D/HetQSlkTecG13FjXgFIA5s2RmyikNQ5Mzq0IV27puiFziyRj75+e77eZsGnMpc4IF3GOMA6H3PtZ1zVkAiw+YE66fw7Ia9Z81/30TcPrP+UwQHFh+5ikt1rZfBAuNID0JUtc7Dtid/OPONnM9xGfx3OkY23RIc04g51TylNOQxpwzgrdwegQV1cwZWAsXVxJ6x5y/XX+cPs6ppFQGEC2gKRMzA4qVNQikIKWkKfV+CoBZgYF09qGx2NICFBxDUWDWwqoCXDADuoKsd2/hTvpibTMzWLrxCcZeHAQjj6iqAtu2hmhxBuqCrEWVGeXdN9TNdgDNucx4qpVdZHuKMAdq4QlcgMsWRyGEum5B1HvfDwOWwqzMKrO/MwGiivlSViEE8yIUmSXuAFYbiCJUVWMxmXdXhCICWbiUHAmd91XVLORPVIWSpag5rlkHpSrgnK/rOmW2zdo5R6FBFe9j0zTrg88iAChUmtTkpCJyfbsXdeM4Oe9n/wujCIp4gGmapmn6+utnVRXGfrAybJr6Olbb7fadd9rj4fDixUtWQXCbTb8/HHKGGN2ixTFtEgFqrKrtdmtNUdcdPvvJT3/xi1/86Z/+qar+4hc///zzzx8/fqyq5+fxo48+3my2T59+kxObWG5lhhP9ExwEKyyHYbS4iNe3rw+Hw/bs4ng8AsCjR49uj/3qNgxqxMKVFqGqenZ2NnI2IpidL+ycDeV3u53IUzuprRo8Ho911RjNjZkdOZwN4U1bcVeNDKNBMi7nDCKrxmRGaJYK3EqCGYD7rfyO9YEdhqGCepZWOpIpBedTSqBQVZVzDlCtv4oxCkKSIcZok2tDXN/47CMAs0ApAFDV1VRyKWW/v5mm6fzR+YsXL54/f75tN9vt5q232+12a4GW5+fnv/71r6dj+e7H70/T9Nlnn52fn3vvxzFZPbnaXy2SkxkCRaI5hJCisajeeeedYRj2x8PPf/pTQHTe103tQ7DTkBzZXNISC4Ovms2mqipCLyJlnBauBz2Qdr+J9nli7nmy8aoqkRKSRV2DgeaqYJUegC4K7blPJgWgmen4W4X3p1KL34bviRTnCGBmHsbK55xnwvBiP2ZsMVrs/uzxtTU0x3qu8hJ0CI4QvbMhGpQyAx1cVNXcY7CUAjMMS+tnYVIx5tUaY7bqQHA2/Q0x5MwAGkLo+7GqXFVVx+OxquZpqCUEWOSD89YKGtly9ikxyqghM9YrAqgIi/JpAMOc2rH0dQ+6vjWPQaS8kVtl0jjvvfPOiZD3MPeTvMa4p5Q4BudcHqfD4VDFmKvKePnt2e4UqVtL/FnVjaq4ioz1QZdvb9moPXaWVVX1QI2z6q9CCCmnIsWDR0IgFNDMRSwsWUAVCiuKpMxcBBALa8lSWIuAEyxZirCXxc4XgZcwknmjNJOVBeVbRWKrbZTBZSH4qg4MxupBcJRLSSm55THOwrDsd3OF6milmBs/U8QM1OcT2+4Tg0LOSIr4/5P25j+WJEeenx3uEfGOPCurqqu7WWTz2pnlDgVI+kECFhIg/esrYBcD7mpmxBmSQ/bBrq47r3fE4e5mph8sIvJlVjWHHBaIZqKOly/jRbi7mX2/ny9UVfDwjknLbsysc9iDoYCpYVEYEXyEBOQzdrXJWnfwUM3121ysHrZLHni35g/U/85hV2YYhlJm3zA6Y03FzFTEiDygwYsxOkDpjoRv9+GHEIhCSgURF00UUbPsFB8ALEWHfu/jd1XwpDUAipFF7tzeosLMY24sju9EpJhhjFUIFQKDoSmKGPN4pGiWyxhr5w143VRGsgUQ67Rx6tSaESRGUAQdNaI2a38cBK9gcCf+IjRUMculIGGWkRPAkhQERiuSHtYtfg6bp+KeOJealFJfChEtQwiIMAw9BoqRY1ymkgEgRh5Sx4wh0ND3QwLVsljUR6dHOefVyQrfQJayXDa7253Pz/31fe+fDCpQhrTb7Zxt4O29uV6924NnYdvkA/ww5/2vqffmm42ZVaTv+0O6jL+fWeQ8r3teBB5CaD5a7x1qTe/aNB+0xv50dXf4aPw7ij2bUnP8/z1iZ/JDKjHO5CQAK5LUkgGZ2W63u76+NsQ+5ZyEMEyXy05PT8/OHolYjDURe9ig74AiVrKmlHISP9R9zEiJDzf9g8sFNmb5PvjTWdr5ZxSJeOgDMfA0XxJANSMwAVMgU/SQBM8XVjAANPVcecdQTRkbCAqk49PoUqbpayAA9MR61SKSSyk5py51/dAVKRzGjV/BskpXekXIkjEyZCqlaCkujcJJ2qw4nqGzpKEMQ+pMNKvlHIpmMgHjQBwomKUiqR12EAIHKzoQRCAxNsBRu09AgCZQsg7sqHYT0EFsKaAj08YMFIFxNPFJJjCDoqqEwW3/d7c3zpwCURVEFc1qgNgwE+BMx5UZq+PNZTkgo8x7sUe63v/8vleG7Z4Rt2yVkonDHdFg9vhMemV/flNKIkVFxuRU4kjMEGKM4+cyNm4AEFXESgKTaR4CTd3ASFR1sr+YwVD6XBSj6xOJKIS6YWaXg+acTcvt7e0f/vCHtm0RESmM9r5QzMQgDENOg52ebF6+ft33vYcdTVcmVIEwYwjhRz/8cd1EE+37tqqq/Y5LHlxH0LXtYrGIdbVeHT969HS/G968vS55bAorBD9O+kVwmbdPbrfbjZ8Efvaznz19+swLrbZtd7v0ox/99Pj49N3b667dxNhM7CXxctfMRpDZQZMaDgYYTdNst9v9fr9cLm+2N965duPGHNk14lJGC9kEDgRFxGfPnr1486oIFhV/Nf9oQgjn5+fMnIbkqhnv2MZYh+kgMWm51bTM9xXFaKC73c7Mqhi7rgOx0dQwOvrgUFsRQjAYOVjj0d3+VL233+/Nu+FtBxWDak5Jkjit1Dkvvnf4yr9arZyrLCIvXryYtIH8If1Tyigyb5pF23dF5f37qxjjsqk3N93f/uLn//Fv/vbrb74OMTLz5eVlSsNisVyvjp88Xv7d3/3db37z28D1xcXF9fV1Sh6GaUTkT9b02dkDP23T1JeXl94jZuamqWJz5M8yMamWYRjSMKxPjl2lCCWXkly67D9vLlOpPNnc7nHX8MBN+KAxB+rn9ynRgGDqw6qPvrx/pFNwvHO44C7yfiJU21/TMA0HC408mHuUUnAyLN7RIKZzraqKTAlRk1vUbYXMTHzHrnDtwbwUllKm/BkoRX0kdHi+8WbVzFOZD8QzjiLGWIr6i88Dh/G5lfGxjDHu93tEEBkPH2UELo+/3ArS9627/5kppaHIHRJmPiodGmYOzzGzgaoUnVkdh4QGf+qYR/akqfuycs6FmOZ6L6XIzMqcUqoWi7quXer5AICupjlnVPO8AWJEpqoKXqzOlQPN3T4A7wvmPBaxHxYbLt2ceRv+R4ewEx+uIsI8abxn77E7M+ghWcEMxSwcvPn5+rhF0JtDU1Eq86c/TyNHaotzUHNGDuwJh6YTKwjFTMFI71hMvuLfVVcKIkLo2ZuqosTg8CudxJz+msycRVS1mJqhmilCUVGDA0PzPd76g/XxcKw3QdvuHd3mMc48sD08W+tBW85xRNM3RY82mevzkWdLo2nE/y0dlDf+Ct7Ma+qGRt++HZ7g/fLOvzlZWH0GCKqgAjEEMxDREJgwgrFqRhjHZbPrbPYfmlnTNH5L5ywATBgQR379faJUUVUDQUCP2EAyYlC1CUpuTii9D7nBuSIy0Om4k0vxxaeo8nxNXFvr18Tz7rfb7Xa7VdVlvejbzgXMXgH6MrJarYjo7ft3fd8vFk3OOYZ6rhX3+/1iscChzznXq2UpRVSOj4+b2MxzM1fk/QqvAAAgAElEQVRKjxydknMubjnzbr7P0r0rMYqxJ0HmvC09mADbX83nnASExb81En3EaaZ6eGPMMoRxI5wL8Q+EIvOIfhaOfgiAftDa/GjF+NcQR+cHcxK92FRK6YTTYO8uTaanAuC2bRSRm+tN26du6PuudwFtCNx3AyLX9eL09Lyu66Ojo74fxgeNcGIdl67ru65Pg7n11MDmSMzprC+z1gDvxQw+sOR9r3Dgw8J4Gu8Dov9EDMhe74n5twBRUF9A0NsldzmKPuSfl8cH9Mgxvcpm98jDY4uCFSuGauSFkzr5AwgBEcyKSirZUEopoQQiKpJHpPt99tzcs5N5vKy56DSUBhxbnKAGpciQS1awoRTIfZc6KflgaAlAapBF01DEsM82mGHyTtB4kyCY277nQejYZqIx+ErMg+vQ7gafMP4pAZkJM3pik5NKVDUEPviJaD5ZMrPb+L/nDscDZOVh6Q5939/e3voCZYaEwft0iOxNCpgOQjnnYRj/F5gQDYknXUwAZBExwkmpUaYi0X88Yo6Bg467NokUEPV7AhFNAIwQCPHgYABYdLybDShnKXmilHvzESCSMYcQ6xiajnLV1N5/tKnI9avRdq3r605OTtbrtWlp21ZE1qtVGgZX4jy+eKyk/ZBTKm/fvn33/v0wlBgqZjYwMRpHIjo5C8bNKD558gQRf//733vo1wyB2+3y9fVt1w45Zyffjdlr0yYzBYfwfUgyzKfBo6Oj9+/ff/311589e/b06dM3b79zcYcKvH33UtVCqMTHzFOj0otJAiKix48fX+82KQ/d0JdSqqoaY6hFjo+PF4tF2+1jrDxYnJnrqgqhEnE8O5qamoJJjIxjiFocct/u21CNsD1QoBEc6FJzDGFECXqf3QBCCIjkK7bK9+BEmIFBswzDQFWEQOuTE0m537fAEIhLKb7ZlVK0aM5ZC5yujnyx3e12r1+/njeFj979E2uUQoiBK47h7Oysb9tQITO/ffv21atXddNcXFx8+umnNzc3X/7hK+ZwcnLy9dffdF336bPP/cVDqIacDoMTPmwyTnT67tmzZx5A3ff9drfrc/KOCRJWde2tWzPr2jbEGI6PlsslAAUa0R7jAe+hp3qCMNm/Hc43KSwUkYCEEFTkjuGJ91jCiH5P/tuu+z9zGw0PeGhzIwG8DYCBmew+FXre0SWXcXCsY8ydz2F8tXPhn1tdXergaulSsgjEGAG1lII22VSATIspinin1ubcAkTS0Qk6Fpb+MRDRYlGYQ07ZodRYxAO4uq67urp68uRx612iCbzpgzX3w7hlws9bZuoAev8B67oOIRTNH/IJvOnnBwgvWnw7e0Db98vlh+Oci/cfvNzt+z5WkYjqunZXTIwxLpfuh3EGnR/O/bGfYyTm9w+WimRvdJmxTFiXUkqMlarm7HURz7O+GbnpB5e6ronIo8Pcslik+EDS4blmwBS8+eTkA1VFZGR2JKkiKSAAIQfzD4jQ1SY69oXRzIofJpHiFBQzvk/iOsQkIzrfPxRVabvuLpknkiEoQi6F65qYcLRDs0e9j1UQWPHmQxq8qYlelZXx+WQdpTuRxqW8DElUOLCIKABzSGKGJKIq6t/eT04mHspgYCoqd+Q9v7fBxPCuCiWSEXXNh5hQPwXO07+Zj+rLkHt+mqaZVtoxSHroE6G34kaBpRfwpShFv5iQUlEtFdXewnDQiw9Lx25I4MmWmXMuInJ0dFzXtd8b86UmCmCuiHNZKzNHRBBDMDYVlSCFQqjd/ufol1JUBVwb4yS3UrTrUsoiorYkxEgUDGbBrX98iORs91yKAQgA+pFMbZzpuYRbcfJeI1GgmmtECCEgQdXEnE1BUhn8BFaG5OKlLEmsbHYbF2GOwZiRKKBl2O/3gTjG2HVd17VuFt23O78Dcx5US9PUVVXVVZP7YRgGd2yOD+8wYAy3t7cU+Pj0lIz89WOMn3/22dDnnPNuu93t9n4nuO/Lob5+EVxPW0rxz6VpGj+XjE9HKfOs4K+ngB1WdFNTs/GC8054diD9nxeyQ6Ls4escJsQ83GamGvL7ZJ/fB+T8vhj6v2yS6TMqVAM1EEfemwkxEI99FgOLEa3LufTE1cnJyfn5ebVY7tp9Ht5MaqhgKtdXN1eXN97I77r+QHbL6/Xx8fG6rpvFomG6EhlUZCytcDYdeEKMHJLv7oIT7YEQ6IAhft/dcFgnT7M/MwNShzOhYwA8d3QMDRYg8owEnIUzgKQGqlZ8ExBQRQUyJVMD4DHtV8EUVM3I7qCR5gNABQS1LCocKAJzQAyIcSxyFNH1FEUziBYZUgnEoZRcJN3Rxg8+LymSJGUrRmPYgcAI9DZFVzlRVCA1zIpkWrrUZskp65D7KZeITAxRxYYh77IV4pSlUxCWytPhVEAVUL3nDwbFrIAZUJmES4CkiOoaTrOCpIRADOiRFb72mvsFCqAYiNnYQfYzTwisEvwpc47iQy7vmFlx/9Bm/iGOVyXGarFYEuByuS5SYowxVA7kEANVAzFk9nQh1+bgctnUFZghkytxDIzYuq5DZlMjYlIWEDMgYoyVmbt/beiTFVUVFSFTZg6ERFQ3TWXMddU0CwTOSXLXFa1AJRDFamGlHJ+ePvvss35C9PmsLVQ4DF1KooqrVTg6Ptnvu1C/9PtKvO2qyiGaSt8P3377bYxxuVggQtPUdbU4OTrx/N2Sc1/6ugEAqqvVH795NQxXOaecBVDFxEQAAZkQ+ejoZLU6att2u71lRlX96U9+/v79+6oOzPHy8trMqri6vdnudntVqOvGk6W9L/Mnj+Z3FOLz8/M3b9784z/+fybyi1/+4vHjx6/evFsul0+fPOuH8sdvv+OqJiKjWbrqtxMA2n6/3+12dV3v9lsAaLdbwnVOCQGvr6/ruq7reki9D+JERLKIKkzdEC+XffiIUybDrCf2XudI+wfw89WDhX2KhnJ6H6eUmXm2Fj/4wUMMOqY1iWU4e/Tok88+3W+2f9x/s1gsTPTm5sazWpCwXtRVVe3afdd1ruT0U41ryj4m6fRHJmbJfTcEro7PTlZH61iFRd38x//wtzc3N7/9zb+enp2FGNp937XD+/fvzfAXv/hPpcjXX31zdvbo8vL68vJy2rWzs1sJD1UtDu1jP1eragi567o4/Voul9qBP0TeXPHNq+/bs/PT09PTdte5lDQGDoFcbs2RrJS/ZMM62CvVjTngnC3frZDFJ3eTah4mkx4SjJFyNAWSf993PLzIf0JWc8+/1/f9Qd5RYWYiZCbv+o8TtgN3313Hd5paMPGcmySj2+cOEz8FUo/UitmnxBxDqDzp8vAU4q8DQIgkZdwJStG27Z89OzPDnPPJyYmKbvveT7ellBh5tVq9evXq9vb2+fMfXN9czsOieQbizMn54OI2twepxDFG3x4PD+6zOPuBZu+wEqZp+QshLBYLAOi63qbhj5oOw+AVgvuP/VcMEQBS24LoyckJInU5eRPIy0If1PiUwBQsjeQPgKkOMcs5V5XMb3hKgb+bUvrf8drPIQfeJWqapstDnx2TUAFg23bo9P8QY6DimT1QAqHr0GCgkXFfxZxzKqUicnEmmBEhMnlpVEpRwEDkniUXXSyqerFYYBjHjM7cQ7xjopqZq/RCFct+TAX1EVUw48B5vpHwzhnoHRpvNxZRFkHEYoJoPE1oR/4qj3noAlDVNTMXBQ83QuQQKhddGKqaO7nHo+xch3sbmiZ7x6zlcASFn+0O06vn+3CmLB50vsdFqu/71XIdY6ViXdcReUYIj4MFGdmA5mpKB5dPiu2cRRWcauiGbwT0Ae+E64gl63zHOpLHv3Axuimg62gJmSpiQIgGqjqoIBhVMcRQp6F03TDnXjrbadGspFhKKQ25qA6pLLNyrKqqzqW48KNome5hAlBRtSJqxfXVaiCiAGjIiDqfOLWkeboOqKKZgJhRxMuSUe3Qd613MWaazvgUm7k7tK7rgnkYhrhceb3nXOJcQEQur96FEKq6DsEZCRIipd7bOQqgTVNxFTkgRhLJsQ7M9P721u0KdV1fXFxcX92mlB5fXOx3bc5le3Prfrmckie++Oc1b4TeYnv79q0vR1VVddOMd4bw/ZV6Tq9459H9g7aUL1NOcJkH13O8x+jmnRRlh6no8100DzQQoEwT+/uB499b9f018715V/ONwQXJvgwACFIgduyuIZpa8ekNMzAD0Zgic3Jycv74yXa/KzlfX1+mVDgAB8q57Hb7y8vLptm7Rne6JmPs8nK5rOv47fJN30nKdHi0Gqe1c/cX4dDs6k338eLPIRwf2DVnh+2DazjN/F05RIA8BTqB25lVi6ip0ljFob8RBIOiEMzzRWmqBnnyAZKhZzuAGqiHpAH5gc554IAgKrkIhbut0MDcKwhIgEQBiBmC6RjbLR7RR4ex8uMRCHWMykwC2cNnSpnOpjACC5BUEUSHooisxbIpB80GihhAEBWBHVySBukJMkHOllSRJYmpoQL4aXj0U4mkXAbV4h5tVeXoDR03GI9J8QYgkkpJnoabc1awfhDRRIQhMIf5kH0nrfRmTaaccw6RJt0NjWBlmM17hxF806OEXFX1olkSQFVVpSuHyhK4OwgCAobgjHGBkpmDShGxnHM/ZIpVmBrc3icAQCL27ZiQi0rOeRiSiHC1YGYMxj63UAOAnLKaMELORVRUDau6qqKWXLo+DwVhTJb3PS6LKwKKYh6GrhQLoVksjkOIddXst1sAJmbXV3GIMnQAECtmDinlnJKItG17cX5+cnzk73yxqJiD5JxzKhn2+3YYehjru4leOxJWo+tKiOjRo0eIeHNzs1jUFxcXR0dH3/zxK990ujY1DdR1s9lsS8kxVhVXY4rjpAsw00NdFRywOIhosVj8+MdfvH796ne/+13WvFjG58+fv3jx4ukT+cUvfrHdtZdXWyIKRABmIi4eySURYtd133777ac//MHN7XUV69u3bwGAQ2CkV69e7ff7tm0DhyLZ5aymoCI2yZeYAiIBAozS2dEOAABVU5fJuVDinb4phFBVMaVhTqPNOYNxVVVmKCKhih9FTXoJUErmijgGY1qtVl7CeWzFkBIzR2I1JeCLi4v1ev3lV195Pupu197c3KzX6zSU72vOIbAPt0UMiKqqPjs7//bbb969fWtF67per48A4PT0bL/fv3jxgoh+/rP/8Ob1u1ev3rRtu993FxdPnj//kR/ntre7cfh24N8zuNfQdBCdT+zrOqqWq/eXt1e3wBDqarFYVLGpqkUIYbPb+pHbj+jDMGzazrVLnnMz6jBFD6kBSKh/Ckg953OoS5cAxby3TUqEqBPkAtFn6ACEBqW4A5tMwVQ+ul3e2crh44LSj9R78yDICyenL3xgwVAEIjfJIiAYeLyPjv+1A1jNJIgPAB4D4+fIUcAwznmNDAXZC3O0O2U7Is7QC/OcVAJGoiIli9SxEhvP9103wh5HjT6Qe3+tQAjBj3pOvFEFVUmpZ+aU+mHoch4AljFyjGxmosXVONMZmg9720Z3hhHkUVlrOFrVXcNkCD4OQsSAwOw0ooLoY1IjBRXxLDsa56Fkpn4UVjItJdQhxHp73akqMvpP4VVHlqKG/TCkXIywqiqZUlgA2b0hI7Tbe0BEHhzgqEwzExMVHfJATHVdUyBGxkBY8CA+zrzCEZEQKjD0bczGnHIYcjGkNCQDm7MHnO5oZi7VJ5iOLKI6d75hVBuGUC2Y2DhGSykNQxbJMcZFtZgOgmACITARJRhczSJiqYgZKmApOtqsedKPTYG5YM6MEZuSVRGRCYjYXaBZLTKZ2Qx5OJjKKiITAY0R8c7SFfOEqwdnVo9i95hhmxPMTac03ge5SYfi5KkxHJgjIgIFVRj61NTidctkJY3MiOORxS8pjHeeobsrxZynAgaUi4ooc4ixkqK5aJGRz8GxoiTDkAEoRnLvaikyoeHgwQCfkI1EnfwwBlh7dJ5KLnPRO66qgbNKzlnGnNYiIjFaJFYSBAQ1MaGJn+HCTpueG5/j2Ujymgwqo5K5+Cdr6gyJafEYP9m7av+wunaL9qQvzS5w7YdUYejTkHPet3sxDRAAoK6brh1i1KPj0xhjSmm3b9frI4oBA7p2peu6aCqlRCYwrWKoI9dNrJvYt93Qt7vddrffmOjTJxfHR0d1rC4vL29vtiVn/+deU3Vtp8HEvFWhRXSz3RKRAYQYKSUicuGljeL+eULklwkP6fb/RsoPkd9L4/xQZHYZ4YEDwdWeh+PoQ08afo8U8wESxk+md6ul/WVOg39f4XfQSYkH3jn6oMgUMwE0VQghLhaLth12u912u62Xi/1+ZyYhhIxoiojsvbAYY13Xi8XCwQOjGj+JFH/YWQTUZ2KCCAGhAqvMFCzcIbzRRY8MhmDBNADwmLzkVc+IVGHToEaGBH4Ysnm8Nj0H48lUBQzAj73TD2ujgW46wCHA/fA/HG8npI9dagNUmuSFNNNNHpBlBFDVQEDESikqAqIq2aSAFkAjb/giIR6+AumdgvEggcpAPS3Xe2laSnZJM5rdSZe8yaXFiJARoyt0KKQJ/xYxigGgoYlaIRVPrUMVHPl3foXHWauYZklFk9syVbVyhQhYGEev4j6TrDnLINqPmXhUhgRiMscfS/H6UMRykm7I+1SqVFpky1oQAritaMxIHBE4d0Y89N9XQzIABelze7t/P3SdwDLlUjOIDjJGwAUAdfSuo1cG0SENbdf2uVcRRchJikjDiBBCFcFVEo6d9mJeVBGsSOKhSEICRWVgDgRjyZb8qKOGIKwgRFxVTer3jITMAmyohNw0TWyarOJz6VQkDbmUzlCrEOu6NpNhGNq2Pz05LwqqUlRKySolhFq1AFBVLx4/Pl6vl8x8c3Pz5vXrt5dXjx8/Pj5eD313u78CxBgXzbI+Oj5KWZ3PCQSpaNLxlEBI283u5cuX2/3uk0+eHh0d9WkYcnr69Onjx4//8NWXBJSTtPv9Fz/+GRjd3l7nroMYDcS7wz7B/dhyNFI4Rk8K4fnFo/OLR9999/bX//yb//l//eXPf/KT//4P/3j5/ub/+r8/Pz9//P7VpcUIcVT9IRMiQgHviQ3D8Oj07Or6igO9qeumWSKiiW42m27ImstitWRgR6zHpq/rxoxEkpvofcLPFMzEn1Of+8VQFek8JoQ4ggECTaTAoNqLqEPIhiGBKcCYqDnKBQ0fJIgThqF0YMAcA0diRqPd9e3t9YaQSylaLFRULxZ5tysqvkiiwsnJ2aNHj1TfbjabwNUutUSu3dODJcWm76pgREQKpgq7zfbVVy8++fwZIn755ZdnJ6efnH0yDMO7d+8u31yuTlYxxjdv3pjZ48ePU0rO7Hj//n1d1xzDCE2c6j1mHilH5gqmKkY2MAROJQ/Xt0Vzznl9fsyjYM1c/OKW0devX/sw6fT07NWrN9vry2G5bppGxBSQKSJikjy3scaP+zCpb/JYow95/PdVHEQAAGCCikpKQIzkjC0cV04gB5rovAWjjnCp79GMmoFNKz/SR1Fhdr/e83QgUHU5qXrBViQtlytVbdvEAVfL1ZMnT2OMV+/fUikWaLvdimpVVabFGEJgAdWhj8FTLEPfde2+X61WJmCFmrgsMpRUECFWfLPdJBmOTk9evXzDHAEgVNWuvXHvbF1VTdMQgCCb2e1mg8jNomn324uLJyfr1dXtzX6/rZvKO+WLqlYrf/zqjyfrk5/86Iur9+/LkMi0DL2WhAjn5+dmttleGhRiYaPbzc0UcT7Cyru279o+xhiI2117dLQahyFWBEVRMaCApDIIEDLVy3pM4CELNJ7WXHU/dHsTXdQBACSXwBUAUCBTyTknyUfr1b7dxBibGJiZaq5XNVTUyVCgAIGAJUkUg6SUUgagEAyYI5Ei7Nu+WNGi7y9vjDDEZt8NgBiYgFC0SBFDYeJNuzEzzUoV1XVdr+rUp81uszpZNU0zlCyiTbPwcZDXzw6YEZFSWjVFglKKAW6HvSFk0RgDE25utyGE9XJpZn3bukso1iEGJoRCDCF4F7mpq81mY2aicH2zYWameHN7gwhNvXQtzX7bzaNdUyJDI9t3CYFDCICMDEicxYACIQIxGMjEYuWCIS52m+0wDAHJTJkpcgUAjIYKRNz3AxLnIgYYQ11U2rYX02JjFkXkqt1vmTHGmJIy8mpRd+2ASEMZXEdqQA5QCqEKAQNjKbLbdiGE46Oztm2HoeeAIfjou+ShmKh3T1MqvtSFqtp3gyGpWdv3oaqb5SrntO87MzPiWC/ErGt7M1QxjotQoVgYiuN8DWMNZrt9r6rMVRVRVPveqqpK2bqur+u6ChWI9H1fSt9Ujao2i2UI1eZ2t9lsVPX4+DhWtt/ertfrRbPouk61DN3+9PR0cbR68+bN6fF6c3PFzEfL1fXbq5T7RdVsNhuowJvcIpkZr26uqhD7vkPkKoYqBkIwlWG/XyyaitDMGIERHDKeh1LX9aJufMZbSpmQA7PfKSNCGEl3MDmwXVSrqhJj8Ale13XEEZBFYbfvbNeuViv/moiOT87cMrri2O27dujLkGJV1TGsVqurq0sRefr02dXVVbfvrYHdvn38+Gk/5P2+W67Wnz592u62Xd8+ujh/s9/sc18FOD9eNZGtpJ//9Jf/z3/5LycnJ8umvlaJRPvN7Xp1vG3bZVM/+uK8DOny5rqqqtvb7evXr5HDvuuRORWt63ooAwYUMGzY2E4vTovmX/3Dr/phKKUY09nF45vttqlqQyoqliRUIefsqQPe59put8fHx3c26cklq6qPHj3a7Xa3t7chhKEUL86Pjo7MbHNzwzHmnN2J4RWdu0eIqGkaj4fSCd3sNfNo/e37amqCeoDEIftx1i5OBOM7mtFs//aGusvfRgXcaGNwiSMQIRGSEw1VfObEhDFwDBzYWwYGpqbiO2kIFVGAqUEwifOrqooihZmGLgde7rY9Mi2aarGsARTRch5S7k0VkQxotVqt1yuRsl6vv/nma1cBqQIC3d7ucn7Rtu3x8XG7TwgBsSasVPHJxQ9/8pMft92uaZpf//rXr1//1qyoGZGmoeRs79/uT09PTYmw2dxum0XtLec0qJbYdZhEUkY19vdPhpE5JQHUyNClTi0bCIAOUooYwQKJmbQAkCXTPg0ZoUaDQNG0ReLsZEVAJEplWK6qXEqWzIxFJRBYTqiGZlpEJTAHCrX02udSNauhTQSQNQMCUsVcE1tDlvpch4qJ0QBMgIxMNGvqUrNgVEpDQRAxII4KmkpJJYsKEaIba5mIQuoFicwwG5SCoiQGBkZgCqYJYoVDK4GZTStupNggiSkwWQIAoKKmvrUB7nb7ZmFD3y+WnFOyoloErA7MBVPRjAypZCAsmmJtKfWhqmLNofJMGmaojQBoCA3s06aHoz5vRFNVN7ftbeSToQzAVEpRMUTsc0sVKPab7i3Vui05QcplyfVi220UsmIJLpYdi/gx5y2lFBkNxcCQMeWBgnX5plcLK7zur+tq0e33yMo1j5A2KWCAgdWKEfY5DVoKAQakKhJAVbvAhgoUFSCKqtb3/fHRSd8nAwgIIWKv+ujRebGuqqLCCO30HZ8CoUnXb0S1HjMaIgho33elC6FCjDEEIiiCuZQh96bYddmAAy1Xx+sY0SQLWMpSUmbmoS8G0YDN0WmAXMXS5lx0uTre7vrrmx0R7Xabqmradv/Pv/2tql5cnD9+dhqqEGO1WC4FZbu9is2SmUEENBOqoTLaZrP5w5cvvvjii+eL6s2bV9++ftU09Waz+eqrr//z//F//qdf/i//+pvf5pwvnqz/+Z//6ZNPnokOQEJoSFRKHs2sKHdUdkVUEC2BA6HlIifHJ+5Ga/tuebL64erzzWbz63/5/eOnn//v/9t//tWv/sev/v6/E9fEAY0k6xS/quM4l0nEcpYXL16A2GK1/J/+7pf/8A//8Mknn7x99/bpp581TfPHr78Rw6pqDLEoHJ2cpSxD16MRI+cEZhIrNi0eEJyGjMQUq7briTmlAuYCOmGOgeLt7TalPAx90zRVVd3c3MQYq7qZ3D3W9fvxQzHv5ozUJVAFRSAIXPX9cHx8vIyLl+8uIRvVsU+ZmkqBdv2AMZLpl7/7EgBOz4+r2Lz49uXt7a0pplSWy3XO4mlDTDwqnNWKCFKom7od+r7tP3/++W6//+O//v6nf/PzHz5//urVq08/+QzRcvblgs4en22327//b3//9Nkni8Xi5cuX3b5LKS2Xy/V6ud3ucxEV83OCc1FQjJnL0McqlCHV66NQVRxrBLrd3Q7twBWfnl8cHx/f3NwMqavr+ury8s3rV7Gqn37+qRiktr1GADBkqI7XjKGo5CwlF8QYYyCSO/PzFMRA93L3AAAkpxgjEZY8pg2rFBUJFa+Oj6q6blPbpz5yIApmMPSDipCx1yMgKiJZfTIZkEcgMx6i7NQUwVTABJirEIqVuXbHSXvi2L35/bnglT4MBY4x1nVTxdpxsSklRquqqolBycLp8SgEUglUcwxiWFIuJalSCFbFplQG4BxFIR6/JkIMGKsQYmy77uT0dLdrmXlzvY2xUc1+WAHUq3dX7ADiEAApEJVS+r7z5v3MlfGTxNB1OafValmKAuDnn/+AGZ01igDDMJhp23WeZrNYVJ6koaYHBsURozrrS1325gPiKRwDBQUByDFDI+pgHG76CRjUXMWBUxPdC3R0kDBhUALT9XoZY0SEUgqxhTpawOzedSb/vFUBgWMkChGIpKiZoqKQeS9gRL5xQC0AZi7/c2eIkTEwB0VNJWvSuKoIGYkGSbBH52SUUib7MoABU3DYY1VVPh7xOTzH2mFczHc5pDHGqo5OrRiGQSQDRpzwJn6p/W/WdTMnsayPTiSX9erIhw8+gWCKo8TIp6ECYJ6xS1ltyCXn3Jm5hIOIpjtWzLAULUXBGWMjrABVzaAwBw4xVJWC5VGmC0MWtYxTxRMAACAASURBVDL6YhDmUYaqgBZABhU0HbGPJs5Q8mnYzDgpedToewSQcxEcUwkgquBG/0kyN8pFIgckQiRm8JdWERETGcwsBPAHjbCb9cw5ixkyM5gVUtDZMQyGZAhiEHAcoauaKSIFBUrO3kA0pCxqosOQESMAxejUVhqGgZABsBRJKSNgbCoXs4Khiv+YRsAIYALFMhoE4onVZMTs0sEsJfWDyydEcklDFcbsZ0SsFpULueOULeZYozlVFAnHqRY4gc/AUA0OZnfwIGZ0VETH6AOZEIJbIDzVbZYsLhaL+VPDwMi03WzmxqeIrNdHR0dHiLgyoNAAwGq1QrOjk2ORQsyIRoQni9Vvd7u+b/s3/aPz06v3b9PQNfUFoj06PQaAOkQCkTKgqjCLlECwaOoY4mKx2O3aV6/f9ikREQUmJVNDhqquYwhDP3j+EmFwQm+oq5RSu+/KMHDTYBMXy5qQPEYl50wA/qN5iCUAlGFwddk8rXVpd3IA0pS+ABPIxx9AmIq0mXnzfZO6Q03mXMiVUpDZxeEjrft7Ihw+yqd+YAX800TQw//ejSWBwWhWQOl9Geqkw8dZDzmpa9TgDtzvZ78H4tUDIRLFGOtqUbIGrhAo596yDJDNoN2XzW23b1tZAxiFEEdRltlisTo5fty3hlAPw2DKITCAIWGAKsaGqUGoECORKpCb2uYB7AxZEVMzBVM/ojKCgdH4d4wRAiPhKPIYHxCcSACoAiYfeCxHPSgAuUjBjTuqY4zKqHhzZJyzCwnMUA0NyABVyUzVAPVOTWRTO/9epPgEKLfR3DiNMclMbTQljv/QVZXo0T6COblIG3OyGHjoUyk848Pm1ydAdvx6iITeSPAxoC/kaDCTSNXIjEBAxPtwRmaoQkAoY/6ECBTFLJAEUaAwFbPpnTtABQEQFEGoqGVGLZZEjA2TYDHRGcYAE3lvwpTOEtMxBghVIGfr1WSQFtWyVNmSqnr0BgEKoVP8BDTbkDVlyK6YHf0Fo6rNtS7A4Y4VBI53LKpSAIVYgQWxiIEUmAIX1CArZI7MQc2yaAFVZiACBhQpBRRA+tRfb67T0BKHoopQK5uUQoilJDEpxSTWKmOPCZBGvjxhKeINCCCsFnVlC2asFnXb7uvl4mLR9H378u2b7959e/740cnx+fGRDkOiuKibxdAP6DNuRUBUgapqvvjix23f7/vu6bNnp/n02xffFpWLT5/94auvvnj+xfMvvri5vMm5J4YXf/xG1U7Oz4cuDUPPY4C1M2xtGnG73sSVQghAXdcvVotFs04qn/3wi3/6p396+uzz1y9e/Nf/+t8ePXr8+OKTJ08+efHtKwA+WFumL4hEtFk0qjp0abFo5oFS13XEvFwumTlWjaoVNclZRFar1dH62GRTBleAg6qVrBy8deBvkiZk0ah8me7MO024d8FCqA4jSexQNoIPYuM8AgnBsBQl4OVybbmAIk0cYCA0BGLKOS0XjXvCJZfvvvuOKLg8qq7rplkOw3B1eT1hM3EyQxIGTCUTETK/fftWRH7xd788OTm5vr7ebDa+We/3+6vrq74fzOzs7Ozpk0/M4J9//evFcvnp559vNpuu66qqqqowDBkQxNThJlWsVTLM2VoKIgKlDFmAkDmuT2oXcHj09Gq18rTV6+urPg2Xr9/Vq0WI5ykNm/0uEp+cnABAGUyly5APJAP6b5j2JtuXpAQuuQNtqnp1tAbQvuS2bSEQEVuRrNkMqhAoViowRWHzzFMceweo8ID3i0AK4kFToABKaEDoAVRiKjoyVMMD3/BMIjrc0Zl5uVgxhZTyMAz7/R6t8aMVWPAI77Ztu5RjjFVTFwVz8omftKraSfF+zqgpIGLOhZnquooxhhjbtv3BZ8+7dgghSCl1VRUQ97+l3McYJekwDLmU5XK5WDS55FyS+3pFJEY/xkkuQwi8Xp+enp5uNpuc8tnZ6W632273pUhVVTkpAKhQKSXGwLH2joikXmzS5iLQ2FW2Q3idTeHv43Jwx60CInJT9SgGcdK63ff1ufDa7plkVPVodRKC57/3ILColzmXYUiqPpVWEVMBZo6xChxnGdtHNXiHv6ZbhAgpcFRU075kIWTHIo1dIqAp2niyhCISktmIUem6zus9z3mf0k7urCYi0o1mAwthLMTupXjp6E8jGmMYnBbjmbaulfJz/6Hicc5oCiGklH2lYA4ppWFIAMgMU6lP6KqayazmcFcYyRNCzCFWzEFUstOTEVNOI16MXYAx/uyeeG5WplQ6E5HRigJOKsBJBgDeIFQFN3/7Uh5jzDn6gdnN8YvFYjpCWwghxAoRjXxFNlGveEUlhzA5Vw1VAdGqKpacRGTUiLKhIfKkI1d1lNMk0sMZskoTImiOhPJM4bZtQ6h8mOPMoW63Zw4IVLLkVIgohDgiHAxKkVIkwF19NX9YOMXNz8mK8304s/59BOfqa69SvDnnPLqU0hyC9BG3Et5FdR16IA+JuP5x+4O83+9ngeI873JjpA9vF/VCR3qt3N7euoRjv9+LyPn5edM019fXXd+HCFxFQ/Aol67rQgi73a7v+6PT4z4VEdnsb3/205/97ne/k5Jj4P3mNoZKVUVSGlRKRtZSUIqZFEJYLeumqlKfhm6fS2aOHIAAVotaQTabTRlGiVoIIVbsBktHvAzDAIiO6m5i3O33HiTjgTF+hZnZZ3o9oseyz3RcpwHT6M0eqXqHjFZ/kv1PR/XaVBnCVGnTYXDTBOe829JEbMxy5Aeu5r8YuXk/pOGjCJM5OwQOzNUP/vRw2DgR6fEBb+aASPmwpHyQNOtf+1nEMVdIgGRUBSeEXV9fE1Hb7s7OT/b7nrBiJtUB1I7W5599+qP16owpvHr15rvvXjtRQNUQrZTSdcN2u71YPq0qDCGUYjojc3CkdYqYmsP97VBiaSB+0Hc85PSG9cHFt/tAnckYBg+avB8+idMnDh/8zoMq/d+DV7U/kU4AdyQbEQUUVRABMPdo0L2ki2mzLsWbGiZ2F/3neVZj++jubTu7Eh9Qh0AV+e44bIfmQ4MHd85oHwDP0BohHQDFsIiE2S7wZ4qTx9UMSs6ZMEmhg4yH0S1hkAFFtC+lL9KLDqQsOrXDxljTIBJ8V58smT50UpECoGYFUQGzAaqZp8kzM6I35aVyDyAVtWRQOMAovEczLQCqlk0zscUIYOQmnqzJiuWcxIqIVdKIZTMBFAd9IxgSqGQAEyk3N9eqIznc+3RHR6vz8/NmUd/c3rx992Yo+ZuvvwN4udkMdb1S4UBkKoCIoTLLgLpeHl9cPPrV//s/QiCKGio+PT05OTmOMX7129+1u/2nn34aY4hx8bd/84t/+ZffdNu9CuSiMdYHoAuCOY3jfoAnAKmiGbXtUDKqUOCm3fdnZ+eX76/fvH7XNGvHlU0IJZ5Qn+hNIgRz8/br169Pz0+Gy+wM+b7v592tqqqub6s6GlHfdUMI69WaiESy2Qg2UFUGPLRpzSinDwGPbgkBAI9f+nCNnQrCjzybPGFOPE8v990hZX0+bDipsakbRGxvN2nQ1fFpVVVeR82mysP11m0aUgS0AAA3Td/35+fnfd+3bZty77ag9+/fX99cr9ars7Mz33//8OUfciqPLi5Wq1UI1dXV1QweD1U1KtiLqZSHWVn+TBU0g7qq593QT50i0rbp7du3KaW+7w3h/OLx7W4zDEOMIYRgRSYuOnjGl0EpaH/mruZiFp8/jA5AwouLi7qOr96/3e92jGGxWA37vap66LFr2qeHgud2qoj8O9bYQ8VpeHBn300MplLBDKXY3ImfHcljojGiWxtVVXE8+SGOU0RvOQeumPtS5IBcj5M9GhFRi3gVG5nJwBknJeWj1brruiF1y+Wys26326Xcr2ld1/Vmt53NOgZuZVIVTUliZL9j/HyZhpxTKVk8KsKMzSyGhcogBQq7rVxL0VKyKdDoBdYD2dhEG8f5XocpUV3NDO78fjj/dyb5PrC4zL/8+hTJ/vKlaErJEIYhM2saiqoxj0Bkh3HdYdzuJ/7N4fXzaezBGWt+S7OYaiz3J/InkZtGJtaLgoGFUCFyznnokz+3EDGlNI0BZar9ZGze3XPy4FzhTwQhmLAipRSJMe73nQ+7D0kSh6yhw9rP34Cvkl4nOJNjPraOjG2xCYplijRGcYE54VLMchYxdXu2qoopApICjLDug1PRBOg6JNd7a8dnyfPDOcHxJISIwKYer+IBEjKL2cxQSsaxt0Jejpr6GwbvQqmIs2qJ0HX88/xkMvpPtdzUxvOE4oMcP3uw3t0t7jh+7Qd6FXGlx36/9/rtMDv7QSyyz/lL1unOtym+BUKIIbCIbrf75dKN4/EuvV09Mh4R2XP8nCszGZDI/8LEICWYmFQHfII/BXKcb2y3bvvSNNd73nuYOTqlFNCxAK6qakhJVAExxKhmq/XamUCuUazAwFHTTePeLU8TTCnV9bgKr1aLvt0v6qqpYhpSE2OMbKIuO2QkUJWSi6Q89B6ClvpWS66rmIacOw2Rn148Xy6b7fb27fv3u80OASXlLhcECiFWzMUMQtRl01Sh64ZOy831tU2sAm8EOj7BNxgKYSZwHrQ/7hooc/rClCRmc9iMPaQKwoeV2yzdnO9G/05g5jCkB03Df+PE/5HS4iPpfPMR50NszMP3fFCNPECGfjTbcK6q7oUpfb9fcdzXQsC7yN35Goh7uaSYKSIwQjSTNEjf5ZKtXjVNs2SOfb91YsuUgUxMsRTnJxvS3bYy/Zio4kY49/HO7039hOrPge9Z7le8twv48ngQ+PF9LsoHU9OPXquP/abNrMu/MFjjT5F77sGFiGksGYiYScjz5Wwa5LpkjgYYUmIa0MhR3zadn+7HPo1LrkN9D4aNelDakY0snFmr9RF3qLMYDiNOEMLs9v9LL4dn1dwj4h7u6WMhIaq5yFBK7zMhnVji08sE0tol8X4z2B0uQgFVTYpkn/o6NJDcRsQKIGqKpEiOIRXV7HczkiEasVMScLGqRCCESDTagHJOYiCQ1FQBFMRMAc1wymic4jFdJNX3rTuvRGS7TYAGKIC2zsvlcvGTn/xk1/YxNH2Xuo30vYjo9NN4F5nMLKX8/Pnzbbv/9ttvcspnj05zHq6uruq6fv7jH337zYuXL7/75PFTM/vss8+HIf3ud79v29ZsUteObwbubJXOXwWZZnRIyDnJq5dvFsfr66vtp8+ef/nV7x+drH/y45999dU3r1++PD05i6EeqbmOEhi3LQ8Ec5VcfXt7OwzN1e3N8fHxcrlMKZWh3+124zqmxsyBOKWUUpq5zSPf4oMElzFlTg3pT8XEuxX5w8Cw72tDmJlTnkBGXv1BPNi9mZB/4Yg4NWtWq9ECoOqTof1+/5FIBsQQYklCIdR1fXJy9IMf/GC9Xm+325evXlxdXfnwpq7rtm23211d11VVlSJVrKuq2mw2KRVPwvBQeBkEOHBVMTgykvQgHuxgWTNvTfrlLSX5Ss6hcqiE757fffMNL+q6qcks94OnuhIRQWQijBEsEKH9eQDtEZ0QAo8RU+LfaLlcrtfr29tbRZvDGz2TXFWddTImuxykKP2ZnaOpRyaGI80epxhleJAZ/WBD9TOBMw/mY8EDnckYvzilvhQxT/lw1/ucYztm+hEi0OzfcFvIen2ccw4xapGjo6O2bXPOVRVzzrvd7vToeLFYdBOpH5ncQD9vTtO+J4iQknjIgZktl0tv6jdNU0phigicc+IqMpu6Hn48r5iIEXl2wL0o4bvQubsEVTw4S4D73Hx9v0fsub9jPUR3MM3XdpKMkor2fV/F5qAx6ZjT4N+0THzeqayax4w6ndXU3/9UAMAYtDLZaXwM4lF1s7vmIFwUEVGduIbjdzx8M17ies05sTqUXS45HT1T6usmoMC8KDjr1ls+/i1ijHPu3CE9Yj6AzpRnX+/Gw4oiMgauCLOIEAYLrm/yF6EHt8TctphTEBwEqqouY7oroae7EQ7CAA8lYXda/I8lRM+pelOPdgRDuUbO6xwi8It/l2RId5Fxk/NqirLEMD1o4A2Xw/OKis5UUlX1kBaf1PlmOE/YCO5uRpziUsa7SISIqqrywNbDOcZhHWXjj0DL5dJ9d/6b86czx3X2fc+MAEDAh2eduQbzH99v+MPC8vDrh4ek6YSOB8f9D8uGmYp+GC3ouXNzFsvMRJ0BnvN2NSNevFZZHx1d3W5CCARUELiKHMO4NzDf3NysVitgmjhm5ehotVjUViRGXixWeUgwdcNdHkwAaqWU5CKQKsTlcpVCynkow7CI4dH56XpVLxbNft+3bb/b7TzQL4S43W49V+qAc6O3m1v/MV1L45EeXvL5dZ4/nXlYN3+yM9Z1bgAfDk7hY6vWh8XVYZU1PuZE/px4oPxhB+cvbUZ+JLbhg1nf/OJygL4cH9KDoOSP1IEf/xb28e977zfhME2bmYlAVTQN+z1ISovF4vT0lJkXixXRxkYDYQCD7bZ7+d3bm5ub8/PzlJIpalEIrujmpl6enpwXsXYYXLhINpJPbGoYubha1LUMY9WBZOPYCsAMvdR00e6DFKUPGibfW+wdfqZzM3GetH+0Avx3HEfuXvbP+7fTSZOMEIzocDe+F3dhOUtOkmNGi6aHt40iAYiL/03GJq8SOnbl/sftlK67MeBYTo9bv7qClMBkBu+5i3BEW43tLe/J0l/UkldVwrnh+DEpNRYAU0siQ5HBQFSpSLq3fhqTCnM0G2s2GJt9ykwioFpSbtUgclAFNUQIaj7jUk9xR8RxDEhmRQzATHGEtioRhEAuiAEsLmxNqQuRch4UVAVz6XPpjGTUsYxxiBoCQXAnCHOIIVAp5eh4qSp937179+rdO1gs14+fPK6a5aeffmqKl29vb64uKYTIcaLXjBabnFPX7Z8//7xpwtffftm2u/PzU2a8vLxs6ooDdl13efm+74cnT56cnT1q6pfb222sqpRSCNUkZ5yjF23OWLsL5lNNKb958/YJBzD+5Olnr1693u+7n/30bzeb9ub9zbt3l+vV6T0x52jVdFWBMfP5+fl2u/VdYxiG4+O1qtIAm80mhKAyvo9Re+/jJrXDNM7vS4+4W8EOnvcx5dXdZiF8FJL8pzlYXtEcHv4F7rWSJxp2SUNqQliv1wDkPgLvmfb7fdUsH6aa+e4wyRRXq5XjxN+8ebPZbE5OTlarVUr91fWVma3X66OjIxG5vr6pq9i27Wazqarm4uJiuVx67/L6ZgfThULAUsoU5XY3w/Ta2PeIlJKIuHcaYNQ8A8BqtVwdrZvF+mZ7O2O0XdQTQgiE3nz5i9o4ns7FzDQ1IUVlv983TeXE1zb1Dh/xem9auv9/0t6sSXIjSRPUw8wAuMeZzCSLZNVM77Rst8yKzP7/v7Ar+7Sy89DS011dF5NkZhwefgAwM1XdBwXgCI8ku6o7i0VJMoN+AAYzVf2us73fWr8Af9156lvAVL7Oudyv+r15R6W5mUFnA89KfVGFGBui0HVd00xEI5wzu0MIm9T2Y66l5iJk4NytlJIKrdllRDSDUYCI3uF89dWHse9TiMcx31xduT9v4NDEmPthp/btN9972YIMIqUfh1yGJKFqkVVie9u2p9PByIoWTqxIz/vDdrtN3cbG0TvSqlmzIHAIPs8WnMkwc4mjs6u4XSQ+r3PVJqGXO6jMBcd6BIKXQ3FZcSwnyybEPPQ5RkOkGBpUkWoQkTl4EeXvlSJPYKPYxbR+rnLE63sAIz6//9xdmIiWUom4aZrj8Tgnz6BLtswyc4B54oUwx+kCgKGXuQsovHT767Huugo3M0JSmxoYn4nO7q/JL97c3U0KR/dxmjuf6WWdTD8NFGKrKo7QeF6CqhAFBF5cMWNgdztz+qiZqU0iRjEsVYtILhmBZxCMcUY7VZSZTJGI0AjXUw+bEpwmsyUFP+T8KywnuhkiTECclHnBO5/WNzigEBhRcs4eF8NGIlKrzteBEM0T7ZjJ03ecXOo9EjMSseurbZX/7v2ed1O15qXUVlFAdALqEv0cQ/RMjmWX8WRFH2Y7erGkoiCy15EhpM3m6vHzAwAi8NxeqtL0o0n8TX27qKratp5/SK6wjTEyh1KqU3NrFZnHh+ee4TX2sh6drFBcWwLu3/o0LgRjR+RwZQfqO5LUShwMlBhjClXK4bhPKQ3jcDju+74f83Bzd2PPO2ZOITJOOe9iqghV5PPnT87oCyEcjvtS8/3tDYGJllrGeH1dsqqozskKgQCaRIBScwgphQAmUnOTgmmtNZdxkDxalavN5ubmfhiGw+FwOJy8u35+evFgTKKJR41IY85N06hZapoqcjge1ezU90QUYuQQiCdpZak1l1JqTYv42Exmd/gp234VTLqmJEz74WpW9SvEgZTSaLZkP6yZkH8N0PeWz/krEr5Xzcxqo/slHG/Znb7Ygp5f/3WL+MVP6GOjCympJ800TXtzc2sGTdP4mAYJCIOhjUPd7V4+f37wjbfWSiGEQKIFgFJq7++/Sm33sNudjn9xW7nAAKBmBKCICcBUyIyAbIqzm6Aem0wWBKRarToju3ox5n8LhP5Sl/V2ngVvbsoXQzX+A/ielxr/Tu3iKxadSYEuX3xrRjs79DBRIAwADOd75Pl3soJirRattTLxTC5YUs1wQn3cFtjOL266OKa6IPB8+UxRJ4s88m5PVxycv7ZKs1dtxhevBJIzgatoVstmqoaqeRXNDGCoJkbmqRwC5mJcYqTIUKBo6XOfEAGj669VGQ2driZSEFkB3eGG2G0+CRHE8y2tVijHcV+Ku51XUyZs2k0TIiYlM6sGXde1x8G3EABFT1kyqSX70nzePTBjiOQM/xACMaTGk2mHf/mXf7q6vdtur6+v7kALWA4hkZ8/5hGXIMLdpv3//uf/i8w3t1dff/3hafdw6l++//57YhhOw9dfv395Oex3OxD84Ycf727flVJALYRYxgrhbQc1Ybzz0+F8ThCx47E/HE73798The++/e2//q//KSJ/93d/V3L9/Pmx5EX+52o653aSmYrqMAybzcb34Bjj6XRqmujjxVwKIpYshFRrVZiCHNyBIIQAQFJf7bdfYluc+WUXdAyfAOIvbG6/JD5bfn5hjrxFDs/tB4IbQQ9DHsfRlQWOwi1TxVdDjVqAwIVgp1PriQs///yzgd7f38cYSxkR8d27d9vtlSsajodjjsVr0ffv3zdN46DF7e2tGB8OxzUmQYEufKqJ6Ob2KsTo1B5V7XvabrciUiUv2gcR+c1vfnM6HU3U/QjyOGotZySsCgAhkf31+xsiGCzhWwi42+1EigViZkDo+z7NxaTbEHgluQymv8ja+3fadS/UV8cWmoULpulcyk/pfkSUUoNIPsV36mbTNG3b9H1fazUC74MXPGEcxyLWxuT2Ms7E8+Xr16tt2uPpkFJyJbnWigag9vz8vOmubm9uapG+71OMKcUYYy31dDz9t//t78V0v38hZjUrtdRa94dDKRkRqta2bZs2Ishmu7m5vfHp/svLYRhH91tnjsxcq7i7ypyJ6sE/iGTeCSNiCJHIQYl4fX0Nc47HwsRdZslLaMQy8Z0GfapEJKWu8qxp8T9Y53EzcynZlXIhxIBNyXlSMyOpGnqugcFZZIvg7h5rrvnqxFV8TQRyhdvSo3ph5Py9hSgoIiqLkGMmXuYyj2P4rH+hqYAmgpnW7H92VryklDweimhyE6q1erU6PVdq4zCWUlS05ELMhKigUkVEnfrLZDlP9bpPPlQklzIOmZk5BNe/EgYRUVHm4N/Uu4gQAhHXWomJAxtgX0ZT8ygTb4JhOeKJdEY8fKFKNQBy5xLlScE0PxrmwjVEWphnLuD01tsb1xgbIst58OpXqs+zFQBiTKXqkMfoAbhIpdSSa4zR6dqqnlWAwzAyc5Ex5+zK8lKKlzR+Tz0sLjXB4R33Ap1CGs1mGyOc9lyDBQPx9tspjm3blmFckuJX0RSwtEye5z4MYwgBwAInQhZQBBrGoW3b0/EUgw/UcRwzgocoU62iAkpIiRFCLj0CA2Aei5ogTgrMBVD1kRMAiFQzYArLGrtQUq0zzRYy6krugh7GeAEaEyMAxhQQETDmMg7j4I7nj0+Pw9CXUg+HPRHlWkQgMTvUpqqH43EYh4enp+9+922ttWnbz58/l1JENddSa318euQQxiFL1e1my8w5ZzVt224cMyKlFJyCMgzD9mpbSgGVnLNWkXGsBgSUUry7vdlutjkXEf36/ddjzuOY9y/7UnLJ2cBCjFUlNY0BcAz74+HlsHduahXxRKbD8RhirCKnvndOG3gyC5EnpPiyPwcu+dGiuso+hQvXzXOsyCpubjaF44n3Pt8jWm1Eay30+vh3vNcHrmtx3fpe+2wSXyPtFyULMw/D4EtiNbk7zxF8VuWJcEQkputCxLe+1QkIi9+My1Q8p9xWq2tmXmCNIaU0mk70Cp9/iRu/OEPMD8P25ubOT8k8jtvrrRN7yjAMQznsT8e+v9reXl8dmvRcBu/wwQf6qkpGCAEmS6MIxiqiUJhhatKNSoGhr0Se6l7NQGqdB71Wq3DiBeEHD650TuMcSDgxcWbFwcL7JZrIkyIyU9xfaUnWM865wf7FGMY3wVQLoqg8zQtIap0NsdRlZyFgzgUsBKYzu97fVckZWTE0CIUpqmIKcQ43N1Vxv/LJZdqslGJgplRVh2FcRVOCAZqAEbiQHpGkWrZiijJxbaQUISJVdNucuaqbEBVEKlVU2SOdvgjTLZdXRdDNqxAmVkI0vLigcwnglb05VobCAXMuZojkOVJiYIQEIIYmWgw95MYmbx8PCPEoLatVhHE0ADWSymCgUE1FrQRuT6f9mHtyiy6zQFSlIIJJwYC59IfjLpcjczAlAEYoITCqai0YqBYF4GE8Ic3GAA6BmmCYHvK2C8xGzIA4jvvTSVStVun78Xn33LTxh5/+whju3391SroLpAAAIABJREFU7J/SJjQNDP0JTFUKqBKCWj0d9/t9xyl8evgYG+aIpeTf//5fv/76/bbrCOj+/u7h50+H/fDw8LB/OQ6Hk1c1FMIyvplshFBfVVOwVF3mEW1Pj0/ffP/98djf3Nx07eb5+eXv//7vCSPi//rhzx9f5Z/AmfEOWsZx3O12MQTXtpHZ9Bgiuv4IrJrpMAyM5OQ4Rh6HcQ5OmPu0FYcZFt4OOlQzxbwjYlUjIlANKYUQTqeTrQ7H6dBk/vJzabAYenmvxXMsoadvgM7RrFIXaZJXIMOQYwht13kgMDLXUubOkC7l0yIYwvPzs29KMcbUdD/++OPT45Oq/P3//t8Ox8PHjx99U2rb9v7+Xc759vaWmf1iItHhcBhG0VKQSGjxfxZVRSKPTlFVdhHQ4QCzUitE3r+8xJSI0fPuVWW/3//wl59Sm5omqUhRrblsuo45JG5zzs+DIPBfz12fHV9VVMDAP8/xeFStBZSQKJD/SK2VkDfbDTPnsZac1c7TMH8R4PDrUueJaOD2Zcw+C/RxpDkmftHviQgABg4IxBSYznjoUlQtMobAuNACVcusDCGbk9y8xPfaS1W7rus23afPP7urhLeCm66TWsdxRON33737/PmxlPLNh6+1ysPhgRBTjEhEhG3XXt/eIOLt7c31zU3f9yFw27UK0LQNM54OL8Q05tER2O3V5up6660pRwAQJLu63tYsbgxrOjmAE6Gnl3q7gjjNcbuu2+93zvjqNjc+vfZWZ+aAMXvewAK4zYKZxZjEJbPnx8ybCnJ9UUyIIj6XBQ5ExFLP1os0Uf508asgwEWt53vBYgbjodVLobMGPZbn3KcvF0FbIueiTidXElrMJGvVnIsXdkx8QfdavYgsU/JSqsOhxGFm9E0oqC+tWsXNVzxl3U1BRBQnDygwgzxmIgpdYOI8ZmaOAaSKqqGoiBKpzSHdTWpkytub1h4iZqnIBEg28zmJQinVd3Cpsky/lsp1+SKIWHJdBiXz6UvM4Mk2vg25HSAihZD80Zi58gYoAGQKtQoHA5jIsZvNFglKqTnXrovMbIq1SoyJMIbAKgAAKTZ97VNssmVVjXEKiCeiFCfRrI+7ttttznm326WUYuQwB2ngzAFeIP5p75tRzb7vm6Zp23ZMvfOlF2LkerzkO8PxePT75T2tL05v+bqu++mnn2JKbv/AlAAAIYhoyeq9twiI5FLUrWJcp+TJf16gL3jqYjNjZkwMaFbr0tRdAEdr1ugFkrOA9mtyRYhkZoGCqjKSmjZtMrOubc2UmALw/ngIqRvHsebxaruxWoGpaRofiviQyxA2283pdEIm9zdUgFPfH4+9mUmRpm3NrH95MdWr61sxiByur29D+OxX+HQ8VakIUPpBxnzcH4sZze41KkDE3XbLk8mK1Q8fXB1Xa/3hxx/HnKvK4/NTSsl9idpNN8U2h/D4/LTbv1RTq2XIY9u2FJhCEFUKzDF4jLFJVQR/2VIrMftYYk0BtTdAmYMmS1uVUvLFs/guvIUB396vaQOZGae2coVZ5AeehjrZOL2ebdvKMMaf9yU6dZq7wYVdFqmq7wMU2NR8BrcmKcw+Sc6/oMUlyKYlqrYivq5a2ckzU1XmLwLEwAGdvWNmzNQ0TYxcSiklq1U3sE0pZYM86s8/Pz0+Pd1+9U4VZ1mgEnv+lwHAdnNzf//NaTiOQxkHMWWRYqxIWmpxI23QGLjbbm4AB6aXAsUTXOfWurYh+hyu1gpqRKQ4zf4mncl86aZLWmeiuNLSDS4SgEUGMGOdNNc2/jPnIeNrTvD0f4OLBxncy0pFXTLkF1BnI+IQwjgWQj+pV6+KBIhEoRRJTSq1AHAepU3RiRsevgxogDb1e4pSgQMSBalYsnqALkxRZOgJZ6XUcRxjA7WqSDVlAA0hgRWpxhy8jqOANscli9jU75UKFi7AlkXD4lVyrWWmV6DPH71OfUtaXtgZfs3U3I/HYgzjqGrITOQ5BQ4rGwFa1azuNgvAHFTBrE7iaUZiVBNBQBUDtikTUpGAjGIKZRSRSoTVNKSGGcsxexvQdLFpm9TGqmZQgELJWeqQc4mJQ+CGmv1xXysO46AqoF4WTtxjIjSQGOPt3bZpQtNEQPv06aeUmiZ1iFyKHI6Hw+m5z30eBSmL9shxGGspmYlEC6JhQCIrMl5fX928u8l5eNo9PO0el9TNGEKb2iZ119dXh30/DOPL7gCMHJpaCxHVqk7e9On/wo3EVQCsgRFQjPHqevOHv/zl4eHh7u4OgFIT9/vd8/OzmX7//bdPj7vDoX9rXuRbaIxxv99fXV8PuVfV2LZfffXVOI774yGlVGuNKeUpEJyWCG+n/yAaGM/DrNk/wsxZejjPrVceQui1gdv67ff7x8dHQPRJ9Ks0+V9VnTlyMAxDw9P2qxN1fOrxcrbFQkZEgEJKiZld6x5CMi+Ypo+3zMiYuA2BSinbq6vjcd913W63Q8Tvf/ut19i15s+fPw/j0HWbDx8+iMjz8+7bb78tpQzDcDicEHF7deVhQoaRU/J5grNWUkoihQBqHc30eDy2YLHpDo+P2DRXV1ftdrvZtJOcrwwPDw/H47Ftm6Zpuq+vgODx8aFJ8f3793c3t3/5849SKzK0TdN1nVQcxpMTFdcP+C8pkCe2JJLaefi43W5PZTwej5EbYCrDgIghBtccDX2WscSuWQzwppHor/d7i0sjwJkuj2dV/Po/ppVNBhE6hrMM1xd7WVzm5U3TME0H8xx1OFGNVcQ4XKgBiej6+hoBSylEQITjODIRc/DzfBzGcRwj8fVm+/6rrz59+nm323VdE0IYy5BrbboOEV5edv04lDoO4ylXVdCmaVLbeBlWSj0ej33ft217dXUFAO58zUyqGhO1bTrUg4p5wKDfMyZYO/75pfOixy/3Gv1YGuBVKPykivFnZZE8uZplgjfR6T1T8QGTjyIwo4qIVBW3vGWXdc3eGxP1fdGSLQNXD0hYfeZFVXUGPdwmZNGeLZ/Wpmn0lN89SczPvz+bl6xjcz3ic6ZO6fxJYIEN6ZWogtYahkkraKhoK+9geH0cvsJtFqmb0x2JENEnpkYUvBydTT6W7+LlIKsCkCKSKeRaiQi9QzMocrY38G1IFYAYDVShFHE96lgG/xb+sv4sTH5y887lR6f7j0/kMpjwsTH3MBu65lwYmhgiIZQ6liztpmtbHXKVajrN0P08xlpUxNyONSVjjt6er001vL3x9elonlM0Fyhvoqiagp4vCyNzYBNd3LcmSS0ic2Suzl1xKxqfQbiVUUoB0UN8F4wFVBUInZ0i1dzejYhELMbot0xkCoZmjiK6aOqIGFHMzJRUFscxdoBkdiQkFzEa6FubwdVw4az8vCCCrv/Rd3aiKVt+3S2s66rlN7XWIlZKphNEIjDNUp1A72HTkSnG2B9PyIFDVIMiWsTGKiGEqrWIishYqucUEzNSEHWjeapibdNCHpip67abzVWtdRThGP0OVquqteYBOPkudL3Z+v3KUoHocDoej0eXOvtEyd1QHQ/3R34YBpcvOsXAQTDX+I3jaDn7A+yTqYWkMLPZv0DLPFfzrzci321Wwja6kAIu6vO1AB3WFLrV/Gi6/qXIL2jif0ns9+/8sF2acC6WNotF0BfFbMtIAl97IL/h0Jin+c0cWP/w7kxmzMgckNQAiFGkTO/r5EMjVej7YRyn7heQvMkBNBWLId3e3Lfd1TiUvi+ff34ehuy8ZVIBRBWsBU2ZOTFVoikhyrXTy97uT+6aRLnW5l3yqHHxs7S3xE/70uO2cv78NVhvOUZn6v5/7terN6LJGtFw5f05G1S+EunhGoe5ILQhgrmnSzURJQIwUoMl1/FiAazP2ZlSFTwT4T/0hc5X8Y3Hu1MQyTPrV9LU9Qzi9VVdvEyNYIUYIJlIBTBRA1uDigQUjEwBxdN+/BVcQTSdLrXWLFqnQAxCJCxaAgYMXE2GnCNXj9t1k9P5sEapFVAr6vG4H0bruoYD3txuxjG/7J9UMMbm7u5mc0VjHXNWpvTw4+MwVPXHwilhM/NAtfbDEfeGaDe310BW6rjb7Uodb66vrrfXiNQ1McXuT3/6+Pz8YsrMXGthCoi2dHaz73qlV+6L/lBjzkPTRET79OmnzabdXnUA5q1U1262223btofDcSXh8yhRfWvYuHizO6xTXAgRnJCCKlPl08RmsZ5daC+LZ++qxzgrPZc1Oe3GMZZSnp6e+uMxta17hC5FgohcQD5/jcR64bGf/3EuLIlZFUopp+Ox22w2m40nu66SHgwASs6mtQYykZzzOAweCbvdbr/++ut/+qd/AoDb2+uff/pZQFJqXl5e3Cry06dPAPD4+KgKMcanpycfdg9ZXfniWiQi6vsetE5OPAhN02w2m5f94e/+4R+Yeb/fHw6H0+nw4cOHJWn96dODqrRt+7vf/S6laCIv+93hcLi9vvndd9/vdrvTKfd9fzoMKW0IcHHNeCt0/3cRP0CIMV63CQD6PCiaqTVN9M5/GAapCgQXqMzftIEsbhRLawAX/pzL+HbyWV9moq/EWrg4vKeUmGAYBq/h5qwRmoLtVxye5V26rpvpnRwCV8lGFuZP4y5zjmVvNpthyKWUr79+H2M8Ho5jrm3bOhtq8WOoVRdBqpkUFV7RhA7H/el0dKufpt0yoJkRu2Q5qwqgLqc4EQIsbvJARDlX96y/urry+sM/vGOy/mPMjJN1yjyfxskltonJY5HnNPZXnsurTBIym6bpIUWan8C1A8FsxWFrgc1rde6Z/rRWGC6l8KKfXBdAOvGU3JDzfMsQFk7oata1THFm4qjfbuYzVXX+VKwqa6mViK7nT1+sxtaREmuJqogA1LVp54WnyLo4W3BXETEHshDcSckxVVMVJ/YYrOxVZD29dvZVEY9a+kVV/Ww6emk9j8CIUnIFVI+YLjkLSwzTW/ie2zTNWGS5TUufZob+AwtkcWHMdUF4mx+EunydmZoFTAyEZ18+MKft+eRuSVpbkI21R8uaoXf+2KuL5gN+7/dyzu48MQ3mOQKcX3wxz/RnIUx4OPule9tXXKyKafT+Wi+0LGlHk9auQhfV51puuoxI3ricwXp16URomWBGDkGlDsPQ93His+FEjq8qFBhDzKK5ihiMJVPgqnYaBhMZS2lCUgNFUsBcpDg/zZSQAahWVQHm2HXbBAY8vSkAjGPOOQvZvDhPfiME7N27d3fv7l28vtvt5tWoJeeK6HmDzHw8Hn09z2aqttvtVlU+hqZJKS1U77V9y6v0hddph+cCc5X7stzoV1zQ1+4vS62z7gbXU4yzYfe8eL7g3nnR7/2CB8mv5fu9aV+nrJVfLnHezqS+OCZHMiRDEsAK6JobAQRA4QBEjJVFph4Z1C22iTmk1DRpQxhMx8n4G1yUy0gkIsM4mlKTuiZd31yHv/zxL/v9XqSCWQhRDQiTKQ99PR7GsZRpJyScXKnmoaGIqairw1ysbr/qf7v4TgJf+HDipf/NK2ecC/XjLzoBrgIS/lNtnylOLsyT6cgS5Serlm+9tyxOKksq4xQ2OIWMwXz6YJ28wSavzkmm5VxNmE5wZ9L5nBf/AzrGpc28cC5dr8DX9wXByObJqaqShl+4jEunR0vi37KB++JXBbDz+Tu/iLeUZMYl94jJIVHTMZ/KbrfbbKHIKUaOsWGOzPEm3TJ7NlJF5JRS1/HEEkde0sIMChio2TAccz2e+kiEInJ1ddVttrXAOIw//rS7ud04fSBw48kEqtCklgCzTvN6VSHW/X73vH8ULXfvbilQCLTZtACw3+/yMGw2Vzfbqw9fvwcIzD88P7/kcQQgM0ZcnE6cbupN2sUYBxFxGPrNpvvq/f3HTx+vrrum+w0H2j3vnp4e+D2/e/cupTjPDnDq9FBd8bmeajmfyHGqUgrOJ6+IMBMiyIwcxBCX1v3XHpCz2AfW++pSEuScQcSD03SuhbxQ/+ufuUVTSoSLIfDS781/Qy/8eB4vtm3bn4YZtDzzOc0F+URd1yHaZrP5x3/8x67rHp8+11rfvXt3c3O9e9n5N3t4eCilhBDHISPicDghc03JpShTsbcQf2zimJghIyJq26X7+9vbd/f/temeds/jOLZtu9lsnp8fPYO+2zTb7baUoirDMPzxj3+8ubkmIi/7T6dT+5t2HEczFpGjnrw0wpVP8sUp+VeadqaUQgg2GDB4NJ1LbJxqu5gp/kc2krXhEH4pj+HVtBsYabGbd7NBWYCvxdGbm4ZwoqgREYAudH9f9kuPFEJcdBS7l13TNE0TU4rDiP2Qi2bGQERlHMdTv7n/yqnAAHZ7e3u13QLiT58/cQxNGw2522667YZTpBgCVjVQsHHsPcRZpCqCR+9WK9UKgCoGYAWwWgqKxgarVJRCRByYiYmn4LLFugARaz32fb8EPCz1ivdNOmVaz08yoRseOLo9jmPXtL4ynBS3jBFFpOTiHrqEQdH7Z9eQkDdKy4h9QcDXJpDn3+jSu8+nsh/hr30jvXLyLOZ1APFS0i28G+/9iAhR3KgDUYgCUVh6hreF1DrsYUGU55S2MIkldC1JJ1+QBmRTyhzAOZGTEIEo+DVe+Vk6hjb9KU5xTLb4/rtJNcVABOM4GgLHaKaiZqigQkAyC0/IiyGAImJmkRknw9wpibJJSaYZGC0gpynM0YIwD0fCclWkGqHUWj2KAlAQeZqsC+RciCjGpKpDnz0e3G1jUmwRfJ14e7YMAmy5U0vaDKLFJi5rchgGDjiOowumnYTJzDEGjsE5+lMyVfb/lRACsy1+lcMwbJrNoidZkG1fY0tDNQwDY2iahijMMZKGxMzxeDw0TTvfKWNGMCpZRNRd6U1Rqkk1ZgYjFVg3lt7WLotnvcjfhmuvxajLOGlNIrjYzRaep6oiAcewzFzfeoqYK5wVwDCFRKCoGmIYSt7v9052QpxyKU+nPhcFDGJwOA1jFSMeSuWo1exptwMFBTQOh34QMUItioq4vboRETEIqYnMingaxuPLSUkpntvpEILZlE1PGMZxmqxxillKTGl7fdV07bv3XzHz4+OjP3EeaZhrgVraTaeqKTSxSUVqruXnz5+YuUgNKRrCZrNxIzV//BYygksfJ73WzPS7GDQuGOn6li3L9VeaqwvPlddeWbbuOd8Oib7Y2q13y18yJvkCr3DVcDr50PnPsPpU6971gmh37ofnUHLPfyGabTOhIIIbVyEKkTCbgRGb/8CES6kxp+3mTi1QZKmyYqvKOI6mShTGPv/44yc1AAjb7r5kQODAJAgpxlL45ub9h/cf0vMDMgxj9g3KCSX+iWdijmhRIrQzDGEL8RsL1lqBZS2Qu2CovQ02XMt+RMQFgP++cu98ohn8J3+dP9I5DGmFtMxgJKyxx7ldNZpjsl81qPNxDIA2J1yjqc0WfTB3idP7yzTIA0Q1jbUAQf1bIxkQL1kMC5a+avMYQc3IIXkVVDYAXJ4Aj5V3zxD1+DggRTJgAM9/BwEUU1Q1dC0Ho7d2imoGgMZkimbkfwEGcf8gjyeIwDFhZFUtapJRZFANZoyMoNZ2TdO1zaarWmd9rDuaMlrFQIgaE7VdsmFAdNVeORxr3/cIkTleXV2VkjEEphhjS5TMKohVQ0JUITNGQAAuRRBh03WnXh4ePnPErmsdG3j8/Hh8OXWbzbbrtt3tdnPfdd3z805rDqkr4wnDkre+IMBqRtPgYAbnkawfDqL5+++//vOP//aHP/2z4cAMIeLhsGua9vvvvkfyrIs5NmN6wTMyO/laxVRUTvv909PTcDq1V1sX4ddaDYiBZHZvm40SaMHwXuFIyz48s7Wc9L7IksdhIOapI6rVC1FXv0xOQn/LgGVaW4GY2VDfPsUiQmyepntzc5Nzfnl5kXm4tcSYLZ/fv+aSBHs6ncZx/Nd//dd//Md/vL29/dOf/kBE3aYrpXqURQjxsD/GGG/e3THH/X7vlcDxeCwVJr97Ik/GQvAphpqWUoYQiFPMu5elCxrH0U3+c87DeEop3d/fj+Ow3+/74enx8YGZ3t3fNTGNp/7f/u3fmPn2+t2224ynMo7iNYBXQesC+K/34BWROo6ewZZS2jaNc1O9ZUix9bzfpST7j42QDF6NCcJqBHSOZSNSj+2c+735BDKaT0OcpHo0CYr8/p3l3Qbe84zjWGttmrbWaV479AMHyjmnFNu2FRlyLrVWz77MOUcOBLjf77u2bZvmdDoR85jHCPb8/GwIIYSxyFDKOI5IiyES1FpTSqdT8ZF2jFGtbLddqSOgqhUzyWXIBd7d3JeCahgCpxSZ43qKFjimmFxNezgcRPD6+rrWarNvkpvOOzryS45w4zia6II4MbPoFFHtJOgFDKyiAMRu92JYq676PblI8DtLKD1eCZctQGesvCLBQqlaxyuvsmvlwuPOplgKE5nRL1sqbyY6e3Ku1VZztT3V3B7zskZ0L+b6sxhDl5nrReDesrIX9teF7d6Cwr0lcS0HJKdIxCKDoV9m9piGItXRXKbwKgFCpdYaKRAxEjIFhxeapqmTIOeCH+gGszIrKj2LA9w61VujUipNduomojEmb8w8vfR0Gl5eXq6urppuk3NhRuIpTWGmg6pL9UoRAPL+zYeCOWdE67bbBef0fmwhG4voXK+jilaRBd/zwV6cKeBE5GS/nHPiBoHRZz2gUnMlJRT3I2ViMDXF0AS/j3PgBDtN+nA4fff93ct+V0phjmjV2U0Lx9I/wJKOUEox8HHDmXv8OkpxAl190/Ch0lp3uuQNrCHEL3pCXjjyiwiSfTFTbmEkGhgapZTQRGtNTSOlTONSB06ZAXG324lRVRyK5JxNgWOqamMWQHrZ7UNINzc3FNOnx2cRDZyapgHi+/dfm9m27WLkJsXbm6u27Q6HYwgcG15gXseb5ydUlkdvIkrMdEeP072/v1++yOl02u/33sX5qvOY+3msK749+ht8+vTpETDnzCkteSHeNDpT9MwOIlpsPGGVdL92ZFng6wsQfs7Crud49zf43hqdns/48OsZABeo4/pNf12jsmxKDuYz05ot71/TDV3nBS/rbPe30lCY1NRAbEQGmAGLTX0gIFXAakBm1f9SDRgoxii5qBhRaFJnbL7z2by8VaszR4ijVDv2wzjIjmvOShQBqh/QUg0hNOnq/pYpAHHYPe2f9g+GxoxrdxxEUfFKFC+sO2utli3nDFynaNk1x/4yZ+8yq2NN41TViTn9V7AW4W90n/s11u7E8D/LT87I3mWeBK6+Ar4BT3w/YQBCQF8RKqRzILsRzE3gOcLB0/wAUOpYRo6cZFbG/0343hfNaRGXzpbBBIzByLsAUzJQYARjU4BzUYQzoMczuHcOkp+NXxAJmAJCMENRNTUEZDVRVGWDuR9eAuuAKVDXdW3TqiUzcZGgP90UCBH1JENfm7AdBmMOoAHNtcGTKgQM1BRAuk1iNjWMicDYDKSW/jDsf/zx3bv3ihWhdB3WgoytBZRRFNGmr0OEhqw5j3051Vpu7q4oACLuXp67rvvu+2/L+3o8HlFxGIeXlx9OxyHnEQjVKoB4fsaEPKEhAgItYP+EXJmZVTP94x9///X3X//2v3z38ePH3//+Xz68e/fhw/vdbv/w8PPj0wechCo4u+jpDCkjrKZLMcYoFcwcdvMNU1VDiDZ5ASDN8UUxRsmmCiqX7sTzQ6de1Dv2sNgrTGO1uW/0LZ2ZIZxlVkT8tzYRCMjMtqrBFrpNVTPIS38SQgghnU6nty8SYrTIrt9j5py11vrP//zPOWcD+cMf/nA8HsuYYxte9nt33UfEw+FQq6TpVzsMgxcwXdfJKa/JzEQUQ0A0Rqx1jImvr69vbm6K2l9++AFnAfB2O3Xaw3jytEC3nFDRJjVjHn788UfN8tX7d9dXN4+Pj/vdCQBOhxNhgsS11nM//7fwLd1mj4hOzmds4+TrtqSszQzKZeIz/Xuiv3pshIBTXe2uDZf93tvR3bqtn0nDSxgIzRbJUFUikyHowpRzrQ+gValVDcQZOj7J88NgGPqmaZomhZByFjNkioYgIsiETKXWECMQHg59bAIgBU6KQhhuru/GWtx1A4lqnVwlch4AOjFrAjMEQzgcj6AiIqkJXdd5C1drxTsiBi+yQwjM5KGsa6mJlzUeUHZ1dTMMp+PxOPSj1yLzBTwjyAieU2pVzczGfiiUvcSMKU2sAPDWKXiQOhIRhaIjIlJwoBxmloJbyX1B4bYm9y9RgQsfSUQJIHByb0wzZ/AgEk3u0moqzsOneQd3w7UlmPySkPNL3vfzaH/KvmMKTMG0mtW3oV6+6Sy+Rr9E0yIiQze0DshqagrTt3w755jP+OmLKFg1TbMSbJHkELCCmLhe371AgVas6+nvCEjIrlHUSiGyeMllv2xZjgqkqAYgYNU8nkAnnwnEqtkMiQIQVhUWCSlC70S92hLB7FBJgRHRUIkZjTxSt4oQs5i6FlKLVRWc2RS1VjBrUkohDoCg0+ntIDQAlJqXjQOMUozOfBaRmsUQ/FkzhGoCSEpKFJSsQkVl0AxGakKJjBAjhhSIWesopr6nMKKC1VpD9DSIisgK6ua7ZjbH+1ZA5YBul6JWHQl5C8Vc0Mt/KSH6wp9zGXBclLAXkJSPWNbLT80mUvcrnp4xGJL4mc1MHIkKxsRuoweIBprLSNz6jSilME+ZIqqViHIdgZAjEUGp2RQJ1QyatmNKhDiOoxGOOb/s92L1cNpvthvWhZ0ydSPe89RaXUajUkQLBMpzhKBpHcfeVEutALDZbL766n6zafu+//HnnxQEyCggCbKGJjVL9qCP5EopWiVxCDGGEDytoR+GnLOKuDmmKSwCvzX3ch3Mve7rlviWt7TAiyDvC5nfRdP1ipr7xvTlb5162muX0TWIN0d3vuokz2rDibFQJzofKqBOGJ2PulEX3vtC6p7t/nyOTq/HDjYPaxgwq1WRLJrFTKwiGvGNrQGRAAAgAElEQVSks0+pHccitTLC9moTQuhjRYj7xMOopYxWSwaTKsfj8Wn3PNZ8e38dY2qaRk3QyX6O9VgkJQA2rQDBESAEAaiGYAZuKVrNdbRoqGjsqgW324UJ7EAFMyNFfwUlRB/56/SKpogKKMY6ATtLwqG5Mu5c/RiSsyecnzgZ2fMqZQGmcLRZkfc6wOF1diKCIagfNPhamTdJ0v1eoAEakDkDFOFC7vZ6cXpFc85VAjPPtcOzOs6BIVRnc4CJCOMbcM/otek/vv4jRSADMgADNmAF1EnzRm/W8sVXo6XcBSBQBCKYjX9cMO9StBV1eXplBEAMCOzcQ7PqW/erLbdUZQRijqEOo+TxeDwOPWlVitykpInJkhEBWR7H3fNu93To0rVpIkIAdCX5PD9CLxNEjIiQERUix5yLihKFtmMienj8XNXAwtXVmIeBqEEMDk7VLAaODKtI2V51m+vt8bj//PD5tO8hwm9/921/GspQ+37oT6f3X3393W+++dMffuiHo0oFJK0Sm6aMdR3vuLq4XhLQua0C+PTwOWzih2+/eXx+evn0PGz73/zm28PpuD+87I+HLxX8M50YzyJSrwKBYMn+Zmat1m5jlQJzde5gwNox+JXU1nDmjRIqGim5rNQInaVr5oy1CWGrdRzH6+trNwObQ7PmgEA3k1gGAbiIYKc30enTT5Y+k6zDAN3/VtHMKpiUwQxKqaWU9+/f3929k6rPh0cg9lAo/1XLqFIl8gSvDQMAvHv37o9/+P13v/3OTPv+eHWz5RD6oXfjGTBSsaurKy/j0zyadBuRsUyOhp565V7iU79XhmHUGJlTzKLX17ci5fHxuX95fv/ttx8+fLPf70vZllJ+/uknjvTVV19JsuenJwr44cPXtdbDfr/pro/HXsbSdFebqy1RrLWW8TSNhVaFh10KiRUMX/O0aQqsDsnyYGaEbGZ9P4TAbvVXSqkzycXbkldWGtMesgr2nLhzk7ssGiKygYAPpfiMo5z7PS1T05lzBoaU5ky5UmopViuZdV3XhJj7YTQzUGCiQNvr6+PxiLUSh81mowKl1FoqW6iqZBCQTsc9x3C3vXl6fgCCU9+bwTCWpmvb7mbMlkvth+fYNAL26fHTz59/BoB/+Id/GMdRjsfxNKRuY4Dt5gqRDn3fti1zcEXQZrOBBnzRFKmbqy0CqOEw9CE2WisH5IC5aLBA3EHtX15emqZxF3UgTNiGELZdR8illOPxKKZtatqmYyBErGOxaokTM7GxZjUyIgoYAECrmBgHbkNrZv3YD8PQpm56bl00KTAcBwohMitwFVMtAGA4enxfrkXEyVQJCYkIZnQLEXMtpRYAYGBmTm2Th3HZC3xU4/euaTqRYoaBkxnWOoaQ3GajFPHdx/FM7ypnOpy7Z8xBFRSqWhWlEH2Wj0AIpqoxxE+fPt3f39/e3n7+/Lnrus1mYyY5ZzN4eTmY2d3dTZXsZc3hcGDmFBu3rsm5rhSAtmk7F9e6hwQQVxEFMrXxNBBRbDpAVKgKUiR3XReUhyGzAXFEslK9HI9qVkTabmtAx75HCl1KHvyNiO58WmvJeRyGAZlSiCkl13nOZMjgJzkxdd0m11qluDKReYoNEFPXV1PgEFiq5lqkTjVu0yVCLFa4YREYct40LVhmCqfTKXVtis3Ty+7Un1LXItNu/xxiAsLj6XgahzamUoqCEJOBHk57RBSrpVZE3B8OtdbUNJ7uhQgxhNPhSEQy5Hc398C02+1ErN22WXKtNYQUQ+Mcv3EspYi0EBVEpAnRu02ZIFe5vr7qh2N/6jnQzd21VANUBEyxMdCqFchOpWcphgLRh5ky5BpT+u633+9e9gbUdtsYQh7GECLOfn0ixbs7M+n7vZm1XYqxPZ1OzvgkphCIAzKjGXiiRtNOe5+ZhRhzzsMwNk3jYOncZVVVYw4xxrHmGGMV8Xh3Z3K4c8xUhTOpWaSwmHRMFT96h69SjQMyMxOa1ToeiMCgPO8+h0Db6zY2oR/6D9/cDeORCsXItUiXWskFRPv+UGNMKY1F1QRYY4sYREHFJMVt03bEPJzy8XAwkbZtTaDkoUKg1q7fXanaOI8wX16e97uX77/7rpby+Ph4fX011F5V0eDm7k5Aq1Vm3u9fbm9vU9c+PzwiYd/3d7dbQnl8+CnXEtqAQkL68PxgZjE2CpLrmHMm4pBiu+lCCCIl50wVVDF0zaE//fnjx1Ll9v5dKeW0PzRNB4bPu50BjKeTuNPfOMaUcinO/U0poaoBuGesP+/MDLrWSNNi/eqQXM255FxLcVMmJgohyDiqSMlZxV3vNaXkbjSOT8p8l30WnlIKId7d3X/8+JE59H1vIkBkBm3bxZg8VYgQh3Labjb9MADCOA53d7c5j13XjmOPCKYaAg9al8PbKSoxRXGnX0CPNqzV5UOCaEAe5DNPyhRNGSwiNFN5rcocY+xmrWwjgkTBtJQygo3EwrGyVk5sVIbcO4ATm3a/PzCHWgqCbrfNu3c3nx+fatUKB4GRIymyV/v9eHp4/CnXGls8Ho+7/UtKgQn7sQcFoPDNh//iBtR930utEQ+ByEgqjkZcAAYRrlCEglEFAUI1UQECZmAASDEcT4MypaZDYqMQI0dGrVm0AkJIcSiDpaSAqKFWKhWKmJICVgBBUASGqUy0UjVIIICqIiIBkaKVkpmgTVEVjKPCCITVNEvNKgg1oRqpX3kEdT1ArgWZ+twblNS0MbbH4RjbMD68NE0HqjEErSVEJgpjLlUhUayllCJX22YZQtSaiQCIRA0ppKY9DUMIoYr1w8gUFAwTN03UqialTc1Y9yFgKdJubsaxj7GpxdrueuyVOXo0oqoBqNKEJYlURCQMtZbUtDkXAAqRq2ARoJjE6qGvklNqrzGqKVJgqyMhARTvx06nU0w0eU2L5Cy1ZhdUh9ASKaGwGYASCDFYFQE1yUCopbLbYheNMaqiZxoxEiGqB86aglWzAlZj21aRtmmGofcuRmsBUVCrYzVAYgKEbKfYEKHc318lioz66eFnqdkqEjjkAqKKikAWIiDFIQ9FVE1zHgCADBCFgDjg7V0nhqdjBhBi64chhk61cIghooEigkhpWwawH3/4swJcX113bfdy2P384ycAuL9/d319C0C7/QuHn7/73W9vb+//7fd/HA+nrrvOWQIFxHmUoKKzq0ydST1iishNs6mn/f39Vx9/+Ondh2+uttemsD/1v//jH/7H//g///THv/w///f/9c1vfqtggSIhiogbvElVQLBau67JeRjz8erm2+efHm/vb4dhgBjbpjODGDDnPGkIRZ2XUXNFmLJ/bSIY25zw4V4vMuVlITORmVqZU3YpKjhpsGrRdnNNRHWsAYPNo3MpxkSmOCtlnIGqjnK63a4DGiJiU1y25F5gnkygoWYFoMAJAFLk06kHgZu7+7u7+6fH5+fnl2577bjA/IR5mENsmqY/HLyAJ4bjaf/hm/fj2A/D4C2rmeWxbrdbFej7/r//9//jz3/+8+FwYuanp12M8ebmZomhmiQhxM48YmbVyRQjplhKeXx4Bg7vP3xTKt3e3N/e3prZfn+MsUmpZebf/Oa3u93u8+efjy+70HWpiS/7o6oCxk+PT6nb0JagQilVygkAOIRlhjUnluOruYwRoNPZnA2xxCEmVf348SOleHN9p4xjGSbx3lhDiKFNIs7aqCEmM5NaQQSAgemsrZ2HRx6M4YArMRIFM2LCGAMiqOuQwQhW/d5bab7/fYmPW0nwEZajDUzBgFDBDUsmpxc11CoeTuDaNjc7XpMSPeXMYEpOY1YA6LabIhUIVfXlsEfEkGJIEQOvHX7WbfTKJgQFdChZRWqtAHS96ZwdxAhMbAquufNLz8yTN83sEQIzmdCfc9a1SmGJaSJEw2X+oebeU4vuihHjrHXxZY6zvptcIWTuAzJpRVR1eQK9zJjiVvQyYGoxK5fpC56n1K8Tz2m2xzxrDHBtRGbzG5wDXtcTHfqi84HzBkspXdcRkec6LIw7H9S5/Gw27HmlvXmdWzg5o0wV4UwYs9ng1oDcC0w9sWRmDbwBBmHNNF5ZqyERu22Y/xekhGAMFDAs3hVLO732DFQEA0O1L3oAXiLhOMlfXMm/nrvOHDAVUUQFT8ybzcjdvt0QxNT7Kk+4qqbTgBc8KR4EDJhEVcCMkJiNUH0AriYibUxooFVwBpp66gUMCJECAjBj13HT6KLeNjON0QiN0GHJaFYkl1rFKiiLLpF3AhSJyM9hJAQyBFooWM4Y0ZU0a4bdZBmLnifZjorMQUxf9EK88Nm/8Mn4JVBobXG0hm6+pCKDxW1kZUuwiMrmzVsFpx1PEA0JkEBB58m3rB3zzomFqAaT4kcnO9IcY9O2LXOaoj4Quq6beMsMwSKyGaoY1iqLp7Lngy2PKxEwzXF4VqVaiuzGwqrl8DKc+kPTNEiWy1BKGcaTASizoipOmCSi+XIKITAHM/BRi1txxBib0BARqD09PeWcUZGIMERVHYYhJF8J5H5WF5YtF2DsBb63lnu9IsC/VgP+CnXzV7QQC/v3vAK/RItww5K1KdHfSsXxdevUVCJ093zQqhoW1yUipkn97igfggECwRlIIv9rJumpWTErahkwAuhsGXL2EAJmJAoEIVJqCFlDBA5GgCKAEy3PMCCalVJGjzSsGQIBKHAERKmAmJq2jdTlnAn/orWoVkBABiAyoCI4FsFcPVuJMSICOfQ37aQkGEYBKfnU96UUNhApYAqRkEnAn21UA0MCQ0NHOXQePy9YB6jTo5EBAclLVQASnHieMyyC5DE9C0Tnv3dLcYQJYtVpN1aH+NQ/NTpeRuc1YeRthQEpmBpOtwjQAJaI4tfiwHUlpyusckEMp49uSOZ+0Wc6Jb0+l1+bsgCuAtvI3C/aprLC8T0zNAK0uQB3a7V1UpwhEoewpCKRCoiUwAGmg8BU1EAmDyFYOdYYgQUDl+oZAKpN1Y6BACqAIhnImrrqXwZNJ1xlCpe1ajiWiqq1iU1KYdNtyx09feoNGA0RCVAA2LFgqVAVYmjaTUOswzCQh78IiIjmSoEMCYCa1D03KReZTXSKSgYUDkasBtR2CelWVXOtIYSrzTWQRyAcTsOnzWbjo0BEc8bECKCiKhKYcKrHwc7+PTr1JTadXFWladurm7vnw/75ZS9im6stnuw09I9PT4iYttuiMpXgE9l3AcYmE9F5a5IQl0dKzdy6zL5oVPsFmxab6zSrk7wWJ4Qc7VXJ90ukpDUdFBe/VvOtWOfI+C9A46+Ay/Ofe/0c/ASIkSEyoPZ974RVT8laOyd5eeAV7HfffRsCPzx+Oh73zEyEokVU1GoudbO5Op16AHj//v3nz59vb2/n0Kl4Op2en5+dhVdyNlGZM7WJSL9k7KxqHz9+dOVR27aAYIqn4+BRB65vrGLUNIBYqlf/gODx4zrTp/XLGPvltV499bbsGJML1ORtN9cnzExAiFUvXMHmHyBmhbNybeWyOwP4Nnv22tmfaYntUFCnIIa3isylqVhouIts1NseZvJmodYCwEvqkYgQIQc2Y6GaS6lzmG/g4AlR/oKOqwhYn8dA4Gn3i/ZvHMe7u7vZxA/dojSXcpERNJlWT1neEy2n1rqcunMVUr0PEREwIZhcEMwwpXZdVXgkgpujmGEpkx0I4FuPAa90J/WyMxodKVoCqdbh5mZWfewwm6pUFbcNISLzzRJt3bldGNydDcFns4q3hl1vXSsvDpb1bV17LZiZzakDa5PPhQ7nV7hpmpTS58+fPTfm5eVlbfbgwQB+H0spItWb/LWh4qzwnOgxU1E71UkBEVWqG8MsW5OI4NwUT1F307BI153k+ucXD0BmjypcLCUmtVtDjTfMfr/8q13UppNrmcBaK7ieL7iNqulkROq7yTouzL9dRvL+igOvS8zJHYHJQHKZkvQm/WqMSxXrOMkq0CYs4Imv9lLK5t1XJtr3vZOIPGLRCEOKRAgGy7zGr8/kHvSav+0FvW98Sxrhmou/7AxLt+w3bm3O8UvWhedhBC5Wk1NOyXLZ12kKC22dmWnVii+GLheiVn/BxaXTt6w1I3T99T16cLV4zo4jbp4/kaImffylL8jiY7Ewk93Ld5ofGZpinb4L51EOh6FtIIQuhYY5ImJgF2zI2A84+yCDsYqVUny5OpaFgDnnUnOu5f8n7s27JMltPEEAJM3Mjzgq69JK6p3pN9//E+3uqDWt6VZVXhHhh5mRBLB/gKTTPSJTdWhm4tXTq1JG+mFGIwH8Ljsj7BM758xk6HQ6vby8TJvJttZxMxl2OS9LytkPAUSBBV2pYBCROY1jmPZ3m81WFZ4+fX56+ux9UAJmjhKdcyBaHJ6C2fNQjPGnn35ywZ9OJ3TONBi2AptTS07JOlxT/d0OR/TKD7bf0F5r8G7ES7cemF2mqIgAs+lam68pmf5VBCt5qeycqoaEMHNzC+wJwsXl/CsKsTdNXzpf65ssiuqa9/bMqP+1orIW17XKxVHXjryc0svLy8TZLM4NoobKNwPVYRj2+/3pfKo7sEWUAjmHLnDOx+PROKpj8LbbKHNtSsMQpv3uEQcP6pwPnBORg2L8rqKsUDq5Opgs0+D6fbHmsJePRti4u3odinBzK1voIoHgrYFcNfDEr4c3XLfuXZqRvnn7Xts7vykg/IVDh3/iT6lDsuacAUlr9slFbP8q+kJEygiBsE+eFBElu3+o0gUnkrarUWiDlqElpdoUERvVWs1KaJESbEIe6CiFtn2pKoIDdapOgER4Wda0Zk4oHA6Hs4ioMJi3HOScE3kEKsZ+y7JkSUjmU5dVxYEjIu8dIrgwEA3TuBunl/m84CWTQExSbrhi46Ydz2d7lPb3d7vd7uHh4af3Px+PxxgjR5GkmtH2ClX1X0gzuxIFWERDzoi6rutms8k5r+u6LKf93e54PP3tb3/bbfb7/X45L1+5s6ZqBkBm3mw2ZdBWzzUrEprR5aUSayNFwNc5Q6+3kZvPfyMC6ov83++I22rFSjSTnCz+x6eUnp+fcxJAS1+7kPNF1LgQdkwMw7As8/PnJ9bSr4lmk6o55+bTaRjHh8fHRu7YbreHw2E+n6my26xI4IrHNkPB3qOyPijAwt77mJbT+WDybKt5hmFgSd77d7t3otnkDGWd8dv2xb9Zbqyqjsh7J4gxxoyKrjBjTVbQ9MPOOQsgcM5hIBVIbzl2ls2hpcjUGIaLmhpYVZWuwzeaNLDVT5e5dXPUUXVusBdNKakKSzbcSpjtqLUKhls3b2kmqqlGf1DwZjseY8QpBO9JSQlVNQkz6H63naZpnmdBUMIkxcHPbrkxd83bveVHWy5CWlIp70BUdF1FOSsVgYB5VE7TCFXGiugu4bDcLMW9TeaLXzyraKrJVFp9I0o0ahN9I8BaV7YzbjEzqxrO6opNFqoAs3Cx0kSu8D04MJr7mwavvROa6U13m60VTw2kgle5xtfeyl9zKtfqLftmMnKrsczjwbhVzcXHPlijV5UTi9mBFbJmk202m2glr5XjIQTlDIAhjGYUyVnRg5ksESHbiS3KCJYCxIqsmAWcgmHLZaSLrKCCICqWzWKuG81NQpgBpdrABPPBNwdk74MlwvVh3yVh6NJat7tQsowKmqdg0Va9e2rvq9EKII+uXSv7gjlnhx4B13U1UbKtukZ4syV6cUuqLhG2CUHpad0wDMt5nucZCIlov9sDYRIGwpyzL0TWbITnaZru7u7swGtPU8Pb2zjGnu42YemXTe+a2LsUWttsvRaTuw5i0R6m7lReV2/d2zze5HPkejXa5bXtqO/rWq5o3x+2AUHrsZ3zr7WjN+2fVbj1pdDCR+yhtblDxQMBFBUYEJFKzjIiiWRV9G5UwePLungeRxgCeD94X3QyImieeEJK6BC9qjKvRp9m80nycJzPcV7Op/nxnok8orMB1t39Nqb08vJyPJ++Fdnv90o4bTYxRud9ucWEz6ejKqsyiB32mZS2u2m/v99tt0MYgiORjI622808L+fjaY0rs07DaCs356zKc4yJo/HQrKY0e1iLguiL0dbJX9I4r+PaX6N/b3oYvmnI+UpmedWHtwkFVXplo0LcuAu8Lu/ai/Ul9RuFYJV2V9uA0WaXZdT4VTPGG1OZ13imiODVcX6FQNojjN5VljJbcg6oWgceQtjtdkjoQ1hjnKYpcXKOsumPcz6dTiKQczYDF2YevE8pqbocYee23777w/bh7uXuhUVeXo4vHw855qwMZOpEUKV1jaumMI5kg1zniDxRsvFlp+FUQrbOoQFy1aTektlrUEQN9ILrPMyLKr7znP9K69Uti4Y2vxEP2AR5dNs4dWB1F2j2T8mK+FW14CXdFAXfsGG4GkG1zpaFGznIe+/IBxodDYgEJWe4hM1WbLX6tUDLhbIaQGq62/WVBdfIa4BGVENHHvwYPBANhEHVCwQlHoZhCIMkmsa7FOmTP4t6AytExWzMakWuJZLOExFxTiklZck5MwN4EnA5QaIU18jMjgjRamVRICIVyR7QejBEfHh4YObz+fz+/funp6c//elPf/rTn56entZ1BbZkggIOWBTKl1yF6iinTJMJKaf4/v37cTPYIbWmFNZ1s9ksy6IMOYOdql8y0Mg5j+OooDnnu7u70+nEOVvslfe+OCS3W9yZzLZ71LYprV6zUGksRNjytN4k6934cVyeld8xx2iz11obg5X0qhkRHU3OuXGzWdd086lsPhVCEOf+8pe/rOcTIDy8uxeRnBOqWqnp3aS6/su//Mu333778ePHb7/9NqV0Pp9tp93tdnbWFPmGqIF7VeuNFybBhdWGm83GrMusHGruYuaNCQDDOAIKizjnxmEgImGwCCsEZyIQY8aZRcJvd5YCsNG8SAaPjA5QLHrKepBa/JQHhNAJ6pf6vZ7D0qyHL1VNvc3+ZrDUyrvW+F1vQ33wsYgod5gGgKS0ljgHd7Hml9ooQi30WynWD/Wt7rSzOcaYc57n2aoKKy8aaGaHn/EJrV4s8KOq3TlmJpAQwjgOykWP0yQf4zgos2qhqFzipLDV+nUG7LwD7MsI84/tWgKxZ8YT9s9SK2ovJDdHYnxeKxHb0YIoRocms5zSxlF8nenRMB9zkbFv2rd2bxqrdGnDVz4H19XJ20dag3GgRho65yz/cJomkUaVlhu3Pch6Y1jaxjzNzsR7L4Am1morsD1FFwmsgJJe23boDVO0DTl6VqH1bA2H6exn6aZ2bNFznXcwieQbcK/mEfZTNCgGHpUtZq/QW/7Y/aoJae2yKDMD4eBDu4nt4/W46M3kpVSNLOqL3WVzUxw3EzlHjgw3ZhXDiCxa3WCB5qF68XGpl6L/nP2VudkHet/hds1v7PX1+nX6kVgtXtn6PegCFftfbpko0gWKmJq53abWjhZrQdA+PaJv3dv9fe0XcrN++n3z2jIe2+rqsgeKrW2Xm2IXzKeUgx+VtESZQ1zmJAJENI3bzTRVIMihMX+UjA/vnEOE1u33SQPVazetKe8mslxQ9/HDsizjOJYwhnUNIubYWbnM2g8a2rNwPp91qndTeTNtttN2O21SSqfTvM5LzpmluS7bJJUQLw6fzGyJt3aFnXOiant4cwW4OZBu5iBvadxvgcE3VQY3XZ+9cr8ZNjldn9tuhPpyjr7VLXx9ZnvDK775JM362Nrdq0pLr9jsN9EU8Ir1+vp9iSgMw2az2Ww2rFJg9pqE1WdIhGBN6BBCYCIkBBNpV/vZnPOaYnuCEAnUAThhFEFQ52gIg5vnSOhU0yWpnIHIE4U4z5mBwKUYK59T1WJ8KqX/woyW19ynEmB9VVrU6/FGO/dL8L3+HvWJC69MTvCVk/Zr9Fj/D+F7N+eaTUtf+7Rh8dm4uKSKiFbs9LKFUgHuoMtJ62Io+ntCeElQo5oSXkl9N7a3SqAZ8BY1Eptsk9g0EoNtmGUDUXHYOKRFCAN55Y8fPq7pvN1vximMYwjBb7dbFM05pzly7X5zEsksIo7IFo/NcwHYyoZlWeZ59t5v9/tpmogICJn5P/7jPx7fffPu3bsY4/u/f8gxc9TqtFwUNl/H9y7XyDnTvubP+vBw96e7P314/9M0bThLjPG19+HNj81tDd/bjaMRE6CWrzWV5HIbyr3u6L5F6fKl1hTemm5cPy23Vue/b7nexAIXtl0UIL27uxvCuC7JOUfEN2w17dgQ63oGgId3j8PgiyM9lIFazvLHP/4RET98+HB/f2+d3t///nciMvVd4w+mOGvDBwGrw9btSFFRjA662Wy++eab5hTdKlKr1gDR3FFdp5OyR+lm8/+d1027iBsWBhS4jN2pfyPzDPzlm9BNZHq5/j2+1/q9xtcyIKtv9lqYRv19QYJW9FeOJQYTgQxASmJABqeylkm5mJuRORg3m0d7XzssGyPI+gTTdFpDWPO7y7Ha1F/mLEdEThgJiPwwDGMIYs5AtnFxDo7GEJgoRrVwOREBNRt8NIltzrEkoDgC54RzYgVCAhAWRUEviJgVRCEU8rPxXZOKmu0Xd/8gogMq6TVmrogOHJVBh2YAtbmnimiHs8ErNmbPLL2ZlL+ZUtAfAH19/+qcw5sl0q8B+097PJxzh8PBbFpOp1MIIYTQkj3pQqYtGpX6UmgxYs5RThxj8t4PI6hIzuw9gxJnZWbScG1wpIhSMoUu/1yOra/IfiqIRDdegs08sLnM3xSLXfQ5dLtG8zeza+iqEkyh8WzhKp6r+CkzE5FRhRG1p6JhlTLao9e3dq9Z1kU+brwvVZvo2+ufTqec8z4EBl3XVVQNVFdRhNQw8Abdv1lS2y/Y43azWdxMHG7KoGa1f9nWa4dWZ1Ql2Q+65dfIojfle/sw4ziqqqUOtAV2s9teMuLqvKZ1s3Z93lSQ3my7N6d7ae24c+nWZm9dvWylidYycyHlW8PpnAsB42rfziE6BAJyLJyycZbQhpHK4oPZme2JlcwAACAASURBVITRmG0m8WeNMavydrNxzqWQ0DtASryu6xqXlRWUaNpsFCGldDge9w/3rapIOSfO87pUo0ibaWURcRkVUYFzWk9LNNHSEIIqI4h3/vHhwXt/Pp+fnw45Z0mZmZdlbbfSWrvGtnh6erIYXwt4sF/jLre938duxgcFuH5rRX0FiHsT5cNuknjZ4i6mPqmuRkTAN6IUfiX8UkyeEe2Ve4dS+9PqRYw3wYN9y9fnqrXvIn1zqxcbfvvwZtH+pQ/fh6A29jKi4RgAALvdzigCcaHrZpucG3OGz58O55VTXnf7fftqgApYvmDw4+PjN+xCyiKZq8X/64+BIhduZs2wNv2e1OpVoBuTsVhX0Nes1167vwCJ6PGKC5/zlUksXOUbvF06f9kK8395y9c/LJbvCz3p5lpLdZlVUfUHsPQaJNHsyCsoEBH5G5dpVeziM4q81wJyDDwqrBYlUeyyvPuWg66uq0jOjI4tNBIVOWv27nScmVVZsAxiREXJE6upinCelyzsZ5imYRyGaRoH4717DyA+BATwziOQ+UCW9pJVgYm0uX9773POtiMBwMPDw7Isx+PxcDhM02S/cD4e4zmBoENH5AiLvcc/bPmahz4zzPP87bff7O92nz6+zzk78lnSNA05cgZ++6W6fs/cp0SkyE5LY/929PkNtnx5Zu2fCyX+thl4jRa8WTT+s/q9S3mpEEJ4fHzkTC/PR+dCy9S50UvbGT2OI3tnU0KrMMk1pQbkHGNcVDUE9/Ly8vz8bL1AjGA9wq/ayYWZOS1LJoLdbmdlSAhOBEVku90TkRkr2BNneyBnxeLz4dvY9J+yMRhTL4EDUo0ZiVRQMytChtyETvX4YAT60qZBlYNWrG5uLjihmUf4fvxgdEcr3+3MaM7a7W+KSMqrK/BdyYgjQqMWiggRi2bLTzezEnLk0JvmShCcc+Z/DoQDhEsPU7k3znurKrbbrQIsp9N5nlswlHHGLHyjx3PMvQIBQvDOueCDcxjj6j1xBhAFFQtTau1lCZFjCWFg5hAGALTAwHIcgmbOLAqILIxMqoLCa1RQIIcKmrX434KwMAsA5twqSkU0dpaklJjRkVMUoGJlIiXHrVxbFBElT73xQFvNza/FLDeMDd+ETzZutxGFlbzWD4sI4gXO6uGvfujSu7208sVuPTNP02RtgH2GBoLbOmkfr81scs4tttH7AAA5MyKpArPkTsPjEDnLukbvbN5PpY0nb7ICEWW2ta4ssq7R/CRLoiARlOlmGdyWZLAycZSaU1oynizkQNjy/XxxHlVkluI+BPV/r1tuEYXO7SPn7D0Ow8BFHlaeERa2G2T3YhgGqGhtHU/4vr5r8YxNBtn6sR7LtavdcslFhADWdX28f2j+K4Z9iUiKSRHAERBS/VuI2NLMUkqth7SlLiKClyC7vrnqrYDsw9iLtMq1383Lfk3kAE2ROAwWPHg2WaBF1WslbLzJOWnU0GmajKJjV8n4rvaCdngz8/F4tNcJIURO9o6N8tEDhv2bNph0HEcAG/dCfRwuXbeRkGs/YquXObOI9kYwzEmEjdWiKjFGI00ZIDYOY0lUAyByoEjolmWxKpyICCHlIKrjMFimRqnplBQAiaZpU+J7WeIaVeFwOCbR/V16fn5GR8fzyZ76zDyO48fPn3a0qzi8qErOWUVQgQgJaT7PP/zL9z8vH4TtUAFlBBHWNIZxM46e3G6zExFlZebj6XQ8Hs2ZugdUbU3adKD1b/M8f/782cJwy/5jKosqqmz7tquPSYW+pVdyNgDK1n/rzPm1EL9bqIZzVtXcVStoD68tG+dcFiai4/EYpvFwOJSRwTV/xHa83oWoDUTKXDJGq3TbnLg9p6qv8xe0AbbYw/h9+aU1k4bLZmgf2HY8E9laoVPCAJt+ryu5WuYq50zG3UQE56ZpIvLjOMZxQMSf/vN/ruvKWYk8AArD6bieY45xnZc0z6cYMwLUgspG8v67b3+Y7t4dTzMhfvzPn5anF2EAVe89o+bMy5wBnWQIwRF6e/G25dlJXCcpkHNOCVhi4oyonLhn3hJRVkWH1pDYRsfCjTjXj67KFDgn9MW23nuvdaDWH6llOHXZG90t+kFmmS8d6aOEvrQar1m4XTzPRG1rrfGZV/OKPsDwtRjvTcDkMozrJlYXpmk3gGjbUdvZWFLm6CyECajavps1jskgjLsOzOqcENZYI5uTiIEn3jgZ9am/ZNoUmBWL7B8BzLI6C7NmESTyFGgM0263IzoqUfF6RAV0gOx9CCF8//33m505SaaU15TyPM+koAoO/DCFYQOgjnBE54rGT1EF23V0Lmy2wTwF5nn+/PxsVL3TfEbE7XZ7Ps1/++u/P7x7/P77H/bb+5fPx5fno8YsKvjlQLPrK28MPrRjVDk9ffzEmu/u7o7Hk20+KSVEwuLzVpgfpbJlhloDZI4ubBtwYkiXZZTnHFsLfUXFahwB6PjMFblty8n2HCNWWKCUqyd1S+g1Gl03+lf89WOIfqV556qrmeaUOMt2v/nm3bfb7fb9T59TjDCQc6F/TusjRmXgFcg5dzqdQnDLeZm2I0ta5jhNk9mr/Ou//uu7d+/O5/P9/f3Hjx8fHh4A4HQ6WUKyiKS0+iGkyP0knbAt1csQRNFZknbO+XA4WF1hFEKzYmbmmJNBR/btQgjeuWwU+tw4KdKHZPwCieMXeHPFaUIVxbkAKJxVyIbXFzJXw3e7wWhBgRtc3tDC8gfXH6/VPP7G5dI8OU6nUys07Yi6RGdwSmk1z20kl9eoKoggwkgwjsG5QOQdOs6SswKo886BY6iWqeHi96DBcxYLl7S7tdvvy8S0brc26bEGZhzHRpVs2cG2v67ruizzOAUBGxdmBCecs5KIoIpzLkxTH05deQw0DMOyrN6HnGVdYzubkSilZKZmZrVosL4dGOM0mAyUAI0BaissqUCKBRYjVMLMIsyigCxqGdNqNrsMYhHk2lyQvuQ92CARuyMWIdBbFLTDyYK5ix9Gfb1WEnXUgv6VVfRq5NMceuxSN3BPVU2yfDqdWu/XeIz2mVOycxRExLIfYozW+AmrOYjUu+ABkLNgodXTmhMiMiiWYDdrUM2eREUSohI5UW2Ad7vyrloytgmCibmLf1nNUNISgYvBh0oZLSG60BH0EItI3SajNjSxv8gsplN9ExFt9VYzibEC5dpOoDx0ZtBiy7st6R5vL1qd6v3T7Alsq1qWJa6rmbhYtoFzDh2Bo8IFqRVkWza9zNJKKAAAfzUF6PGT3sbJmvkG4PQVfONX2JczgM7UTW2AQoRVA+yMc9+7cbaFNwyDgXstZr0Ku5eLQMVZas1s1fk0TZovxOPWlvTX3Pq9lHL7UiGE0g5VrqNUZ+cStSK2HorqpxjPXvE67G4ykTpnjJQkokgOQBDVDw7RZc5FB+K8I0eA7Uaz8HlO8zI7BHKw2Q7b7XYYN2jyX40q4pxf1tV4nfv9/rTMCmqLZ7vbPT8/x5SQaF3Xabux+bH1e+bNo8oeHRIS4TRMRLTbbu/v9iEM3nuO8XB4Hr3PzDnFs3CZZoICovf+4ZvH+8cHVXWAz8/PHz9+nOfZWnFbsW1FGbXYmr1WVbSVY0B000W5EDglq4RsQ2gjBvN0MsS4uROVBqCusbfs16SRzNv72nJq24ItYKqvNs/zsJnO53OPVCORoYIxRpvEl6K/WHmVU98+s/c+VkLyjaK1R5LbBK2Mfmxu8po2hpfewNzPxwqf2kNZOuTKWSUitnfpNCEXHkcLhgKsz0UJL95sNvXswOBDzDz5MI6TGwcAsBMY0RGCycsREcktc1pXHsbNHv3D3UM8Ls/+I7KoWlWXVGEIu+CHeV2iSkqSEseVEa6MedDgI4V1XckzOSWi7XZazmkcR0IhNrqHqFMg0xwKS1RAMem+XZ+L8Z2ZkvO6rqMrzrE2ZGlmBMJibabtYEilhXYUbuxbek5dxRBqu54vbBobt/eUGc6ZhR1JNT/DZtiDWHNu7bNZp1GFi8X7+4b2pheS66249BWYoyKNJVvLXFQpBiy1a7Xv5bS675fTKquUdFhGRFFTd4sjNOjgCkJBh8UGBuIa2WwPBFQ5p+QHFEAVRCRhsgnwxTkDmvcMcFbmZV1XIu895gzMfDicDi/pmwc3TVNa1qeXFz8ectJpvD8fz85NIYxzWohIpLSazJIzmaLBe//DDz9Y/Bp5dzqdnp6ewhTshD0ej/vtPTAtczwv0ZP+g2bvFaeaiBTEe3/4/BQ1Pdzv7Rnf7/c5Q4rnasku/TBCpWSgxRgzx4nHZVlCCCvNgEjOxRjDMOQcQa9bLOpMR7rerCyDruQgcnaatFJNmF0dxbYxfeO8VP+F32jQcjVdijGaswPRZjt999239/ffnM/n4/EI9UlpHQQU4aHx4UqX5b1znlR13IzffffdTz//Z8ppGIYPH34iCufz2eZr1owcDgeb+drLbrfb+/vpp/efTCqjNai1VxAU7QwoebJhWSNV5RgRcb/f7/f7UrapLMsSU5Kc2YptFjVWC3DO2SP9Nnb36+xoYVbVZLGdSwQH3g3OuzLUqG18gzGYBV4tS+hEexd3g07ActlJ+jyGnvLXH71fQksb+7SPjiWs7mSKiiXJ8+L+azknqr5iESLCWfpywdqV3tyyrVE7X81TsR3evSIl53w37kXysjBLQtIQwnI+mXxfVSUnNw4hDACQE3eKI0/EiM5MgXISYSZER4FRASEMrgqC1ftBZDHfHnNUFwPTDeSBQuAUtsmiZrM2q1M12xqFsTkB3mjNvwKdt0aCiDjlRiXqiWo3ir4mMerpi2+Rucsw60a11coUq7es92vJy19ZzYhkZLaLukmwEtAv/JCu0G/CfQcKam5vLXO6kLWk0513OAyU7O+b6SkSXMxUVRHbN7qyG2ksrFtZEWiLpuiCK7BmRhRUsHtAEOCK1gUAgZw1bNniSWojaop8ViHnW6b2zWHTSFn9dtl+y+o269kMqsrCRn21T1nky53Ri00BrHy0SvrGheXGl6UtqvaE2lNg7X3jV7+h0dKrELYbpvFrA8a+ymmvHGNMKXFHIGz8TPtTg+IboNE2jdeXq7+trRav5jeXadetg5ESAJqZcmURF0sDYbXAkGvOD2tZxqDKgM7sti2uwrYFRQEQtY3RggGdU1ERyZIlpizlbhKRQ/DOFQNDdBFiVhEE733Kec1pSdGuwLqufgiswswCGjmv65qEgZkUWnvMKbsJNpvx06dPwvm8LHd3D+fz+Xg4PN7fA6JgQhDvhsr4t1msK+Awy2azeXh4ONafGGNxlkM0hLkZq/ZmqrZOzufz58+fm7qyH2z1XH3nXOrqid+vl/hSJddcnUMIDaJ/bQxz4+549TvUtTG9y+s/Emh9ZYL+C///L1t98A3pGmqR1Sxt2jTKEBrnCYWJwHsKo1eY0JFqJqLieAVGbvYp8fPTwW2TAu635Ul0SCm1Acr47t23PgTNzxxVmDijsDqkzqC8MrGL61vWlFhFleMiMUbO4NUDOPNZLQ81JiQGcq8lnfpa/1asKV/pM3v6Wa1gXgt64ZUxzD/UDf6eG/e/5ec1xEA3s5Kci9hENBZti7QD10kxfSnxXyXUCotNA6gXQWsgLUlcBGKMCGuKDNqbxpVsaJOxmBImBE+ku93u3buHTx8/eSTn3P27+2ldwPn5nB0FJFKhHsMEIOEMCGmNLy8v67p673d3d4YKzMvivf/xxx8F9Hw+v7y8zIeZH1XzxfHrV92jcr4ID9tpAViPpyMVecW4H/f7zfm4WE4Pmp3mBQK9mIg0eBkRwURizjFffDU6ujFWTK/laf2WRfXaLvt39iq3tskiIJIRhyHsdlvzGl2WpTtS9TUbv4epRQQFmfnh4cGC1B8eHh4eHj5/fvnhxx+XZXk5HKyft6snmolosx33+/1ut/Nu+PvPH3v0u39TreoLQFBOTfzsnFGXvXMokmMsBh8CahNhqKoxUJJuw/ySyvrX6wKU7eO2RD2FNhkHoE452xl3WdWtTaUsnccPvOkx0b/vF/P3mjPeTVtfq2dWRejCslzVSl4Muri7LsURgnoM4WIkWrvtgqrV1dmcJ733XKmDNrG+sU+wk9swgVJeaLWxztlIqlYVme/LNG7OfO5hrl4Hkispo0mehmEAKJHuPTxSWOwoN9eqs2Gsao16j1BEhVS1GrDiReeDN27Vb2w3jYyaa2l7Y0ZitRRc52L1jVzfSHSMcLgx8G04TyuMbkwy3pQF34ZrdUNKR3DjY2uH7o34pC48Z5Lrm+5URMxoh1mI4AZVvxnt4xsCojI/76WMN0KIi0gVb8qISuys3VHv+1eucD1FGrm8PGbez3Fp567U+U1d8294ovQ2OX3mQfsxKMNSJRySc45VWmGKFfBUuSqPXMXSW7NXHk3Atioaqmav3zicPXRm0sQ2f7oVaIk2l9Ee/u2eDoIvGO73niuGrjcU0TAiqOBPw+WKR0rtavrsvrf0q1cgdgFvVV9pGm9bDFPxXQFB3UZsK9OwFCQEQdVsGV+qwJZOigRAohnANe0xIpAfbJaSMoqwoWdENA3DNA7jGMzz5/JFQJd18UNoeNT5fB51KsaYUtpyVUHCEIJ1ayml03JKKd3d3X348OHdN9/YXhrXOa/RIVmTmVVSSsDSbnHMYhPWOC/TNN3f3+/3ezNIMHnM6XQyliMzKzNd2xTZNzXHIPN3uUg3O4sgqMk6jbDQ+OQ3Hqr/lN6veRS1J6Inzr0+/r7Qs131hL244Et95leava+0fP1f//qvXRJ2OrMT6AqhXkNYt3dBVHLofMFCyVFKCxFxvkjg7KFYlnU5n7OoMhxeTjGmgMg5A3ghGYZhM90N06jsJclm2kqiYdhyisWUqKa8IiI6DCEMA8aUc8rrCpytgAaH3Y0WyDkTMHlpYtreuhNe8RstQsm5ty0Obni2rVC83O5XpD74Tc1eH277a/1arr7g7+z0tM/9u4n+w0tkHGhNIqWSzVtpYq+t0VpWqRVahODdQJPPsoILzObCwIRsR+FrKB4QEJzzHh1a9MK6Lg8P+4eHh7zGdV1Pp9PDu28oDJtJgt+kmU6HzMwqeBkSmw2EFJJXzvl8PtsocInrOI739/foyLgwp8N8OBwcBBtBOkdv+rJ85cd7n2NyzuE0qKScs/fBUOVh2DrvVWPB4hqxqmYQtb2rJdbYgWX7Rwt/1jYyvHjS4u/pK278tH+nWq+VWPa/0zRJCLZjxxhFpmVZ5jmeTicWcS7YCXsTofTaP8IGVeu6Pj09zfOy3+9TSuM4/OEPf/j73//ewvE4MxLmlL33d3d35tqyLmvR63Rs5zagsU2xIEMIxs2xPd8OOCPJt0MHHW23W+f9uq7Zlq6SsxJIxRJEQIQBfo8/Z2nqLLjQO/K4299njstcBri2OHsPfCwZ3lgfamhtLf6CA6VQ3G/4ez3+C9cZ2V0D0Oe3WPnKZrFZ2za8/GEJQwVCAhVEtPqngPsAFjktIiknEXFSwJxWWRZL784DrY+ns0e3Gg/6w+klDISkXp0nZ+IF51xwlHOeY7SWb7vb1O7F5ywXa0cGBOd9yYUDR0qIROiCZbsigiAIElcmlwPULvD9yvWkDISEixrQpme2WhCBkAivrDW/JkqvwYBXc5FeWwLXsQ092/ANCzLV62ZI3mzYmvHATfbaTdX1Ovev1UwiIALCICTV/gu7Bq+ESNZUvUvXbc+nBQdlMUgKyTlmEGEph5MWDNMUqwidor2ghO0BKV9Ka62BVsFDM4MxtKe8GkFjBaiWcWZDeJo7kVxZRNR2ToQBzE7WMCgbRhjs2QMFN/nUN9tBwx77Brt4ZiBO05TWWNxoHfYOy6830/ZchxAMGGwIJHSmYF9ncdjL2gTOEi9uzvL2GayDvbH8beXmTaj66+2pYYnM7Lrov2bGW62htG3Zzjn0Rte8mgfd9JnFkLBzP3qlIQS4YsOXkqitBKs4++yN7vPn0jvbcBdBIWsxahJRRAiqyGD7I6FHU2Gh90QUnENS5iyqnAU05ZzWtIaz3bXBTKTsaUIoLTeLeIDD6Wh+dFnFUD6z0kUfxPG0GYIbEOAgBZ49H1/+y5//PIZht9vs93sUvdtvAVEEKEsuxrbV0ZGLv+UmbHLOx+PRFtJms3n37t3pdDoej/M8n06nw+GwrquklN4SI6WUDodDEQgQmXyAiIymm1ICZlHL9YHLQCFnq8X1LQ+Y34/yXdFYvozv3Uydbnh3iAhfxu5eF/SvHZJ/Sd156z7y5Vn+FUz91hN6ZUeCApgR1ZXKG13wNnO53kbAkQ9hPBwPp/MyDad1Wdocth46nlkJh/3OBwrTNCnTfv/0/OlThYbI0oFNXq2qJil0wU/TsM75NKwZlYQs+9T8a0UEDNx560TT22YJVIWZPV2a8p4MWdlNUnke8lqeBNevj79paf1OUOWfgRD2DR5dG6Fd/x5hHTuqKKoymNq32JJZOXP1UqqaIi9xZmbCEPwmhK3zDhCVmNBfDA/fXsnFZKWwFlWZ+eX5AKCPj4/M/OGnD8/PBz9MzICbUGkC7aRARLPMBPS42WyMebSm8nN3f3c8Hs2fc7vdDsNA8JljYUjBrwRsW67ymhYR2Ww2iqNKnqbpeDg9Pz+bQvnry6Ix0o0T0Xdi3Z4Al7NYoDoP4G8Ama8iRn5fv3cTHdzEzHbNy+Q6MzOvqzDDsix6UT3oV4qK9jvOuePxuK4LR7AZIqg3Taa166bnt7LKTpPz+QwAcc1fvwpoTlfDIAhYhdatcWjQjslPyDvnAlkPUpixEjqTghvfo993BkEfhGhdTOWy0Y3wSlSsZeg3p7qoSlXbuKzyhcHopd9r7mp95Fez5bgJtrLKDRQMbKn6Cq2Zc0WyUaYaIm3AaM+/xS3UloB6ClYjJbaYB2aOzKMPjUVmwpXeza9BiusygwYfXAjBey85Gehn8/LtbuMI53l2YVDVEAYrQM1mJaWUYrGEMROCni1Z1RdiVvIWLt+VjNLWARFeU/vU1NtFa6GoAkTBOW+ObJ03NYmIU6f49qNrogu7es3X9CaEuveL77l5vaqk/b5RsHLORGLqxP40bXTZ9ki0nNAW19GflNJ5zxA56+WMgtoV1s2TFwDBpoMXpjtQViUy61Rk1RJ6Vuo/E3la8+mIsPju1uahL+XrrZHK6kSTNyAiyMWTs/G5+0huAFAljwRWkgg0Ab69m123lBJgL+GgVvU19pSpgJxzd4/3dTGIViKu3USOsQWdNwytxZM0fOwKUCUKIXz68HGe54Z7Q3N8EFVmARUircY5fR9l72Jbnn33wfnWzDcCnq2QHjFzNXCg/+tXypwCzrpGG7PavYkSm6VEz+bt16rtxX0IihH3DaEqz3VdkAWAWlciGjZjuZ7MvRNpf1aZDsoGqzYGripTVwX0rQa86hVrmJte9K5SEnh6lSMREik5D8IAqFDCOliE1YGCgGgmVALA4EfmzCna3UYoj0N9sijnFE9nzsk5txlH76gZQvghDOM4DEPKeRiHw/F4f3/f6A/W793d7cG78+kkzOghBD8MJTzd9O7OuZ9++ul4PI6DtxVIFHzwd9MGkKQM+aVBbWYwY9fTGDtGsn337p0tifP5nFJ6eXmxt2jGP+0u2D5czffAopD++te/hhDWdSXvTTEYl8W+gt1K7SRV/5Q6+CYd4bJB1d3+zRgSI202YLlkmr9mA37JHe6tNf8P8b2+ibl8krfqNrtNwxCsVes1F+bX4pwLYRyGQXLqq/CUVtEMkBGVCFSxP9ps/7TvHsLw7ptv3WY7HY+Pj9+k0zw/HwJhztE5x6Drko6Hs+qAihIweAS1tG5XwD1F2zOZGRhijEBZNCbOIrnxORGDnVpy9e1QAG+UzG8inKKAwOorDIVv3H0FAYKmhbjKYOij9ypu8MtL5d6i5/8ovtc1ddpNPa/gvmI8g0WmYCJrUUVQqnEF7QTUCzOzG3jZbhljzBkBkSGnvO6321p4fCngzpVwXRZSMwlzm820rsuyrCJyf3d/mE8xxvN5XRc+vpxT8qCuSIvLfk5tgyq5O3UwnXPebrfTNJmWrBg+O1jPCUq4AsUYvQu/6FISpRjtGFrX1TkMwxBXzjmnGJVhGBZQVy2RUaEovwHE2jeVUhrFlIpfl138nE3cUSAHUFM8WolvRDDzuoO3Iha+0qL1J7I9cUT02ycHHTm/vfK6rmldQRWcQ+9qco9VU1ZaJ1ev8GXG3Z6ywuRHBbaPdnd3p3e82+3med7u9j///LOpBuxRMqbeMAyqMs/nZVm8d4S+CRqxZO7Us0JVAYL32+12s98JKovEFNdlXZaFcw7jUPW0LnNK52g3BJ3jGFUEvXcUml6MU6LrIvN3sEsu9VgWXZ+P6DAMo1Vc5hTgvSXuinkXwyWXkWq6Ol4zEupU/ZUOwk4N30PV7Zwjh+SAWVgSsloqTsH3gNCyWdSyMqn9Yyo480Ah55EcImZhSDlxlkpRM1jAGrbifpOlif6tXWxBZPbLy7JM96OVrSagt84+BB+Clch5Webz+RgGVGUVcwigHGUcx9PplNZlt9t9/8MPOefDy+l0OCqAvZR1BUQupRRjNo977wNzBvPqFdXMIhIoZEk5sWYGAAckcElHMDUXEQB4RFOLOdUMQKpcJlpgQXJIgFTIilLzgZ0q2977pZSVqcZ2HQ4H8s4Y9Rcx7oUC3lnM1zFSu7xlqgHqyLngzRYFU+6JVY0J0LpKw1KmaToeD6/JkK1D6KekRO4GxbqWfZcFUcysStAOAVCWTIBA6N0wTcFowLVNEKPIWz1W+z15PZWvfYWNJR0WdBGIkIXH4L0P67LEnFCBvLNcclYBBlHBMs50ei3falCeqjJncg6pXQRDIdR42ADg3TBM22HaEuA8L13WIXlPigApqWrK2cr0G+fiPmygzwY0tNw5d17mlNKw22nmxBm9q2UQiQCqCnBtzBnklQAAIABJREFU3S0SI63ram9kW2e7aIHcjaN9b4nUCncjSJsRCACYi2Y//2uLrSrCrXvxPSTyZvh1+5fWhJfxEJEJ8QkRRMMUgvPCoqoOyYSs8byySAhevBTAs7IV+iPKNhlr1733pg80y1DngnNelVW9aFYRwFvsusKz9p/UDtM2RBfJ1Ufe6iLpFjogEKqCZrY4BfQsIMpEMIwlzIBzzilXli9O4+R3NAxDjDGva8o5cYwxrmlhhHVdLaxit9+vMRoTj+PaZjTOeXKU7NwC573f73beh9q3u7u7u6enp81m83i3f3h4iCl5CgJqud4iklmtWV2XZUl5dKMi+BCmMIRp3A+jAsScVHTNCQTu7u7Ru//63/7b+48f/r//5/9dPz+VCyhqes7EWUS99855yUzoTofT04dPm/1+HMftbpdz3u/3TyIxxuPxyMzjNHUW2PAPNXL/uGrpKtayp2QGVVLg2ti8je91IurSdQh/CV57Uz31+1UfX8H3bGpT47ZNHocIhAgExAjeu2Hww+A5heK/DUoAzFlZUAVBCERUlI10Xgn/VJlpCt6Hx8dxnKb7/cPz+4914G0FN3OStMSTns7HE6F7eHg8H0+Hw/GCMqECKKkTpTCN/9f3f3z87mGJ8+HwDISHfKIwF5pLNh8YEAQichTIobIC5BoODkUHa7tKoamYE60tElUUABUUJAXF4lNCIlgz/ZSuqLkN0euQUQHrURHA+k968/4W/o4x1W0HABFggDcRAfqaeKO5m0DbRspXxOu/pdgzupoSCK9iBGu5Vnn+UjxkgEBJEQXUIFQVRVSRjKSgvnOSAWJRYQJuBiKKIAjb3c52eM64LgKOJNnoGEPwwY/e5w5p5MY0YWAWXZZVMftiuiaHw2Fdl93uLpBbefXjgOCYYRym85ilJdmIAGtRfknSrMfj8Xw+K+J2uw0hZGGEskMO42CHVI6SUprjKszOefSk8faBpAucdnWRiShnSSm54Of5nFi8EOc0zwuwbLZ30zQdXk7ljK4JFtAJyUqUInlhSJGbQAAlIzgQtT4bBIAA0TVUBS/tFpT1oL94u/gnESJubSY6yRVUWnyOcZ7nYQjWrxKZVYV2lWFjC3MrmZxz5CzBRbbbrYh8/vTiKOQkjtxf/u2v2+1GVeI5Dduw3++en5+XZd5sNn/84x+J6OPHj+9//hDGe0bjFRMUby2swaEYQthsdvv9Hpy64Nd1PRwOfiZmmabJxr7MxaObHH5z/5iF5xmxOAu64PwwTADndXV6MU3BL45Xrgd9N79ZyzlH3iEioSqC9wMzx3WNywJE3g9VE+GLJyUwgi0Rost5VOtwakmntlHLa3wPtcP3/v7+/TiOFLwgsPI6L8Mw7O5367qGEADIouXDMJTGFGz+SoBDYkHnPDglyJmZMyCTI1WNOXHK5N1ut2PmLBzn5JzbbrdNk+q9YUHArDmLCgLQMEzD4MXMnlWO53kzTs4PgJhyPi/n+/2dSEZ0wnkadjmmd4/7NS7DEEQ4x3W/HXPEZVl++OG7p6cnZj4czwYHI+oQQlzPzgVUSeuiSusaCb0bxvk0o9Juszsfz4owhAACpCCZVSRjJHCkNA1j5nw8nR4eHlJKa47Ftb88tRo5EYH3Qxh8kjyfVz8EVJrGEVXjOo/jSECn02GaJvSaUgrDuN/vn4+HGOM0TYTFX26e5+DDmrLGlFIWwDXGMn9VHXwgV3ZnZfEFB4OUc07ZVzuQEgBR8sNAheP5VDoxcqycDTffbKxkjDlbxT+vq7nAPR8O4MCMLhsjjlkNZRqG8bycVHW73aoqsTZVjyGTAiCSRUUK4VfXvJo2Mouyive02WyysLIogiPCYhMjbOcfGmW/yFMFSzejwlogbxzCoKox5aI9Q0eF6wmg4BXI+ZQ5xgQKzgdUUAQWIXIKCEiVVhY92nySAJSLZb/EnLIkInABmOMUJkAxg7KyrSFuttuUMvkgIvM8ewqRdbubrBECcAhwXhdRJIVYi/XnDx92d/eaOTi332wRMbJYDZdiEkTT7KXT+fEPf/gf//7vSDRtN4nzZrNT1ZxZBHwYVTGlJCphHA2fN8MuJBzHjY0/h6Hgh+Z8lcAkDc5774dQhHwqwDIMgx8H+81AoZfz1a9TTFYs93Zd18e7e/NKbsHcZkN6nuexfiTv/TiO8zw3qH+aJlNc2Az1dDqZ/eb93d2yroT09Pnz9yFsxynlfDocbX739PlzGAMi5cy4pjivvCaPDlCVi6/jGlcR8ZuNR8eo8zyXGHREVfQ+MGuMyzgO+/09AHz+/LlBmgVFJ18EjSkDQvCDDwSAKea6mxNR9Q1jZSmFEaKKiIoDUNGMiIN3CKiahSMqKuiy8LoiERE6h1SEAWjQb44xAgigYsAxTGtaBCEz//3nn8xtdY2rmSobpyKxpGW93+3zGp2j7XY/z/Nm2hKRp5Bi3u/uH+5nADoez9O0XZbl49PneZ6V8Pt33w6baT2uk59SWodhcs4dT6dx8N57CoMVIwKwphhjUlByzpMDIgBcEwPLKX0K47SyhHEzn04gOjh/PpxCGHb3d8+HF86RQnDgU4Zh2qMPMXPMZyLYbren83m7253nOXOOMTnnOMsyr5KzsArrOEwWa8HM3gcmkSzC2f7xjhDR/p1VhDOoGMwEBFI8uVzGYrkJLIGcq/NwQiTnUoyEOA5DsN6p8pdU9fHh4ccffliWxXs/TZun52cDE5ospMnFLzRslMwp5WhOxeu6clphM4KyKAGqD84H55NTR+SQOSOAKI+bcT2dd/v9HNdxDM5RmEZYQYwXaU2NCDkHoKAiZortiAA8kkPPSck5QIJ1YclZ0ryes6bgPIuEYUxrHNyY0xzQjeQdaEoJQTYDERozVyIgeucQQ3CiHGNu0mVVDcMAoDlH67K+++YdgpMYRVSFs2QBIY8KXBpI49REYXZD2D/c/WGv4unp5eXl8f7hP/77e0C6u5uWeRaJ5ASyYf4I5Ig8kgxhcn7QJCllAHVhUozpnJZlIRzWdUZCnPzz4Qkxa55x2mWREHzMSVGAyA/udJ7J4bSZmJWzIhFzwsIAZxEeQxjDKAJIIWtahQfngCirKAsQB+csbMqBEWHQfLjDSKjAkpecGRIMCMBipm0USmBPyuSKhEPEskAsaai4kTGzQ2FO9uyLZHWEKJmTCoMDUGIFZVlZCNVAJevoHDkAZ2ueObnB5zhTAFRGVNQCOSmgICliNoNHhCysKIiqnAcfUo4iGQkcKHlBTQheNQOy9Z1LyryuRAQCzIgwoJDzbtxMWeX56Wnd0uG0JBaLwTb3Jzb0FQVAkAQJxjCMISxxHrbjtJ1UEIhGvydAVdhs9pvp7un9SSGJKKcVCQGSiEhU52mz23zz7bfDNM3zbMJmqzd2d/t5Wd5/+JBSmqbpx29/vPvDwzLnf/vvf13mBXIC7y3e15KbCiRCKFDk6woCUjgmFEKMMUNWAF6Wxz/8sMynfDpCoJzzx48fhQHE2QovVGpEABx8iGkN0zZmTjmRG3zYiEgItK6rZt1uxvP5nOIKBEQeGKx1Ie8Ma1EpAgFEgtos9RadzNzk9BbEMmzGNm03wrwJH67SaFVK0VS7h4sfLPYDLIVXho4XQsE42t64++bxPL+44IdhoJRjXADdtN2kyDanQkQAB4igGdHwIEx5dQpE+PBwbzjQf/mv/2KcuJ9//jAMQwnbQohLOp/n3W5v5cFf/vJvIYTdbvfnP//fHz4dU07qAFxx4yxR6cxQcQtEjGn9n//5N7ND22zGeV4/f/5krddutwshxBjnZTmdDqx26CMgek/M6zwnRNrfbdOcVoiSBcBBJVgWD5qr7kpuKOJt2GfO/yLCyYZqAioZ3QU/1wLMxBgtzMOHMAwegDiTs/EbXkYJYvNvtCVBitjYG41VZzf30u91geaZJauyNaZESHaaKFVnxQoqCiI4A0NBKSepXDsSUCBEQKdOulDpm2FDTTG2dFwPZd4mzJohAoi9uwFuWXiJq6cS7TWOQcRZJpZIRlTnyYuvVkgXhLBnkdlyFs0sZRSHhT4OwzCAUkrJuWEcyxFuUSYAQFAdvYXIO2fBR4DBeeeCCCBmAK5dvrm8tOR6JSBD5ywLqxGBjM3ZCAkKmvOF2mrMnMbHu9j9G8LWgqcQsrCIgKhV2IOrlglIVJVgDYGxtINmCqSizcWxeSQ05n37qNbkwyVWEG8cAnqCB3wh8fNqyIEFPTXjVrCIcARjZdg0rOiw9YY01Sw0S+Rgbyb5yt2kDacVABjBFSDUWLfVjQBA7LIQkiMCBEFQrIxHZ9PW4vpbwhYTEAIWdy0pjyuVUp1lnmdQUkFGFZEl5hAQ0Blm0mOnfWJY256Kb/hbvhGXXdsG8Vg+P6tIqnRodIS2H2UVRLIuxbV0k2aGZA6ijcXd5VNTn/5346pyQxfpzTybVWZ7TYN3ujFhoQU2TqZdCusqDdI3/M0cIIdhmMbRSDXGjw2VtCZGU0H0VcV4FU98JRIAVc2cL09fxyy1lZwz1zWjX3RWvDgcAEBjK4mKQQhU7gdStwSFyvmMwrkKrxVNgtqilEBFvZm6wWVFCHT7ezXGs9HHVRKGSSs3m03z3VGVdYmpNI3gKdjN9X6wjjelhOg220kkn47HEMID4W63s4m4QehDcCEEFgA3KPSOzZXhg15VWS2lAxV9VmE2YIaKJY3z33//43c/fvfycvz88jQva1pzZXZ4Pww+GJsgtx8izJxIC2ZlEYfVikYv0LfNmF8ZMMKbkTagWQWALg5mVRzzJVrda3u6xgVluYjMDZde1/V4PNqwo1POgE03GpEVfh8d6E0wiBpq0z+mepEw35r4d75FCARKBEAKBIKAAIogN2BCCRusNtG2QXHWItpHdEQOIAS3324VaRzHmJL3Pq5nj05VUBRILUpCWZdzPDyfwzAO4e7hfkKUMO0zrwDAmguUJ5Cy5DX6GCgwghudQyIM3mfIa2JmIQEC5wfJS4zsx0BEw+TD5GAoF/uyZ5q/GqEgZBVlYBQVBdESS1PAOTUkTAAYUIGSghNAdEDkkYy0hyzNJw+A6lUlNZ1vSZnXL7hlUpUHGhbh+npRbVNvGssrrA+LSB0bKFUzx6AEm4NaFhEQiIJDUARp6LZRymutD1qhQussCl8BTZlp7hACqAi5MFjsrQntkyCh8lV7gG/7KlHDP8vrqmKx3e7cVSuDxgLZQS+qGSRQYB8GR5a0mUVkPs82+drtdjDj8/PzsizTdqOq42bz5z//WVWPx+NP739+fjoQDsu6AAA6Z9iwwj+OzqbgAUQRsrmjI85x3e92MSaL80V0F/e5t2B5RFTyAKJAJsNGtUmUku3rF4M4UtBGpq1WOr/IT+UfMgiuNsZfzDa4Ofpv9tj+P1lSSsgsRgXsQGy6gpurCsfV86S5M5oIKCVuzm1mOWZpijZiVlUz80wpff78OUYF56i6tZF1LOWMRmEoJHzkh8e7dV3Xpahs2pIzeq2Rg6wPQgSVvK7z8fiC6gAAISAisnMuKCIA3Vggw69hfRtz2ugDCuSAzMP+TUX35ckQbCYDvbEU4I1S+w36APb6vXEciRBAqzwMWgydcw6U2m1tzON21Fm9aI9cIU1JId2Zr4NJVJupeoudraRwauEBUFPXM0dVHoZgd907n3JMKQmCCf2Lbg0gSvM5dNvt9nw+tiqzxnwVXZlVRSKSE3MW74P3piw03JZS5BjjbjeZ8UPrdgyDQsScMhFaAIitoZtbcpNnUKsu7f0Mr0yxAW1BG/CYhZdlMYFpo8M1epudrymlnFMJGa9Nl/2RcguHLhxd5wn00lqbgbhUtBcvq+ryMUwiaP2/Vd4XvnIpYqh3VTVREzNr8XEm6ZqZVgzdOG32E6M+861sIuAQLuypXLnv9TGQcv052k23J8dIwva4vrarucj8AN/cInvun9ksSsosye6ddXFZGJFEJDHHxNvtVM9GzpkRDPksdPx5XrwbxnFMOWXmeD4Pw2DIdkqpjxIpn6GSIY1paaaItmyuCtDrdK+blBVmNZtEdQTXGRtNA2lu+ba2W4JluwVtcZqHlW2CZTf3fNPAt5LaHnBbRUZ2t79ov2jzs/Psqg+NIKL5SfYrrWnPzFzbJNR2BV5eXjabjenyzcHSlqv9aRgG55zULattI9ZqNrtFSyBsdPFmTGVQsAnMyhN0vTZ6Z87XMVmtZLK4xba9mkmLHfdEQFgsT1Uv745IpZBWFUZULnnGaHZOdVvvqkabiSBA8w2ycHCLcDQxdhXfShZ2oQRybjY76/FM+25f1kjyiOOyxJR4WeJ2uzVvGEQchsn7waQarCJli2m+zyVxs5N7oeFOvM7BBe9s2J2JYL/ffP/9u7v7/f1pf56X82FOKc/zOeecclzXDKqAStXsJzOrAAu3Iz/n/OnTp3Vdl2UpamRmqPOytuVCDTK+yDK7NAKbOzbx3hVB9HoWaZvqTdFjO3DJ/s651QcMYP2eZQy2ddK2QWMRG/QXhuG3uct8Rb/3v/rnJuah6QXaHgK+zKpCCHd3nnwIIawxD8Owng8MhTOIlf/PmT9//nw4n6fNdtruhmFwDnrxMwBKUgrh8eF7BZ7XOXFOOUefcsoOfQ2jFmV2G7fd7uYZ5vWcM89z3AzUGxsoaBv92QfIysyc1iwCzEmt6cJL89+cXSybW8RgLGxmNgbjixbD4d9JnLseMnyxyL+Jbm/8TXyrRrxhGmvlo1/r3hG+5jSkX8oRQTIRQ9NOdf1e90h+ZUgBCleRUgwiINXjDwRFQJi9z1JGn4DOEZLFYUFVMZlXsAmbbVxF3i3L8vLyYrnNRLTb7TwGzghF4aQgauPXX/jjnCOlzW53dBBjzN6N47guERGHYUTgmN7wDmmxyUpohXXxOUMVixH8msPLr+Nb1k2Y2rbWpvByHRhTrch+Xb93IWdef7hm/xZjjJoB0LlA6L7wHRBUJTN58j4gqQifz2eTh1hM6+l02mwnK/NaGPjLy4tzzoooO6zneT6fFoABMDSzuhuTGKMdKekqJ7HIIi6Ptr2OHdDNeJwtjbpyp0MI1u+ptEF2BkEfxt5o9DdEtpSuD6kMiq+bvVIP10PEAkjo0vwrwK9WB1z6vfP5FEIIwQoyJEIRJsIqHjWtFDLn1y6OVtBbUdiS0280SDfWDlemjrX8ak8vERlHoq4kVi1p1A7BhCXH4zGEMIyeHLWQ681m0/xIbKTdPltLtTaUhlkQPSgKC4OMo1/XuK4xhKDKMeo0TfPMTb9UvhRoc/5VLXHVQ42DbJ4Q9tXmebZT3/6f0+lk0Mo4DE0tiXplqaKc13X144DlUSHzkPTem/FNzmKyEWZjZioRBecRnXdOsThPODCghkHBVVEm1DgwIt+E2sZ1MnCgL5gaT6BkxZTeUpxrXoXS5x8YLmQmNHYLbD300OLtvyBAtXKtLZ+rk/O6vZJ3/391794lx43ki8UDyMx6dJOUKM/ePcfX/v7fyT62565nR6MRye6qykwAEeE/AolCVTUlUjO7d91HZ4aiuruqMhNARPxeTI5gdy2cVMmi3J9I/hh4D9CnNfQhB/LgMnL1vWwRhWoAaiC1KqSqm1A1jmxIqr6PE3EUER+BOrxtAEAYeQDkEIZxHPV8hoJarikuLbL8xjSv801tM6e2oNqEBbr/2ruS+GMWI9XN19ClOFekToostUIdhmsvd9cXNaKm93t9Wldbxe22tjFHn4zSMJDtv0KzP/Z0Te+LWgneWvQ2DPKdxLsXJ+d8/vzZbda890gptS7O7U99dftS7X23enFpbwPj0Sztg/Q7VbNp7+Wgj2aq3R9km8W2x6wlPdbW0lmBNWl626w3JgK1ndCzip0g0Dzcurn+G2oxv93t+jtfxZcAQNVqAqE7H+12OxHZ748llybTPZ/P7969OxwOLRUdEU+nkz8hPoAopcj1CrQBxIYx6vboGpEVQIW0YgTUgoaipZQ8L+d5Oavh0/Ph/Q/vQTAnucznZZmXZTmfz8ty8elSQ7aZmYDadfA6wGdS/rm2TAv0cUNbEdBm6jdRHPfz77vw0jtLj2Y4dIccbvAjbVmg1trmcRyPx6OPI7tqG3we2pbbH2gM/vHQp3/KF1UEL/ryCT5ZELIuzq4aoNw6Rb8JR/jQZ01fzvPCzKq5XC4wsjsqaSkmFHaHH3/4b4fjtKb1sl5SSpKE6RcpYiIAhuRAEKxrOp8vCBzjoKLn85zWArpBB4RAWO1HoGqtt8M9bIQmfbzsoiomoX4K652Q4T8sZ+/RW/UOYOlrMEJ0QLHvEh9NuZ21cJfV0bkBod0T+a6F/c3yqQUhEZJVaw5gRgRiZn/bhNUW621nizZHs008CFfYfNOsqQmoVo9uzzhGwBgH0VzSCqDOX6GNR42ILkZIKQWI0zSFYbhcLvM8E9E07DiEnAvkDEAQkAKDfKvZkpmM41hAfHI6X+bP8zLsJrzOm/Q3ynrv9zw2aZuuwp3vQK/z+q4kBiJXrl2d9t5KGLJm+ViLHCOTb21L4CsG7F38mLvCmLlyZJgQSETfMIPFa6RHXUlmOefD4TCO47Isp9NJ5Jou1q7wOI7+Pefz+S9/+UspZZqm9+/fXxZLl1XMAnkChAbGegIQ+ZA3a1ZKYuK2VY6j+OurXn3+/UBJJWvJoFbpHyZExMREBEwbFaj0eTytnPym5nnL3wMAMQGwDAQP/snNk7/ZcwB++/26V57f9HvXAX9dwlfXxFISALlNzd2s6O409crD13xtkTeKWgtMh1uDeACQzWO3ec40iKwhPAiKMTB7ipsh4rqsiDhOkbAWuFK02R42L7h2AlWFegXNQinJG6bmENOaUhEx01aD9gZut+F71Vem8d9ap9fDfT3G2HwjsIWYq90VxwbWalb/Q0/mbEUWNoOWDtOwNtLe+hTsmBVtBNiq4bK1dkQ0eAx9Ke5+65tm9bzq5oidWyP0zpb+gzEObSTTUBSvkBqd764H69Pbe47o9suryLOH7FqH05uG+0W4i5u/s7+rL6d2N3fsHdKvw7D2/sHXtonpbcQ2ed/iazKE6M+wx6wBwjAMbk7Ven5/AttT7e1Nfy42dkHrf3xOcRdZ07/Vh+FL9e8xhS2w9crfEK0srJSWhsb7zfLmqq3NjdVwJRv3HdSdNW7rqfxeE4feJQVA3XPFP6w/V3fm1H3X3ahil8vF7+mPP/7ox7k7rcEWXtSaNH90nZvQ9pneav8u1fCOhdIfkPXT3XbR/cF2e4heuzWfgThPwdmaqgZoXhi1x6yJux5D3rvfLC2npJFT+v9z48S7oVuj5rp/plMinRfUqA0Y0Fu4+XKRXKkHJWfHVP1GNzdU76uZ2c0/A3M1enYWmtMIkNCgqEhWMAATMGMwBFPJUlIlraEqKpCZaHGJ42KIeDjsn5+fRCTn1Se4Ly9fXl9fJWdTLarTuGvE4BqTA+CXsZGBSykuubyuC0TYuvS2J7Tt6GvnF2ypDG2F9noV2KD16x5INzMjvwWt2e4cqrC5EHmv6Lj9H8f3AOG/xldv4WAdhyKljKLXwVb3Pf0P7/f7OE1qUNRUdV0TEF1HxgBAsWQ7nxYOIQ7T8ziZWZqXcfr35TILtCaNVG1d8+l0GaZwnHaqmpfMnIEYkcGy1dzr6shd4Q7pdQduuWLtbfZPSCOi1wfGWam+wxj+M9u838P33ij7sE/mum35uqcFAata62Hq0b9Y33ncx+7dVpB9o9KF+rgKju5Mbh+InS7hx/4ab7FM9TjmTh3TIK9cMhMyByQjQpGsm4W1b1wtPDbnDETH49HXcpqzJDVlQAQOhJjXRN/mz4mIWtXgdj6fBQQQDcwneaCYc960AL/TNfWWxQ+w7Y2b9Pf6PfYonFiBt2I/rzMCIlO0b/79N0ljiLDlxzb23NXKDrcsLudSPPR7/WYrIpsJQ7UZX5alFGEOzGFZl/ZwtLPp9fX1bz//raxl/7R/fn4eh92aX2CL0HRCTTcKqRWCgBiXaT+1ytYH3P6OfAbnM2lVHXcTMyFUaKckRfQ4JRNxH4xtYgv3Qsdvxktt8yn1Qs3cRfku2q0frL/RyMEj1Ppt/Z7PzpnRQFygtR2fDtQSBgYgjwLsgYUN7LIGhakqMgFhs/Xz2+ldREM2WjN2DTq7kkRaJ3CNaK8/a+rV3towMbDGSSulmCFzzDkvS9ogAjcQi562h0hILGrqwUNqaLrmghQ4WpZCZsycygqEHIOr4/zCcghIlVWOTAFjzwPsexIRcRZBQ7p8Gt3n4zlLWDfNiog4md+7Iy/dWiF+P9Lb4FAiCsTtRStAJ9eOKHC4wvqEvT9vYxo049N5ns3scDg0D9UeJWu9rnvebP0Atkar7wT6Ru434oabpeQWeezS7hube1G50Rmr9GTR3m2/r97uWrjeILtn5d2hjteRv4/2mcyrlsalVAQioGDIqeiBgpmFUHls7fNJkRBItaRU3CSqXb3mTe/4Ugunhg3v8pvSuHnVj7jbarsQFOhTB3wR1Jx05LtjJgTG5jtSaqpHE2q2bq01dY2WNgxDJQzfZl7fcZgdFSylDLvQOiVmFtF1Xadp8vXYoBjH+voNoW0m9SDZgiv8FG8V/y1/tcKPlTS+9XvXKebtne3lhU4BaKyPHrqUUlq/156xr2AsV2ItAhnoNn8hAHMnIWR0pSoRDSO7oiDnXMXoIK1sos0ZfdPwuHD6YX9H9bF3M0RtPXDftCtCCJxVJGVETCX7JJWILvO8LIvToWMcAVk8YQeExAAZkJHIgNZULvNKaDHGGmYCCNWX2v3H3QhKCYiAUIUYCUFLllIAkQMjVVjaFdRoUpKGEJgRAEOgEHaIOE3jfr97fn6+XC7n8zmlROSunkLAQMjEcRxSSoZ1HyamZV3/+vPPDvOaGTE7NdqzT2XbL9rNbcXxI1Gtf7Bvmj3otL5dMXE3V6pL727P7H5tfcJL+YP+nP+zv1RVzLaQsywTkB8IAAAgAElEQVQiRgHfisq4wf9b6Y94TZFG9NxkQFpzyTmHgBjjlb+ERDSo4MvLJeW8P+zDGBAxUtwWSDXFBLNx2D8dn1NKhmbK7u9PFPoYD0NrTG9VUwEiu90kzaD0AQ7N/3lLW6l1iKFRfQC0dVv/BP/V7wRbut3YfgMNbvndN9NP6LOCf2OG8PbBfePW2PV7DYdo/Itvo7DWN6LaclGcMOMy5YBI1cBczZA6Glo9VT1Da7SpqrykiEjajrMYIxqBoBSELV0XVOHb6JzMLKkSstZ13R13+8N0efmyMch0XRdTevMieiPX8fduW+V/eFF39KAuJU/tsbbpM2kfDEZ+Bz+smIRq7zLQ2vRNpuihjdR4XiLyRuJF9W8hRChSGBDA3IvufD6XIk4IqrO8VFolmVL661//mlJKS4pTdeWpbuFEeKvf2xxMaiesou4x6SZtG31mM4qgynEbpynnTIFjDIS1TihRRaTkCoeYR3FTH4AOm7zh+1p0RJQKtePdePqueLMq/fiHvm76vRgZUHM2N0rB21mmWiEMd/OJFpfXgzxmFvhKIG6NkHPDWp5Y+0+K23jV7ug09X70CAOaEpHbTtwFxLVJf8OUWk3ZKG1ek7m+ttc+5ZSnaQcAl8slRnQP9MZw21g9wMxQGevY5ZVRWxX9Frbb7VqEmpl5znUT47XF3+R87tfSSk9HnFtK3v1P1QO05tE3AX2dRKpt8/6BiTp8MjRDiwY59hCHt+jeYzhUUgnNWyJQXwZtG/p18ffhntZlgDw2e30s0uPJ1Ad2i0iWfCvFKfWRY+yz45mp19t87aT5WohNvzmKqYq0tqdcxcQ3R52qoXulIRldIV9PWfBh8LpWn8PmVFkhxM3Zsie99AGJLansLtb8sUToobbqxqnKBGFw9Lty0kIMMdbwupzZOQzt+WzM53bC9QreNyvj/m/aIKrLYLxSFFw1h91QsF/UTX/brIkqN3UYiOjdu3cxxtPptNvtXLftBpu+usvWmPnzD7dm+o/4nr9Kr85yLqtsypy6ezyoX+4+7x1ufL0R5k55DRUnAGqwQFU7o92xQ9voBF2gj7odi/iVstsagadbiehtpLObhmEoJiFEL82ZGaBIrlTJtCzuLDJN07jbe+io/0KnPwHANE3u/Lksi0iexpHB6Dq5d5Jq8ZgZqlZHYAIekpWt+EVBAgMUKznnJIUDRwr7/c7jEJtXKhEB2PPz87t379zy7tdff13XBFcPa4oxTtPkN71RWHPOnz9/rlG83QVp84L+QtXT5yFb72uV6NdGqXePmT9OrqVsJ2M/pvVF1G9Q/7/7qjvMpmDMOWspyrGN9u/Y6W3pXUv/vjPZVgSHqIAuxyAikZxzVpHATBxSEj+MUi5ApFY+fvghp6u00ick+/3xp5/+xMwvp9eU8uk074ZJpSJIcJ0Agie5+xzG54TeVSDZmxkJ1msurEYKqyozeKaS+7/8p/E5v1o+/gMNp31dwHdLaXmj83x4GzfPwe+jk+YhN/hAla9pgb3YwdTcQBtMSDFEDwOrW7fv6p78GcdhGIZhml5eXnxDG+NESCICIiBm44jjCN+Z7eLxS/v9/v2H5z+fXlWV0DxonMNkX+n3Klf2NgAdryFx9ojpfW88ev/Nv1H5wFtGet8+YgBVd/FqZKXa723o/ZaNXLGctztqa7+zkYPQZ8rzZSGuFVEIzMwZc4zx+fnZu7s///nP0zT98FNNfP306dN6WiFMQJGZQRpXq9EVqcldmXk+p2Hi56f37g2+rtn3BK97m+Fcyul0ejWtpQVBEJGcTEsBYeKBY3S/ltt2+vuavdpkISkY632Z0T8SN5OVb8D3fr/fy3lVpSJZpDw/H5FgXs4hBBfri3sQQbUQaLP/ptkrHaSOiD6F8R7dHfaenp4aCFYrs60odB7Rfj+C4evryXluUxxKScuyEIOXLOM0ICKoOFLvAQ8vLy++Vx2PR0R8fTmVUnIqIYRp3CEiUzidToFjyaJigeN+fwAKel7FEDnuj8/zvPIwXNalFOEYjXDJiQMbYc6lmMZpdPMDkZLSWpYFALIKEYmKblaHfqI7xFEjX0pxF4rdbkchOFCTUvI273w+g9rT01OM0XPMOYQlp3G3G4ahZEVgMJgvq5cpzfNmnCZAKSpEPI6Tia7rWRXGYVf7ulCbZBF1I63aSDDEGFIuZhjD6JJTv7OeAeqsOQ9TdsbU5XIRkaenpxBCyouq+iTGneJjjNO09zfGzG6gD124cKvMGm2vdY+GkJPsDgc/O/f7fcnqaJijyjm7bEyHaVyW+enpybVGzoYiIrWydRfk1f84jiIyz/OjPqfpcUvO3h40ym7zvXA8rfJ+Q/BM99pFIwICU4jT6O/NDYnO8xoiM4VU8rKsPkpM6+p5DIhYTEFSpNhuXxUdvXvn84UWhXd4fl7OF4cp/Bp+/PjRy1kpZX84eP9/OBzOp9O02wGA+5r4U7dZ3QB7W4VUcglD9PPp6enpb7/8PE3juq6lFJHcVmvzE2q+nS15z//GdXfMnJfVoy/vtPjtDTgYaGZOxdyucPSb8v7Dcwjh06dP/gu9CTmdTh8+fPCE7v1+714sfomenp6OxyMR/frrr8/Pz7/++qsLhxyVcte1UsqHDx8cDjocD2cAf9Icsr7yGBG97ZkO+5ZCGTcwwS+d99W+ZbVt17ujx7ZhS7O026bdmpy9nhQAqra5ywRETGkhCuMUN1S/xDj4Ap/XZQgBkUrJ/hjknKt1MECjS6gZMXt315S3PazXRl055ZQyEfEQSylkRswx8P/1//zfScrusN9PuxjjWrJczq5FMbNhN6WUeIjFdL2cRWWapkPcI5jkVERQhJgDV1d3PxgIEIEAbBzHtM6bHTlgwCwFDEQVmAKG8/m83+N5PpUiTCHGoWHa/Qn39PT0/PyMm5fP6+vr6XTKOX85vapqlgIIa05ryRi4mJZ1uawLxCBgFAMRPX94/7df/35Zl5zz/um4zHOaV3+w24zAnyV/JDyOyaVH8zyP4+hPgj8t0ulF/YIXKS4m8TBQ3r4ex7TtzK6UE6KqHcgZAJZl+fLli6iK5tpO5ML7w3w6DeO4rmuIgZgPh0MxJaLkowpVn8C1+14zSbupHMeYpJiZv+LlcvFz04+bgcOqWrQgYD2qmFJKBMFzdKpoWzWE4Awxn3z5dKCnpJacccSmI+3D691WR9u8sqtT/JrM81zUhmEoZVVVYgIADgGKpDSH3XEad2qGQGvKZvr6ekrLQkQUMIGqFQDIWdKq+/27d+8/XtYZ0MqS/4/X/xMhmCGFYGoevTNNh8BTETgcjmtaQfJuekL5m4oBV+IubhRcIrKizLwsyzAApNKw9GVewEBSFhSiOM9z3JHPtmLYpZRiHEUEmNEQTBsHcpvoqW4GVyIgihvzQinQRr+0dV1BNQzXeOSeUFD5Edmq4SYiGhDgPTP0roLchIuyjQJVVMwaDTIyLmmJYU9EfgqqoZvYEbFIgjH4uNCPJAJS8QC55gw89HOo2nV3iDcQI2Apcrq88BlFspg+Pz+pKocooKqQLmcRNcN3z1JKYYrAZmLMWHLlfwDYbhjduCHnrLckHUR8fn7242k5r8xBRCAEQPYMa3zLrwUdOdg6tIYK/Nuf/zw97y2lT58+DWM4Ho+fP38Bw2maYtxdTrPd5FxjU2oZ6LIsPERmLhtZSaS4EvpyuQACM2fJRB59giLqVxs6fsdmav42B/iuaXyUArW/3MA6ZBqt0sT8sCIAkO1x3ZTwJaWkIiBCw+B1gpug1NNnmhDRP05ZlUIOAfKaY9wTsXUpI/UAZbIKr8MQIzGYqQ/sQgy+8xOFz58/q+nT85OXQ58+fZov8zRNPoV8fX29nC8c+N2PH17PxXnKRM7tIAQoRUopBiUEQjIgEJVhYlX7+y+/Gtg4Dk9P73yy4D4x67qezudxHLMUZvLKar7MhBpCmKbRzMqipbjkKgD0AAC96aHyCHs4pbFRLmtnq3AnLmhOch2YhB4c8ujX0vLroVonVmfUGwulPm+9SCJ2A4NhHEfRiqg40EgEbkPvFsRtT28w3d2ouzIet4zmFr7s42cvBFvH2KAPF+B5ZclMqsTMxMDEprVos6q9Bt9omJkC06aL8BOoKXm8yGPm3W7nlaWZEYWnd/tp2gOADyA2wVhloPXp0r4DOphgpkT1wCYiDuifK6fcrCbaruq1mr8NRw+WlBoO2THWKw5ZBaO3CsA3xdl1p+iFl9uNqOoporj5FjqF2sspl9ff+OXgtbryo7rpYRoM0naNnoXLzOPI1Tp//twQQveubODqI/vfK572kPA0EDECI3DJ6pGmDu229oyIHOhoKBDR2LAg5wmLuI9/eQz8aB1dw9DaIfQma8ufatdVmzPQTG2jwyiQrd7+BSTMRYusg4QYUQwNSQysSCqCRMhERGGIIgI59+qvZlXSvKf8dZ2L4kbDLqmq6spxHMfRsVa/ef0VbnRWAFgl58sFAGCYjk9P036nKsycUiq5nKU8usVAZ1DZwyZuO7GutccjokjcgvW8O/IBQUsF6Fv6frvpsc1hGGrMdSn+YZvwyc9sn/j45/WW2DErb4oaedvfYc0s6eZHPeTYPqCzeoZh0LuB5cOk8+6hbTzPtiE0ma7PgNq39YADIlKlfHjxVUpJZuKwmJM4QiRAMuNGaDCTbZjm1qnsd7mUKhyqi3HbPPjKYKH+6cJePL5pOs0MmX02V0SJOTCvOc3r8nx8B0AxVlcnRI3xSmT1nbaYWcmBwzCMCCCqudiSUyVfMzF59J0FAmVUggwKBMZu9G4FdM0J1ExUc3b3aeIWA4ZI1gziHXtxiQMR7Xa75+dnJ/xcLpcvX774WK2U4iFL4zQ++EzYp19+4RjPh4N/Ch/xVPCcq8y1zSmu+G3dZOiexvZYPT94Y3wNCektYZmZmGOMq/tRbg/YlRPR+GZdeFTJeZ5nDJV7703jjbW5m+JuDep3IgO968B/FXGgp0xwoGGM1e4pJzM77qcwjqCishEfMOQknz+/Xi7ncTeFYZh2w/PzcTcdz7xARfnUxbYxjIHHZT6JzTlnVFRFAGIeiBhAoAvB82PRsE64xPRNbERESslYOJdMRIQC1mLYvkPV02kOvg/f+wfZgE0D+L0PwCZiIc9zKMWVmCqlSLHC5U1AG4ncs+vDhx+e3x9TXl5fv1yWOaWMiLv95AZREaOZR/AdCD+VrcwgRCL2bCQzaOXNMAxZqlnx6/kUQvjh40efWQ/D8Kc//akkWZdPUFWXJClB/CZCp/ftu8NhnKZ5WVxb/u54FFGVzXjiN0NW7rrQbrD1VTbvt9+ILtEJH/0L4JvTGu4UX3exNLDBendslxuxA9XL5RV7SRlwwDoOtJvdBokZmTlE6m2QhmEchiGl0tPj13Vd5uX9h/c+avn06dN6WQ/Ph91uZ4oA5U0ks03nOKCihoHjGM3Mffhzzi8vL/VdE7XsB2bm6MyjAgDP757zKu5JthHl4B9n4V5tO4pBgqZy7FnQ/3QCf3g4k9SMck5IdagMdk2KaIdcXyX31ghNe7MZYVkfzL1JVmpH1+R/beRQ5Jr61f1aHzNAZyRVc7SYOQYORKaVD+nwzp1wqxn9deI6a2KhZhnfPo4flt6WtNUuIgDmHNIekW8PSpvbbWB0NTxwtlgpZU0JtzSDBjmBx/9szUzb4h+NJfurXSevtL1b3YiUWq0+nNBVo/q6pvpOWNJmre4g5yLD1u+1Yrf92d9GHelR6H1+ARrOX5+Eu3q6dzvc4D0kCrZ9kFKKZwk09Zq/aM6qqC3kwDlg3oSrlQb4iIgLpt/cjHrnnt4xrG2+rVe/piS3ttyu5n64+dA0+5+cs2poD1vrRtrw23nnajeM0IYXNWjRXzcOQ9sIHGlc1/XLly/H4/F8PgPA+/fvPUG16y6wN85hjjm6cww5BOMfbVkWNZVUHoMx7saBvhVe9Qab3WXz0mzwfs9n699Pr69DRM/P8Gvla99vdFPxNa8LH7U0pWtjWfjQpDkYNflib156F7V3R771WxZjXHKCB8fFO5XpG9zjzv2ll4z2R2zXGV7ZrZvtNTqrVlWZr6xCn0d2TtkKqM39sqepO4H/ZpDR7QY11e12KOPODL66Hscc3rX6HrUb946heZvtM1S4zSQwY82iqqxah+KEHkACAKbu/+l09KxWDAiIQUt1OSMfrikahRBDGETWTTt6b6XbC1F6J61hGJ6fnw+Hw7t373wasiyLu3KXktvUqRn27I5Hx7Lamq2Kq20TyN5EdfYJvSn2m8Kq22y+6878u/6ZjbrcInlajVYxf0TgbWPZ1DX9dVjXFYWLilGTGKB1bHnvTziEO2Ohb6vu4L9Sp9cutwAUZgyRQgisUq3XkMVKr14zg5TSPC9ryhh4vIz6ZMuySim4ed8ZIsVhmo6Hw7t5KQKWVF8+vzKNohDCwBzMVti4+tstcx9IerRy3VZ3nVyT1GNU+Uq4BlWgP9jt/kd1d/+krn4DA2hzkweHjbZRvvaDxccWCkDXdR2muN8diWiYRsfVG0o8DqOz5jwPyUwRGYGv2Q+GNS+9iwfzyodj8DyGn3766f3796WUNa0BIzNDG+V850VwH9EQY7GyLMt+iF6Ygr4RA/BIubvTuTRe353R65vZod8l/mxVzWMN9gd6kjuHnjtDjTtlO5KXUsCBYowl5e5Qtp5/eE00EXOplBOghmFs9JzdfucJe1BgOk7+405QGnaDz6PlNz/UdmpD9cfukuJbhkQLZ/alkXMepoGZFdTzohZIqlpyQ9L+0X6vhi2hO+tcA4TgD7n1/JF+74Z9Z2W/3w1DEBFVQQiPBfSdjKcvIn1W9LXT7s6CtiHUlZwNX9F0od0pj7s4sv4kRqLgJZRXuiEEouDu+SEMzIzI87yIghkUUVEzQPM6q0afKgCICWnNMKhNPZqY+pssKu4pEmMceGgHeYOSWj/Z8BNHGpn5Jjzn0eHdnJLeF0BuxlkBBu9A3CcFgVSqkRlUp2lijjGMgYdiBayYIgITBsIARlKKO0n0Fj5+Ex5TCrwwaogcIKhqzi6dqjiYBWxNDqI+avYeJ8ebVxsyc6lxpf5LAMCt84WICJkQXGTftJRE5Ga4OWfT7MLIGN2ZUPEtWU6/hFSVid/cIhvgfJNuX7c89EObgdRduTAgIqGoQL22CISikJqItJ1Ajsj2u2SfUNID3d7g+Zs/Ho+unkrLovt9X9a37vTuqnpExDRNRGQKRaWUEgI7V4GQykND28uQvBkrpbhtTwsy8TGKiEgu/VbQd1a9XhfUbs0PpTGFfKDQY4z+ik2Q7SgcIl4ul87hs/rZ+pHQpLO9ZWvb3O8GqD2PpZ87XPMtbhMFH8cr/TPMGy7UJEi9KX/bdvzytKN2c/KsbqXbSzMRAV6laGpq5tkegogGYiZbNMv2fow8cQyqF444DfvOTadvmapuymXY3SjVNhHvukXXFBH/52bo5t2jGQ+erCh+PLc5WvWnFjFVM5W88sBhN6FN63ymcUIEMx2nfQgDGiFyIC7MzvZ1UlaNQ0dq/KXtxjEQompRgZJjjEMc4zjs/J2v6zzP5/P55eVLjXxMa9pO5uPTEzKJCFdXZLRcoHsAnCbql7E9P9IFzb3Z+13ZGd986rfnrZo5N2tWVTDz3jWXkhnWdZWcQdWLlPZgu92oJEklF9OcM5ghod0+uvoHYxt+X/zzPwffAwAUwGLGasWV26qjNdboVogShhjGIWYFS7morgEv65LBqHZrIr6CAw+H/ROHQQxfX19B6HB4+pX/nlPyPPJWbVxT4QRpM9m+GZgatNQvVTXrKRJu0fRH6sL/HGMevHVcucX3vg+T9HrvhoXU58o+/pTHuhvknBVkHKPTql0S4gMa5jgd993eC7Uoenh3bqjmJCyOoZI+mM7n8+eXl/P5/MMPPxDRy+fXKW69ipipAn1rI05EUsq6rjxyCEFFc86vr6/OVzQBMzT7Jo093FtxwN3f9JHIfyyCT0QoIPwDIS49A7MZu+Aj5eG2uDIzh+xENI7jNE7rmpiC76x3aKEvlJw9HgvcyM3PFAcVVK05M0OE3W7nHKJlWYZhePfuXeWR2bfexC6PrRVR2Ex365bu0AsCIuRUA4Elm6pKQVUlCBzCt7/o166tl7dmpoaGgOWNFv0/sN/btBO8mZnJOE4pJZFMbAj8ZqvWT7x6PU+LGekHPI201jXWG/hrVxuAFsFSU5iIFBUMAYGI2O3FJTcKGagyVaqVa+X7IUdLHWl2iEvKsuRpdwAgEd2cF61Vn40lVUvcnCsLERwvaxeh0n4icbOLaJ/ijtDYu9TczUVai3g3Ino0jbwyrEpuQKJL29uvDSFM09Sy3VsL6n9TcwJ5u1N4vQUNZW1Gi/62/bf5TIW4c7jJeSvHm1l/RcZbbGWf4t2uauuCtnTvEkIg4lJWB5Oa19Zu2o/jiDSsZZ2m0d+8f5Ca6224ZWzcj7V6y5BWiFfDqM7mqCdV9/nLXvvqVvsyh3akIZIplOqoYUTcciOZWY3NIEZu6XauI1e1lkjR1kWz5m+CouZ6167Y5XLhGE+n0zAM0zR9+fJFVY/H4+vra89Da2BjzuIx5QhUpFgpzDsvbff7XZGmNaWekOOyEwd4PQOnAe99XkjTjPVhGP7lq7Xaior2eXeel+gPoy8EL81hu6TzPHsfta6rx69fRZ7b+oUtS9O5045wNmVmW1DePd4dfley67r2UwC5bWzuXtHPnibea6TQlnfnt9i/jZlLkd6TpmPUq4EHr1ub/vggs8J3Wuqmq/7s1byDbZnQrZG3b0NiAD7J9pXYRyBe/fER3aTM6i5dr1JbnojoorVhGEPwLaJcLrN/Ln+Qhg1zHo/H6nZgZoAiYKQAUJNAPXENMBnsw7B/egeBwrKbxokDl5T3x6fAo29WToSPcfSgCv98LmzoDzwBYxHbYmC8FnTulg+AdrvdNE1PT08//fQxpeRwn39JzqeXFwqh3ZGUUthG+r5zfvnyxWMGfcNpclZfhn3uYotkuJUEd9nzX8mk7unW1OUgV28hIkTc7XaHw0FUM4OUgsxWRDfvGX8lX/7FVMFUytf0gU1b+L1OD3eDj/8qX1gMilpWJdSrJXhXQ1fDVyKeph0iAfGSkuugQgieE1f3EwVZZZ7TPCckPh6PIQw/vPs4jvHnf/v58nLpkYd2NXw4hzVXJruyq82de6PXPn1XigB9X7/3MAT+J5d92Fqlx7i3P9qPV10PkAo52o94lYV/9YkyQx6IIYZxXk85r0USBXR/3cYuXpZF1UwRYWg01yKFa1pY5W0gSjtSxdTHN0x4PB4VwCPXd7udG5V3PDWDbzY8bAzwZVmRycBUZJ7LNO1yKiWJGeNveH1200BThRuh8vXO17wr02be/i3PAG5ONtdEVhGO8dE273v3hK2wv5J9m1TnTuNTJ2hiIbo4q7JvbAO374jxgJt5khqiMVeiu0N25/P5dLoA2vn1BATv3r9ze5XG63F9lu/2nQTg7R7Pbe/NDLCAggcPbqSkeyEPEqlIzqnVzIgYY3DzfOfuiKiJchj+MXyPjMjMGEDBAL/aRf+H9HtbVzARkaowU7UzNkFw6poBCAIhYcAgICaWNbcyqMcZ/JeAVolaNeoVpcBM5BFMjASECKhSzCxQQCZRABU1gILqDCEhn5oxUiA3ojC1AkTmraIqxcF5t58/v1Q9jzi5RZya6AetG8EtS2KOzGjmwn2fsW6UMKamkvIC2sfnzGzgziytqcBShBEEEjesXMWkGKEZMF4zBlSAgRGRgZ3a556OBggUMDCFQa0AsqJtKY+ooOhPgxq4+QwHBRMV6Mw2WmfrjNZGh6tNRYgt51o0F8mBhyoVBVR3yFYJkZiiL2aOYV4XABBTJPJ6SFWJAqANw6RmWixnUVNGL1fB6ltVBdtNO2d8mdTbzxzE+auqROiBC4bNB7+qzUMgACbaNWJGTiWVRAROaHx6epqmwetUADAQEU0pd6JBYAruWHMHvKiqFTEOd3w/eBC1b5BFpaiFwIQIQHUAoZq10hEjcR2ohcDMZhGBhiEQ0jovnpaBtrk1IFnXQfXZho1L2WArJz+v8wyIx6cnx7ta04g3tsj1/Y/jeDyOlRxbRIrg1tuLSIgh5LDFMFDvHAgAp9fXZu3oCundbjcMg+efepNwmHbeMt2lFLQWyJ80RbGy+attyS4KZopq5hx4VQuBXce/LjkMGijmIrkUzgKgwzgxB2bMWdaUiqht0dvNU6dvCxWsN+TszyePWPV+j4fY3XQXPdsbSal2bYYfJ7Vt7qgiEAITASIherwCI1XrP88/VANy0iITBSDKJeWSKQzYXC1MwNCtlerPAhMyUYu1bag4oIGqMYF78zpY5OcF2nY0+2sa9E6UYDXcgjlIKaWUIcZxHF9fzjkXH0kQcQhDjGNK6eXl5CefZ2momoO924WV1a1xgJtOAghHgjjuKJzXUta1EEkEMsNSNKWsRUgNQJc1MXOEqOozL0LkO/YXGYQQ5nVJy4pEu/2OAMXEVNd5Vsf+CQnweDzqtLOnZ7dHv1wu87p41PKXz58k5zAMmyyqjmeyB3iohqpUr34ntKXj3LM01Vyn0Ev5vh0f8FKmlHK5XEKM4zj6ftXonUUEiEXE3L4DkUKoDrRFaMT9fo+IcRySlGEYlg0hxBAAwWjjhbq5Md1M9KAdKluKQVdgKBIAqi8DdcLcdv3rQjDvyx8LWQKAGkBnt0NEtxVBdbPZzWXkNtceffnB3U33J/n6XQbOyBpC2DYfBmBgBSBTAwNVE9FShIM/w2GITMQGokpqAmDIbITrvPz888+fX08fPnwEwsNub7Y3YAqBiLPqFkqLRmwYRTmbRGEzS3kLgyEEMhBFJrSgCIABKcQKyar7HDjvBrfrv8H9HnFAALJdLoJvJn0i3N2+h3viACV6rhcpIAHV1ydDMhA1VKeAQ7UAABHjSURBVEPX3TAQgjo50nsGBlMwBiADMuhNQqhHgw1a7YHu0MtMgEBUtuAnc3KAD7D6u2+apWgqaVtbts6LmYUYd7sDIs7zsixzSWJKIQxWKTNiksXYiRWtfK75VaZF5PV8WpYLUJim6aefflrX9Zdffjmfz3/68V/20+H1y8WKAAREtpRh4DuIG9/STWopu8MujsNlOZdlgYBMOE4DI805y5yBQow7+c2W8YaHVlHpCveRQWlUtUo125B71O9Gk24H39/NDvWh9lZVQBeL3U/w7wiiVS0PVZ8Sg4moFc2W23j/OpYCJERjNigxEgXeH4/y+rqsa0p5nhdECoHGaQBAN4iepul0Oh0Oh6enp5L1179/doBuXTNAfLNfbcMTVefEASERBiR21GQTlaCpcuAYx3EcU4yX8ymvOQcgIl2Ux6DOvKEQiBlQf/daOlkQ9XfFnGJipiAKtzy472n2vHLoH1v9nX6vrIsgkk3DbreWPC9JRyMKqDzwuK4ZFCLFdclEBAymVlKNibvopZLE2POjQLUMkcc4/ftf//rf/uVfRLKWPMbh88uX3bQbh0lUAbEUAVVQORyPksu6zn4x1jk/H59O6+tuP5lqXrNIGQ+H/W5Q1fPl5C5eiMHpfKfXyzDtl5QUSIECh8CRzRBBpMxrZmYKQ5GU0wpoInld5hBiKXUev6wZiREgSQEMSJZznobdAGFVSetyBYsU+g2hQCEiIIqR87qcL6d//dd/nabpy+eXl5dzGAdDXlM+Hp/+/ve/78JEQCVnNEJmACsil2W5LHZZ12GIhzhyGJZVSlEOnHIKzLvD5OVOHMP59ZJL2U17UZnnpSJ4gDHGIUY0t2agnIvPwhHx6Xl/uVyQyeMcY5xidLVbXQBohjEUWWXTjJ3XuaCYIg0xS345+YSbS/GaAA28Sw0iktYVEDkEd7BEAybMJTMFyaLe5IeYsoQh7oZJVFLOZoDE69L6tJJStXtSLV7dluL2HkE1pXn5+OEHALhcLnORYRheXl5KKXHgcZi8oxjD6P4qgKRmoICMUgTRYgiqKinv9zsPpdggJmgUgrudgiBGDkYmIuuSVRWABIyDIiKo0sa7KFIMpAiVUgLxbhqHYTi/ngYORFTWFDAMuyGltMyzX+Tjbk9E52U2sMPx6ISuOEREPB6PLR4gpbQ/Hh3+2u12TYcmItM0+XsupeRclmX5+PFjm1CoqhRFxN005XWd5zkyX15P6zJPu13gYCq8qUzP59f379//9ONHv0TFLBLP87yopXlJKUWqGX2O+90SGqvrjHeJROTAY3U4HAZiBgoKSBzFoKhxHFMucZimaeIQz/NMIYYhgiIgr7kknWPkadrNa7p8epmOTx/+9KfAMc3rx5/+dDmdl8v6tHv691/+vZTy9PwsUgxtmsZSsqddi8jnX36dYxzH0cuzGMack4jteMh5RcA4DG6HiKBDoHUukWgaBkk5IOFu56X+PC+Hw2G3283zTMROUmAOqkbEoCBZlJRD8CkiI+eUiAhJfA9mIm/kkCOFeL6cRXW/PwJQTpkpjgMv82ymu93h9fV1v98HDt6jpnSJcbhcLq5T9es/TRNl8ET14+GgOsznS2CehlGomNnp5fXHH35YUyLRgEBgAEgcc5Zp9HGAlJx5i5Py6pZDjDEShepQhTztDtNuZ6YGlqX89W8/73cHB2BrxI6bQnmcccnMzMAxjmlOu2E/Rnzav1MFVUEyVJznZQgBCU3hcHgCABGMcdySctC0GFzzFRFxOV8MYQyhiFxOJwY0tsgRwTzGXsEIMK+zV0ViAEBTnIY4fXj+IaWE/+t//+vffv7557+O45iWFZECEhASM2qt2w2AmXMRRaAQX15f9X/8j+fn58AcOYwhikgxY2Tfo3b7fc55GMcvnz+7oluBYuDdNOa0Hg97MHWhd1pW2DBDB2N9YuLrFACsFAeTh3FctATiGIcsZiJWpFhugPOyLERUSg6RAzEyo4FSXYzLus7LsuS0DySmQKigYmLg/ZBozsxsKUfmtK5oyoQOwHuaj2jl8wIYqFm2adyvlzkSNUV3Nduo2nUG8yA6RghoSOrfQxvHT4mASE2TUawpI4BmxsNQOgJOU86YiEtOGVCJSDlfCilbAQE9vbw+Pb1DA80pSUJ3x2VWNWYMgT5+/GHNpSgAwPvn4zAMoGpUs9TNBDIg8NPxXSpwXpOIvJwu756elrwCUe1bAcSAYvzhxz/99//tf39+fTmlCxh9+vQpDLHkVwBd0ixWmEGBht1+nU/j+BQYQsTTfHLAZdpN++lwurzSYIQGYGBiagSkTnQiSkkzFgAACmallDKAnxqllDUgj+OYgogIY/VHMFUfHJRSQvRZfI5jPdTQDA1NlJl8gmQQFBggACKS8MB51hDRESUaRgHx1NBiSgoMiBABAlgEIHDM41qnumLNVGFdsvcEhMhhAGNmctKFgSIZYFErZoqglZ2IagrVpj9giMwYxzHubBDZA0FRTZJUFQnHMY5DmC9ZtSADiu120yWfQmA3yVMtqhI5xnHyD+vRwzQiGKWU/t9//7fduN9P03xZP//98+Ffnp72h9f4mrMigIA3ut4f9/phaFlBLlKMwzifz2bGgLvD0zyfhxjW0zy+G/6XHz+mY/n73z6RQXBmh3aNEKKpUYjjbhKwnDM0vTkAmgWsYAEzI0Ip2QDGabhcLsMwIpiKMUfYohDU7I4Uuo2ltIW+aClpWWiraloG0p0tmRmIik/rmpzKSQLV/4yQmM3EcrHNr8VUOcZxGM3skrI7W4KagsYY1zWtSxqGySOUtopuo0igX1KVUgoIIPIQRClnOf/lr/vn53cf3mmRZc2WBSIdn/b7XdVgz/NiZkxxvqzrmlUh56rzRLbGyXQmkStKmdk9QZgoxOBarFLMwGVrxjE4x2qZZ2aUlD6fTmEcmYNmgQw04vH93kNcNjtbBQQiNtU2CGnUmzutGxgikDUCTPPVQ8w5SwGqqizumLsu/Wh6rqtZAAKCSct479xBGVGc62BogKCi2JkUNsbADZ+zkaMAPJ6OzLD+o2iKBu60BopKQEzsWeftmWscISZkJCLwyELwhKtiPmyu5KtAgVh8bu22V6Z1gO1eooCMQVGBCgLHyMMwFEmIKJLX1Z3WIadyucwxjhtDDOH3iAqIqCqqtBEIPdwpKCoYFBVnIT8Sjh/4ypWGZGaBODJmZhMpKZnWDD0wFrU1C9o2B+0nfYSOLSMRIAH6nE99TH99lBicXroNoZ2nBc2mpQfuVZU2ogJuehi3zQCAKpJBzxpi8teqfC9BMrTgIglE9huO/cyiaRu2YRQ436w5+vj0kWq2e/1fZCATESnWbDbBaLfbteyKRnXzDRfRKXCqas4ou6YUbqANADAFVZNiZhZcPF1nG6QI5ONqAIM64cQHc+rea6ezF/LPxojg4/NtnI0cQs//DJF65k8lKJ7O67KEEJo1OyHGENA/YE9Q7AAN2SDZPiP+Lv28PYHLsqR1BbM4jiFEVz54W169eVCdIKFWeY/sIGU3jWsJCnccyJ6Z/LuBub1TyL25RdvAfO0AmKKC+Xh5ntdxhFI8YpeQcJimcZr8WVJ3BImDAmQx1+WLQikFAcY4XJPiu4yER0MFB8o2Z4VOG1YpJXIdPNdpnAGwbW4QZndaRLs3hrndfbHfjxF9i/F9sKpwKaiWokCgYtpSVMlRly2stiLVneVv/4eqZW1v4NbpHnsc4PZfq3uKJ31qpzqphNV6J92RBdEA2B26EI0pVNPzjfXt4t5mtlxvQTFQMwU1qP62qoQGNXh3e5LFayMDMwGBt0JmK1sEwEDZlXxkm3+Y+SbEAGaaV688efugBAAWEZFiCBsg7A5/JujHIvjsTpsEAK+g03mZa4c2LyaKiOMwGpgHh3AIiqCmt46K38HBu1tW29Olrn3FnvnjT7HV6AVVNdk4xna1UhjHkYfIJmZWVFzgd48Lff2A/NrEGqFFml9d3yviUNXmngVQj4fmNgQgLkB19endqHudVzCd13WXUi5FDUNv/+ZE2erkzoEiheigXY27IEbFDjWzr4zSO9dyVDQ2hNHH+NPEgFlKKcVcROX2H85DA2OOhgwWhvHwYf/EIYS4s5TPX87z+TLGIRPKuhS1GBiMRGBZ0oBRVYnaFSZ/j1RhUiB7nM3XvM178bxVy5j7aC815Nt9CfRWHmYKjVy4LQefhoCy1fm/93tmKthAVrdiIlCC+iNU9+x7eJcAYBpHBadUBsLBNDAzGajmGAOYjeM4jgqo2zu6dkFOLYLqRcxqmkoCj/KqOwaaCiiqFrXioQCllLdMVmoFYgDMgRmMLKUkICUVKKaqy2Vl4fPraZ7XtCRTaGL42237Xs7anRfopH1Qn3AQIiyXmZGHOEzTruTuqt9i4PXUIOwtXgG0vi66TRd1RaaAiZm88WYqLPyfTKvuqs23wL3bGoDMakl2c7M2nL9Ra1pYHxLDninEZV1B6vV5//7dTz99RMTz+WyXKolybacIIjARE4ORlW/ZdY1yTlrctwkQEQiKCFKbXzgsb+RgA4KBE5Q97ktJCaDmdpopYmhGL2+J7r5aNYmIiiGatjoHhCkYSAfkPvhzWuNf65UL4M8MiKdQOuLidgc3jnRQN4frE++iHfdLIAq9n2FfZ7dMcJ/or3lNKfFQBWxOmKy2mZuav6WNn14v/qA4ac0n1hXTu3XYayXpxkKEnK/MMQcxnOqds/Q+Cuua7pz3HgtTRGRyfRqEODGzSMmlxGEgppRLSmm3G8dxzGtRkTsPj94+bttvBQAiu41s8sjdUqpPpikty7Ks6Wv3v/eBvSFkd9VDCOF8vvjjtfEGr96h/g77QY60IEvsQtLAvkYOVtOcc1EREaSQchLVEPgbC5cmvGzNfwixhbD7Hzy9J60rADg9zIP+3KvDc8mhs9D0z+IlV4zRx0WOa7m80LFlNzhJKX27aqVneLaWpv/Xej11cw4mpI1wL3DD6KsBsJs4BzerPUnZ736LtViWxR3FXZJXShmGgWPYuo46K0kp+YPdGkh/1JulRLvg/pe+DEtRN9V0rnkzv3U4yEC3FRdySlSdWtEXpi/Dy+WyLkuI0VXRKSW/R7/LK2gtaE0prGaSeLeWe8Fqu3TPz88OCYqqM0jlfHKT0mZgs9vtFMAH/6RWUY5pcjlTDzA2x1T/V9h0pCFc/Wm0s+J4ky7fv+G2Ehs1utbQnXfLbzxjLU2EiAxhTWtJqT1vvqWWUpCv7lZqVlv0LSfAW3F9+PKQwD9A8W/w7NUuCK/mTC5WMsMtysKLqRos22jGLQtnXdf2nF8dYnFz1hXb+j0JjMqMGBBRS0kphSqOuEkWcclET8pt+rjaYXLzJcLePm6LPcSuQwETYaZxHB31LSXbZuLe3+vH++iU/iUvAOCp383PZp7nX3/9FYnG/c4L07par9PS71Dte92zbTiaNbej9pGI5eTyUgqCupDS8Oo86YcIIIQYm2+tfb3D/N4vrXJZUzAFE5Ov5dTXVaZXDfxXREdARDEGJDKgGOO6SEugdjscMyPEGGOcJuKwpOz7FQVG2Uai36Vz26JfjseDIPuRNw2jq9ARwR2iVUSTff78+S9/+UsGffrwHl2yy0FVLaVkDiMgiHpdW3I5nz4/41PKiYbgE5Pv0uD1QmIRUUPTnHMGEQVurYRB7YhEhNwjHuvJKyJoRoj6VuuxCU+7ssHEUASFGg/clw/etMxfTRkxE5XKpQdwaa5aynlBlJIlcPJt6vGjVilJZ1XlWgloyTdEcRgZwxDzNB1On+aUEyEZbfkHm+NcXtfX19clzQoQB467oZIgiBKlAIyIkYfltC7LsiyrlQLobe+3rgjPRh6GoZTUhqQ5r5fTwhw+fnx+fsZf/vbrV2qQK3RGRPYVcqYrt30o6EnljXvuE5Pvifb4Z7d7V0j/+ofHvc6dFDyUa55nM8SbpvoNOyL2FFwmDwp++fQreZjrYDmXX375xcG9tBQkPBwOaS3e79HX7ZS/9hVjVI9KChxjjGPwkL2S8+n1BQFMxCuIWkRZM/FiP7ZLKVlN9b6T7ZuCb1nmwxBDIAiMiMlErGBRwIoMO0H623cPX9eATShOTSi+xXfVQ///A4dEC//CTqvGAAAAAElFTkSuQmCC" class="bi x0 y0 w1 h1" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y5 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y6 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y7 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y8 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 ya ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 yb ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 yc ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 yd ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 ye ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 yf ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y10 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y11 ff3 fs2 fc0 sc0 ls0 ws0">Murapol S.A. </div><div class="t m0 x2 h4 y12 ff3 fs2 fc0 sc0 ls0 ws0">Jednostkowe Sprawo<span class="_ _0"></span>zdanie Finansowe<span class="_ _0"></span> </div><div class="t m0 x2 h4 y13 ff3 fs2 fc0 sc0 ls0 ws0">za okres od 1 stycznia <span class="_ _0"></span>do 31 grudni<span class="_ _0"></span>a 2023 roku <span class="_ _0"></span> </div><div class="t m0 x2 h4 y14 ff4 fs2 fc0 sc0 ls0 ws0">Sporządzone zgodnie z<span class="_ _0"></span> Międzynarodowymi <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x2 h4 y15 ff4 fs2 fc0 sc0 ls0 ws0">Standardami Sprawoz<span class="_ _0"></span>dawczości finansowej </div><div class="t m0 x2 h4 y16 ff3 fs2 fc0 sc0 ls0 ws0">zatwierdzonymi przez<span class="_ _0"></span> UE </div><div class="t m0 x2 h4 y17 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y18 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y19 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y1a ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y1b ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y1c ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y1d ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y1e ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y1f ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y20 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y21 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y22 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y23 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y24 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y25 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y26 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y27 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y28 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y29 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y2a ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y2b ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y2c ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y2d ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y2e ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y2f ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y30 w3 h5"><div class="t m0 x4 h6 y31 ff4 fs0 fc1 sc0 ls0 ws0">Gdańsk<span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf2" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc2 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h9 y35 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y36 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 ha y37 ff3 fs4 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 hb y38 ff4 fs0 fc0 sc0 ls0 ws0">Sprawozdanie z całk<span class="_ _0"></span>owitych dochodów<span class="_ _0"></span><span class="ff3"> <span class="_ _1"></span><span class="ls1">.....................................................................................<span class="ls0"> 5<span class="fs5"> </span></span></span></span></div><div class="t m0 x8 hb y39 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie z syt<span class="_ _0"></span>uacji finansowej<span class="_ _0"></span> <span class="_ _2"></span><span class="ls1">...............................................................................................<span class="ls0"> 6<span class="fs5"> </span></span></span></div><div class="t m0 x8 hb y3a ff4 fs0 fc0 sc0 ls0 ws0">Sprawozdanie z przepły<span class="_ _0"></span>wów pieniężny<span class="_ _0"></span>ch<span class="ff3"> <span class="_ _3"></span><span class="ls1">....................................................................................<span class="ls0"> 7<span class="fs5"> </span></span></span></span></div><div class="t m0 x8 hb y3b ff4 fs0 fc0 sc0 ls0 ws0">Sprawozdanie ze zmi<span class="_ _0"></span>an w kapital<span class="_ _0"></span>e własnym<span class="_ _0"></span><span class="ff3"> <span class="_ _4"></span><span class="ls1">...............................................................................<span class="ls0"> 9<span class="fs5"> </span></span></span></span></div><div class="t m0 x8 hb y3c ff4 fs0 fc0 sc0 ls0 ws0">Zasady (polity<span class="_ _0"></span>ki) rachunkowości oraz dodatk<span class="_ _0"></span>owe noty objaśni<span class="_ _0"></span>ające<span class="_ _0"></span><span class="ff3"> <span class="ls1">...................................</span> <span class="_ _5"></span><span class="ls2">10<span class="fs5 ls0"> </span></span></span></div><div class="t m0 x8 hb y3d ff3 fs0 fc0 sc0 ls2 ws0">1.<span class="fs5 ls0"> <span class="_ _6"> </span><span class="ff4 fs0">Informacje ogólne<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls1">...................................................................................................................<span class="ls0"> <span class="ls2">10</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y3e ff3 fs0 fc0 sc0 ls2 ws0">2.<span class="fs5 ls0"> <span class="_ _6"> </span><span class="fs0">Identyfikacja<span class="_ _0"></span> jednostkowego sprawozdania<span class="_ _0"></span> finansoweg<span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _7"></span><span class="ls1">...............................................<span class="ls0"> <span class="ls2">10</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x8 hb y3f ff3 fs0 fc0 sc0 ls2 ws0">3.<span class="fs5 ls0"> <span class="_ _6"> </span><span class="ff4 fs0">Skład Zarządu i Rady<span class="_ _0"></span> Nadzorczej Spółki<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls1">...............................................................................<span class="ls0"> <span class="ls2">10</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y40 ff3 fs0 fc0 sc0 ls2 ws0">4.<span class="fs5 ls0"> <span class="_ _6"> </span><span class="fs0">Zatwierdzenie spraw<span class="_ _0"></span>ozdania fina<span class="_ _0"></span>nsowego <span class="_ _3"></span><span class="ls1">................................<span class="_ _0"></span>..........................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">11<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y41 ff3 fs0 fc0 sc0 ls2 ws0">5.<span class="fs5 ls0"> <span class="_ _6"> </span><span class="ff4 fs0">Inwestycje Spółki<span class="_ _0"></span><span class="ff3"> <span class="_ _3"></span><span class="ls1">......................................................................................................................<span class="_ _0"></span><span class="ls0"> <span class="_ _5"></span><span class="ls2">11<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x8 hb y42 ff3 fs0 fc0 sc0 ls2 ws0">6.<span class="fs5 ls0"> <span class="_ _6"> </span><span class="ff4 fs0">Istotne wartości oparte n<span class="_ _0"></span>a profesjonal<span class="_ _0"></span>nym osądzie i<span class="_ _0"></span><span class="ff3"> szacunkach<span class="_ _0"></span> <span class="_ _2"></span><span class="ls1">................................<span class="_ _0"></span>....<span class="ls0"> <span class="_ _5"></span><span class="ls2">14<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 hb y43 ff3 fs0 fc0 sc0 ls2 ws0">6.1.<span class="fs5 ls0"> <span class="_ _8"> </span><span class="ff4 fs0">Profesjonalny osąd<span class="_ _0"></span><span class="ff3"> <span class="ls1">........................................................................................................</span> </span></span></span>14<span class="fs5 ls0"> </span></div><div class="t m0 x9 hb y44 ff3 fs0 fc0 sc0 ls2 ws0">6.2.<span class="fs5 ls0"> <span class="_ _8"> </span><span class="ff4 fs0">Niepewność szac<span class="_ _0"></span>unków i założeń<span class="_ _0"></span><span class="ff3"> <span class="_ _4"></span><span class="ls1">...............................................................................<span class="ls0"> <span class="ls2">14</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y45 ff3 fs0 fc0 sc0 ls2 ws0">7.<span class="fs5 ls0"> <span class="_ _6"> </span><span class="ff4 fs0">Podstawa sporządz<span class="_ _0"></span>enia sprawozdania fina<span class="_ _0"></span>nsowego<span class="_ _0"></span><span class="ff3"> <span class="ls1">........................................................</span> <span class="_ _5"></span><span class="ls2">16<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x9 hb y46 ff3 fs0 fc0 sc0 ls2 ws0">7.1.<span class="fs5 ls0"> <span class="_ _8"> </span><span class="ff4 fs0">Oświadczenie o zg<span class="_ _0"></span>odności<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls1">..........................................................................................<span class="ls0"> <span class="ls2">16</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y47 ff3 fs0 fc0 sc0 ls2 ws0">7.2.<span class="fs5 ls0"> <span class="_ _8"> </span><span class="fs0">Waluta funkcjonalna<span class="_ _0"></span> i waluta spraw<span class="_ _0"></span>ozdania finansowego<span class="_ _9"></span> <span class="_ _2"></span><span class="ls1">.....................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">16<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y48 ff3 fs0 fc0 sc0 ls2 ws0">8.<span class="fs5 ls0"> <span class="_ _6"> </span><span class="fs0">Istotne zasady <span class="ff4">rac<span class="_ _0"></span>hunkowości<span class="_ _0"></span></span> <span class="_ _1"></span><span class="ls1">...............................................................................................<span class="ls0"> <span class="ls2">16</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x8 hb y49 ff3 fs0 fc0 sc0 ls2 ws0">9.<span class="fs5 ls0"> <span class="_ _6"> </span><span class="ff4 fs0">Zmiany stosowanyc<span class="_ _0"></span>h zasad rachunkow<span class="_ _0"></span>ości i korekta błęd<span class="_ _0"></span>u<span class="_ _0"></span><span class="ff3"> <span class="_ _4"></span><span class="ls1">.............................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">32<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 hb y4a ff3 fs0 fc0 sc0 ls2 ws0">9.1.<span class="fs5 ls0"> <span class="_ _8"> </span><span class="ff4 fs0">Korekta błędu<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls1">................................................................................................................<span class="ls0"> <span class="ls2">32</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y4b ff3 fs0 fc0 sc0 ls2 ws0">9.2.<span class="fs5 ls0"> <span class="_ _8"> </span><span class="ff4 fs0">Pozostałe zmiany<span class="_ _0"></span><span class="ff3"> <span class="_ _1"></span><span class="ls1">...........................................................................................................<span class="ls0"> <span class="ls2">35</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y4c ff3 fs0 fc0 sc0 ls2 ws0">10.<span class="fs5 ls0"> <span class="ff4 fs0">Nowe standardy i interpr<span class="_ _0"></span>etacje, które zostały<span class="_ _0"></span> opublik<span class="_ _0"></span>owane, a nie weszły w życ<span class="_ _0"></span>ie do dnia </span></span></div><div class="t m0 x9 hb y4d ff3 fs0 fc0 sc0 ls0 ws0">zatwierdzenia spraw<span class="_ _0"></span>ozdania finan<span class="_ _0"></span>sowego <span class="_ _1"></span><span class="ls1">..........................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">36<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x8 hb y4e ff3 fs0 fc0 sc0 ls2 ws0">11.<span class="fs5 ls0"> <span class="ff4 fs0">Przychody z umów z klien<span class="_ _0"></span>tami<span class="ff3"> <span class="_ _3"></span><span class="ls1">................................................................................................<span class="ls0"> <span class="ls2">38</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y4f ff3 fs0 fc0 sc0 ls2 ws0">11.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Przychody w podzia<span class="_ _0"></span>le na kategorie<span class="_ _0"></span> <span class="_ _2"></span><span class="ls1">............................................................................<span class="ls0"> <span class="ls2">38</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x9 hb y50 ff3 fs0 fc0 sc0 ls2 ws0">11.2.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Aktywa i zobowiązani<span class="_ _0"></span>a z tytułu umów <span class="_ _0"></span>z klientami<span class="_ _0"></span><span class="ff3"> <span class="ls1">....................................................</span> <span class="_ _5"></span><span class="ls2">38<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x9 hb y51 ff3 fs0 fc0 sc0 ls2 ws0">11.3.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Zobowiązania do wy<span class="_ _0"></span>konania<span class="_ _0"></span> świadczeń<span class="ff3"> <span class="_ _1"></span><span class="ls1">................................<span class="_ _0"></span>...................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">38<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x8 hb y52 ff3 fs0 fc0 sc0 ls2 ws0">12.<span class="fs5 ls0"> <span class="fs0">Przychody i koszty <span class="_ _2"></span><span class="ls1">.....................................................................................................................<span class="ls0"> <span class="ls2">38</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x9 hb y53 ff3 fs0 fc0 sc0 ls2 ws0">12.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Pozostałe przychody op<span class="_ _0"></span>eracyjne<span class="_ _0"></span><span class="ff3"> <span class="_ _2"></span><span class="ls1">................................................................................<span class="_ _0"></span><span class="ls0"> <span class="_ _5"></span><span class="ls2">38<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 hb y54 ff3 fs0 fc0 sc0 ls2 ws0">12.2.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Pozostałe koszty operac<span class="_ _0"></span>yjne<span class="_ _0"></span><span class="ff3"> <span class="_ _4"></span><span class="ls1">........................................................................................<span class="ls0"> <span class="ls2">39</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y55 ff3 fs0 fc0 sc0 ls2 ws0">12.3.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Przychody finansowe<span class="_ _0"></span> <span class="ls1">....................................................................................................</span> <span class="_ _5"></span><span class="ls2">39<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x9 hb y56 ff3 fs0 fc0 sc0 ls2 ws0">12.4.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Koszty finansowe<span class="_ _0"></span> <span class="_ _3"></span><span class="ls1">............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">39<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y57 ff3 fs0 fc0 sc0 ls2 ws0">12.5.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Koszty według r<span class="_ _0"></span>odzajów<span class="ff3"> <span class="_ _1"></span><span class="ls1">...............................................................................................<span class="ls0"> <span class="ls2">40</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y58 ff3 fs0 fc0 sc0 ls2 ws0">12.6.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Koszty amortyzacji<span class="_ _0"></span> <span class="ls1">.........................................................................................................</span> <span class="_ _5"></span><span class="ls2">40<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x9 hb y59 ff3 fs0 fc0 sc0 ls2 ws0">12.7.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Koszty świadczeń prac<span class="_ _0"></span>owniczy<span class="_ _0"></span>ch<span class="ff3"> <span class="_ _1"></span><span class="ls1">...............................................................................<span class="ls0"> <span class="ls2">40</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y5a ff3 fs0 fc0 sc0 ls2 ws0">13.<span class="fs5 ls0"> <span class="fs0">Podatek dochodowy<span class="_ _0"></span> <span class="_ _1"></span><span class="ls1">..............................................................................................................<span class="_ _0"></span><span class="ls0"> <span class="_ _5"></span><span class="ls2">40<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y5b ff3 fs0 fc0 sc0 ls2 ws0">13.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Obciążenie podatkow<span class="_ _0"></span>e<span class="ff3"> <span class="ls1">...............................................................................................</span> </span></span></span>40<span class="fs5 ls0"> </span></div><div class="t m0 x9 hb y5c ff3 fs0 fc0 sc0 ls2 ws0">13.2.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Uzgodnienie efekty<span class="_ _0"></span>wnej stawki podatkow<span class="_ _0"></span>ej <span class="ls1">.............................................................</span> </span></span>41<span class="fs5 ls0"> </span></div><div class="t m0 x9 hb y5d ff3 fs0 fc0 sc0 ls2 ws0">13.3.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Odroczony podatek d<span class="_ _0"></span>ochodowy<span class="_ _0"></span> <span class="_ _1"></span><span class="ls1">...............................................................................<span class="ls0"> <span class="ls2">42</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x8 hb y5e ff3 fs0 fc0 sc0 ls2 ws0">14.<span class="fs5 ls0"> <span class="ff4 fs0">Zysk/strata przypadający<span class="_ _0"></span> na jedną akcję<span class="_ _0"></span><span class="ff3"> <span class="_ _1"></span><span class="ls1">............................................................................<span class="ls0"> <span class="ls2">43</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y5f ff3 fs0 fc0 sc0 ls2 ws0">15.<span class="fs5 ls0"> <span class="ff4 fs0">Dywidendy wyp<span class="_ _0"></span>łacone i zaproponowane d<span class="_ _0"></span>o wypłaty<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span><span class="ls1">.....................................................<span class="ls0"> <span class="ls2">44</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y60 ff3 fs0 fc0 sc0 ls2 ws0">16.<span class="fs5 ls0"> <span class="ff4 fs0">Rzeczowe aktywa trwałe<span class="_ _0"></span><span class="ff3"> <span class="_ _4"></span><span class="ls1">........................................................................................................<span class="ls0"> <span class="ls2">44</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y61 ff3 fs0 fc0 sc0 ls2 ws0">17.<span class="fs5 ls0"> <span class="fs0">Leasing <span class="_ _5"></span><span class="ls1">......................................................................................................................................<span class="ls0"> <span class="ls2">47</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x8 hb y62 ff3 fs0 fc0 sc0 ls2 ws0">18.<span class="fs5 ls0"> <span class="fs0">Aktywa niematerialne<span class="_ _0"></span> <span class="_ _1"></span><span class="ls1">.............................................................................................................<span class="ls0"> <span class="ls2">47</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x8 hb y63 ff3 fs0 fc0 sc0 ls2 ws0">19.<span class="fs5 ls0"> <span class="ff4 fs0">Inwestycje w jednostki za<span class="_ _0"></span>leżne wyceni<span class="_ _0"></span>ane metodą praw własności<span class="_ _9"></span><span class="ff3"> <span class="_ _2"></span><span class="ls1">...............................<span class="ls0"> <span class="ls2">48</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y64 ff3 fs0 fc0 sc0 ls2 ws0">20.<span class="fs5 ls0"> <span class="ff4 fs0">Pozostałe aktywa<span class="ff3"> <span class="_ _3"></span><span class="ls1">.....................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">49<span class="fs5 ls0"> </span></span></span></span></span></span></span></div></div><a href="#pf5" class="l"><span class="d m1 gs1" /></a><a href="#pf6" class="l"><span class="d m1 gs2" /></a><a href="#pf7" class="l"><span class="d m1 gs3" /></a><a href="#pf9" class="l"><span class="d m1 gs4" /></a><a href="#pfa" class="l"><span class="d m1 gs5" /></a><a href="#pfa" class="l"><span class="d m1 gs6" /></a><a href="#pfa" class="l"><span class="d m1 gs7" /></a><a href="#pfa" class="l"><span class="d m1 gs8" /></a><a href="#pfb" class="l"><span class="d m1 gs9" /></a><a href="#pfb" class="l"><span class="d m1 gsa" /></a><a href="#pfe" class="l"><span class="d m1 gsb" /></a><a href="#pfe" class="l"><span class="d m1 gsc" /></a><a href="#pfe" class="l"><span class="d m1 gsd" /></a><a href="#pf10" class="l"><span class="d m1 gse" /></a><a href="#pf10" class="l"><span class="d m1 gsf" /></a><a href="#pf10" class="l"><span class="d m1 gs10" /></a><a href="#pf10" class="l"><span class="d m1 gs11" /></a><a href="#pf20" class="l"><span class="d m1 gs12" /></a><a href="#pf20" class="l"><span class="d m1 gs13" /></a><a href="#pf23" class="l"><span class="d m1 gs14" /></a><a href="#pf24" class="l"><span class="d m1 gs15" /></a><a href="#pf24" class="l"><span class="d m1 gs16" /></a><a href="#pf26" class="l"><span class="d m1 gs17" /></a><a href="#pf26" class="l"><span class="d m1 gs18" /></a><a href="#pf26" class="l"><span class="d m1 gs19" /></a><a href="#pf26" class="l"><span class="d m1 gs1a" /></a><a href="#pf26" class="l"><span class="d m1 gs1b" /></a><a href="#pf26" class="l"><span class="d m1 gs1c" /></a><a href="#pf27" class="l"><span class="d m1 gs1d" /></a><a href="#pf27" class="l"><span class="d m1 gs1e" /></a><a href="#pf27" class="l"><span class="d m1 gs1f" /></a><a href="#pf28" class="l"><span class="d m1 gs20" /></a><a href="#pf28" class="l"><span class="d m1 gs21" /></a><a href="#pf28" class="l"><span class="d m1 gs22" /></a><a href="#pf28" class="l"><span class="d m1 gs23" /></a><a href="#pf28" class="l"><span class="d m1 gs24" /></a><a href="#pf29" class="l"><span class="d m1 gs25" /></a><a href="#pf2a" class="l"><span class="d m1 gs26" /></a><a href="#pf2b" class="l"><span class="d m1 gs27" /></a><a href="#pf2c" class="l"><span class="d m1 gs28" /></a><a href="#pf2c" class="l"><span class="d m1 gs29" /></a><a href="#pf2f" class="l"><span class="d m1 gs2a" /></a><a href="#pf2f" class="l"><span class="d m1 gs2b" /></a><a href="#pf30" class="l"><span class="d m1 gs2c" /></a><a href="#pf31" class="l"><span class="d m1 gs2d" /></a></div><div class="pi"></div></div>
<div id="pf3" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h9 y35 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y36 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 hb y65 ff3 fs0 fc0 sc0 ls2 ws0">20.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Pozostałe aktywa fin<span class="_ _0"></span>ansowe (krótko i dł<span class="_ _0"></span>ugoterminowe)<span class="_ _0"></span><span class="ff3"> <span class="_ _1"></span><span class="ls1">.........................................<span class="ls0"> <span class="ls2">49</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y66 ff3 fs0 fc0 sc0 ls2 ws0">20.2<span class="fs5 ls0"> <span class="_ _6"> </span><span class="ff4 fs0">Poz<span class="_ _0"></span>ostałe aktywa niefi<span class="_ _0"></span>nansowe (krótko i dł<span class="_ _0"></span>ugoterminowe)<span class="_ _0"></span><span class="ff3"> <span class="_ _3"></span><span class="ls1">....................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">50<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x8 hb y67 ff3 fs0 fc0 sc0 ls2 ws0">21.<span class="fs5 ls0"> <span class="ff4 fs0">Świadczenia <span class="ff3">pracowni<span class="_ _0"></span>cze <span class="_ _2"></span><span class="ls1">......................................................................................................<span class="ls0"> <span class="ls2">51</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y68 ff3 fs0 fc0 sc0 ls2 ws0">21.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Programy akcji pra<span class="_ _0"></span>cowniczych<span class="_ _0"></span> <span class="_ _7"></span><span class="ls1">...................................................................................<span class="ls0"> <span class="ls2">51</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x8 hb y69 ff3 fs0 fc0 sc0 ls2 ws0">22.<span class="fs5 ls0"> <span class="fs0">Zapasy <span class="_ _1"></span><span class="ls1">.......................................................................................................................................<span class="ls0"> <span class="ls2">51</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x8 hb y6a ff3 fs0 fc0 sc0 ls2 ws0">23.<span class="fs5 ls0"> <span class="ff4 fs0">Należności z tytułu dostaw i<span class="_ _0"></span> usług oraz pozostałe <span class="_ _0"></span>należności długo i krótk<span class="_ _0"></span>oterminowe<span class="_ _9"></span><span class="ff3"> <span class="_ _5"></span><span class="ls2">51<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x8 hb y6b ff3 fs0 fc0 sc0 ls2 ws0">24.<span class="fs5 ls0"> <span class="ff4 fs0">Środki pieniężne i ich ek<span class="_ _0"></span>wiwalenty<span class="ff3"> <span class="_ _2"></span><span class="ls1">.........................................................................................<span class="ls0"> <span class="ls2">52</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y6c ff3 fs0 fc0 sc0 ls2 ws0">25.<span class="fs5 ls0"> <span class="ff4 fs0">Kapitał własny<span class="ff3"> <span class="_ _b"></span><span class="ls1">..........................................................................................................................<span class="ls0"> <span class="ls2">53</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y6d ff3 fs0 fc0 sc0 ls2 ws0">25.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Kapitał podstawowy<span class="_ _0"></span><span class="ff3"> <span class="_ _b"></span><span class="ls1">.....................................................................................................<span class="ls0"> <span class="ls2">53</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 xa hb y6e ff3 fs0 fc0 sc0 ls2 ws0">25.1.1<span class="fs5 ls0"> <span class="_ _c"> </span><span class="ff4 fs0">Wartość nominal<span class="_ _0"></span>na akcji<span class="ff3"> <span class="_ _3"></span><span class="ls1">................................................................<span class="ls0">. <span class="_ _4"></span> <span class="_ _7"></span><span class="ls1">..........<span class="ls0"> <span class="ls2">53</span><span class="fs5"> </span></span></span></span></span></span></span></span></div><div class="t m0 xa hb y6f ff3 fs0 fc0 sc0 ls2 ws0">25.1.2<span class="fs5 ls0"> <span class="_ _c"> </span><span class="ff4 fs0">Prawa akcjonarius<span class="_ _0"></span>zy / Struktura kapitał<span class="_ _0"></span>u podstawoweg<span class="_ _0"></span>o<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls1">.........<span class="ls0"> <span class="_ _3"></span> <span class="_ _1"></span><span class="ls1">..........<span class="ls0"> <span class="ls2">53</span><span class="fs5"> </span></span></span></span></span></span></span></span></div><div class="t m0 xa hb y70 ff3 fs0 fc0 sc0 ls2 ws0">25.1.3<span class="fs5 ls0"> <span class="_ _c"> </span><span class="ff4 fs0">Akcjonariusze o znacząc<span class="_ _0"></span>ym udziale<span class="_ _0"></span><span class="ff3"> <span class="_ _3"></span><span class="ls1">..............................................<span class="ls0"> <span class="_ _3"></span> <span class="_ _7"></span><span class="ls1">..........<span class="ls0"> <span class="_ _5"></span><span class="ls2">54<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x9 hb y71 ff3 fs0 fc0 sc0 ls2 ws0">25.2.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Zyski zatrzymane/ni<span class="_ _0"></span>epokryte straty ora<span class="_ _0"></span>z ograniczenia zak<span class="_ _0"></span>resie wypłaty dywiden<span class="_ _0"></span>dy<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 xb hb y72 ff3 fs0 fc0 sc0 ls0 ws0">   <span class="_ _5"></span><span class="ls1">.......................................................................................................................................<span class="ls0"> <span class="ls2">55</span><span class="fs5"> </span></span></span></div><div class="t m0 x8 hb y73 ff3 fs0 fc0 sc0 ls2 ws0">26.<span class="fs5 ls0"> <span class="ff4 fs0">Oprocentowane kredyty<span class="_ _0"></span> bankowe, pożyczki <span class="_ _0"></span>oraz pozostałe zob<span class="_ _0"></span>owiązania finan<span class="_ _0"></span>sowe<span class="_ _0"></span></span></span>56<span class="fs5 ls0"> </span></div><div class="t m0 x8 hb y74 ff3 fs0 fc0 sc0 ls2 ws0">27.<span class="fs5 ls0"> <span class="fs0">Rezerwy <span class="_ _1"></span><span class="ls1">................................................................................................................................<span class="_ _0"></span>.....<span class="ls0"> <span class="_ _5"></span><span class="ls2">60<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y75 ff3 fs0 fc0 sc0 ls2 ws0">27.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Zmiany stanu rezerw<span class="_ _0"></span> <span class="_ _3"></span><span class="ls1">................................................................................................<span class="_ _0"></span>......<span class="ls0"> <span class="_ _5"></span><span class="ls2">60<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y76 ff3 fs0 fc0 sc0 ls2 ws0">28.<span class="fs5 ls0"> <span class="ff4 fs0">Zobowiązania z tytułu do<span class="_ _0"></span>staw i usług, pozostałe z<span class="_ _0"></span>obowiązania i<span class="_ _0"></span> rozliczenia </span></span></div><div class="t m0 x9 hb y77 ff4 fs0 fc0 sc0 ls0 ws0">międzyokresowe (kró<span class="_ _0"></span>tko i długoterminow<span class="_ _0"></span>e)<span class="ff3"> <span class="_ _b"></span><span class="ls1">................................................................<span class="_ _0"></span>........<span class="ls0"> <span class="_ _5"></span><span class="ls2">60<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x8 hb y78 ff3 fs0 fc0 sc0 ls2 ws0">29.<span class="fs5 ls0"> <span class="ff4 fs0">Przyczyny występowania <span class="_ _0"></span>różnic pomiędzy zmi<span class="_ _0"></span>anami wynika<span class="_ _0"></span>jącymi ze sprawozdania z </span></span></div><div class="t m0 x9 h6 y79 ff4 fs0 fc0 sc0 ls0 ws0">sytuacji finansowej <span class="_ _0"></span>oraz zmiana<span class="_ _0"></span>mi wynikającymi<span class="_ _0"></span> ze sprawozdania z <span class="_ _0"></span>przepływów </div><div class="t m0 x9 hb y7a ff4 fs0 fc0 sc0 ls0 ws0">pieniężnyc<span class="_ _0"></span>h<span class="ff3"> <span class="_ _2"></span><span class="ls1">...............................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">61<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x8 hb y7b ff3 fs0 fc0 sc0 ls2 ws0">30.<span class="fs5 ls0"> <span class="ff4 fs0">Zobowiązania warunkow<span class="_ _0"></span>e</span></span><span class="ls1">......................................................................................................<span class="ls0"> </span></span>62<span class="fs5 ls0"> </span></div><div class="t m0 x9 hb y7c ff3 fs0 fc0 sc0 ls2 ws0">30.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Udzielone poręczenia i<span class="_ _0"></span> gwarancje<span class="_ _0"></span><span class="ff3"> <span class="ls1">.............................................................................</span> <span class="_ _5"></span><span class="ls2">62<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x9 hb y7d ff3 fs0 fc0 sc0 ls2 ws0">30.2.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Sprawy sądowe<span class="_ _0"></span><span class="ff3"> <span class="ls1">.............................................................................................................</span> </span></span></span>63<span class="fs5 ls0"> </span></div><div class="t m0 x9 hb y7e ff3 fs0 fc0 sc0 ls2 ws0">30.3.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Postępowania admin<span class="_ _0"></span>istracyjne<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls1">................................<span class="_ _0"></span>...................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">63<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 hb y7f ff3 fs0 fc0 sc0 ls2 ws0">30.4.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Rozliczenia podatkowe<span class="_ _0"></span> <span class="_ _2"></span><span class="ls1">................................................................................................<span class="ls0">. <span class="ls2">66</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x8 hb y80 ff3 fs0 fc0 sc0 ls2 ws0">31.<span class="fs5 ls0"> <span class="ff4 fs0">Informacje o podmiotac<span class="_ _0"></span>h powiązanych<span class="_ _0"></span><span class="ff3"> <span class="ls1">.............................................................................</span> </span></span></span>66<span class="fs5 ls0"> </span></div><div class="t m0 x9 hb y81 ff3 fs0 fc0 sc0 ls2 ws0">31.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Jednostka dominująca<span class="_ _0"></span> wobec Murapol <span class="_ _0"></span>S.A.<span class="_ _0"></span><span class="ff3"> <span class="_ _1"></span><span class="ls1">............................................................<span class="ls0"> <span class="ls2">66</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y82 ff3 fs0 fc0 sc0 ls2 ws0">31.2.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Jednostka dominująca<span class="_ _0"></span> najwyższeg<span class="_ _0"></span>o szczebla<span class="_ _0"></span><span class="ff3"> <span class="_ _3"></span><span class="ls1">..........................................................<span class="_ _0"></span><span class="ls0"> <span class="_ _5"></span><span class="ls2">66<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 hb y83 ff3 fs0 fc0 sc0 ls2 ws0">31.3.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Warunki transakcji<span class="_ _0"></span> z podmiotami powiązan<span class="_ _0"></span>ymi<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls1">........................................................<span class="_ _0"></span><span class="ls0"> <span class="_ _5"></span><span class="ls2">66<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 hb y84 ff3 fs0 fc0 sc0 ls2 ws0">31.4.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Wynagrodzenie kadry<span class="_ _0"></span> kierowniczej Sp<span class="_ _0"></span>ółki<span class="ff3"> <span class="_ _5"></span><span class="ls1">................................................................<span class="ls0">. <span class="ls2">67</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 xa hb y85 ff3 fs0 fc0 sc0 ls2 ws0">31.4.1<span class="fs5 ls0"> <span class="_ _c"> </span><span class="ff4 fs0">Wynagrodzenie wyp<span class="_ _0"></span>łacone lub nal<span class="_ _0"></span>eżne członkom Za<span class="_ _0"></span>rządu oraz </span></span></div><div class="t m0 xa hb y86 ff4 fs0 fc0 sc0 ls0 ws0">członkom Rady Nad<span class="_ _0"></span>zorczej Spółki<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls1">................................................................<span class="ls0">. <span class="_ _3"></span> <span class="_ _1"></span><span class="ls1">..........<span class="ls0"> <span class="ls2">67</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y87 ff3 fs0 fc0 sc0 ls2 ws0">31.5.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Pozostałe transakcje z p<span class="_ _0"></span>odmiotami p<span class="_ _0"></span>owiązanymi<span class="_ _0"></span><span class="ff3"> <span class="_ _4"></span><span class="ls1">....................................................<span class="ls0"> <span class="ls2">68</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y88 ff3 fs0 fc0 sc0 ls2 ws0">32.<span class="fs5 ls0"> <span class="ff4 fs0">Informacje o wynagrodz<span class="_ _0"></span>eniu biegłego rewiden<span class="_ _0"></span>ta lub podmiotu uprawni<span class="_ _0"></span>onego do </span></span></div><div class="t m0 x9 hb y89 ff4 fs0 fc0 sc0 ls0 ws0">badania spra<span class="_ _0"></span>wozdań finansowych<span class="_ _0"></span><span class="ff3"> <span class="_ _4"></span><span class="ls1">.......................................................................................<span class="ls0"> <span class="ls2">69</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x8 hb y8a ff3 fs0 fc0 sc0 ls2 ws0">33.<span class="fs5 ls0"> <span class="ff4 fs0">Cele i zasady zarządzani<span class="_ _0"></span>a ryzykiem fi<span class="_ _0"></span>nansowym<span class="ff3"> <span class="ls1">................................................................</span> </span></span></span>69<span class="fs5 ls0"> </span></div><div class="t m0 x9 hb y8b ff3 fs0 fc0 sc0 ls2 ws0">33.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Ryzyko stopy procent<span class="_ _0"></span>owej <span class="_ _2"></span><span class="ls1">................................<span class="_ _0"></span>............................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">69<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y8c ff3 fs0 fc0 sc0 ls2 ws0">33.2.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Ryzyko walutowe<span class="_ _0"></span> <span class="_ _1"></span><span class="ls1">................................................................<span class="_ _0"></span>...........................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">70<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y8d ff3 fs0 fc0 sc0 ls2 ws0">33.3.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Ryzyko kredytowe<span class="_ _0"></span> <span class="_ _3"></span><span class="ls1">..........................................................................................................<span class="ls0"> <span class="ls2">71</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x9 hb y8e ff3 fs0 fc0 sc0 ls2 ws0">33.4.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Ryzyko związane z pły<span class="_ _0"></span>nnością<span class="ff3"> <span class="ls1">.....................................................................................</span> </span></span></span>72<span class="fs5 ls0"> </span></div><div class="t m0 x8 hb y8f ff3 fs0 fc0 sc0 ls2 ws0">34.<span class="fs5 ls0"> <span class="fs0">Instrumenty finansowe<span class="_ _0"></span> <span class="_ _2"></span><span class="ls1">.............................................................................................................<span class="_ _0"></span><span class="ls0"> <span class="_ _5"></span><span class="ls2">74<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y90 ff3 fs0 fc0 sc0 ls2 ws0">34.1.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Wartości godziwe p<span class="_ _0"></span>oszczególnyc<span class="_ _0"></span>h klas instrumentów fina<span class="_ _0"></span>nsowych<span class="_ _0"></span><span class="ff3"> <span class="_ _1"></span><span class="ls1">......................<span class="ls0"> <span class="ls2">74</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x9 hb y91 ff3 fs0 fc0 sc0 ls2 ws0">34.2.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Pozycje przychodów, k<span class="_ _0"></span>osztów, zysków i strat <span class="_ _0"></span>ujęte w sprawo<span class="_ _0"></span>zdaniu z całko<span class="_ _0"></span>witych </span></span></div><div class="t m0 xb hb y92 ff4 fs0 fc0 sc0 ls0 ws0">dochodów w p<span class="_ _0"></span>odziale na kategorie i<span class="_ _0"></span>nstrumentów <span class="_ _0"></span><span class="ff3">finansowyc<span class="_ _0"></span>h<span class="ls1">...........................</span> <span class="ls2">75</span><span class="fs5"> </span></span></div><div class="t m0 x9 hb y93 ff3 fs0 fc0 sc0 ls2 ws0">34.3.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="ff4 fs0">Zmiany zobowiązań wy<span class="_ _0"></span>nikających<span class="_ _0"></span> z działalności finansowej<span class="_ _0"></span><span class="ff3"> <span class="_ _4"></span><span class="ls1">................................<span class="_ _0"></span>..<span class="ls0"> <span class="_ _5"></span><span class="ls2">76<span class="fs5 ls0"> </span></span></span></span></span></span></span></div></div><a href="#pf31" class="l"><span class="d m1 gs2e" /></a><a href="#pf32" class="l"><span class="d m1 gs2f" /></a><a href="#pf33" class="l"><span class="d m1 gs30" /></a><a href="#pf33" class="l"><span class="d m1 gs31" /></a><a href="#pf33" class="l"><span class="d m1 gs32" /></a><a href="#pf33" class="l"><span class="d m1 gs33" /></a><a href="#pf34" class="l"><span class="d m1 gs34" /></a><a href="#pf35" class="l"><span class="d m1 gs35" /></a><a href="#pf35" class="l"><span class="d m1 gs36" /></a><a href="#pf35" class="l"><span class="d m1 gs37" /></a><a href="#pf35" class="l"><span class="d m1 gs38" /></a><a href="#pf36" class="l"><span class="d m1 gs39" /></a><a href="#pf37" class="l"><span class="d m1 gs3a" /></a><a href="#pf37" class="l"><span class="d m1 gs3b" /></a><a href="#pf38" class="l"><span class="d m1 gs3c" /></a><a href="#pf3c" class="l"><span class="d m1 gs3d" /></a><a href="#pf3c" class="l"><span class="d m1 gs3e" /></a><a href="#pf3c" class="l"><span class="d m1 gs3f" /></a><a href="#pf3c" class="l"><span class="d m1 gs40" /></a><a href="#pf3d" class="l"><span class="d m1 gs41" /></a><a href="#pf3d" class="l"><span class="d m1 gs42" /></a><a href="#pf3d" class="l"><span class="d m1 gs43" /></a><a href="#pf3e" class="l"><span class="d m1 gs44" /></a><a href="#pf3e" class="l"><span class="d m1 gs45" /></a><a href="#pf3f" class="l"><span class="d m1 gs46" /></a><a href="#pf3f" class="l"><span class="d m1 gs47" /></a><a href="#pf42" class="l"><span class="d m1 gs48" /></a><a href="#pf42" class="l"><span class="d m1 gs49" /></a><a href="#pf42" class="l"><span class="d m1 gs4a" /></a><a href="#pf42" class="l"><span class="d m1 gs4b" /></a><a href="#pf42" class="l"><span class="d m1 gs4c" /></a><a href="#pf43" class="l"><span class="d m1 gs4d" /></a><a href="#pf43" class="l"><span class="d m1 gs4e" /></a><a href="#pf43" class="l"><span class="d m1 gs4f" /></a><a href="#pf44" class="l"><span class="d m1 gs50" /></a><a href="#pf45" class="l"><span class="d m1 gs51" /></a><a href="#pf45" class="l"><span class="d m1 gs52" /></a><a href="#pf45" class="l"><span class="d m1 gs53" /></a><a href="#pf45" class="l"><span class="d m1 gs54" /></a><a href="#pf46" class="l"><span class="d m1 gs55" /></a><a href="#pf47" class="l"><span class="d m1 gs56" /></a><a href="#pf48" class="l"><span class="d m1 gs57" /></a><a href="#pf4a" class="l"><span class="d m1 gs58" /></a><a href="#pf4a" class="l"><span class="d m1 gs59" /></a><a href="#pf4b" class="l"><span class="d m1 gs5a" /></a><a href="#pf4b" class="l"><span class="d m1 gs5b" /></a><a href="#pf4c" class="l"><span class="d m1 gs5c" /></a></div><div class="pi"></div></div>
<div id="pf4" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc4 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h9 y35 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y36 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 hb y65 ff3 fs0 fc0 sc0 ls2 ws0">34.4.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs0">Zabezpieczenia<span class="_ _0"></span> <span class="_ _2"></span><span class="ls1">..............................................................................................................<span class="ls0"> <span class="ls2">77</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x8 hb y66 ff3 fs0 fc0 sc0 ls2 ws0">35.<span class="fs5 ls0"> <span class="ff4 fs0">Zarządzanie kapitałem<span class="_ _0"></span></span></span><span class="ls1">............................................................................................................<span class="ls0"> </span></span>77<span class="fs5 ls0"> </span></div><div class="t m0 x8 hb y67 ff3 fs0 fc0 sc0 ls2 ws0">36.<span class="fs5 ls0"> <span class="fs0">Struktura zatrudnienia<span class="_ _0"></span> <span class="_ _4"></span><span class="ls1">................................................................<span class="_ _0"></span>..............................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">77<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x8 hb y68 ff3 fs0 fc0 sc0 ls2 ws0">37.<span class="fs5 ls0"> <span class="ff4 fs0">Wpływ sytuacji makroek<span class="_ _0"></span>onomicznej, konfli<span class="_ _0"></span>ktu zbrojnego na Ukrai<span class="_ _0"></span>nie oraz kwestii </span></span></div><div class="t m0 x9 hb y94 ff3 fs0 fc0 sc0 ls0 ws0">klimatyczny<span class="_ _0"></span>ch na sprawozdanie fin<span class="_ _0"></span>ansowe<span class="_ _0"></span><span class="ls1">.........................................................................</span> <span class="ls2">77</span><span class="fs5"> </span></div><div class="t m0 x8 hb y95 ff3 fs0 fc0 sc0 ls2 ws0">38.<span class="fs5 ls0"> <span class="ff4 fs0">Zdarzenia następujące p<span class="_ _0"></span>o dniu bilansowym<span class="_ _0"></span><span class="ff3"> <span class="_ _1"></span><span class="ls1">.......................................................................<span class="ls0"> <span class="ls2">79</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x8 hc y96 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><a href="#pf4d" class="l"><span class="d m1 gs2e" /></a><a href="#pf4d" class="l"><span class="d m1 gs5d" /></a><a href="#pf4d" class="l"><span class="d m1 gs30" /></a><a href="#pf4d" class="l"><span class="d m1 gs5e" /></a><a href="#pf4d" class="l"><span class="d m1 gs5f" /></a><a href="#pf4f" class="l"><span class="d m1 gs60" /></a></div><div class="pi"></div></div>
<div id="pf5" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc5 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAPECAIAAAC48yisAAAACXBIWXMAABYlAAAWJQFJUiTwAAAQIklEQVR42u3aMaocQRBEwU3R979yyvhNmTIEi2pGEVbaBQ3P6M8HAAB2S1tXAABgs19OAACAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWZ0AAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAAXug4AQAvk8QR4B3a3nc9CwAAdvI3AAAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAwP/mOAEAL5PEEeAd2t53PQsAAHbyNwAAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAMDfObOSOAcAAHu0vaU6CwAAdvI3AAAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAwHedWUmcAwCAPdreUp0FAAA7+RsAAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAPB0Z1YS5wAAYI+2t1RnAQDATv4GAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAAA83ZmVxDkAANij7S3VWQAAsJO/AQAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAwJOdWUmcAwCAPdreUp0FAAA7+RsAAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAPB0Z1YS5wAAYI+2t1RnAQDATv4GAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAACe7MxK4hwAAOzR9pbqLAAA2MnfAAAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQCApzuzkjgHAAB7tL2lOgsAAHbyNwAAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUA4OnOrCTOAQDAHm1vqc4CAICd/A0AAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAADwXWdWEucAAGCPtrdUZwEAwE7+BgAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAAD8yZmVxDkAANij7S3VWQAAsJO/AQAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAAL7rzEriHAAA7NH2luosAADYyd8AAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEAeKMzK4lzAACwR9tbqrMAAGAnfwMAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAH6cWUmcAwCAPdreUp0FAAA7+RsAAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAMC/cmYlcQ4AAPZoe0t1FgAA7ORvAAAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgDAjzMriXMAALBH21uqswAAYCd/AwAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAHzXmZXEOQAA2KPtLdVZAACwk78BAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAAvut8Pp8kDgEAwDZtf8Zvngp/X+yeBUoAAAAASUVORK5CYII=" class="bi x5 y97 w4 hd" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h9 y35 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y99 ff3 fs0 fc0 sc0 ls0 ws0">5 </div><div class="t m0 x8 he y9a ff6 fs6 fc0 sc0 ls0 ws0">SPRAWOZD<span class="_ _5"></span>ANIE Z <span class="ff7">CAŁKOWITYCH D<span class="_ _5"></span>OCHODÓW<span class="ff6"> </span></span></div><div class="t m0 x8 hf y9b ff7 fs5 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia <span class="ff6 ls3">20<span class="ls0">23 roku </span></span></div><div class="t m0 x8 h10 y9c ff6 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y9d w5 h11"><div class="t m0 xd h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe y9d w6 h11"><div class="t m0 xf h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x10 y9d w7 h11"><div class="t m0 x11 h12 y9f ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony </div><div class="t m0 x11 h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x12 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">        </div></div><div class="c x13 y9d w8 h11"><div class="t m0 xf h12 y9f ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony </div><div class="t m0 xf h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x14 h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone)<span class="ff2">        </span></div></div><div class="c x8 ya1 w5 h13"><div class="t m0 xd h14 ya2 ff7 fs3 fc0 sc0 ls0 ws0">Działalność kontynuowana<span class="ff6"> </span></div></div><div class="c xe ya1 w6 h13"><div class="t m0 xd h8 ya3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 ya1 w7 h13"><div class="t m0 x12 h8 ya3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 ya1 w8 h13"><div class="t m0 x15 h8 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 ya4 w5 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Przychody ze sprzedaży <span class="ff3"> </span></div></div><div class="c xe ya4 w6 h15"><div class="t m0 x16 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">11.1 </div></div><div class="c x10 ya4 w7 h15"><div class="t m0 x17 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0"> 65 250 </div></div><div class="c x13 ya4 w8 h15"><div class="t m0 x18 h6 ya6 ff3 fs3 fc0 sc0 ls0 ws0">52 6<span class="ls4">32</span><span class="fs0"> </span></div></div><div class="c x8 ya7 w5 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Przychody ze sprzedaży<span class="ff6"> </span></div></div><div class="c xe ya7 w6 h15"><div class="t m0 x19 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 ya7 w7 h15"><div class="t m0 x1a h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">65 250 </div></div><div class="c x13 ya7 w8 h15"><div class="t m0 x18 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">52 632 </div></div><div class="c x8 ya9 w5 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Koszt własny sprzedaży<span class="ff3"> </span></div></div><div class="c xe ya9 w6 h15"><div class="t m0 x16 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">12.5 </div></div><div class="c x10 ya9 w7 h15"><div class="t m0 x1b h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(50 513) </div></div><div class="c x13 ya9 w8 h15"><div class="t m0 x1c h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(35 975) </div></div><div class="c x8 yaa w5 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Zysk/(strata) brutto ze sprzedaży<span class="ff6"> </span></div></div><div class="c xe yaa w6 h15"><div class="t m0 x19 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yaa w7 h15"><div class="t m0 x1a h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">14 737 </div></div><div class="c x13 yaa w8 h15"><div class="t m0 x18 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">16 657 </div></div><div class="c x8 yab w5 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe <span class="ff3">przychody operacyjne </span></div></div><div class="c xe yab w6 h15"><div class="t m0 x16 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">12.1 </div></div><div class="c x10 yab w7 h15"><div class="t m0 x1d h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">734<span class="ls0"> </span></div></div><div class="c x13 yab w8 h15"><div class="t m0 x1e h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">826<span class="ls0"> </span></div></div><div class="c x8 yac w5 h16"><div class="t m0 xd h8 yad ff4 fs3 fc0 sc0 ls0 ws0">Koszty sprzedaży<span class="ff3"> </span></div></div><div class="c xe yac w6 h16"><div class="t m0 x19 h8 yae ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yac w7 h16"><div class="t m0 x8 h8 yaf ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x13 yac w8 h16"><div class="t m0 x1f h8 yaf ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 yb0 w5 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Koszty ogólnego zarządu<span class="ff3"> </span></div></div><div class="c xe yb0 w6 h15"><div class="t m0 x16 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">12.5 </div></div><div class="c x10 yb0 w7 h15"><div class="t m0 x20 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(1 900) </div></div><div class="c x13 yb0 w8 h15"><div class="t m0 x21 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(1 702) </div></div><div class="c x8 yb1 w5 h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Zysk/strata z tytułu utraty wartości należności z tytułu </div><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">dostaw i usług oraz pozostałych należności<span class="ff3"> </span></div></div><div class="c xe yb1 w6 h17"><div class="t m0 x19 h8 yb2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yb1 w7 h17"><div class="t m0 x2 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">25<span class="ls0"> </span></div></div><div class="c x13 yb1 w8 h17"><div class="t m0 x1d h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">1 065 </div></div><div class="c x8 yb4 w5 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe koszty operacyjne<span class="ff3"> </span></div></div><div class="c xe yb4 w6 h15"><div class="t m0 x16 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">12.2 </div></div><div class="c x10 yb4 w7 h15"><div class="t m0 x20 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(<span class="ls4">1 </span>419) </div></div><div class="c x13 yb4 w8 h15"><div class="t m0 x21 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(6 757) </div></div><div class="c x8 yb5 w5 h18"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Wycena udziałów metodą praw własności<span class="ff3"> </span></div></div><div class="c xe yb5 w6 h18"><div class="t m0 x22 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">19<span class="ls0"> </span></div></div><div class="c x10 yb5 w7 h18"><div class="t m0 x23 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">261 829 </div></div><div class="c x13 yb5 w8 h18"><div class="t m0 x24 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">237 487 </div></div><div class="c x8 yb6 w5 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Zysk/(strata) z działalności operacyjnej<span class="ff6"> </span></div></div><div class="c xe yb6 w6 h15"><div class="t m0 x19 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yb6 w7 h15"><div class="t m0 x23 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">274 006 </div></div><div class="c x13 yb6 w8 h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">247 576 </div></div><div class="c x8 yb7 w5 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c xe yb7 w6 h15"><div class="t m0 x16 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">12.3 </div></div><div class="c x10 yb7 w7 h15"><div class="t m0 x21 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">5 757 </div></div><div class="c x13 yb7 w8 h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">13 749 </div></div><div class="c x8 yb8 w5 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Koszty finansowe  </div></div><div class="c xe yb8 w6 h15"><div class="t m0 x16 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">12.4 </div></div><div class="c x10 yb8 w7 h15"><div class="t m0 x1b h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">(70 360) </div></div><div class="c x13 yb8 w8 h15"><div class="t m0 x1c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">(55 231) </div></div><div class="c x8 yb9 w5 h15"><div class="t m0 xd h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">Zysk/(strata) brutto </div></div><div class="c xe yb9 w6 h15"><div class="t m0 x19 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yb9 w7 h15"><div class="t m0 x23 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">209 403 </div></div><div class="c x13 yb9 w8 h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">206 094 </div></div><div class="c x8 yba w5 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Podatek dochodowy </div></div><div class="c xe yba w6 h15"><div class="t m0 x22 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c x10 yba w7 h15"><div class="t m0 x21 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">7 723 </div></div><div class="c x13 yba w8 h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">4 896 </div></div><div class="c x8 ybb w5 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Zysk/(strata) netto z działalności kontynuowanej<span class="ff6"> </span></div></div><div class="c xe ybb w6 h15"><div class="t m0 x19 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 ybb w7 h15"><div class="t m0 x23 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">217 126 </div></div><div class="c x13 ybb w8 h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 ybc w5 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Działalność zaniechana<span class="ff6"> </span></div></div><div class="c xe ybc w6 h15"><div class="t m0 x19 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 ybc w7 h15"><div class="t m0 x12 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 ybc w8 h15"><div class="t m0 x15 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 ybd w5 h16"><div class="t m0 xd h8 ybe ff4 fs3 fc0 sc0 ls0 ws0">Zysk/(strata) netto z działalności zaniechanej<span class="ff3"> </span></div></div><div class="c xe ybd w6 h16"><div class="t m0 x19 h8 ybf ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 ybd w7 h16"><div class="t m0 x8 h8 ybe ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x13 ybd w8 h16"><div class="t m0 x1f h8 ybe ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 yc0 w5 h15"><div class="t m0 xd h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">Zysk/(strata) netto za rok obrotowy </div></div><div class="c xe yc0 w6 h15"><div class="t m0 x19 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yc0 w7 h15"><div class="t m0 x23 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">217 126 </div></div><div class="c x13 yc0 w8 h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 yc1 w5 h19"><div class="t m0 xd h10 yc2 ff6 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe yc1 w6 h19"><div class="t m0 x19 h1a yc2 ff3 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yc1 w7 h19"><div class="t m0 x12 h1a yc3 ff3 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yc1 w8 h19"><div class="t m0 x15 h1a yc3 ff3 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yc4 w5 h1b"><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">Inne <span class="ff7">całkowite dochody netto</span> </div></div><div class="c xe yc4 w6 h1b"><div class="t m0 x19 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yc4 w7 h1b"><div class="t m0 x8 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x13 yc4 w8 h1b"><div class="t m0 x1f h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 yc6 w5 h19"><div class="t m0 xd h10 yc2 ff6 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe yc6 w6 h19"><div class="t m0 x19 h1a yc2 ff3 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yc6 w7 h19"><div class="t m0 x12 h1a yc3 ff3 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yc6 w8 h19"><div class="t m0 x15 h1a yc3 ff3 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yc7 w5 h1b"><div class="t m0 xd h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe yc7 w6 h1b"><div class="t m0 x19 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yc7 w7 h1b"><div class="t m0 x12 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yc7 w8 h1b"><div class="t m0 x15 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yc8 w5 h1b"><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">CAŁKOWITY DOCHÓD ZA ROK<span class="ff6"> </span></div></div><div class="c xe yc8 w6 h1b"><div class="t m0 x19 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yc8 w7 h1b"><div class="t m0 x23 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">217 126 </div></div><div class="c x13 yc8 w8 h1b"><div class="t m0 x24 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 yc9 w5 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Zysk/(strata) netto na jedną akcję (w PLN na akcję):<span class="ff3"> </span></div></div><div class="c xe yc9 w6 h15"><div class="t m0 x19 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yc9 w7 h15"><div class="t m0 x12 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yc9 w8 h15"><div class="t m0 x15 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yca w5 h1c"><div class="t m0 xd h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- Podstawowy i rozwodniony z zysku za rok obrotowy </div></div><div class="c xe yca w6 h1c"><div class="t m0 x22 h8 ycb ff3 fs3 fc0 sc0 ls4 ws0">14<span class="ls0"> </span></div></div><div class="c x10 yca w7 h1c"><div class="t m0 x25 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">5,32 </div></div><div class="c x13 yca w8 h1c"><div class="t m0 x2 h8 ycb ff3 fs3 fc0 sc0 ls4 ws0">5,<span class="ls5">17<span class="ls0"> </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h1d ycc ff9 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ffa fs6"> </span></div></div></div><div class="pi"></div></div>
<div id="pf6" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc6 w0 h0"><img src="data:image/png;base64,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" class="bi x5 ycd w4 h1e" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h9 y35 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y99 ff3 fs0 fc0 sc0 ls0 ws0">6 </div><div class="t m0 x8 he y37 ff6 fs6 fc0 sc0 ls0 ws0">SPRAWOZD<span class="_ _5"></span>ANIE Z SYTUACJI FINA<span class="_ _5"></span>NSOWEJ  </div><div class="t m0 x8 hf yce ff7 fs5 fc0 sc0 ls3 ws0">na dzień 31 grudnia <span class="ff6">20<span class="ls0">23 roku </span></span></div></div><div class="c x8 ycf w9 h17"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 ycf wa h17"><div class="t m0 x22 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x27 ycf wb h17"><div class="t m0 xf h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x15 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 ycf wc h17"><div class="t m0 xf h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x14 h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone)<span class="ff2 fs8"> </span></div></div><div class="c x8 yd w9 h1b"><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">AKTYWA </div></div><div class="c x26 yd wa h1b"><div class="t m0 x28 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd wb h1b"><div class="t m0 x15 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yd wc h1b"><div class="t m0 x15 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yd0 w9 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Aktywa trwałe<span class="ff6"> </span></div></div><div class="c x26 yd0 wa h15"><div class="t m0 x28 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd0 wb h15"><div class="t m0 x23 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">1 178 401 </div></div><div class="c x13 yd0 wc h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">973 818 </div></div><div class="c x8 yd1 w9 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Aktywa niematerialne </div></div><div class="c x26 yd1 wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">18<span class="ls0"> </span></div></div><div class="c x27 yd1 wb h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">1 942 </div></div><div class="c x13 yd1 wc h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">1 790 </div></div><div class="c x8 yd2 w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Rzeczowe aktywa trwałe<span class="ff3"> </span></div></div><div class="c x26 yd2 wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">16<span class="ls0"> </span></div></div><div class="c x27 yd2 wb h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">14 506 </div></div><div class="c x13 yd2 wc h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">2 497 </div></div><div class="c x8 yd3 w9 h1f"><div class="t m0 xd h8 yd4 ff4 fs3 fc0 sc0 ls0 ws0">Inwestycje w jednostkach zależnych </div><div class="t m0 xd h8 yd5 ff4 fs3 fc0 sc0 ls0 ws0">wycenianych metodą praw własności<span class="ff3"> </span></div></div><div class="c x26 yd3 wa h1f"><div class="t m0 x29 h8 yd6 ff3 fs3 fc0 sc0 ls4 ws0">19<span class="ls0"> </span></div></div><div class="c x27 yd3 wb h1f"><div class="t m0 x23 h8 yd6 ff3 fs3 fc0 sc0 ls0 ws0">1 101 897 </div></div><div class="c x13 yd3 wc h1f"><div class="t m0 x24 h8 yd6 ff3 fs3 fc0 sc0 ls0 ws0">925 091 </div></div><div class="c x8 yd7 w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe aktywa finansowe <span class="ff3"> </span></div></div><div class="c x26 yd7 wa h15"><div class="t m0 x2a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">20.1 </div></div><div class="c x27 yd7 wb h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">28 4<span class="ls4">49</span> </div></div><div class="c x13 yd7 wc h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">22 944 </div></div><div class="c x8 yd8 w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe aktywa niefinansowe <span class="ff3"> </span></div></div><div class="c x26 yd8 wa h15"><div class="t m0 x2a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">20<span class="ls6">.2</span> </div></div><div class="c x27 yd8 wb h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">1 192 </div></div><div class="c x13 yd8 wc h15"><div class="t m0 x1e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">586<span class="ls0"> </span></div></div><div class="c x8 yd9 w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Aktywa z tytułu podatku odroczonego<span class="ff3"> </span></div></div><div class="c x26 yd9 wa h15"><div class="t m0 x2a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">13.3 </div></div><div class="c x27 yd9 wb h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">30 415 </div></div><div class="c x13 yd9 wc h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">20 910 </div></div><div class="c x8 yda w9 h16"><div class="t m0 xd h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">Aktywa obrotowe </div></div><div class="c x26 yda wa h16"><div class="t m0 x28 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yda wb h16"><div class="t m0 x18 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">58 005 </div></div><div class="c x13 yda wc h16"><div class="t m0 x18 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">86 595 </div></div><div class="c x8 ydb w9 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c x26 ydb wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">22<span class="ls0"> </span></div></div><div class="c x27 ydb wb h15"><div class="t m0 x1e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">98<span class="ls0">9 </span></div></div><div class="c x13 ydb wc h15"><div class="t m0 x1e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">982<span class="ls0"> </span></div></div><div class="c x8 ydc w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Należności z tytułu dostaw i usług<span class="ff3"> </span></div></div><div class="c x26 ydc wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x27 ydc wb h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">21 493 </div></div><div class="c x13 ydc wc h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">10 600 </div></div><div class="c x8 ydd w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Należności z tytułu podatku dochodowego<span class="ff3"> </span></div></div><div class="c x26 ydd wa h15"><div class="t m0 x28 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ydd wb h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">1 611 </div></div><div class="c x13 ydd wc h15"><div class="t m0 x1f h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 yde w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Należności pozostałe<span class="ff3"> </span></div></div><div class="c x26 yde wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x27 yde wb h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">30 911 </div></div><div class="c x13 yde wc h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">12 713 </div></div><div class="c x8 ydf w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe aktywa niefinansowe <span class="ff3"> </span></div></div><div class="c x26 ydf wa h15"><div class="t m0 x2a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">20<span class="ls6">.2</span> </div></div><div class="c x27 ydf wb h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">1 532 </div></div><div class="c x13 ydf wc h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">1 <span class="ls0">303 </span></div></div><div class="c x8 ye0 w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Środki pieniężne i ich ekwiwalenty<span class="ff3"> </span></div></div><div class="c x26 ye0 wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">24<span class="ls0"> </span></div></div><div class="c x27 ye0 wb h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">1 469 </div></div><div class="c x13 ye0 wc h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">60 997 </div></div><div class="c x8 ye1 w9 h15"><div class="t m0 xd h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">SUMA <span class="ff7">AKTYWÓW</span> </div></div><div class="c x26 ye1 wa h15"><div class="t m0 x28 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ye1 wb h15"><div class="t m0 x23 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">1 236 406 </div></div><div class="c x13 ye1 wc h15"><div class="t m0 x2b h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">1 060 413 </div></div><div class="c x8 ye2 w9 h20"><div class="t m0 xd h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">PASYWA </div></div><div class="c x26 ye2 wa h20"><div class="t m0 x28 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ye2 wb h20"><div class="t m0 x15 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 ye2 wc h20"><div class="t m0 x15 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y7b w9 h20"><div class="t m0 xd h14 ye3 ff7 fs3 fc0 sc0 ls0 ws0">Kapitał własny<span class="ff6"> </span></div></div><div class="c x26 y7b wa h20"><div class="t m0 x28 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 y7b wb h20"><div class="t m0 x24 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">560 536 </div></div><div class="c x13 y7b wc h20"><div class="t m0 x24 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">441 510 </div></div><div class="c x8 ye4 w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Kapitał podstawowy<span class="ff3"> </span></div></div><div class="c x26 ye4 wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">25<span class="ls0"> </span></div></div><div class="c x27 ye4 wb h15"><div class="t m0 x1d h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x13 ye4 wc h15"><div class="t m0 x1d h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x8 ye5 w9 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Zyski zatrzymane / Niepokryte straty </div></div><div class="c x26 ye5 wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">25<span class="ls0"> </span></div></div><div class="c x27 ye5 wb h15"><div class="t m0 x24 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">341 370 </div></div><div class="c x13 ye5 wc h15"><div class="t m0 x24 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">228 480 </div></div><div class="c x8 ye6 w9 h16"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Wynik finansowy roku obrotowego </div></div><div class="c x26 ye6 wa h16"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">25<span class="ls0"> </span></div></div><div class="c x27 ye6 wb h16"><div class="t m0 x24 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">217 126 </div></div><div class="c x13 ye6 wc h16"><div class="t m0 x24 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 ye7 w9 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania długoterminowe<span class="ff6"> </span></div></div><div class="c x26 ye7 wa h15"><div class="t m0 x28 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ye7 wb h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">573 982 </div></div><div class="c x13 ye7 wc h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">535 196 </div></div><div class="c x8 ye8 w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Oprocentowane kredyty i pożyczki<span class="ff3"> </span></div></div><div class="c x26 ye8 wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">26<span class="ls0"> </span></div></div><div class="c x27 ye8 wb h15"><div class="t m0 x24 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">555 088 </div></div><div class="c x13 ye8 wc h15"><div class="t m0 x24 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">534 866 </div></div><div class="c x8 ye9 w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe zobowiązania<span class="ff3"> finansowe </span></div></div><div class="c x26 ye9 wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">26<span class="ls0"> </span></div></div><div class="c x27 ye9 wb h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">2 952 </div></div><div class="c x13 ye9 wc h15"><div class="t m0 x1f h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 yea w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe zobowiązania długoterminowe<span class="ff3"> </span></div></div><div class="c x26 yea wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">28<span class="ls0"> </span></div></div><div class="c x27 yea wb h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">4 609 </div></div><div class="c x13 yea wc h15"><div class="t m0 x1f h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 yeb w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu leasingu<span class="ff3"> </span></div></div><div class="c x26 yeb wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">17<span class="ls0"> </span></div></div><div class="c x27 yeb wb h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">11 333 </div></div><div class="c x13 yeb wc h15"><div class="t m0 x1e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">330<span class="ls0"> </span></div></div><div class="c x8 yec w9 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c x26 yec wa h15"><div class="t m0 x28 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yec wb h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">101 888 </div></div><div class="c x13 yec wc h15"><div class="t m0 x18 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">83 707 </div></div><div class="c x8 yed w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu dostaw i usług<span class="ff3"> </span></div></div><div class="c x26 yed wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">28<span class="ls0"> </span></div></div><div class="c x27 yed wb h15"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">17 098 </div></div><div class="c x13 yed wc h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">7 714 </div></div><div class="c x8 yee w9 h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Bieżąca część oprocentowanych kredytów i </div><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">pożyczek<span class="ff3"> </span></div></div><div class="c x26 yee wa h17"><div class="t m0 x29 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">26<span class="ls0"> </span></div></div><div class="c x27 yee wb h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">66 491 </div></div><div class="c x13 yee wc h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">49 768 </div></div><div class="c x8 yef w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe zobowiązania finansowe<span class="ff3"> </span></div></div><div class="c x26 yef wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">26<span class="ls0"> </span></div></div><div class="c x27 yef wb h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">5 563 </div></div><div class="c x13 yef wc h15"><div class="t m0 x1e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">426<span class="ls0"> </span></div></div><div class="c x8 yf0 w9 h18"><div class="t m0 xd h8 yf1 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu leasingu<span class="ff3"> </span></div></div><div class="c x26 yf0 wa h18"><div class="t m0 x29 h8 yf1 ff3 fs3 fc0 sc0 ls4 ws0">17<span class="ls0"> </span></div></div><div class="c x27 yf0 wb h18"><div class="t m0 x1d h8 yf1 ff3 fs3 fc0 sc0 ls0 ws0">2 466 </div></div><div class="c x13 yf0 wc h18"><div class="t m0 x1e h8 yf1 ff3 fs3 fc0 sc0 ls4 ws0">974<span class="ls0"> </span></div></div><div class="c x8 yf2 w9 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu podatku dochodowego<span class="ff3"> </span></div></div><div class="c x26 yf2 wa h15"><div class="t m0 x28 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yf2 wb h15"><div class="t m0 x1f h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x13 yf2 wc h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">5 883 </div></div><div class="c x8 yf3 w9 h16"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe zobowiązania niefinansowe<span class="ff3"> </span></div></div><div class="c x26 yf3 wa h16"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">28<span class="ls0"> </span></div></div><div class="c x27 yf3 wb h16"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">2 809 </div></div><div class="c x13 yf3 wc h16"><div class="t m0 x18 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">11 674 </div></div><div class="c x8 yf4 w9 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Rezerwy </div></div><div class="c x26 yf4 wa h15"><div class="t m0 x29 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">27<span class="ls0"> </span></div></div><div class="c x27 yf4 wb h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">4 438 </div></div><div class="c x13 yf4 wc h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">4 750 </div></div><div class="c x8 yf5 w9 h21"><div class="t m0 xd h8 yf6 ff3 fs3 fc0 sc0 ls0 ws0">Rezerwa na pokrycie strat w jednostkach </div><div class="t m0 xd h8 yf7 ff4 fs3 fc0 sc0 ls0 ws0">wycenianych metodą praw własności<span class="ff3"> </span></div></div><div class="c x26 yf5 wa h21"><div class="t m0 x29 h8 yf8 ff3 fs3 fc0 sc0 ls4 ws0">19<span class="ls0"> </span></div></div><div class="c x27 yf5 wb h21"><div class="t m0 x1d h8 yf8 ff3 fs3 fc0 sc0 ls0 ws0">2 856 </div></div><div class="c x13 yf5 wc h21"><div class="t m0 x1d h8 yf8 ff3 fs3 fc0 sc0 ls0 ws0">2 497 </div></div><div class="c x8 yf9 w9 h22"><div class="t m0 xd h8 yc2 ff3 fs3 fc0 sc0 ls0 ws0">Rozliczenia <span class="ff4">międzyokresowe</span> </div></div><div class="c x26 yf9 wa h22"><div class="t m0 x28 h8 yc2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yf9 wb h22"><div class="t m0 x1e h8 yc2 ff3 fs3 fc0 sc0 ls4 ws0">167<span class="ls0"> </span></div></div><div class="c x13 yf9 wc h22"><div class="t m0 x8 h8 yc2 ff3 fs3 fc0 sc0 ls4 ws0">21<span class="ls0"> </span></div></div><div class="c x8 yfa w9 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania ogółem<span class="ff6"> </span></div></div><div class="c x26 yfa wa h15"><div class="t m0 x28 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yfa wb h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">675 870 </div></div><div class="c x13 yfa wc h15"><div class="t m0 x24 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">618 903 </div></div><div class="c x8 yfb w9 h23"><div class="t m0 xd h24 yfc ff6 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yfb wa h23"><div class="t m0 x28 ha yfc ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yfb wb h23"><div class="t m0 x15 ha yfd ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yfb wc h23"><div class="t m0 x15 ha yfd ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yfe w9 h15"><div class="t m0 xd h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0"> <span class="ff7">KAPITAŁ WŁASNY I ZOBOWIĄZANIA </span> </div></div><div class="c x26 yfe wa h15"><div class="t m0 x28 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yfe wb h15"><div class="t m0 x2b h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">1 236 406 </div></div><div class="c x13 yfe wc h15"><div class="t m0 x2b h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">1 060 413 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 he yff ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff6 fs6"> </span></div></div></div><div class="pi"></div></div>
<div id="pf7" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc7 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y100 w4 h25" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h9 y35 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y99 ff3 fs0 fc0 sc0 ls0 ws0">7 </div><div class="t m0 x8 he y37 ff6 fs6 fc0 sc0 ls0 ws0">S<span class="ff7">PRAWOZD<span class="_ _5"></span>ANIE Z PRZEPŁYWÓW PIE<span class="_ _5"></span>NIĘŻNYCH<span class="ff6"> </span></span></div><div class="t m0 x8 hf yce ff7 fs5 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia <span class="ff6 ls3">20<span class="ls0">23 roku </span></span></div></div><div class="c x8 y101 wd h11"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y101 we h11"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x2d y101 wf h11"><div class="t m0 x2e h12 y9f ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff2"> </span></div><div class="t m0 x2e h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x2f h12 yb2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y101 w10 h11"><div class="t m0 x2e h12 y9f ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff2"> </span></div><div class="t m0 x2e h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 xf h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone)<span class="ff2"> </span></div></div><div class="c x8 y102 wd h1f"><div class="t m0 xd h14 yd4 ff7 fs3 fc0 sc0 ls0 ws0">Przepływy środków pieniężnych z działalności </div><div class="t m0 xd h14 yd5 ff6 fs3 fc0 sc0 ls0 ws0">operacyjnej </div></div><div class="c x2c y102 we h1f"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x2d y102 wf h1f"><div class="t m0 x31 h8 yd6 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x30 y102 w10 h1f"><div class="t m0 x31 h8 yd6 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y103 wd h26"><div class="t m0 xd h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">Zysk / (strata) brutto </div></div><div class="c x2c y103 we h26"><div class="t m0 xd h14 y1 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y103 wf h26"><div class="t m0 x21 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">209 403 </div></div><div class="c x30 y103 w10 h26"><div class="t m0 x21 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">206 094 </div></div><div class="c x8 y6d wd h15"><div class="t m0 xd h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">Korekty o pozycje: </div></div><div class="c x2c y6d we h15"><div class="t m0 xd h14 y1 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y6d wf h15"><div class="t m0 x20 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">(219 756) </div></div><div class="c x30 y6d w10 h15"><div class="t m0 x20 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">(195 568) </div></div><div class="c x8 y105 wd h26"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x2c y105 we h26"><div class="t m0 x32 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">12.6 </div></div><div class="c x2d y105 wf h26"><div class="t m0 x33 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">2 919 </div></div><div class="c x30 y105 w10 h26"><div class="t m0 x33 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">2 763 </div></div><div class="c x8 y106 wd h27"><div class="t m0 xd h8 y107 ff4 fs3 fc0 sc0 ls0 ws0">(Zwiększenie) / zmniejszenie stanu należności<span class="ff3"> </span></div></div><div class="c x2c y106 we h27"><div class="t m0 x19 h8 y107 ff3 fs3 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x2d y106 wf h27"><div class="t m0 x34 h8 y107 ff3 fs3 fc0 sc0 ls0 ws0">(29 090) </div></div><div class="c x30 y106 w10 h27"><div class="t m0 x35 h8 y107 ff3 fs3 fc0 sc0 ls0 ws0">13 277 </div></div><div class="c x8 y108 wd h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">(Zwiększenie) / zmniejszenie stanu zapasów<span class="ff3"> </span></div></div><div class="c x2c y108 we h26"><div class="t m0 x36 h8 y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y108 wf h26"><div class="t m0 x12 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(7) </div></div><div class="c x30 y108 w10 h26"><div class="t m0 x33 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">1 667 </div></div><div class="c x8 y10a wd h28"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">(Zwiększenie) / zmniejszenie stanu pozostałych </div><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">aktywów<span class="ff3"> </span></div></div><div class="c x2c y10a we h28"><div class="t m0 x36 h8 yb2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y10a wf h28"><div class="t m0 x2 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(835) </div></div><div class="c x30 y10a w10 h28"><div class="t m0 x2 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(181) </div></div><div class="c x8 y10b wd h11"><div class="t m0 xd h8 y9f ff4 fs3 fc0 sc0 ls0 ws0">Zwiększenie / (zmniejszenie) stanu zobowiązań z </div><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">wyjątkiem kredytów i pożyczek oraz innych </div><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">zobowiązań finansowych<span class="ff3"> </span></div></div><div class="c x2c y10b we h11"><div class="t m0 x19 h8 ya0 ff3 fs3 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x2d y10b wf h11"><div class="t m0 x33 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">9 528 </div></div><div class="c x30 y10b w10 h11"><div class="t m0 x34 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">(20 128) </div></div><div class="c x8 y10c wd h29"><div class="t m0 xd h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0">Koszty premii motywacyjnej </div></div><div class="c x2c y10c we h29"><div class="t m0 x36 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y10c wf h29"><div class="t m0 x33 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0">1 900 </div></div><div class="c x30 y10c w10 h29"><div class="t m0 x33 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x8 y10d wd h2a"><div class="t m0 xd h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c x2c y10d we h2a"><div class="t m0 x32 h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">12.3 </div></div><div class="c x2d y10d wf h2a"><div class="t m0 x25 h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">(3 227) </div></div><div class="c x30 y10d w10 h2a"><div class="t m0 x34 h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">(12 133) </div></div><div class="c x8 y10f wd h2b"><div class="t m0 xd h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c x2c y10f we h2b"><div class="t m0 x32 h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">12.4 </div></div><div class="c x2d y10f wf h2b"><div class="t m0 x35 h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">70 356 </div></div><div class="c x30 y10f w10 h2b"><div class="t m0 x35 h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">55 232 </div></div><div class="c x8 y111 wd h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Udział w zyskach jednostek wycenianych </div><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">metodą praw własności<span class="ff3"> </span></div></div><div class="c x2c y111 we h17"><div class="t m0 x19 h8 ya0 ff3 fs3 fc0 sc0 ls4 ws0">19<span class="ls0"> </span></div></div><div class="c x2d y111 wf h17"><div class="t m0 x1a h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(261 829) </div></div><div class="c x30 y111 w10 h17"><div class="t m0 x1a h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(237 487) </div></div><div class="c x8 y112 wd h2c"><div class="t m0 xd h8 y113 ff4 fs3 fc0 sc0 ls0 ws0">Strata z tytułu utraty wartości należności z tytułu </div><div class="t m0 xd h8 y114 ff4 fs3 fc0 sc0 ls0 ws0">dostaw i usług oraz pozostałych należności<span class="ff3"> </span></div></div><div class="c x2c y112 we h2c"><div class="t m0 x36 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y112 wf h2c"><div class="t m0 x5 h8 y115 ff3 fs3 fc0 sc0 ls0 ws0">(<span class="ls4">25</span>) </div></div><div class="c x30 y112 w10 h2c"><div class="t m0 x25 h8 y115 ff3 fs3 fc0 sc0 ls0 ws0">(1 065) </div></div><div class="c x8 y116 wd h2d"><div class="t m0 xd h8 y117 ff4 fs3 fc0 sc0 ls0 ws0">Zmiana stanu rozliczeń międzyokresowych<span class="ff3"> </span></div></div><div class="c x2c y116 we h2d"><div class="t m0 x36 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y116 wf h2d"><div class="t m0 x8 h8 y117 ff3 fs3 fc0 sc0 ls4 ws0">146<span class="ls0"> </span></div></div><div class="c x30 y116 w10 h2d"><div class="t m0 x12 h8 y117 ff3 fs3 fc0 sc0 ls0 ws0">(2) </div></div><div class="c x8 y118 wd h2e"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Zmiana stanu rezerw </div></div><div class="c x2c y118 we h2e"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y118 wf h2e"><div class="t m0 x2 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(312) </div></div><div class="c x30 y118 w10 h2e"><div class="t m0 x33 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">4 519 </div></div><div class="c x8 y119 wd h27"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Podatek dochodowy zapłacony<span class="ff3"> </span></div></div><div class="c x2c y119 we h27"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y119 wf h27"><div class="t m0 x25 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(9 276) </div></div><div class="c x30 y119 w10 h27"><div class="t m0 x25 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(3 496) </div></div><div class="c x8 y11a wd h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x2c y11a we h26"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y11a wf h26"><div class="t m0 x12 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(4) </div></div><div class="c x30 y11a w10 h26"><div class="t m0 x2 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(234) </div></div><div class="c x8 y11b wd h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne netto z działalności </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">operacyjnej <span class="ff3"> </span></div></div><div class="c x2c y11b we h17"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y11b wf h17"><div class="t m0 x34 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">(10 353) </div></div><div class="c x30 y11b w10 h17"><div class="t m0 x35 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">10 526<span class="ff3"> </span></div></div><div class="c x8 y11c wd h2f"><div class="t m0 xd h14 y11d ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y11c we h2f"><div class="t m0 x36 h14 y1 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y11c wf h2f"><div class="t m0 x2f h14 y11e ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y11c w10 h2f"><div class="t m0 x2f h14 y11e ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y11f wd h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Przepływy środków pieniężnych z działalności </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">inwestycyjnej<span class="ff3"> </span></div></div><div class="c x2c y11f we h17"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y11f wf h17"><div class="t m0 x2f h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y11f w10 h17"><div class="t m0 x2f h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y120 wd h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż rzeczowych aktywów trwałych i </div><div class="t m0 xd h14 ya0 ff4 fs3 fc0 sc0 ls0 ws0">aktywów niematerialnych<span class="ff6"> </span></div></div><div class="c x2c y120 we h17"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y120 wf h17"><div class="t m0 x8 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">250<span class="ls0"> </span></div></div><div class="c x30 y120 w10 h17"><div class="t m0 x37 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">48<span class="ls0"> </span></div></div><div class="c x8 y121 wd h30"><div class="t m0 xd h8 y122 ff3 fs3 fc0 sc0 ls0 ws0">Nabycie <span class="ff4">rzeczowych aktywów trwałych i </span></div><div class="t m0 xd h8 ya6 ff4 fs3 fc0 sc0 ls0 ws0">aktywów niematerialnych<span class="ff3"> </span></div></div><div class="c x2c y121 we h30"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y121 wf h30"><div class="t m0 x2 h8 y123 ff3 fs3 fc0 sc0 ls7 ws0">(7<span class="ls5">62<span class="ls0">) </span></span></div></div><div class="c x30 y121 w10 h30"><div class="t m0 x2 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">(750) </div></div><div class="c x8 y124 wd h31"><div class="t m0 xd h8 y125 ff4 fs3 fc0 sc0 ls0 ws0">Nabycie udziałów<span class="ff3"> </span></div></div><div class="c x2c y124 we h31"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y124 wf h31"><div class="t m0 x25 h8 y125 ff3 fs3 fc0 sc0 ls0 ws0">(4 400) </div></div><div class="c x30 y124 w10 h31"><div class="t m0 x25 h8 y125 ff3 fs3 fc0 sc0 ls0 ws0">(7 540) </div></div><div class="c x8 y126 wd h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż udziałów<span class="ff3"> </span></div></div><div class="c x2c y126 we h26"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y126 wf h26"><div class="t m0 x33 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">3 789 </div></div><div class="c x30 y126 w10 h26"><div class="t m0 x8 h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">351<span class="ls0"> </span></div></div><div class="c x8 y127 wd h27"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Dywidendy otrzymane </div></div><div class="c x2c y127 we h27"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y127 wf h27"><div class="t m0 x35 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">81 575 </div></div><div class="c x30 y127 w10 h27"><div class="t m0 x35 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">54 421 </div></div><div class="c x8 y128 wd h26"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Odsetki otrzymane </div></div><div class="c x2c y128 we h26"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y128 wf h26"><div class="t m0 x31 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y128 w10 h26"><div class="t m0 x35 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">15 065 </div></div><div class="c x8 y129 wd h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Spłata udzielonych pożyczek<span class="ff3"> </span></div></div><div class="c x2c y129 we h26"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y129 wf h26"><div class="t m0 x35 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">32 200 </div></div><div class="c x30 y129 w10 h26"><div class="t m0 x21 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">181 388 </div></div><div class="c x8 y12a wd h27"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Udzielenie pożyczek<span class="ff3"> </span></div></div><div class="c x2c y12a we h27"><div class="t m0 x36 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y12a wf h27"><div class="t m0 x34 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(34 858) </div></div><div class="c x30 y12a w10 h27"><div class="t m0 x31 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y12b wd h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne netto z działalności </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">inwestycyjnej<span class="ff3"> </span></div></div><div class="c x2c y12b we h17"><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> <span class="ff3"> </span></div></div><div class="c x2d y12b wf h17"><div class="t m0 x35 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">77 794 </div></div><div class="c x30 y12b w10 h17"><div class="t m0 x21 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">242 983<span class="ff3"> </span></div></div><div class="c x8 y12c wd h32"><div class="t m0 xd h14 y12d ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y12c we h32"><div class="t m0 xd h14 y1 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y12c wf h32"><div class="t m0 x2f h14 y12e ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y12c w10 h32"><div class="t m0 x2f h14 y12e ff6 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf8" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc8 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y12f w4 h33" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h9 y35 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y99 ff3 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c x8 y130 wd h34"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y130 we h34"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x2d y130 wf h34"><div class="t m0 x2e h12 y131 ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff2"> </span></div><div class="t m0 x2e h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x2f h12 yb2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y130 w10 h34"><div class="t m0 x2e h12 y131 ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff2"> </span></div><div class="t m0 x2e h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 xf h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone)<span class="ff2"> </span></div></div><div class="c x8 y132 wd h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Przepływy środków pieniężnych z działalności </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">finansowej<span class="ff3"> </span></div></div><div class="c x2c y132 we h17"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x2d y132 wf h17"><div class="t m0 x31 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x30 y132 w10 h17"><div class="t m0 x31 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y133 wd h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Wpływy z tytułu zaciągnięcia pożyczek / </div><div class="t m0 xd h14 ya0 ff4 fs3 fc0 sc0 ls0 ws0">kredytów<span class="ff6"> </span></div></div><div class="c x2c y133 we h17"><div class="t m0 x32 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">34.3 </div></div><div class="c x2d y133 wf h17"><div class="t m0 x21 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">123 500 </div></div><div class="c x30 y133 w10 h17"><div class="t m0 x21 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">121 677 </div></div><div class="c x8 y134 wd h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Spłata zobowiązań z tytułu leasingu <span class="ff3"> </span></div></div><div class="c x2c y134 we h26"><div class="t m0 x32 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">34.3 </div></div><div class="c x2d y134 wf h26"><div class="t m0 x25 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(3 030) </div></div><div class="c x30 y134 w10 h26"><div class="t m0 x25 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(2 447) </div></div><div class="c x8 y135 wd h27"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Spłata pożyczek/kredytów<span class="ff3"> </span></div></div><div class="c x2c y135 we h27"><div class="t m0 x32 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">34.3 </div></div><div class="c x2d y135 wf h27"><div class="t m0 x34 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(86 159) </div></div><div class="c x30 y135 w10 h27"><div class="t m0 x34 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(84 997) </div></div><div class="c x8 y136 wd h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Dywidendy wypłacone<span class="ff3"> </span></div></div><div class="c x2c y136 we h26"><div class="t m0 x36 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y136 wf h26"><div class="t m0 x1a h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(100 000) </div></div><div class="c x30 y136 w10 h26"><div class="t m0 x1a h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(201 204) </div></div><div class="c x8 y137 wd h26"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Odsetki i prowizje bankowe </div></div><div class="c x2c y137 we h26"><div class="t m0 x36 h8 y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y137 wf h26"><div class="t m0 x34 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(61 280) </div></div><div class="c x30 y137 w10 h26"><div class="t m0 x34 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(31 598) </div></div><div class="c x8 y138 wd h27"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne netto z działalności finansowej<span class="ff3"> </span></div></div><div class="c x2c y138 we h27"><div class="t m0 x38 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> <span class="ff3"> </span></div></div><div class="c x2d y138 wf h27"><div class="t m0 x20 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">(126 969)<span class="ff3"> </span></div></div><div class="c x30 y138 w10 h27"><div class="t m0 x20 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">(198 569)<span class="ff3"> </span></div></div><div class="c x8 y139 wd h18"><div class="t m0 xd h14 ya8 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y139 we h18"><div class="t m0 xd h14 y1 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y139 wf h18"><div class="t m0 x2f h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y139 w10 h18"><div class="t m0 x2f h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y13a wd h28"><div class="t m0 xd h8 y13b ff4 fs3 fc0 sc0 ls0 ws0">Zwiększenie/(zmniejszenie) netto stanu środków </div><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">pieniężnych i ich ekwiwalentów <span class="ff3"> </span></div></div><div class="c x2c y13a we h28"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y13a wf h28"><div class="t m0 x34 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(59 <span class="ls4">52</span>8) </div></div><div class="c x30 y13a w10 h28"><div class="t m0 x35 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">54 940 </div></div><div class="c x8 y13c wd h35"><div class="t m0 xd h14 ya2 ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne na początek okresu<span class="ff3"> </span></div></div><div class="c x2c y13c we h35"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y13c wf h35"><div class="t m0 x35 h14 ya2 ff6 fs3 fc0 sc0 ls0 ws0">60 997   <span class="ff3"> </span></div></div><div class="c x30 y13c w10 h35"><div class="t m0 x33 h14 ya2 ff6 fs3 fc0 sc0 ls0 ws0">6 057   <span class="ff3"> </span></div></div><div class="c x8 y13d wd h15"><div class="t m0 xd h14 ya8 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y13d we h15"><div class="t m0 xd h14 y1 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y13d wf h15"><div class="t m0 x31 h14 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ff6"> </span></div></div><div class="c x30 y13d w10 h15"><div class="t m0 x31 h14 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ff6"> </span></div></div><div class="c x8 y13e wd h1b"><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne na koniec okresu<span class="ff6"> </span></div></div><div class="c x2c y13e we h1b"><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> <span class="ff3"> </span></div></div><div class="c x2d y13e wf h1b"><div class="t m0 x33 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">1 469 </div></div><div class="c x30 y13e w10 h1b"><div class="t m0 x35 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">60 997 </div></div></div><div class="pi"></div></div>
<div id="pf9" class="pf w11 h36" style="content-visibility: auto;"><div class="pc pc9 w11 h36"><img 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" class="bi x5 y13f w12 h37" alt="" /><div class="c x0 y1 w13 h36"><div class="t m0 x39 h8 y140 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x3a h8 y141 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y142 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h2 y143 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3c h6 y144 ff3 fs0 fc0 sc0 ls0 ws0">9 </div><div class="t m0 x8 he y145 ff7 fs6 fc0 sc0 ls0 ws0">SPRAWOZD<span class="_ _5"></span>ANIE ZE ZMIAN W KA<span class="_ _5"></span>PITALE WŁASNYM<span class="ff6"> </span></div><div class="t m0 x8 hf y146 ff7 fs5 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia <span class="ff6 ls3">20<span class="ls0">23 roku </span></span></div><div class="t m0 x8 hf y147 ff6 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y148 w14 h30"><div class="t m0 xd h39 y149 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y148 w15 h30"><div class="t m0 x3e h3a yb2 ff1 fs9 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x3f y148 w16 h30"><div class="t m0 x22 h3b yb2 ff8 fs9 fc0 sc0 ls0 ws0">Kapitał podstaw<span class="_ _5"></span>owy<span class="ff2"> </span></div></div><div class="c x40 y148 w17 h30"><div class="t m0 x41 h3b y14a ff2 fs9 fc0 sc0 ls0 ws0">Zyski zatrzyman<span class="_ _5"></span>e / </div><div class="t m0 x36 h3b y14b ff2 fs9 fc0 sc0 ls0 ws0">niepokryte straty<span class="_ _5"></span> </div></div><div class="c x42 y148 w18 h30"><div class="t m0 x43 h3b y14a ff2 fs9 fc0 sc0 ls0 ws0">Wynik finansowy<span class="_ _5"></span> roku </div><div class="t m0 x1c h3b y14b ff2 fs9 fc0 sc0 ls0 ws0">obrotowego </div></div><div class="c x44 y148 w19 h30"><div class="t m0 x3e h3b yb2 ff8 fs9 fc0 sc0 ls0 ws0">Kapitał własny <span class="_ _5"></span>ogółem<span class="ff2"> </span></div></div><div class="c x8 y14c w14 h3c"><div class="t m0 x15 h3b y14d ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y14c w15 h3c"><div class="t m0 x32 h39 y14d ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y14c w16 h3c"><div class="t m0 x45 h39 y14d ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y14c w17 h3c"><div class="t m0 x46 h39 y14d ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y14c w18 h3c"><div class="t m0 x47 h39 y14d ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x44 y14c w19 h3c"><div class="t m0 x48 h39 y14d ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y14e w14 h16"><div class="t m0 xd h3d y14f ff7 fs9 fc0 sc0 ls0 ws0">Na dzień 1 styc<span class="_ _5"></span>znia 202<span class="ff6">3 roku </span></div></div><div class="c x3d y14e w15 h16"><div class="t m0 x16 h39 y14f ff3 fs9 fc0 sc0 ls0 ws0">25 </div></div><div class="c x3f y14e w16 h16"><div class="t m0 x49 h3d y14f ff6 fs9 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x40 y14e w17 h16"><div class="t m0 x2 h3d y14f ff6 fs9 fc0 sc0 ls0 ws0">439 470 </div></div><div class="c x42 y14e w18 h16"><div class="t m0 x4a h3d y14f ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y14e w19 h16"><div class="t m0 x5 h3d y14f ff6 fs9 fc0 sc0 ls0 ws0">441 510 </div></div><div class="c x8 y150 w14 h26"><div class="t m0 xd h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">Zysk/(strata) n<span class="_ _5"></span>etto za okres </div></div><div class="c x3d y150 w15 h26"><div class="t m0 x32 h39 y109 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y150 w16 h26"><div class="t m0 x47 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y150 w17 h26"><div class="t m0 x4a h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y150 w18 h26"><div class="t m0 x1e h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">217 126 </div></div><div class="c x44 y150 w19 h26"><div class="t m0 x5 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">217 126 </div></div><div class="c x8 y151 w14 h26"><div class="t m0 xd h39 y10e ff4 fs9 fc0 sc0 ls0 ws0">Inne całkowite<span class="_ _5"></span> dochody netto za<span class="_ _5"></span> rok<span class="ff3"> </span></div></div><div class="c x3d y151 w15 h26"><div class="t m0 x32 h39 y109 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y151 w16 h26"><div class="t m0 x47 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y151 w17 h26"><div class="t m0 x4a h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y151 w18 h26"><div class="t m0 x4a h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y151 w19 h26"><div class="t m0 x4b h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y152 w14 h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Całkowity doch<span class="_ _5"></span>ód za okres<span class="ff6"> </span></div></div><div class="c x3d y152 w15 h15"><div class="t m0 x32 h3b ya8 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y152 w16 h15"><div class="t m0 x46 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y152 w17 h15"><div class="t m0 x4c h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y152 w18 h15"><div class="t m0 x1e h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">217 126 </div></div><div class="c x44 y152 w19 h15"><div class="t m0 x5 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">217 126 </div></div><div class="c x8 y153 w14 h3e"><div class="t m0 xd h39 y154 ff4 fs9 fc0 sc0 ls0 ws0">Płatności w form<span class="_ _5"></span>ie akcji<span class="ff3"> </span></div></div><div class="c x3d y153 w15 h3e"><div class="t m0 x43 h39 y155 ff3 fs9 fc0 sc0 ls0 ws0">25.2 </div><div class="t m0 x14 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0">31.4.1 </div></div><div class="c x3f y153 w16 h3e"><div class="t m0 x47 h39 y154 ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y153 w17 h3e"><div class="t m0 x12 h39 y154 ff3 fs9 fc0 sc0 ls0 ws0">1 <span class="ls8">900</span> </div></div><div class="c x42 y153 w18 h3e"><div class="t m0 x4a h39 y154 ff3 fs9 fc0 sc0 ls0 ws0">-<span class="ls9">  </span> </div></div><div class="c x44 y153 w19 h3e"><div class="t m0 x1f h3d y154 ff6 fs9 fc0 sc0 ls0 ws0">1 900 </div></div><div class="c x8 y156 w14 h26"><div class="t m0 xd h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">Dywidendy </div></div><div class="c x3d y156 w15 h26"><div class="t m0 x16 h39 y10e ff3 fs9 fc0 sc0 ls8 ws0">15<span class="ls0"> </span></div></div><div class="c x3f y156 w16 h26"><div class="t m0 x47 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y156 w17 h26"><div class="t m0 x1d h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">(100 000) </div></div><div class="c x42 y156 w18 h26"><div class="t m0 x4a h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y156 w19 h26"><div class="t m0 x2 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">(100 000) </div></div><div class="c x8 y157 w14 h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Na dzień 31 gr<span class="_ _5"></span>udnia 202<span class="ff6">3 roku </span></div></div><div class="c x3d y157 w15 h15"><div class="t m0 x16 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">25 </div></div><div class="c x3f y157 w16 h15"><div class="t m0 x49 h3d ycb ff6 fs9 fc0 sc0 lsa ws0">2 <span class="ls0">040 </span></div></div><div class="c x40 y157 w17 h15"><div class="t m0 x2 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">341 370 </div></div><div class="c x42 y157 w18 h15"><div class="t m0 x1e h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">217 126 </div></div><div class="c x44 y157 w19 h15"><div class="t m0 x5 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">560 536 </div></div><div class="c x0 y1 w13 h36"><div class="t m0 x8 h2 y158 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y159 w14 h3f"><div class="t m0 xd h39 y15a ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y159 w15 h3f"><div class="t m0 x3e h3a yb2 ff1 fs9 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x3f y159 w16 h3f"><div class="t m0 x22 h3b yb2 ff8 fs9 fc0 sc0 ls0 ws0">Kapitał podstaw<span class="_ _5"></span>owy<span class="ff2"> </span></div></div><div class="c x40 y159 w17 h3f"><div class="t m0 x41 h3b y15b ff2 fs9 fc0 sc0 ls0 ws0">Zyski zatrzyman<span class="_ _5"></span>e / </div><div class="t m0 x36 h3b y15c ff2 fs9 fc0 sc0 ls0 ws0">niepokryte straty<span class="_ _5"></span> </div></div><div class="c x42 y159 w18 h3f"><div class="t m0 x43 h3b y15b ff2 fs9 fc0 sc0 ls0 ws0">Wynik finansowy<span class="_ _5"></span> roku </div><div class="t m0 x1c h3b y15c ff2 fs9 fc0 sc0 ls0 ws0">obrotowego </div></div><div class="c x44 y159 w19 h3f"><div class="t m0 x3e h3b yb2 ff8 fs9 fc0 sc0 ls0 ws0">Kapitał własny <span class="_ _5"></span>ogółem<span class="ff2"> </span></div></div><div class="c x8 y15d w14 h3c"><div class="t m0 x15 h3b y15e ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y15d w15 h3c"><div class="t m0 x32 h39 y15e ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y15d w16 h3c"><div class="t m0 x45 h39 y15e ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y15d w17 h3c"><div class="t m0 x46 h39 y15e ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y15d w18 h3c"><div class="t m0 x47 h39 y15e ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x44 y15d w19 h3c"><div class="t m0 x48 h39 y15e ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y15f w14 h3e"><div class="t m0 xd h3d y155 ff7 fs9 fc0 sc0 ls0 ws0">Na dzień 1 styc<span class="_ _5"></span>znia 202<span class="ff6">2 roku </span></div><div class="t m0 xd h3d yfc ff7 fs9 fc0 sc0 ls0 ws0">(przekształcone<span class="ff6">)<span class="_ _5"></span> </span></div></div><div class="c x3d y15f w15 h3e"><div class="t m0 x16 h39 y154 ff3 fs9 fc0 sc0 ls0 ws0">25 </div></div><div class="c x3f y15f w16 h3e"><div class="t m0 x49 h3d y154 ff6 fs9 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x40 y15f w17 h3e"><div class="t m0 x2 h3d y154 ff6 fs9 fc0 sc0 ls0 ws0">504 978 </div></div><div class="c x42 y15f w18 h3e"><div class="t m0 x4a h3d y154 ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y15f w19 h3e"><div class="t m0 x5 h3d y154 ff6 fs9 fc0 sc0 ls0 ws0">507 018 </div></div><div class="c x8 y160 w14 h27"><div class="t m0 xd h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">Zysk/(strata) n<span class="_ _5"></span>etto za okres </div></div><div class="c x3d y160 w15 h27"><div class="t m0 x32 h39 y109 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y160 w16 h27"><div class="t m0 x47 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y160 w17 h27"><div class="t m0 x4c h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y160 w18 h27"><div class="t m0 x1e h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x44 y160 w19 h27"><div class="t m0 x5 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 y161 w14 h26"><div class="t m0 xd h39 y10e ff4 fs9 fc0 sc0 ls0 ws0">Inne całkowite<span class="_ _5"></span> dochody netto za<span class="_ _5"></span> rok<span class="ff3"> </span></div></div><div class="c x3d y161 w15 h26"><div class="t m0 x32 h39 y109 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y161 w16 h26"><div class="t m0 x47 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y161 w17 h26"><div class="t m0 x4c h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y161 w18 h26"><div class="t m0 x4a h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y161 w19 h26"><div class="t m0 x4b h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y162 w14 h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Całkowity doch<span class="_ _5"></span>ód za okres<span class="ff6"> </span></div></div><div class="c x3d y162 w15 h15"><div class="t m0 x32 h3b ya8 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y162 w16 h15"><div class="t m0 x46 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y162 w17 h15"><div class="t m0 x4c h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y162 w18 h15"><div class="t m0 x1e h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x44 y162 w19 h15"><div class="t m0 x5 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 y163 w14 h40"><div class="t m0 xd h39 y11d ff4 fs9 fc0 sc0 ls0 ws0">Płatności w form<span class="_ _5"></span>ie akcji<span class="ff3"> </span></div></div><div class="c x3d y163 w15 h40"><div class="t m0 x43 h39 y164 ff3 fs9 fc0 sc0 ls0 ws0">25.2 </div><div class="t m0 x14 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0">31.4.1 </div></div><div class="c x3f y163 w16 h40"><div class="t m0 x47 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y163 w17 h40"><div class="t m0 x12 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x42 y163 w18 h40"><div class="t m0 x47 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x44 y163 w19 h40"><div class="t m0 x1f h3d y11d ff6 fs9 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x8 y165 w14 h27"><div class="t m0 xd h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">Dywidendy </div></div><div class="c x3d y165 w15 h27"><div class="t m0 x16 h39 y10e ff3 fs9 fc0 sc0 ls8 ws0">15<span class="ls0"> </span></div></div><div class="c x3f y165 w16 h27"><div class="t m0 x47 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y165 w17 h27"><div class="t m0 x1d h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">(278 198) </div></div><div class="c x42 y165 w18 h27"><div class="t m0 x4a h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y165 w19 h27"><div class="t m0 x2 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">(278 198) </div></div><div class="c x8 y166 w14 h16"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Na dzień 31 gr<span class="_ _5"></span>udnia 202<span class="ff6">2 roku </span></div></div><div class="c x3d y166 w15 h16"><div class="t m0 x16 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">25 </div></div><div class="c x3f y166 w16 h16"><div class="t m0 x49 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x40 y166 w17 h16"><div class="t m0 x2 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">228 480 </div></div><div class="c x42 y166 w18 h16"><div class="t m0 x1e h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x44 y166 w19 h16"><div class="t m0 x5 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">441 510 </div></div><div class="c x0 y1 w13 h36"><div class="t m0 x8 h3a y100 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pfa" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pca w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">10<span class="ls0"> </span></div><div class="t m0 x8 he y168 ff7 fs6 fc0 sc0 ls0 ws0">ZASADY (PO<span class="_ _5"></span>LITYKI) RACHUNKOWO<span class="_ _5"></span>ŚCI ORAZ DOD<span class="_ _5"></span>ATKOWE NOTY </div><div class="t m0 x8 he y169 ff7 fs6 fc0 sc0 ls0 ws0">OBJAŚNIAJĄCE<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x8 h41 y16a ff6 fs6 fc0 sc0 lsa ws0">1.<span class="ffc ls0"> <span class="_ _f"> </span><span class="ff7">Informacje ogóln<span class="_ _5"></span>e<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y16b ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _10"> </span>finansowe<span class="_ _0"></span> <span class="_ _10"> </span>Murapol <span class="_ _10"> </span>S.A. <span class="_ _10"> </span><span class="ff4">obejmuje <span class="_ _10"> </span>rok <span class="_ _10"></span>zakończony <span class="_ _10"></span>dnia <span class="_ _10"> </span>31 <span class="_ _10"></span>grudnia <span class="_ _10"> </span></span><span class="ls2">20</span>23 <span class="_ _10"> </span>roku </div><div class="t m0 x8 h6 y16c ff4 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _7"></span>zawi<span class="_ _0"></span>era <span class="_ _7"></span>dane <span class="_ _5"></span>porówn<span class="_ _0"></span>awcze <span class="_ _7"></span>za <span class="_ _5"></span>rok <span class="_ _5"></span>zakończon<span class="_ _0"></span>y<span class="ff3"> <span class="_ _7"></span>dn<span class="_ _0"></span>ia <span class="_ _7"></span>31 <span class="_ _5"></span>grudnia <span class="_ _5"></span><span class="ls2">20<span class="ls0">22 <span class="_ _5"></span>roku <span class="_ _7"></span><span class="ff4">(„spra<span class="_ _0"></span>wozdanie </span></span></span></span></div><div class="t m0 x8 h6 y16d ff4 fs0 fc0 sc0 ls0 ws0">finansowe”)<span class="ff3">. </span></div><div class="t m0 x8 h6 y16e ff3 fs0 fc0 sc0 ls0 ws0">Murapol <span class="_ _11"></span>S.A. <span class="_ _11"></span><span class="ff4">(„Spółka” <span class="_ _11"></span>„</span>Jednostka<span class="_ _0"></span><span class="ff4">”) <span class="_ _11"></span>została <span class="_ _11"></span>utworzona <span class="_ _11"></span>Aktem <span class="_ _11"></span>Notarialn<span class="_ _0"></span>ym <span class="_ _11"></span>z</span> dnia <span class="_ _11"></span>5 <span class="_ _11"></span>stycznia </div><div class="t m0 x8 h6 y16f ff3 fs0 fc0 sc0 ls2 ws0">2001<span class="ls0"> roku.<span class="ff1"> <span class="ff4">Siedzib<span class="_ _0"></span>a Spółki mieści się<span class="_ _0"></span> w</span></span> Bielsku - <span class="ff4">B<span class="_ _0"></span>iałej przy ul. </span>Dw<span class="_ _0"></span>orkowej 4.  </span></div><div class="t m0 x8 h6 y12 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _12"> </span>jest <span class="_ _12"> </span>wpisana<span class="_ _0"></span> <span class="_ _12"> </span>do <span class="_ _12"> </span>rejestru <span class="_ _12"> </span>przedsię<span class="_ _0"></span>biorców <span class="_ _12"> </span>Krajoweg<span class="_ _0"></span>o <span class="_ _12"> </span>Rejestru <span class="_ _12"> </span>Sądoweg<span class="_ _0"></span>o </div><div class="t m0 x8 h6 y170 ff4 fs0 fc0 sc0 ls0 ws0">prowadzonego <span class="_ _10"> </span>przez <span class="_ _10"> </span>Sąd <span class="_ _10"></span>Rejonowy<span class="ff3"> <span class="_ _10"> </span>dla <span class="_ _10"></span>Bielska <span class="_ _10"> </span></span>–<span class="ff3"> <span class="_ _10"></span></span>Białej<span class="ff3"> <span class="_ _10"> </span>w <span class="_ _13"></span>Polsce, <span class="_ _13"> </span>VIII <span class="_ _10"> </span></span>W<span class="_ _0"></span>ydział <span class="_ _13"></span>Gospodarc<span class="_ _0"></span>zy </div><div class="t m0 x8 h6 y171 ff4 fs0 fc0 sc0 ls0 ws0">Krajowego <span class="_ _14"> </span>Rejestru <span class="_ _14"> </span>Sądowego, <span class="_ _14"> </span>pod <span class="_ _14"> </span>numerem <span class="_ _14"> </span>KRS<span class="ff3"> <span class="_ _14"> </span>0000275523<span class="ls1">. <span class="_ _14"> </span></span></span>Spółce <span class="_ _14"> </span>nadano <span class="_ _14"> </span>numer </div><div class="t m0 x8 h6 y172 ff3 fs0 fc0 sc0 ls0 ws0">statystyczny REG<span class="_ _0"></span>ON 0726<span class="_ _0"></span>95687. <span class="ff4">Sied<span class="_ _0"></span>ziba Spółki<span class="_ _0"></span> mieści<span class="_ _0"></span> się w <span class="_ _0"></span>Bielsku<span class="_ _0"></span></span>-<span class="ff4">Białej p<span class="_ _0"></span>rzy ul. Dwork<span class="_ _0"></span>owej 4, </span></div><div class="t m0 x8 h6 y173 ff3 fs0 fc0 sc0 ls0 ws0">Polska.   </div><div class="t m0 x8 h6 y174 ff4 fs0 fc0 sc0 ls0 ws0">Czas trwania Spółki jes<span class="_ _0"></span>t nieoznaczony<span class="_ _0"></span><span class="ff3">. </span></div><div class="t m0 x8 h6 y175 ff4 fs0 fc0 sc0 ls0 ws0">Podstawowym przedmi<span class="_ _0"></span>otem działa<span class="_ _0"></span>lności Spółki jest:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y176 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>działalność <span class="ff3">holdi<span class="_ _0"></span>n</span>gowa obejmująca <span class="_ _0"></span>nadzór nad <span class="_ _0"></span>spółkami z <span class="_ _0"></span><span class="ff3">Grupy, </span></div><div class="t m0 x8 h42 y177 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>zarządzanie <span class="_ _9"></span><span class="ff3">pr<span class="_ _0"></span>ocesem <span class="_ _9"></span>przy<span class="_ _0"></span>got</span>owania <span class="_ _9"></span>projekt<span class="_ _0"></span>ów <span class="_ _9"></span>dewel<span class="_ _0"></span>operskich <span class="_ _9"></span>oraz <span class="_ _9"></span>pr<span class="_ _0"></span>owadzenie <span class="_ _9"></span>prac </div><div class="t m0 x4e h6 y178 ff4 fs0 fc0 sc0 ls0 ws0">związanych z inwestyc<span class="_ _0"></span>jami prowadzonymi<span class="_ _0"></span> przez spółki z <span class="_ _0"></span><span class="ff3">Grupy. </span></div><div class="t m0 x8 h6 y179 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _9"></span>je<span class="_ _0"></span>st <span class="_ _9"></span>podmiot<span class="_ _0"></span>em <span class="_ _9"></span>domi<span class="_ _0"></span>nującym <span class="_ _9"></span>najwy<span class="_ _0"></span>ższego <span class="_ _9"></span>s<span class="_ _0"></span>zczebla <span class="_ _11"></span>Grupy <span class="_ _9"></span>Kap<span class="_ _0"></span>itałowej <span class="_ _9"></span>Mura<span class="_ _0"></span>pol <span class="_ _9"></span>S.A<span class="_ _0"></span>. </div><div class="t m0 x8 h6 y17a ff4 fs0 fc0 sc0 ls0 ws0">(„Grupa”<span class="ff3">, </span>„Grupa <span class="_ _0"></span>Kapitałowa”).<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h41 y17b ff6 fs6 fc0 sc0 lsa ws0">2.<span class="ffc ls0"> <span class="_ _f"> </span><span class="ff6">Identyfikacja jed<span class="_ _5"></span>nostkowego spra<span class="_ _5"></span>wozdania finansowego </span></span></div><div class="t m0 x8 h6 y17c ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _16"> </span>sporządziła <span class="_ _16"> </span><span class="ff3">jedn<span class="_ _0"></span>ostkowe <span class="_ _16"> </span></span>sprawozda<span class="_ _0"></span>nie <span class="_ _16"> </span>finansowe <span class="_ _16"> </span>za <span class="_ _16"> </span>rok <span class="_ _16"> </span>zakończony <span class="_ _16"> </span>dnia <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y17d ff3 fs0 fc0 sc0 ls0 ws0">31 grudnia <span class="ls2">20</span>23 <span class="ff4">rok<span class="_ _0"></span>u, które zostało <span class="_ _0"></span>zatwierdzone do <span class="_ _0"></span></span>publikacji w dn<span class="_ _0"></span>iu 29 marc<span class="_ _0"></span>a <span class="ls2">202</span>4 roku. </div><div class="t m0 x8 h41 y17e ff6 fs6 fc0 sc0 lsa ws0">3.<span class="ffc ls0"> <span class="_ _f"> </span><span class="ff6">S<span class="ff7">kład Zarządu </span>i R<span class="_ _5"></span>ady Nadzorczej <span class="ff7">Spółki</span> </span></span></div><div class="t m0 x8 h6 y17f ff4 fs0 fc0 sc0 ls0 ws0">W skład Zarządu Spółki<span class="_ _0"></span> na dzień 31 gru<span class="_ _0"></span>dnia <span class="ff3 ls2">20<span class="ls0">2<span class="_ _0"></span>3 roku wchodzili:<span class="_ _0"></span> </span></span></div><div class="t m0 x8 h42 y180 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">Nikodem Iskra </span></span>–<span class="ff3"> </span>Pr<span class="_ _0"></span>ezes Zarządu<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y181 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>Przemysław Kromer<span class="_ _0"></span><span class="ff3"> </span>–<span class="ff3"> </span>Członek Zarząd<span class="_ _0"></span>u<span class="ff3"> </span></div><div class="t m0 x8 h42 y182 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">Iwona Sroka </span></span>–<span class="ff3"> </span>C<span class="_ _0"></span>złonek Zarządu<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y183 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y184 ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _13"></span>okresie <span class="_ _13"></span>sprawozdawc<span class="_ _0"></span>zym <span class="_ _13"></span>i <span class="_ _13"></span>do <span class="_ _13"></span>dnia <span class="_ _13"> </span>zat<span class="_ _0"></span>wierdzenia <span class="_ _13"> </span>ni<span class="_ _0"></span>niejszego <span class="_ _11"></span>spra<span class="_ _0"></span>wozdania <span class="_ _13"> </span>fin<span class="_ _0"></span>ansowego </div><div class="t m0 x8 h6 y185 ff4 fs0 fc0 sc0 ls0 ws0">nie miały mi<span class="_ _0"></span>ejsca zmiany w składzie Zarząd<span class="_ _0"></span>u Spółki.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y186 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h42 y187 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pfb" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcb w0 h0"><img src="data:image/png;base64,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" class="bi x5 y188 w1a h43" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">11<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Na dzień 31.12.<span class="ff3 ls2">20<span class="ls0">2<span class="_ _0"></span>3 </span></span>roku skład os<span class="_ _0"></span>obowy Rady Nadzorcz<span class="_ _0"></span>ej prezentował się <span class="_ _0"></span>następująco:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y189 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">John Ruane </span></span>–<span class="ff3"> </span>Prze<span class="_ _0"></span>wodniczący Rady<span class="_ _0"></span> Nadzorczej<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y18a ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">Maciej Dyjas </span></span>–<span class="_ _0"></span><span class="ff3"> </span>Wiceprzewodniczący<span class="_ _0"></span> Rady Nadzorczej<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y18b ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>Piotr Fijołek –<span class="ff3"> </span>Wi<span class="_ _0"></span>ceprzewodniczący<span class="_ _0"></span> Rady Nadzorczej<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y18c ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">William Tweml<span class="_ _0"></span>ow </span></span>–<span class="ff3"> </span>Wiceprzewodniczący<span class="_ _0"></span> Rady Nadzorcz<span class="_ _0"></span>ej<span class="ff3"> </span></div><div class="t m0 x8 h42 y18d ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">Justyna Bauta-<span class="_ _0"></span>Szostak </span></span>–<span class="ff3"> </span>Członek<span class="_ _0"></span> Rady Nadzorcze<span class="_ _0"></span>j<span class="ff3"> </span></div><div class="t m0 x8 h42 y18e ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">Lukas Gradischnig <span class="_ _0"></span></span></span>–<span class="ff3"> </span>Członek Rady<span class="_ _0"></span> Nadzorczej<span class="ff3"> </span></div><div class="t m0 x8 h42 y18f ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3 lsb">Br<span class="ls0">e</span></span></span>ndan O’Mahony –<span class="ff3"> </span>C<span class="_ _0"></span>złonek Rady Nad<span class="_ _0"></span>zorczej<span class="ff3"> </span></div><div class="t m0 x8 h42 y190 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">Nebil Senman </span></span>–<span class="_ _0"></span><span class="ff3"> </span>Członek Rady Nadzorcz<span class="_ _0"></span>ej<span class="ff3"> </span></div><div class="t m0 x4e h6 y191 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y192 ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _13"></span>okresie <span class="_ _13"></span>sprawozdawc<span class="_ _0"></span>zym <span class="_ _13"></span>i <span class="_ _13"></span>do <span class="_ _13"></span>dnia <span class="_ _13"></span>zatwierdz<span class="_ _0"></span>enia <span class="_ _13"></span>niniejszego <span class="_ _13"></span>sprawozda<span class="_ _0"></span>nia <span class="_ _13"></span>finansowego </div><div class="t m0 x8 h6 y193 ff4 fs0 fc0 sc0 ls0 ws0">nie miały mi<span class="_ _0"></span>ejsca zmiany składu Rady Nadz<span class="_ _0"></span>orczej Spółki.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h41 y194 ff6 fs6 fc0 sc0 lsa ws0">4.<span class="ffc ls0"> <span class="_ _f"> </span><span class="ff6">Zatwierdzenie spr<span class="_ _5"></span>awozdania finan<span class="_ _5"></span>sowego </span></span></div><div class="t m0 x8 h6 y195 ff3 fs0 fc0 sc0 ls0 ws0">Nin<span class="_ _5"></span>iejsz<span class="_ _5"></span>e <span class="ff4">spr<span class="_ _5"></span>awozda<span class="_ _5"></span>nie fina<span class="_ _5"></span>nsow<span class="_ _5"></span>e zost<span class="_ _5"></span>ało zatw<span class="_ _5"></span>ierdz<span class="_ _5"></span>one do<span class="_ _5"></span> publi<span class="_ _5"></span>kacji<span class="_ _5"></span> przez Z<span class="_ _5"></span>arzą<span class="_ _5"></span>d Spółk<span class="_ _5"></span>i <span class="ff3">w dniu </span></span></div><div class="t m0 x8 h6 y196 ff3 fs0 fc0 sc0 ls0 ws0">29 marca 2024 <span class="_ _5"></span>roku. </div><div class="t m0 x8 h41 y197 ff6 fs6 fc0 sc0 lsa ws0">5.<span class="ffc ls0"> <span class="_ _f"> </span><span class="ff7">Inwestycje Sp<span class="_ _5"></span>ółki<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y16 ff4 fs0 fc0 sc0 ls0 ws0">Spó<span class="_ _5"></span>łka po<span class="_ _5"></span>siad<span class="_ _5"></span>a inw<span class="_ _5"></span>estyc<span class="_ _5"></span>je w <span class="_ _5"></span>następ<span class="_ _5"></span>ującyc<span class="_ _5"></span>h jed<span class="_ _5"></span>nost<span class="_ _5"></span>kach z<span class="_ _5"></span>ależn<span class="_ _5"></span>ych:<span class="ff3"> </span></div><div class="t m0 x8 h6 y198 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y199 w1b h44"><div class="t m0 x11 h45 y19a ff2 fsa fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x4f y199 w1c h44"><div class="t m0 x11 h45 y19a ff2 fsa fc0 sc0 ls0 ws0">Siedziba </div></div><div class="c x50 y19b w1d h46"><div class="t m0 x2a h45 y19c ff8 fsa fc0 sc0 ls0 ws0">Procentowy udział<span class="_ _0"></span> Grupy </div><div class="t m0 x22 h45 y19d ff8 fsa fc0 sc0 ls0 ws0">(pośrednio i bezp<span class="_ _0"></span>ośrednio)<span class="ff2"> </span></div><div class="t m0 x17 h45 y19e ff2 fsa fc0 sc0 ls0 ws0"> w kapitale </div></div><div class="c x51 y199 w1e h44"><div class="t m0 x52 h45 y19a ff8 fsa fc0 sc0 ls0 ws0">Zakres działalności<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x50 y199 w1f h47"><div class="t m0 x11 h45 ya5 ff2 fsa fc0 sc0 ls0 ws0">31 <span class="_ _5"></span>grudnia 2023 </div></div><div class="c x27 y199 w20 h47"><div class="t m0 x11 h45 ya5 ff2 fsa fc0 sc0 ls0 ws0">31 <span class="_ _5"></span>grudnia 2022 </div></div><div class="c x8 y19f w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol S.A.<span class="_ _0"></span> </div></div><div class="c x4f y19f w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y19f w1f h48"><div class="t m0 x1a h49 y1a0 ff3 fsa fc0 sc0 lsc ws0">n/d<span class="ls0"> </span></div></div><div class="c x27 y19f w20 h48"><div class="t m0 x1a h49 y1a0 ff3 fsa fc0 sc0 lsc ws0">n/d<span class="ls0"> </span></div></div><div class="c x51 y19f w1e h48"><div class="t m0 x53 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa </div><div class="t m0 x37 h4a y1a2 ff3 fsb fc0 sc0 ls0 ws0">i finansowa </div></div><div class="c x8 y1a3 w1b h4b"><div class="t m0 x11 h49 y9e ff3 fsa fc0 sc0 ls0 ws0">Murapol Real Est<span class="_ _0"></span>ate S.A. [1] [4] [7<span class="_ _0"></span>] [8] </div></div><div class="c x4f y1a3 w1c h4b"><div class="t m0 x11 h49 y9e ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1a3 w1f h4b"><div class="t m0 x54 h49 y9e ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1a3 w20 h4b"><div class="t m0 x54 h49 y9e ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1a3 w1e h4b"><div class="t m0 x55 h4a y9f ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa, </div><div class="t m0 x28 h4a y9e ff4 fsb fc0 sc0 ls0 ws0">działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1a4 w1b h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Cross Bud S.A. [1<span class="_ _0"></span>] [7] </div></div><div class="c x4f y1a4 w1c h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1a4 w1f h17"><div class="t m0 x57 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">9<span class="lsd">6,40</span>%<span class="_ _0"></span> </div></div><div class="c x27 y1a4 w20 h17"><div class="t m0 x57 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">92,81% </div></div><div class="c x51 y1a4 w1e h17"><div class="t m0 x2b h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Sprzedaż hurtowa mat. </div><div class="t m0 x58 h4a y1a2 ff3 fsb fc0 sc0 ls0 ws0">budowlanych </div></div><div class="c x8 y1a5 w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 59 sp<span class="_ _0"></span>. z o.o. [6] [9<span class="_ _0"></span>] [<span class="lsd">10</span>] [11] </div></div><div class="c x4f y1a5 w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1a5 w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1a5 w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1a5 w1e h48"><div class="t m0 x36 h4a y9e ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1a6 w1b h4b"><div class="t m0 x11 h49 y1a7 ff3 fsa fc0 sc0 ls0 ws0">MyMurapol sp<span class="_ _0"></span> .z o.o. (dawniej Hom<span class="_ _0"></span>e Credit </div><div class="t m0 x11 h49 yb3 ff4 fsa fc0 sc0 ls0 ws0">Group Finanse i Ni<span class="_ _0"></span>eruchomości sp<span class="_ _0"></span>. z o.o.<span class="ff3">) [12] </span></div></div><div class="c x4f y1a6 w1c h4b"><div class="t m0 x11 h49 y9e ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1a6 w1f h4b"><div class="t m0 x54 h49 y9e ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1a6 w20 h4b"><div class="t m0 x54 h49 y9e ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1a6 w1e h4b"><div class="t m0 x59 h4a y9f ff4 fsb fc0 sc0 ls0 ws0">Działalność marketingowa </div><div class="t m0 x5a h4a y9e ff4 fsb fc0 sc0 ls0 ws0">związana ze sprzedażą lokali </div><div class="t m0 x36 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">wybud. przez spółki z Grupy <span class="ff3"> </span></div></div><div class="c x8 y1a8 w1b h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Locomotive Manage<span class="_ _0"></span>ment Ltd<span class="_ _0"></span> </div></div><div class="c x4f y1a8 w1c h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Cypr </div></div><div class="c x50 y1a8 w1f h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1a8 w20 h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1a8 w1e h5"><div class="t m0 x53 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa<span class="ff3"> </span></div></div><div class="c x8 y1a9 w1b h4c"><div class="t m0 x11 h49 y1aa ff3 fsa fc0 sc0 ls0 ws0">Media Deweloper.pl<span class="_ _0"></span> sp. z o.o. </div></div><div class="c x4f y1a9 w1c h4c"><div class="t m0 x11 h49 y1aa ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1a9 w1f h4c"><div class="t m0 x54 h49 y1aa ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1a9 w20 h4c"><div class="t m0 x54 h49 y1aa ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1a9 w1e h4c"><div class="t m0 x1a h4a y1aa ff4 fsb fc0 sc0 ls0 ws0">Usługi marketingowe<span class="ff3"> </span></div></div><div class="c x8 y1ab w1b h1b"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">MFM Capital<span class="_ _0"></span> 2 sp. z o.o. </div></div><div class="c x4f y1ab w1c h1b"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1ab w1f h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1ab w20 h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1ab w1e h1b"><div class="t m0 x53 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa<span class="ff3"> </span></div></div><div class="c x8 y1ac w1b h1b"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">MFM Capital<span class="_ _0"></span> 3 sp. z o.o. </div></div><div class="c x4f y1ac w1c h1b"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1ac w1f h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1ac w20 h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1ac w1e h1b"><div class="t m0 x53 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Działalność <span class="ff3">holdingowa </span></div></div><div class="c x8 y1ad w1b h1b"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">MFM Capital<span class="_ _0"></span> 4 sp. z o.o. </div></div><div class="c x4f y1ad w1c h1b"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1ad w1f h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1ad w20 h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1ad w1e h1b"><div class="t m0 x53 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa<span class="ff3"> </span></div></div><div class="c x8 y1ae w1b h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">MFM Capital<span class="_ _0"></span> 5 sp. z o.o. </div></div><div class="c x4f y1ae w1c h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1ae w1f h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1ae w20 h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1ae w1e h5"><div class="t m0 x53 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa<span class="ff3"> </span></div></div><div class="c x8 y1af w1b h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">MFM Capital<span class="_ _0"></span> 6 sp. z o.o. </div></div><div class="c x4f y1af w1c h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1af w1f h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1af w20 h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1af w1e h5"><div class="t m0 x53 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa<span class="ff3"> </span></div></div><div class="c x8 y1b0 w1b h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murager GmbH<span class="_ _0"></span> </div></div><div class="c x4f y1b0 w1c h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Niemcy<span class="fsb"> </span></div></div><div class="c x50 y1b0 w1f h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1b0 w20 h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1b0 w1e h17"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1b1 w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Architect<span class="_ _0"></span>s Drive S.A.<span class="_ _0"></span> </div></div><div class="c x4f y1b1 w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1b1 w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1b1 w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1b1 w1e h48"><div class="t m0 x14 h4a y9e ff4 fsb fc0 sc0 ls0 ws0">Działalność projektowa, akwizycje </div><div class="t m0 x5b h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">gruntów na rzecz spółek z Grupy<span class="ff3"> </span></div></div><div class="c x8 y1b2 w1b h17"><div class="t m0 x11 h49 y1b3 ff4 fsa fc0 sc0 ls0 ws0">Murapol Centru<span class="_ _0"></span>m Usług Wspólnych <span class="_ _0"></span>sp. z o.o.<span class="ff3"> </span></div></div><div class="c x4f y1b2 w1c h17"><div class="t m0 x11 h49 y1b3 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1b2 w1f h17"><div class="t m0 x54 h49 y1b3 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1b2 w20 h17"><div class="t m0 x54 h49 y1b3 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1b2 w1e h17"><div class="t m0 x16 h4a y1b4 ff4 fsb fc0 sc0 ls0 ws0">Usługi związane z księgowością i </div><div class="t m0 x18 h4a y1b5 ff3 fsb fc0 sc0 ls0 ws0">administrowaniem </div></div><div class="c x8 y1b6 w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Garbarnia s<span class="_ _0"></span>p. z o.o. sp.j.<span class="_ _0"></span> </div></div><div class="c x4f y1b6 w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1b6 w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1b6 w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1b6 w1e h48"><div class="t m0 x36 h4a y9e ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pfc" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcc w0 h0"><img src="data:image/png;base64,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" class="bi x5 y1b7 w1a h4d" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">12<span class="ls0"> </span></div></div><div class="c x8 y1b8 w1b h44"><div class="t m0 x11 h45 y19a ff2 fsa fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x4f y1b8 w1c h44"><div class="t m0 x11 h45 y19a ff2 fsa fc0 sc0 ls0 ws0">Siedziba </div></div><div class="c x50 y1b9 w1d h46"><div class="t m0 x2a h45 y19c ff8 fsa fc0 sc0 ls0 ws0">Procentowy udział<span class="_ _0"></span> Grupy </div><div class="t m0 x22 h45 y1ba ff8 fsa fc0 sc0 ls0 ws0">(pośrednio i bezp<span class="_ _0"></span>ośrednio)<span class="ff2"> </span></div><div class="t m0 x17 h45 y19e ff2 fsa fc0 sc0 ls0 ws0"> w kapitale </div></div><div class="c x51 y1b8 w1e h44"><div class="t m0 x52 h45 y19a ff8 fsa fc0 sc0 ls0 ws0">Zakres działalności<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x50 y1b8 w1f h47"><div class="t m0 x11 h45 ya5 ff2 fsa fc0 sc0 ls0 ws0">31 <span class="_ _5"></span>grudnia 2023 </div></div><div class="c x27 y1b8 w20 h47"><div class="t m0 x11 h45 ya5 ff2 fsa fc0 sc0 ls0 ws0">31 <span class="_ _5"></span>grudnia 2022 </div></div><div class="c x8 y1bb w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Invest sp<span class="_ _0"></span>. z o.o. GDA S.K.A.<span class="_ _0"></span> </div></div><div class="c x4f y1bb w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1bb w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1bb w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1bb w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1bc w1b h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Nowe Win<span class="_ _0"></span>ogrady sp. z o.o. <span class="_ _0"></span>sp.j. </div></div><div class="c x4f y1bc w1c h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1bc w1f h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1bc w20 h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1bc w1e h17"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1bd w1b h48"><div class="t m0 x11 h49 y1a0 ff4 fsa fc0 sc0 ls0 ws0">Murapol Nowy Zł<span class="_ _0"></span>ocień 23 sp. z o.o.<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x4f y1bd w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1bd w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1bd w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1bd w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1be w1b h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 26 sp<span class="_ _0"></span>. z o.o. </div></div><div class="c x4f y1be w1c h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1be w1f h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1be w20 h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1be w1e h17"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1bf w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 27 sp<span class="_ _0"></span>. z o.o.  [10<span class="_ _0"></span>] </div></div><div class="c x4f y1bf w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1bf w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1bf w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1bf w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1c0 w1b h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 34 sp<span class="_ _0"></span>. z o.o. </div></div><div class="c x4f y1c0 w1c h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1c0 w1f h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1c0 w20 h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1c0 w1e h17"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1c1 w1b h4e"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 35 sp<span class="_ _0"></span>. z o.o. [9]<span class="_ _0"></span> </div></div><div class="c x4f y1c1 w1c h4e"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1c1 w1f h4e"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1c1 w20 h4e"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1c1 w1e h4e"><div class="t m0 x36 h4a y1c2 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1c3 w1b h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 37 sp<span class="_ _0"></span>. z o.o.  </div></div><div class="c x4f y1c3 w1c h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1c3 w1f h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1c3 w20 h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1c3 w1e h17"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1c4 w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 39 sp<span class="_ _0"></span>. z o.o.  </div></div><div class="c x4f y1c4 w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1c4 w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1c4 w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1c4 w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1c5 w1b h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 42 sp<span class="_ _0"></span>. z o.o. </div></div><div class="c x4f y1c5 w1c h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1c5 w1f h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1c5 w20 h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1c5 w1e h17"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1c6 w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 43 sp<span class="_ _0"></span>. z o.o.  </div></div><div class="c x4f y1c6 w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1c6 w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1c6 w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1c6 w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1c7 w1b h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt 45 sp<span class="_ _0"></span>. z o.o.  </div></div><div class="c x4f y1c7 w1c h17"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1c7 w1f h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1c7 w20 h17"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1c7 w1e h17"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1c8 w1b h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt sp<span class="_ _0"></span>. z o.o. </div></div><div class="c x4f y1c8 w1c h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1c8 w1f h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1c8 w20 h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1c8 w1e h5"><div class="t m0 x53 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa<span class="ff3"> </span></div></div><div class="c x8 y1c9 w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt sp<span class="_ _0"></span>. z o.o.  sp.j.<span class="_ _0"></span> </div></div><div class="c x4f y1c9 w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1c9 w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1c9 w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1c9 w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y19b w1b h4e"><div class="t m0 x11 h49 y1ca ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt sp<span class="_ _0"></span>. z o.o. &amp; S-ka No<span class="_ _0"></span>we  </div><div class="t m0 x11 h49 y1a2 ff4 fsa fc0 sc0 ls0 ws0">Czyżyny sp.j.<span class="ff3"> </span></div></div><div class="c x4f y19b w1c h4e"><div class="t m0 x11 h49 y1cb ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y19b w1f h4e"><div class="t m0 x54 h49 y1cb ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y19b w20 h4e"><div class="t m0 x54 h49 y1cb ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y19b w1e h4e"><div class="t m0 x36 h4a y1ca ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1cc w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt sp<span class="_ _0"></span>. z o.o. 12 sp.j. </div></div><div class="c x4f y1cc w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1cc w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1cc w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1cc w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1cd w1b h48"><div class="t m0 x11 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt sp<span class="_ _0"></span>. z o.o. 23 sp.j. </div></div><div class="c x4f y1cd w1c h48"><div class="t m0 x11 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1cd w1f h48"><div class="t m0 x54 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1cd w20 h48"><div class="t m0 x54 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1cd w1e h48"><div class="t m0 x36 h4a y9e ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1ce w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt sp<span class="_ _0"></span>. z o.o. 3 sp.j.<span class="_ _0"></span> </div></div><div class="c x4f y1ce w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1ce w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1ce w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1ce w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1cf w1b h48"><div class="t m0 x11 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">Murapol Projekt sp<span class="_ _0"></span>. z o.o. Deweloper sp<span class="_ _0"></span>.j. </div></div><div class="c x4f y1cf w1c h48"><div class="t m0 x11 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1cf w1f h48"><div class="t m0 x54 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1cf w20 h48"><div class="t m0 x54 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1cf w1e h48"><div class="t m0 x36 h4a y9e ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1d0 w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Smidowicz<span class="_ _0"></span>a sp. z o.o.<span class="_ _0"></span> </div></div><div class="c x4f y1d0 w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1d0 w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1d0 w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1d0 w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1d1 w1b h48"><div class="t m0 x11 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">Murapol West<span class="_ _0"></span>ini sp. z o.o. [5]<span class="_ _0"></span> </div></div><div class="c x4f y1d1 w1c h48"><div class="t m0 x11 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1d1 w1f h48"><div class="t m0 x54 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1d1 w20 h48"><div class="t m0 x54 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1d1 w1e h48"><div class="t m0 x36 h4a y9e ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1d2 w1b h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Murapol Wola H<span class="_ _0"></span>ouse sp. z o.o.<span class="_ _0"></span> </div></div><div class="c x4f y1d2 w1c h48"><div class="t m0 x11 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1d2 w1f h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1d2 w20 h48"><div class="t m0 x54 h49 y1a0 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1d2 w1e h48"><div class="t m0 x36 h4a y1a1 ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym imieniu<span class="ff3"> </span></div></div><div class="c x8 y1d3 w1b h4e"><div class="t m0 x11 h49 y13b ff3 fsa fc0 sc0 ls0 ws0">Murapol Venture Pa<span class="_ _0"></span>rtner S.A. (dawn<span class="_ _0"></span>iej Partner </div><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">S.A.) [13] </div></div><div class="c x4f y1d3 w1c h4e"><div class="t m0 x11 h49 y1d4 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1d3 w1f h4e"><div class="t m0 x54 h49 y1d4 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1d3 w20 h4e"><div class="t m0 x54 h49 y1d4 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1d3 w1e h4e"><div class="t m0 x5c h4a y1d4 ff4 fsb fc0 sc0 ls0 ws0">Działalność budowlana<span class="ff3"> </span></div></div><div class="c x8 y1d5 w1b h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Petrofox sp. z o.o.<span class="_ _0"></span> </div></div><div class="c x4f y1d5 w1c h5"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1d5 w1f h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1d5 w20 h5"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1d5 w1e h5"><div class="t m0 x53 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa<span class="ff3"> </span></div></div><div class="c x8 y1d6 w1b h1b"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Polski Deweloperski<span class="_ _0"></span> FIZ [3] </div></div><div class="c x4f y1d6 w1c h1b"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1d6 w1f h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1d6 w20 h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1d6 w1e h1b"><div class="t m0 x2e h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Fundusz Inwestycyjny Zamknięty<span class="ff3"> </span></div></div><div class="c x8 y1d7 w1b h1b"><div class="t m0 x11 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">TP III Capital<span class="_ _0"></span> sp. z o.o. </div></div><div class="c x4f y1d7 w1c h1b"><div class="t m0 x11 h49 y1a2 ff3 fsb fc0 sc0 ls0 ws0">Polska<span class="fsa"> </span></div></div><div class="c x50 y1d7 w1f h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x27 y1d7 w20 h1b"><div class="t m0 x54 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1d7 w1e h1b"><div class="t m0 x53 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">Działalność holdingowa<span class="ff3"> </span></div></div><div class="c x8 y1d8 w1b h48"><div class="t m0 x11 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">Otla 12 sp. z o.o. [2<span class="_ _0"></span>] [4] </div></div><div class="c x4f y1d8 w1c h48"><div class="t m0 x11 h4a yb3 ff3 fsb fc0 sc0 ls0 ws0">Polska </div></div><div class="c x50 y1d8 w1f h48"><div class="t m0 x1a h49 yb3 ff3 fsa fc0 sc0 lsc ws0">n/d<span class="ls0"> </span></div></div><div class="c x27 y1d8 w20 h48"><div class="t m0 x54 h49 yb3 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x51 y1d8 w1e h48"><div class="t m0 x36 h4a y9e ff4 fsb fc0 sc0 ls0 ws0">Działalność deweloperska i </div><div class="t m0 x56 h4a y1a2 ff4 fsb fc0 sc0 ls0 ws0">sprzedaż lokali we własnym <span class="ff3">imieniu </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y1d9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y1da ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _13"> </span>dzień <span class="_ _10"> </span>31<span class="_ _0"></span> <span class="_ _13"></span>grudn<span class="_ _0"></span>ia <span class="_ _10"> </span><span class="ff3 ls2">20<span class="ls0">23 <span class="_ _10"> </span></span></span>roku <span class="_ _10"> </span>ora<span class="_ _0"></span>z <span class="_ _13"></span>na <span class="_ _10"> </span>dzień <span class="_ _10"> </span>31 <span class="_ _17"> </span>grudnia <span class="_ _10"> </span><span class="ff3 ls2">20<span class="ls0">22 <span class="_ _17"> </span></span></span>roku <span class="_ _13"> </span>u<span class="_ _0"></span>dział <span class="_ _10"> </span>w <span class="_ _10"> </span>ogólnej <span class="_ _10"> </span>liczbie </div><div class="t m0 x8 h6 y1db ff4 fs0 fc0 sc0 ls0 ws0">głosów <span class="_ _0"></span>posiadany <span class="_ _0"></span>przez <span class="_ _0"></span>Spółkę <span class="_ _0"></span>w i<span class="_ _0"></span>nwestycjach <span class="_ _0"></span>jest <span class="_ _0"></span>równy ud<span class="_ _0"></span>ziałowi <span class="_ _0"></span>Spółki <span class="_ _0"></span>w k<span class="_ _0"></span>apitałach <span class="_ _0"></span>tych </div><div class="t m0 x8 h6 y1dc ff3 fs0 fc0 sc0 ls0 ws0">jednostek. </div></div></div><div class="pi"></div></div>
<div id="pfd" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcd w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">13<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff3 fs0 fc0 sc0 lse ws0">W <span class="_ _17"> </span><span class="ls0">okresie <span class="_ _17"> </span>sprawozdawc<span class="_ _0"></span>zym <span class="_ _17"> </span>od <span class="_ _17"> </span>1 <span class="_ _18"> </span>stycznia <span class="_ _17"> </span>do <span class="_ _17"> </span>3<span class="_ _0"></span>1 <span class="_ _17"> </span>grudnia <span class="_ _17"> </span>2023 <span class="_ _17"> </span>rok<span class="_ _0"></span>u <span class="_ _17"> </span><span class="ff4">wys<span class="_ _0"></span>tąpiły <span class="_ _17"> </span>następujące </span></span></div><div class="t m0 x8 h6 y189 ff3 fs0 fc0 sc0 ls0 ws0">zmiany w posiadan<span class="_ _0"></span>ych <span class="ff4">(bezpośre<span class="_ _0"></span>dnio i pośredni<span class="_ _0"></span>o) in<span class="_ _0"></span>westycjach w spółki z<span class="_ _0"></span>ależne: </span> </div><div class="t m0 x8 h6 y1dd ff3 fs0 fc0 sc0 ls0 ws0">1] <span class="_ _9"></span>17 <span class="_ _9"></span>kwietnia<span class="_ _0"></span> <span class="_ _0"></span>20<span class="_ _0"></span>23 <span class="_ _9"></span>roku <span class="_ _11"></span><span class="ff4">–</span> <span class="_ _9"></span><span class="ff4">spółka<span class="_ _0"></span> <span class="_ _9"></span>zależna <span class="_ _11"></span>Murapol <span class="_ _9"></span>Real <span class="_ _9"></span>Esta<span class="_ _0"></span>te <span class="_ _9"></span>S.A. <span class="_ _9"></span>naby<span class="_ _0"></span>ła <span class="_ _9"></span>3,6% <span class="_ _9"></span>akc<span class="_ _0"></span>ji <span class="_ _9"></span>w <span class="_ _9"></span>Cross </span></div><div class="t m0 x8 h6 y1de ff4 fs0 fc0 sc0 ls0 ws0">Bud <span class="_ _11"></span>S.A., <span class="_ _11"></span>prze<span class="_ _0"></span>z <span class="_ _11"></span>co <span class="_ _11"></span>p<span class="_ _0"></span>ośredni <span class="_ _11"></span>udział <span class="_ _13"></span>Murapol <span class="_ _11"></span>S.A. <span class="_ _13"></span>w <span class="_ _11"></span>kapital<span class="_ _0"></span>e <span class="_ _11"></span>tej <span class="_ _11"></span>spółki <span class="_ _11"></span>w<span class="_ _0"></span>zrósł <span class="_ _11"></span>do <span class="_ _13"></span>96,40%; <span class="_ _11"></span>cena<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1df ff4 fs0 fc0 sc0 ls0 ws0">nabycia wy<span class="_ _0"></span>niosła 500 tys. PLN.,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y1e0 ff3 fs0 fc0 sc0 ls0 ws0">[2] <span class="_ _11"></span>26<span class="_ _0"></span> <span class="_ _13"></span>maja <span class="_ _13"></span>2023 <span class="_ _13"></span>roku<span class="_ _0"></span> <span class="_ _13"></span><span class="ff4">w <span class="_ _13"></span>związku <span class="_ _13"></span>z <span class="_ _13"></span>proces<span class="_ _0"></span>em <span class="_ _11"></span>re<span class="_ _0"></span>organizac<span class="_ _0"></span>ji <span class="_ _13"></span>Grupy <span class="_ _11"></span>Kap<span class="_ _0"></span>itałowej <span class="_ _13"> </span>Mura<span class="_ _0"></span>pol <span class="_ _11"></span>S.<span class="_ _0"></span>A., </span></div><div class="t m0 x8 h6 y1bd ff4 fs0 fc0 sc0 ls0 ws0">przekształcono <span class="_ _10"> </span>spółkę <span class="_ _10"> </span>OTLA <span class="_ _10"> </span>12 <span class="_ _10"> </span>Sp. <span class="_ _10"> </span>z <span class="_ _10"> </span>o.o. <span class="_ _10"> </span>w <span class="_ _13"> </span>sp<span class="_ _0"></span>ółkę <span class="_ _10"> </span>Murapol <span class="_ _10"> </span>Projekt <span class="_ _10"> </span>Sp. <span class="_ _10"> </span>z <span class="_ _10"> </span>o.o. <span class="_ _10"> </span>OTLA <span class="_ _13"> </span>1<span class="_ _0"></span>2 <span class="_ _13"> </span>Sp.j.,<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1e1 ff4 fs0 fc0 sc0 ls0 ws0">następnie <span class="_ _10"> </span>dnia <span class="_ _10"> </span>5 <span class="_ _10"> </span>li<span class="_ _0"></span>pca <span class="_ _13"> </span>2<span class="_ _0"></span>023 <span class="_ _13"> </span>r<span class="_ _0"></span>oku <span class="_ _13"> </span>p<span class="_ _0"></span>odjęto <span class="_ _10"> </span>uchwałę <span class="_ _10"> </span>w <span class="_ _10"> </span>spra<span class="_ _0"></span>wie <span class="_ _13"> </span>r<span class="_ _0"></span>ozwiązania <span class="_ _10"> </span>spółki <span class="_ _10"> </span>p<span class="_ _0"></span>ośrednio<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y1e2 ff4 fs0 fc0 sc0 ls0 ws0">zależnej<span class="ff3"> </span>OTLA 12 <span class="_ _0"></span>spółka jawna, <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y1e3 ff4 fs0 fc0 sc0 ls0 ws0">[3] <span class="_ _a"> </span>29 <span class="_ _19"> </span>września <span class="_ _19"> </span>2023  r<span class="_ _0"></span>oku <span class="_ _19"> </span>jednostka <span class="_ _a"> </span>zależna <span class="_ _19"> </span>Polski <span class="_ _19"> </span>Deweloperski <span class="_ _19"> </span>FIZ  d<span class="_ _0"></span>okonał <span class="_ _a"> </span>wy<span class="_ _0"></span>kupu <span class="_ _a"> </span>90<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1e4 ff4 fs0 fc0 sc0 ls0 ws0">certyfikatów inwestycy<span class="_ _0"></span>jnych serii E funduszu o łącznej cenie wykupu 3 100 tys. PLN, oraz 20 serii </div><div class="t m0 x8 h6 y1e5 ff4 fs0 fc0 sc0 ls0 ws0">C funduszu o łącznej c<span class="_ _0"></span>enie wyk<span class="_ _0"></span>upu 689 tys. PLN, na rzecz <span class="_ _0"></span>uczestnika Mura<span class="_ _0"></span><span class="ff3">pol S.<span class="_ _0"></span>A. </span></div><div class="t m0 x8 h6 y1e6 ff3 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x8 h6 y1e7 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>okresie <span class="_ _5"></span>porównawczy<span class="_ _0"></span>m <span class="_ _5"></span><span class="ff3">od <span class="_ _5"></span>1 <span class="_ _5"></span>styczni<span class="_ _0"></span>a <span class="_ _5"></span>do <span class="_ _7"></span>3<span class="_ _0"></span>1 <span class="_ _5"></span>grudnia <span class="_ _5"></span>202<span class="_ _0"></span>2 <span class="_ _5"></span><span class="ff4">roku <span class="_ _5"></span>wystąpiły <span class="_ _5"></span>następujące zmiany </span></span></div><div class="t m0 x8 h6 y1e8 ff4 fs0 fc0 sc0 ls0 ws0">w posiadanych (<span class="_ _0"></span>bezpośrednio i pośrednio) i<span class="_ _0"></span>nwestycja<span class="_ _0"></span>ch w spółki zależne:<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y1e9 ff3 fs0 fc0 sc0 ls0 ws0">[4<span class="ff4">] <span class="_ _10"> </span>21 <span class="_ _10"> </span>marc<span class="_ _0"></span>a <span class="_ _10"> </span>2022 <span class="_ _10"> </span>r<span class="_ _0"></span>oku <span class="_ _10"> </span>spółka <span class="_ _10"> </span>zal<span class="_ _0"></span>eżna <span class="_ _10"> </span>M<span class="_ _0"></span>urapol <span class="_ _10"> </span>Real <span class="_ _10"> </span>E<span class="_ _0"></span>state <span class="_ _10"> </span>S.A. <span class="_ _10"> </span>nab<span class="_ _0"></span>yła, <span class="_ _10"> </span>od <span class="_ _17"> </span>Solter <span class="_ _10"> </span>Fundus<span class="_ _0"></span>z </span></div><div class="t m0 x8 h6 y1ea ff4 fs0 fc0 sc0 ls0 ws0">Inwestycyjny<span class="_ _0"></span> Zamknięty<span class="_ _0"></span> Aktywów <span class="_ _0"></span>Niepublicznyc<span class="_ _0"></span>h, 100 <span class="_ _0"></span>% <span class="_ _0"></span>udziałów w<span class="_ _0"></span> spółc<span class="_ _0"></span>e OTLA <span class="_ _0"></span>12 <span class="_ _0"></span>Sp.<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span>z <span class="_ _0"></span>o.o. </span></div><div class="t m0 x8 h6 y1eb ff4 fs0 fc0 sc0 ls0 ws0">za łączną cenę 10<span class="ff3"> 50<span class="_ _0"></span>0 tys. PLN,<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y1ec ff3 fs0 fc0 sc0 ls0 ws0">[5] 1 <span class="_ _0"></span>kwietni<span class="_ _0"></span>a <span class="_ _0"></span><span class="ls2">202</span>2 roku <span class="_ _0"></span><span class="ff4">–</span> <span class="_ _0"></span><span class="ff4">spółki <span class="_ _0"></span>zależn</span>a<span class="ls1">: <span class="_ _0"></span></span>Murapol <span class="_ _0"></span>Radockiego <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span><span class="ff4">został</span>a <span class="_ _0"></span><span class="ff4">połączon</span>a <span class="_ _0"></span>ze </div><div class="t m0 x8 h6 y1ed ff4 fs0 fc0 sc0 ls0 ws0">spółką <span class="ff3">Murapol We<span class="_ _0"></span>stini sp. z o.o.,<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y1ee ff3 fs0 fc0 sc0 ls0 ws0">[6] <span class="_ _11"></span>1 <span class="_ _13"></span>kwietnia <span class="_ _13"></span>2022 <span class="_ _13"></span>roku <span class="_ _10"> </span><span class="ff4">–</span> <span class="_ _11"></span><span class="ff4">spółk<span class="_ _0"></span>i <span class="_ _11"></span>zale<span class="_ _0"></span>żne: <span class="_ _11"></span>Mu<span class="_ _0"></span>rapol <span class="_ _13"></span>HRE <span class="_ _11"></span>1<span class="_ _0"></span> <span class="_ _11"></span>sp. <span class="_ _13"></span>z <span class="_ _13"></span>o.o., <span class="_ _13"></span>Murapol <span class="_ _11"></span>HRE<span class="_ _0"></span> <span class="_ _11"></span>2 <span class="_ _13"></span>sp. <span class="_ _13"></span>z <span class="_ _13"></span>o.o., </span></div><div class="t m0 x8 h6 y1ef ff4 fs0 fc0 sc0 ls0 ws0">Murapol Projekt 38 sp. <span class="_ _0"></span>z o.o. zostały połąc<span class="_ _0"></span>zone ze spółką M<span class="_ _0"></span>urapol Projekt 59 sp. z <span class="_ _0"></span>o.o<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y1f0 ff3 fs0 fc0 sc0 ls0 ws0">[7] <span class="_ _0"></span>10 <span class="_ _9"></span>maja <span class="_ _9"></span>2022 <span class="_ _0"></span>r<span class="_ _0"></span>oku <span class="_ _0"></span><span class="ff4">–</span> <span class="_ _9"></span><span class="ff4">Murap<span class="_ _0"></span>ol <span class="_ _0"></span>Real <span class="_ _9"></span>Estate <span class="_ _0"></span>S.<span class="_ _0"></span>A. <span class="_ _0"></span>nab<span class="_ _0"></span>yła <span class="_ _0"></span>3,6% <span class="_ _9"></span>akcji <span class="_ _9"></span>w <span class="_ _0"></span>C<span class="_ _0"></span>ross <span class="_ _0"></span>Bud <span class="_ _0"></span>S.A., <span class="_ _9"></span>przez <span class="_ _9"></span>co </span></div><div class="t m0 x8 h6 y1f1 ff4 fs0 fc0 sc0 ls0 ws0">pośredni <span class="_ _0"></span>udział <span class="_ _0"></span>Murapol <span class="_ _0"></span>s.a. <span class="_ _0"></span>w <span class="_ _0"></span>kap<span class="_ _0"></span>itale <span class="_ _0"></span>tej spółki<span class="_ _0"></span> wzrósł <span class="_ _0"></span>do <span class="_ _0"></span>92,8%; <span class="_ _0"></span>cena <span class="_ _0"></span>naby<span class="_ _0"></span>cia <span class="_ _0"></span>wyniosła 500<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1f2 ff3 fs0 fc0 sc0 ls0 ws0">tys. PLN. </div><div class="t m0 x8 h6 y1f3 ff3 fs0 fc0 sc0 ls0 ws0">[8<span class="ff4">] <span class="_ _17"> </span>uchwałą <span class="_ _10"> </span>z<span class="_ _0"></span> <span class="_ _10"> </span>dnia<span class="_ _0"></span> <span class="_ _10"> </span>14 <span class="_ _17"> </span>czerwca <span class="_ _17"> </span>2022 <span class="_ _17"> </span>roku, <span class="_ _17"> </span>Mura<span class="_ _0"></span>pol <span class="_ _10"> </span>S.<span class="_ _0"></span>A. <span class="_ _10"> </span>zwiększył <span class="_ _17"> </span>swoje<span class="_ _0"></span> <span class="_ _17"> </span>zaangażowanie <span class="_ _17"> </span>w </span></div><div class="t m0 x8 h6 y1f4 ff4 fs0 fc0 sc0 ls0 ws0">spółkę Murapol Real E<span class="_ _0"></span>state S.A. poprzez p<span class="_ _0"></span>odwyższeni<span class="_ _0"></span>e kapitału o kwotę 7<span class="_ _0"></span><span class="ff3"> 240 ty<span class="_ _0"></span>s. PLN, </span></div><div class="t m0 x8 h6 y1f5 ff3 fs0 fc0 sc0 ls0 ws0">[9<span class="ff4">] 19 września<span class="_ _0"></span> 2022 roku Murapol S.<span class="_ _0"></span>A. nabył (pośredn<span class="_ _0"></span>io przez Murapol Proj<span class="_ _0"></span>ekt 59 Sp.<span class="_ _0"></span></span> z o.o.) <span class="_ _0"></span>od </div><div class="t m0 x8 h6 y1f6 ff4 fs0 fc0 sc0 ls0 ws0">spółki <span class="_ _11"></span>Park <span class="_ _9"></span>s.a. <span class="_ _11"></span>10% <span class="_ _11"></span>udzia<span class="_ _0"></span>łów <span class="_ _9"></span>w <span class="_ _11"></span>spółce <span class="_ _11"></span>Murapol <span class="_ _11"></span>Projekt <span class="_ _11"></span>35 <span class="_ _11"></span>Sp. <span class="_ _11"></span>z <span class="_ _9"></span>o.o. <span class="_ _11"></span>Cena <span class="_ _11"></span>naby<span class="_ _0"></span>cia <span class="_ _9"></span>wyni<span class="_ _0"></span>osła </div><div class="t m0 x8 h6 y1f7 ff3 fs0 fc0 sc0 ls2 ws0">1111<span class="ls0"> <span class="ff4">tys. PLN. <span class="_ _5"></span>W wyniku <span class="_ _5"></span>transakc<span class="_ _0"></span>ji M<span class="_ _5"></span>urapol pośrednio zwiększył <span class="_ _5"></span>udział w <span class="_ _5"></span>spółce Murapol <span class="_ _5"></span>Projekt<span class="_ _0"></span> </span></span></div><div class="t m0 x8 h6 y1f8 ff4 fs0 fc0 sc0 ls0 ws0">35 Sp. z o.o. z 90% d<span class="_ _0"></span>o 100% udziału w ka<span class="_ _0"></span>pitale<span class="ff3">,<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y1f9 ff3 fs0 fc0 sc0 ls0 ws0">[<span class="ls2">10</span><span class="ff4">] <span class="_ _5"></span>6<span class="_ _0"></span> <span class="_ _5"></span>październi<span class="_ _0"></span>ka 2022 <span class="_ _5"></span>roku Murapol S.A. <span class="_ _5"></span>nabył (pośrednio przez Murapol Projekt <span class="_ _5"></span>59 Sp.<span class="_ _0"></span><span class="ff3"> z <span class="_ _5"></span>o.o.) </span></span></div><div class="t m0 x8 h6 y1fa ff4 fs0 fc0 sc0 ls0 ws0">od <span class="_ _5"></span>spółki <span class="_ _5"></span>Park s.a. <span class="_ _5"></span> <span class="_ _5"></span>10% <span class="_ _5"></span>udziałów <span class="_ _5"></span>w spółce <span class="_ _5"></span>Murapol <span class="_ _5"></span>Projekt 27 <span class="_ _7"></span>Sp. z <span class="_ _5"></span>o.o. <span class="_ _5"></span>Cena nabycia <span class="_ _5"></span>wyniosła </div><div class="t m0 x8 h6 y1fb ff4 fs0 fc0 sc0 ls0 ws0">odpowiednio <span class="_ _11"></span>5<span class="_ _0"></span>98 <span class="_ _11"></span>tys. <span class="_ _13"></span>PLN. <span class="_ _13"></span>W <span class="_ _11"></span>wyni<span class="_ _0"></span>ku <span class="_ _11"></span>transakcji <span class="_ _13"></span>Murapol <span class="_ _11"></span>p<span class="_ _0"></span>ośrednio <span class="_ _11"></span>zwięks<span class="_ _0"></span>zył <span class="_ _13"></span>udział <span class="_ _11"></span>w <span class="_ _13"></span>spółce </div><div class="t m0 x8 h6 y1fc ff4 fs0 fc0 sc0 ls0 ws0">Murapol Projekt 27 <span class="_ _0"></span>Sp. z o.o. z 90% d<span class="_ _0"></span>o 100% udziału w kap<span class="_ _0"></span>itale<span class="_ _0"></span><span class="ff3">, </span></div><div class="t m0 x8 h6 y1fd ff3 fs0 fc0 sc0 ls0 ws0">[<span class="ls2">11</span>] 1 <span class="_ _5"></span>gr<span class="_ _0"></span>udnia <span class="ls2">202</span>2 roku <span class="ff4">–</span> <span class="_ _5"></span><span class="ff4">spółki zależne: <span class="ff3">Murapol Projekt 41 sp. z o<span class="_ _5"></span>.<span class="_ _0"></span>o., Murapol &amp; M Investment </span></span></div><div class="t m0 x8 h6 y1fe ff3 fs0 fc0 sc0 ls0 ws0">sp. z <span class="_ _0"></span>o.o. <span class="_ _0"></span>oraz Murap<span class="_ _0"></span>ol Projekt <span class="_ _0"></span>46 sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span><span class="ff4">zostały <span class="_ _0"></span>połączone ze <span class="_ _0"></span>spółką <span class="_ _0"></span></span>M<span class="_ _0"></span>urapol Projek<span class="_ _0"></span>t 59 <span class="_ _0"></span>sp. </div><div class="t m0 x8 h6 y1ff ff3 fs0 fc0 sc0 ls0 ws0">z o.o. </div><div class="t m0 x8 h6 y200 ff4 fs0 fc0 sc0 ls0 ws0">Pozostałe zmiany:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y201 ff3 fs0 fc0 sc0 ls0 ws0">[12] <span class="_ _14"> </span>22 <span class="_ _1a"> </span>grudnia <span class="_ _14"> </span>2023 <span class="_ _14"> </span>roku <span class="_ _1a"> </span><span class="ff4">–<span class="_ _0"></span></span> <span class="_ _1a"> </span>z<span class="ff4">mian<span class="_ _0"></span>a <span class="_ _1a"> </span>n<span class="_ _0"></span>azwy <span class="_ _1a"> </span>fi<span class="_ _0"></span>rmy <span class="_ _14"> </span>spółki <span class="_ _1a"> </span>Home <span class="_ _14"> </span>Credit <span class="_ _14"> </span>Group <span class="_ _1a"> </span>Finanse <span class="_ _14"> </span>i </span></div><div class="t m0 x8 h6 y202 ff4 fs0 fc0 sc0 ls0 ws0">Nieruchomości Sp. z <span class="_ _0"></span>o.o. na MyMurap<span class="_ _0"></span>ol Sp. z o.o.<span class="_ _0"></span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pfe" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pce w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">14<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff3 fs0 fc0 sc0 ls0 ws0">[13] 1 marca 2024 r. -<span class="_ _0"></span> zmiana na<span class="_ _0"></span>zwy firmy Partner S.A. na Mura<span class="_ _0"></span>pol Venture Partner S.<span class="_ _0"></span>A.<span class="_ _0"></span> </div><div class="t m0 x8 h41 yb ff6 fs6 fc0 sc0 lsa ws0">6.<span class="ffc ls0"> <span class="_ _f"> </span><span class="ff6">I<span class="ff7">stotne wartoś<span class="_ _5"></span>ci oparte na profesjo<span class="_ _5"></span>nalnym osądzie </span></span></span></div><div class="t m0 x5d he y203 ff6 fs6 fc0 sc0 ls0 ws0">i szacunkach </div><div class="t m0 x8 h4f y204 ff6 fs5 fc0 sc0 ls3 ws0">6.1.<span class="ffc ls0"> <span class="_ _1b"> </span></span><span class="ff7">Profesjonalny osąd</span><span class="ls0"> </span></div><div class="t m0 x8 h6 y205 ff4 fs0 fc0 sc0 ls0 ws0">Sporządzenie <span class="_ _18"> </span>spraw<span class="_ _0"></span>ozdania <span class="_ _1c"> </span>finansowego <span class="_ _18"> </span>Spółki<span class="_ _0"></span> <span class="_ _18"> </span>wymaga <span class="_ _18"> </span>od <span class="_ _1c"> </span>Zarządu <span class="_ _1c"> </span>dokonania<span class="_ _0"></span> <span class="_ _18"> </span>osądów, </div><div class="t m0 x8 h6 y206 ff4 fs0 fc0 sc0 ls0 ws0">szacunków  oraz  z<span class="_ _5"></span>ał<span class="_ _0"></span>ożeń,  które  mają  wpływ <span class="_ _1c"> </span>na  prezentowane  przychody,  koszty,  aktywa </div><div class="t m0 x8 h6 y137 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">zobowiązania </span>oraz <span class="_ _5"></span><span class="ff4">powi<span class="_ _0"></span>ązane <span class="_ _5"></span>z nimi <span class="_ _5"></span>noty <span class="ff3 lsf">i <span class="_ _7"></span><span class="ff4 ls0">uja<span class="_ _0"></span>wnienia dotyczące <span class="_ _5"></span>zobowią<span class="_ _0"></span>zań <span class="_ _5"></span>war<span class="_ _0"></span>unkowych. </span></span></span></div><div class="t m0 x8 h6 y207 ff4 fs0 fc0 sc0 ls0 ws0">Niepewność<span class="ff3">, <span class="_ _17"> </span></span>co <span class="_ _10"> </span>do <span class="_ _17"> </span>ty<span class="_ _0"></span>ch <span class="_ _10"> </span>założeń <span class="_ _17"> </span>i <span class="_ _17"> </span>szacunków<span class="ff3"> <span class="_ _17"> </span></span>może <span class="_ _17"> </span>spowodo<span class="_ _0"></span>wać <span class="_ _10"> </span>i<span class="_ _0"></span>stotne <span class="_ _17"> </span>korekty <span class="_ _10"> </span>warto<span class="_ _0"></span>ści </div><div class="t m0 x8 h6 y208 ff4 fs0 fc0 sc0 ls0 ws0">bilansowych ak<span class="_ _0"></span>tywów i zobowiązań w pr<span class="_ _0"></span>zyszłości.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h2 y170 ff1 fs0 fc0 sc0 ls0 ws0">Leasing - <span class="ffd">udostępn<span class="_ _0"></span>ianie powierzchni spółko<span class="_ _0"></span>m z grupy<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y209 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>jest <span class="_ _0"></span>stroną <span class="_ _9"></span>umów <span class="_ _0"></span>najmu <span class="_ _0"></span>powierzch<span class="_ _0"></span>ni <span class="_ _0"></span>biurowej. <span class="_ _0"></span>C<span class="_ _0"></span>zęść <span class="_ _0"></span>z <span class="_ _0"></span>leasingowanej <span class="_ _9"></span>powierzchni <span class="_ _0"></span>jes<span class="_ _0"></span>t </div><div class="t m0 x8 h6 y20a ff4 fs0 fc0 sc0 ls0 ws0">udostępniana  jednos<span class="_ _0"></span>tkom  z  grupy  kap<span class="_ _0"></span>itałowej.  Spółka  każd<span class="_ _0"></span>orazowo  oc<span class="_ _0"></span>enia,  czy  umowy </div><div class="t m0 x8 h6 y20b ff4 fs0 fc0 sc0 ls0 ws0">zawarte <span class="_ _18"> </span>z<span class="_ _0"></span>e <span class="_ _18"> </span>spółkami  z <span class="_ _18"> </span>grupy <span class="_ _1c"> </span>skutkują <span class="_ _1c"> </span>identyfika<span class="_ _0"></span>cją <span class="_ _18"> </span>umowy  su<span class="_ _5"></span>bleasin<span class="_ _0"></span>gu. <span class="_ _18"> </span>Zgo<span class="_ _0"></span>dnie <span class="_ _18"> </span>z <span class="_ _1c"> </span>oce<span class="_ _0"></span>ną<span class="_ _0"></span> </div><div class="t m0 x8 h6 y20c ff4 fs0 fc0 sc0 ls0 ws0">Zarządu, żadna z <span class="_ _5"></span>umów<span class="_ _0"></span> <span class="_ _5"></span>tego typu nie skutkuje <span class="_ _5"></span>roz<span class="_ _0"></span>poznaniem subleasingu ze <span class="_ _5"></span>względ<span class="_ _0"></span>u na <span class="_ _5"></span>to, że </div><div class="t m0 x8 h6 y20d ff4 fs0 fc0 sc0 ls0 ws0">Spółka posiada istotne pra<span class="_ _0"></span>wo do zastąpienia skła<span class="_ _0"></span>dnika aktywów i tym samym w umowach ze<span class="_ _0"></span> </div><div class="t m0 x8 h6 y20e ff4 fs0 fc0 sc0 ls0 ws0">spółkami z <span class="_ _5"></span>grupy nie <span class="_ _5"></span>istnieje zidentyfikowany składnik aktywów. <span class="_ _5"></span>Przychody od spółek <span class="_ _5"></span>z grupy <span class="_ _5"></span>w </div><div class="t m0 x8 h6 y20f ff4 fs0 fc0 sc0 ls0 ws0">ramach <span class="_ _13"></span>tych <span class="_ _13"></span>umów <span class="_ _13"></span>rozpoznawane <span class="_ _13"></span>są <span class="_ _13"></span>zgodnie <span class="_ _13"> </span>z <span class="_ _13"> </span>MS<span class="_ _0"></span>SF <span class="_ _11"></span>15, <span class="_ _13"></span>a <span class="_ _13"></span>Spółka <span class="_ _13"> </span>konty<span class="_ _0"></span>nuuje <span class="_ _11"></span>r<span class="_ _0"></span>ozpoznanie </div><div class="t m0 x8 h6 yba ff4 fs0 fc0 sc0 ls0 ws0">aktywa <span class="_ _1c"> </span>z <span class="_ _18"> </span>tyt<span class="_ _0"></span>ułu <span class="_ _18"> </span>prawa  do <span class="_ _18"> </span>użytkowani<span class="_ _0"></span>a <span class="_ _18"> </span>w <span class="_ _1c"> </span>stosunk<span class="_ _0"></span>u <span class="_ _18"> </span>do <span class="_ _18"> </span>całej<span class="_ _0"></span> <span class="_ _18"> </span>wy<span class="_ _0"></span>najmowanej <span class="_ _1c"> </span>przez <span class="_ _1c"> </span>Spółkę </div><div class="t m0 x8 h6 y210 ff4 fs0 fc0 sc0 ls0 ws0">powierzchni biurowej. I<span class="_ _0"></span>nformacje nt. wartości p<span class="_ _0"></span>rzychodów znajd<span class="_ _0"></span>ują się <span class="_ _0"></span><span class="ff3">w nocie 11 .<span class="_ _0"></span> </span></div><div class="t m0 x8 h42 y211 ffe fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h4f y212 ff6 fs5 fc0 sc0 ls3 ws0">6.2.<span class="ffc ls0"> <span class="_ _1b"> </span><span class="ff7">Niepewność szacunków i założeń<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y213 ff4 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _1a"> </span>omówiono <span class="_ _19"> </span>p<span class="_ _0"></span>odstawowe <span class="_ _1a"> </span>założenia<span class="_ _0"></span> <span class="_ _19"> </span>doty<span class="_ _0"></span>czące <span class="_ _19"> </span>przy<span class="_ _0"></span>szłości <span class="_ _19"> </span>i <span class="_ _1a"> </span>inne <span class="_ _1a"> </span>kluczowe <span class="_ _1a"> </span>źródła<span class="_ _0"></span> </div><div class="t m0 x8 h6 y214 ff4 fs0 fc0 sc0 ls0 ws0">niepewności występując<span class="_ _0"></span>e na dzień bilansowy, z którymi<span class="_ _0"></span> związane jest istotne ry<span class="_ _0"></span>zyko znaczącej </div><div class="t m0 x8 h6 y215 ff4 fs0 fc0 sc0 ls0 ws0">korekty <span class="_ _11"></span>warto<span class="_ _0"></span>ści <span class="_ _11"></span>bi<span class="_ _0"></span>lansowych <span class="_ _11"></span>a<span class="_ _0"></span>ktywów <span class="_ _11"></span>i <span class="_ _13"></span>zobowiązań <span class="_ _13"></span>w <span class="_ _11"></span>następny<span class="_ _0"></span>m <span class="_ _11"></span>roku <span class="_ _10"> </span><span class="ff3">obrotowym<span class="_ _0"></span><span class="ls1">. <span class="_ _11"></span></span></span>Spółk<span class="_ _0"></span>a </div><div class="t m0 x8 h6 y216 ff4 fs0 fc0 sc0 ls0 ws0">przyjęła <span class="_ _11"></span>założeni<span class="_ _0"></span>a <span class="_ _11"></span>i <span class="_ _11"></span>szac<span class="_ _0"></span>unki <span class="_ _11"></span>na <span class="_ _11"></span>temat <span class="_ _13"></span>przyszłości <span class="_ _11"></span>na<span class="_ _0"></span> <span class="_ _11"></span>podstawie <span class="_ _13"></span>wiedzy <span class="_ _11"></span>posiada<span class="_ _0"></span>nej <span class="_ _11"></span>podczas<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1f5 ff4 fs0 fc0 sc0 ls0 ws0">sporządzania <span class="_ _0"></span>sprawozda<span class="_ _0"></span>nia finan<span class="_ _0"></span>sowego. <span class="_ _0"></span>Przyjęte <span class="_ _0"></span>założenia i<span class="_ _0"></span> szacunki <span class="_ _0"></span>mogą <span class="_ _0"></span>ulec zmian<span class="_ _0"></span>ie na<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1f6 ff4 fs0 fc0 sc0 ls0 ws0">skutek wydarzeń w przy<span class="_ _0"></span>szłości wyni<span class="_ _0"></span>kających z<span class="_ _0"></span><span class="ff3">e zmian rynk<span class="_ _0"></span>owych lub zmian nie<span class="_ _0"></span></span>będącyc<span class="_ _0"></span>h pod </div><div class="t m0 x8 h6 y1f7 ff4 fs0 fc0 sc0 ls0 ws0">kontrolą  S<span class="_ _5"></span>półki.  Takie  zmiany  są <span class="_ _18"> </span>odzwierci<span class="_ _0"></span>edlane  w <span class="_ _18"> </span>szacunka<span class="_ _0"></span>ch  lu<span class="_ _5"></span>b  założeniach  w <span class="_ _18"> </span>ch<span class="_ _0"></span>wili </div><div class="t m0 x8 h6 y1f8 ff4 fs0 fc0 sc0 ls0 ws0">wystąpienia.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h2 y217 ffd fs0 fc0 sc0 ls0 ws0">Utrata wartości aktyw<span class="_ _0"></span>ów trwałyc<span class="_ _0"></span>h<span class="ff1"> </span></div><div class="t m0 x8 h6 y218 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _17"> </span>pr<span class="_ _0"></span>zeanalizowała <span class="_ _18"> </span>przesłanki <span class="_ _18"> </span>do <span class="_ _17"> </span>utraty<span class="_ _0"></span> <span class="_ _17"> </span>wartość<span class="_ _0"></span> <span class="_ _17"> </span>aktywów<span class="_ _0"></span> <span class="_ _17"> </span>trwałych <span class="_ _18"> </span>zgodnie <span class="_ _18"> </span>z <span class="_ _18"> </span>MSR <span class="_ _17"> </span>3<span class="_ _0"></span>6 </div><div class="t m0 x8 h6 y219 ffd fs0 fc0 sc0 ls0 ws0">Utrata  wartości  aktywów<span class="ff4">.  W  ocenie  Spółki  nie <span class="_ _1c"> </span>wystąpiły<span class="_ _0"></span>  przesłanki  wskazujące  na <span class="_ _1c"> </span>utratę<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y21a ff4 fs0 fc0 sc0 ls0 ws0">wartości.<span class="ff3"> </span></div><div class="t m0 x8 h2 y21b ffd fs0 fc0 sc0 ls0 ws0">Utrata wartości należn<span class="_ _0"></span>ości handlowyc<span class="_ _0"></span>h <span class="ff1"> </span></div><div class="t m0 x8 h6 y21c ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1c"> </span>wykorzystuj<span class="_ _0"></span>e <span class="_ _18"> </span>ma<span class="_ _0"></span>cierze  rezerw <span class="_ _18"> </span>do  wyceny <span class="_ _1c"> </span>odpisu <span class="_ _1c"> </span>na <span class="_ _1c"> </span>oczeki<span class="_ _0"></span>wane <span class="_ _1c"> </span>straty <span class="_ _1c"> </span>kredytowe<span class="_ _0"></span> </div><div class="t m0 x8 h6 y12b ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">odniesieniu <span class="_ _9"></span>do <span class="_ _9"></span>należn<span class="_ _0"></span>ości <span class="_ _9"></span>handlowych. <span class="_ _9"></span>W <span class="_ _9"></span>c<span class="_ _0"></span>elu <span class="_ _0"></span>ustaleni<span class="_ _0"></span>a <span class="_ _0"></span>oczeki<span class="_ _0"></span>wanych <span class="_ _9"></span>strat <span class="_ _9"></span>kredytowych<span class="_ _0"></span>, </span></div><div class="t m0 x8 h6 y1b2 ff4 fs0 fc0 sc0 ls0 ws0">należności <span class="_ _19"> </span>handlowe<span class="_ _0"></span> <span class="_ _19"> </span>zostały <span class="_ _19"> </span>pogrupowane<span class="_ _0"></span> <span class="_ _19"> </span>na <span class="_ _19"> </span>podstawie <span class="_ _19"> </span>podobień<span class="_ _0"></span>stwa <span class="_ _19"> </span>charakterystyki<span class="_ _0"></span> </div><div class="t m0 x8 h6 y21d ff3 fs0 fc0 sc0 ls0 ws0">ryzyka <span class="_ _16"> </span>kredytoweg<span class="_ _0"></span>o. <span class="_ _16"> </span><span class="ff4">Spółka <span class="_ _16"> </span>wykor<span class="_ _0"></span>zystuje <span class="_ _16"> </span>swoje <span class="_ _16"> </span>dane<span class="_ _0"></span> <span class="_ _16"> </span>historyczne <span class="_ _16"> </span>dotyczące<span class="_ _0"></span> <span class="_ _16"> </span>strat </span></div></div></div><div class="pi"></div></div>
<div id="pff" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcf w0 h0"><img src="data:image/png;base64,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" class="bi x5 y21e w4 h50" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">15<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">kredytowych,  skorygow<span class="_ _0"></span>ane  w  stosownych  przypa<span class="_ _0"></span>dkach  o  wpływ  informacji  dotyczący<span class="_ _0"></span>ch </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">przyszłości. Ujawni<span class="_ _0"></span>enia prezentowane są w n<span class="_ _0"></span>ocie <span class="_ _0"></span><span class="ff3 ls2">23<span class="ls0">.<span class="ff1"> </span></span></span></div><div class="t m0 x8 h2 y21f ffd fs0 fc0 sc0 ls0 ws0">Składnik aktywów z tyt<span class="_ _0"></span>ułu podatku odroc<span class="_ _0"></span>zonego<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x8 h6 y220 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>rozpoznaje <span class="_ _9"></span>składni<span class="_ _0"></span>k <span class="_ _0"></span>aktywów <span class="_ _0"></span>z <span class="_ _0"></span>tyt<span class="_ _0"></span>ułu <span class="_ _0"></span>podatku <span class="_ _0"></span>odrocz<span class="_ _0"></span>onego <span class="_ _0"></span>baz<span class="_ _0"></span>ując <span class="_ _0"></span>na <span class="_ _0"></span>założeni<span class="_ _0"></span>u, <span class="_ _0"></span>że </div><div class="t m0 x8 h6 y221 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">przyszłości <span class="_ _6"> </span>zostanie <span class="_ _6"> </span>osiągnięty <span class="_ _6"> </span>z<span class="_ _5"></span>ysk <span class="_ _6"> </span>podatkowy <span class="_ _6"> </span>pozwalający <span class="_ _6"> </span>na <span class="_ _1d"> </span>jego <span class="_ _1d"> </span>wyk<span class="_ _0"></span>orzystanie. </span></div><div class="t m0 x8 h6 y222 ff4 fs0 fc0 sc0 ls0 ws0">Pogorszenie <span class="_ _18"> </span>uzyskiwanych <span class="_ _18"> </span>wyników <span class="_ _17"> </span>podatkowyc<span class="_ _0"></span>h <span class="_ _17"> </span>w <span class="_ _17"> </span>p<span class="_ _0"></span>rzyszłości <span class="_ _17"> </span>mogłoby <span class="_ _18"> </span>spowodować, <span class="_ _17"> </span>ż<span class="_ _0"></span>e </div><div class="t m0 x8 h6 y223 ff3 fs0 fc0 sc0 ls0 ws0">z<span class="ff4">ałożenie to stałoby się<span class="_ _0"></span> nieuzasadnione.<span class="_ _0"></span></span> <span class="ff4">Ujawnien<span class="_ _0"></span>ia prezentowane są w n<span class="_ _0"></span>ocie <span class="_ _0"></span></span><span class="ls2">13</span>.<span class="ff1"> </span></div><div class="t m0 x8 h2 y224 ffd fs0 fc0 sc0 ls0 ws0">Wartość godziwa <span class="_ _0"></span>instrumentów finansowyc<span class="_ _0"></span>h<span class="ff1"> </span></div><div class="t m0 x8 h6 y225 ff4 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _9"></span>godziwą<span class="_ _0"></span> <span class="_ _0"></span>i<span class="_ _0"></span>nstrumentów <span class="_ _9"></span>fin<span class="_ _0"></span>ansowych, <span class="_ _9"></span>dla <span class="_ _11"></span>których <span class="_ _9"></span>nie <span class="_ _9"></span>istnieje<span class="_ _0"></span> <span class="_ _0"></span>a<span class="_ _0"></span>ktywny <span class="_ _9"></span>ryn<span class="_ _0"></span>ek <span class="_ _9"></span>ustala <span class="_ _9"></span>się<span class="_ _0"></span> </div><div class="t m0 x8 h6 y226 ff4 fs0 fc0 sc0 ls0 ws0">wykorzystując <span class="_ _17"> </span>odp<span class="_ _0"></span>owiednie <span class="_ _17"> </span>techn<span class="_ _0"></span>iki <span class="_ _17"> </span>wyceny. <span class="_ _17"> </span>Przy <span class="_ _17"> </span>wyborze <span class="_ _17"> </span>odp<span class="_ _0"></span>owiednich <span class="_ _17"> </span>metod <span class="_ _17"> </span>i <span class="_ _17"> </span>założeń<span class="_ _0"></span> </div><div class="t m0 x8 h6 y227 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"></span>kier<span class="_ _0"></span>uje <span class="_ _7"></span>się <span class="_ _7"></span>profesj<span class="_ _0"></span>onalny<span class="_ _0"></span>m <span class="_ _7"></span>osądem. <span class="_ _7"></span>Sposób<span class="_ _0"></span> <span class="_ _7"></span>ustalenia <span class="_ _5"></span>wartości <span class="_ _7"></span>god<span class="_ _0"></span>ziwej <span class="_ _7"></span>po<span class="_ _0"></span>szczególn<span class="_ _0"></span>ych </div><div class="t m0 x8 h6 y228 ff4 fs0 fc0 sc0 ls0 ws0">instrumentów finanso<span class="_ _0"></span>wych został przedstawi<span class="_ _0"></span>ony w<span class="_ _0"></span><span class="ff3"> nocie 34<span class="ls1">.1</span>.<span class="_ _0"></span> </span></div><div class="t m0 x8 h2 y229 ff1 fs0 fc0 sc0 ls0 ws0">Stawki amortyzacy<span class="_ _0"></span>jne </div><div class="t m0 x8 h6 y22a ff4 fs0 fc0 sc0 ls0 ws0">Wysokość <span class="_ _1a"> </span>stawek <span class="_ _1a"> </span>am<span class="_ _0"></span>ortyzacyjny<span class="_ _0"></span>ch <span class="_ _1a"> </span>ustalana <span class="_ _1a"> </span>jest <span class="_ _1a"> </span>na <span class="_ _1a"> </span>podstawi<span class="_ _0"></span>e <span class="_ _1a"> </span>przewidywa<span class="_ _0"></span>nego <span class="_ _1a"> </span>okresu </div><div class="t m0 x8 h6 y22b ff4 fs0 fc0 sc0 ls0 ws0">ekonomicznej <span class="_ _1e"> </span>użyteczności <span class="_ _1e"> </span>składników <span class="_ _1e"> </span>rzeczowego <span class="_ _1e"> </span>majątku <span class="_ _1e"> </span>trwałego <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>aktywów </div><div class="t m0 x8 h6 y22c ff3 fs0 fc0 sc0 ls0 ws0">niematerialny<span class="_ _0"></span>ch<span class="ff4">.  Spółka  corocznie  dokonuje  wery<span class="_ _0"></span>fikacji  przyjętych  okresów  ekonomicznej<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y22d ff4 fs0 fc0 sc0 ls0 ws0">użyteczności na pod<span class="_ _0"></span>stawie bieżąc<span class="_ _0"></span>ych szacunków.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h2 y22e ff1 fs0 fc0 sc0 ls0 ws0">Stopa procentowa l<span class="_ _0"></span>easingu </div><div class="t m0 x8 h6 y22f ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"></span>ni<span class="_ _0"></span>e <span class="_ _7"></span>jest <span class="_ _7"></span>w st<span class="_ _5"></span>anie <span class="_ _5"></span>z <span class="_ _7"></span>ł<span class="_ _0"></span>atwością <span class="_ _5"></span>ustalić <span class="_ _7"></span>st<span class="_ _0"></span>opy <span class="_ _7"></span>procento<span class="_ _0"></span>wej <span class="_ _7"></span>dla <span class="_ _5"></span>umów <span class="_ _7"></span>l<span class="_ _0"></span>easingowych, <span class="_ _5"></span>dlatego </div><div class="t m0 x8 h6 y230 ff4 fs0 fc0 sc0 ls0 ws0">przy <span class="_ _1e"> </span>wycenie <span class="_ _1f"> </span>zobowiązan<span class="_ _0"></span>ia <span class="_ _1e"> </span>z <span class="_ _1e"> </span>tytułu <span class="_ _1e"> </span>leasin<span class="_ _0"></span>gu <span class="_ _1e"> </span>stosuje<span class="_ _0"></span> <span class="_ _1e"> </span>krańcową <span class="_ _1e"> </span>s<span class="_ _0"></span>topę <span class="_ _1e"> </span>procent<span class="_ _0"></span>ową </div><div class="t m0 x8 h6 y231 ff4 fs0 fc0 sc0 ls0 ws0">leasingobiorcy. <span class="_ _9"></span>Jest <span class="_ _0"></span>to <span class="_ _0"></span>stopa <span class="_ _0"></span>procen<span class="_ _0"></span>towa, <span class="_ _0"></span>jaką <span class="_ _9"></span>S<span class="_ _0"></span>półka<span class="ff3"> <span class="_ _0"></span></span>musiałaby <span class="_ _9"></span>zapłacić, <span class="_ _0"></span>ab<span class="_ _0"></span>y <span class="_ _0"></span>na <span class="_ _0"></span>podobny </div><div class="t m0 x8 h6 yc0 ff4 fs0 fc0 sc0 ls0 ws0">okres, w tej samej <span class="_ _0"></span>walucie i przy<span class="_ _0"></span> podobnych zabe<span class="_ _0"></span>zpieczeniach pożyczyć<span class="_ _0"></span> środki niezbędne do </div><div class="t m0 x8 h6 y232 ff4 fs0 fc0 sc0 ls0 ws0">zakupu <span class="_ _1c"> </span>składnik<span class="_ _0"></span>a <span class="_ _1c"> </span>aktywów <span class="_ _18"> </span>o  podobnej <span class="_ _1c"> </span>wartości<span class="_ _0"></span> <span class="_ _18"> </span>c<span class="_ _0"></span>o <span class="_ _18"> </span>składn<span class="_ _0"></span>ik <span class="_ _1c"> </span>aktywów  z<span class="_ _5"></span>  tytułu <span class="_ _18"> </span>prawa  do </div><div class="t m0 x8 h6 y233 ff4 fs0 fc0 sc0 ls0 ws0">użytkowania w<span class="ff3"> </span>p<span class="_ _0"></span>odobnym środowisk<span class="_ _0"></span>u gospodarczym.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h2 y234 ff1 fs0 fc0 sc0 ls0 ws0">Leasing <span class="ffd">–</span> <span class="ffd">okres użyt<span class="_ _0"></span>eczności<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y235 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1a"> </span>jest <span class="_ _14"> </span>stroną <span class="_ _1a"> </span>umów <span class="_ _14"> </span>najmu <span class="_ _1a"> </span>podpisanych <span class="_ _14"> </span>na <span class="_ _1a"> </span>określony <span class="_ _1a"> </span>okres <span class="_ _14"> </span>czasu. <span class="_ _1a"> </span>Osąd <span class="_ _14"> </span>Zarządu </div><div class="t m0 x8 h6 y236 ff4 fs0 fc0 sc0 ls0 ws0">wymagany <span class="_ _13"></span>jest <span class="_ _11"></span>przy <span class="_ _13"> </span>usta<span class="_ _0"></span>laniu <span class="_ _13"></span>okresu <span class="_ _11"></span>leasin<span class="_ _0"></span>gu <span class="_ _13"></span>oraz <span class="_ _11"></span>uży<span class="_ _0"></span>teczności <span class="_ _13"></span>aktywów <span class="_ _13"></span>z <span class="_ _11"></span>tyt<span class="_ _0"></span>ułu <span class="_ _11"></span>prawa<span class="_ _0"></span> <span class="_ _11"></span>do </div><div class="t m0 x8 h6 y237 ff4 fs0 fc0 sc0 ls0 ws0">użytkowania i w oceni<span class="_ _0"></span>e Zarządu okres t<span class="_ _0"></span>en jest tożsamy<span class="_ _0"></span> z okresem trwania umów na<span class="_ _0"></span>jmu.   <span class="_ _0"></span><span class="ff3">  </span></div><div class="t m0 x8 h2 y238 ff1 fs0 fc0 sc0 ls0 ws0">N<span class="ffd">iepewność związana<span class="_ _0"></span> z rozliczeniami p<span class="_ _0"></span>odatkowymi<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y239 ff4 fs0 fc0 sc0 ls0 ws0">Regulacje <span class="_ _14"> </span>d<span class="_ _0"></span>otyczące <span class="_ _14"> </span>p<span class="_ _0"></span>odatku <span class="_ _14"> </span>od <span class="_ _20"> </span>towarów <span class="_ _14"> </span>i <span class="_ _20"> </span>usług, <span class="_ _20"> </span>podatku <span class="_ _20"> </span>dochodoweg<span class="_ _0"></span>o <span class="_ _14"> </span>od <span class="_ _20"> </span>osób </div><div class="t m0 x8 h6 y23a ff4 fs0 fc0 sc0 ls0 ws0">prawnych  oraz <span class="_ _a"> </span>obciąże<span class="_ _0"></span>ń  związanych  z <span class="_ _a"> </span>ubezpie<span class="_ _0"></span>czeniami  społecznymi  p<span class="_ _0"></span>odlegają  czę<span class="_ _0"></span>stym </div><div class="t m0 x8 h6 y23b ff4 fs0 fc0 sc0 ls0 ws0">zmianom. <span class="_ _10"> </span>Te <span class="_ _17"> </span>częs<span class="_ _0"></span>te <span class="_ _10"> </span>zmi<span class="_ _0"></span>any <span class="_ _17"> </span>powodują <span class="_ _10"> </span>brak <span class="_ _18"> </span>odpowiedn<span class="_ _0"></span>ich <span class="_ _10"> </span>p<span class="_ _0"></span>unktów <span class="_ _10"> </span>od<span class="_ _0"></span>niesienia<span class="_ _0"></span><span class="ff3">, <span class="_ _17"> </span>ponad <span class="_ _10"> </span>to </span></div><div class="t m0 x8 h6 y23c ff3 fs0 fc0 sc0 ls0 ws0">rozliczenia <span class="_ _17"> </span><span class="ff4">podatko<span class="_ _0"></span>we <span class="_ _17"> </span>mogą <span class="_ _17"> </span>być<span class="_ _0"></span> <span class="_ _10"> </span>p<span class="_ _0"></span>rzedmiotem <span class="_ _17"> </span>kontroli <span class="_ _17"> </span>organ<span class="_ _0"></span>ów, <span class="_ _17"> </span>które <span class="_ _17"> </span>upra<span class="_ _0"></span>wnione <span class="_ _17"> </span>są <span class="_ _17"> </span>do </span></div><div class="t m0 x8 h6 y23d ff4 fs0 fc0 sc0 ls0 ws0">nakładania<span class="_ _0"></span> <span class="_ _14"> </span>wysokich <span class="_ _14"> </span>kar <span class="_ _14"> </span>i <span class="_ _14"> </span>grzywi<span class="_ _0"></span>en, <span class="_ _14"> </span>a <span class="_ _14"> </span>wszelkie <span class="_ _14"> </span>dodatkow<span class="_ _0"></span>e <span class="_ _14"> </span>zobowiązani<span class="_ _0"></span>a <span class="_ _14"> </span>podatkowe, </div><div class="t m0 x8 h6 y23e ff4 fs0 fc0 sc0 ls0 ws0">wynikając<span class="_ _0"></span>e z kontroli, muszą zostać zapła<span class="_ _0"></span>cone wraz z wysokimi<span class="_ _0"></span> odsetkami.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y23f ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>konsekwen<span class="_ _0"></span>cji, <span class="_ _0"></span>kwo<span class="_ _0"></span>ty <span class="_ _0"></span>prezento<span class="_ _0"></span>wane <span class="_ _0"></span>i <span class="_ _9"></span>ujawnian<span class="_ _0"></span>e <span class="_ _0"></span>w <span class="_ _9"></span>sprawozdani<span class="_ _0"></span>ach<span class="_ _0"></span> <span class="_ _9"></span><span class="ff4">finansowych <span class="_ _9"></span>mogą <span class="_ _9"></span>się </span></div><div class="t m0 x8 h6 y240 ff4 fs0 fc0 sc0 ls0 ws0">zmienić w<span class="ff3"> </span>przyszł<span class="_ _0"></span>ości w wyniku ostatec<span class="_ _0"></span>znej decyzji organ<span class="_ _0"></span>u kontroli podatko<span class="_ _0"></span>wej. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y241 ff4 fs0 fc0 sc0 ls0 ws0">Spółka ujmuje i wycen<span class="_ _0"></span>ia aktywa lub zobowiązani<span class="_ _0"></span>a z tytułu bieżącego i od<span class="_ _0"></span>roczonego podatku<span class="_ _0"></span> </div><div class="t m0 x8 h6 y242 ff4 fs0 fc0 sc0 ls0 ws0">dochodowego <span class="_ _11"></span>przy<span class="_ _0"></span> <span class="_ _11"></span>zastosowani<span class="_ _0"></span>u <span class="_ _11"></span>wymogów <span class="_ _11"></span>MS<span class="_ _0"></span>R <span class="_ _11"></span>12 <span class="_ _13"></span><span class="ff1">Podatek <span class="_ _11"></span>doch<span class="_ _0"></span>odowy<span class="ff3"> <span class="_ _13"></span>w <span class="_ _11"></span>oparciu <span class="_ _11"></span>o <span class="_ _13"></span>zysk </span></span></div><div class="t m0 x8 h6 y243 ff4 fs0 fc0 sc0 ls0 ws0">(stratę <span class="_ _1b"> </span>p<span class="_ _0"></span>odatkową), <span class="_ _21"> </span>podstawę <span class="_ _21"> </span>opodatkowania, <span class="_ _21"> </span>nierozliczone <span class="_ _21"> </span>straty <span class="_ _1b"> </span>podatk<span class="_ _0"></span>owe, </div></div></div><div class="pi"></div></div>
<div id="pf10" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc10 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y244 w4 h51" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">16<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">niewykorzystane <span class="_ _a"> </span>ulgi<span class="_ _0"></span>  podatkowe <span class="_ _a"> </span>i <span class="_ _19"> </span>stawki  podatkowe, <span class="_ _19"> </span>u<span class="_ _5"></span>w<span class="_ _0"></span>zględniając <span class="_ _a"> </span>ocen<span class="_ _0"></span>ę  niepewności </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">związanych z rozliczenia<span class="_ _0"></span>mi podatkowymi<span class="_ _0"></span>. <span class="ff3"> </span></div><div class="t m0 x8 h6 y1dd ff3 fs0 fc0 sc0 ls0 ws0">Gdy <span class="_ _19"> </span>istnieje <span class="_ _19"> </span><span class="ff4">niepewność, <span class="_ _19"> </span>co</span> <span class="_ _19"> </span><span class="ff4">do <span class="_ _19"> </span>tego, <span class="_ _19"> </span>czy <span class="_ _a"> </span>i<span class="_ _0"></span> <span class="_ _19"> </span>w <span class="_ _a"> </span>ja<span class="_ _0"></span>kim <span class="_ _19"> </span>zakresie <span class="_ _19"> </span>organ <span class="_ _19"> </span>podatkowy <span class="_ _19"> </span>będzie </span></div><div class="t m0 x8 h6 y1de ff4 fs0 fc0 sc0 ls0 ws0">akceptował <span class="_ _19"> </span>poszczególne <span class="_ _19"> </span>rozliczenia <span class="_ _a"> </span>podatko<span class="_ _0"></span>we <span class="_ _a"> </span>tran<span class="_ _0"></span>sakcji, <span class="_ _19"> </span>Spółka <span class="_ _19"> </span><span class="ff3">ujmuje <span class="_ _a"> </span>te <span class="_ _19"> </span>rozliczenia </span></div><div class="t m0 x8 h6 y1df ff4 fs0 fc0 sc0 ls0 ws0">uwzględniając ocenę ni<span class="_ _0"></span>epewności<span class="_ _0"></span><span class="ff1">.<span class="ff3"> </span></span></div><div class="t m0 x8 h41 y245 ff6 fs6 fc0 sc0 lsa ws0">7.<span class="ffc ls0"> <span class="_ _f"> </span><span class="ff7">Podstawa sp<span class="_ _5"></span>orządzenia sprawo<span class="_ _5"></span>zdania finansowego<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y246 ff3 fs0 fc0 sc0 ls0 ws0">W ocenie <span class="ff4">Spółki, na dzień <span class="_ _5"></span>sporządzenia niniejszeg<span class="_ _0"></span>o sprawozdania finansowego, nie występują </span></div><div class="t m0 x8 h6 y247 ff4 fs0 fc0 sc0 ls0 ws0">istotne niepewno<span class="_ _0"></span>ści doty<span class="_ _0"></span>czące zdarzeń <span class="_ _0"></span>lub okolic<span class="_ _0"></span>zności, które <span class="_ _0"></span>mogłyby na<span class="_ _0"></span>suwać wątpliw<span class="_ _0"></span>ości </div><div class="t m0 x8 h6 y248 ff4 fs0 fc0 sc0 ls0 ws0">co <span class="_ _19"> </span>do<span class="_ _0"></span> <span class="_ _19"> </span>zdoln<span class="_ _0"></span>ości <span class="_ _19"> </span>Sp<span class="_ _0"></span>ółki <span class="_ _19"> </span>do <span class="_ _1a"> </span>kontynuo<span class="_ _0"></span>wania <span class="_ _1a"> </span>działalności. <span class="_ _1a"> </span>Dokonując <span class="_ _1a"> </span>oceny <span class="_ _1a"> </span>zdolności <span class="_ _1a"> </span>d<span class="_ _0"></span>o </div><div class="t m0 x8 h6 y249 ff3 fs0 fc0 sc0 ls0 ws0">kontynu<span class="ff4">owania <span class="_ _19"> </span>działalności, <span class="_ _19"> </span>Zarząd <span class="_ _a"> </span>w<span class="_ _0"></span>ziął <span class="_ _19"> </span>także <span class="_ _a"> </span>pod <span class="_ _19"> </span>uwagę <span class="_ _19"> </span>wpływ <span class="_ _a"> </span>tr<span class="_ _0"></span>wającego <span class="_ _19"> </span>konfliktu </span></div><div class="t m0 x8 h6 y24a ff4 fs0 fc0 sc0 ls0 ws0">zbrojnego <span class="_ _18"> </span>na <span class="_ _18"> </span>Ukra<span class="_ _0"></span>inie, <span class="_ _18"> </span>n<span class="_ _0"></span>akładanych <span class="_ _18"> </span>san<span class="_ _0"></span>kcji <span class="_ _18"> </span>oraz <span class="_ _18"> </span>sytuacji <span class="_ _18"> </span>ma<span class="_ _0"></span>kroekonomic<span class="_ _0"></span>znej, <span class="_ _18"> </span>który <span class="_ _18"> </span>został<span class="_ _0"></span> </div><div class="t m0 x8 h6 y24b ff4 fs0 fc0 sc0 ls0 ws0">omówiony <span class="_ _7"></span>w<span class="_ _0"></span> <span class="_ _7"></span>nocie <span class="_ _7"></span><span class="ff3 ls10">37<span class="ls0"> <span class="_ _7"></span><span class="ff4">ora<span class="_ _0"></span>z <span class="_ _7"></span>wpływ <span class="_ _7"></span>dokona<span class="_ _0"></span>nych <span class="_ _7"></span>i <span class="_ _5"></span> <span class="_ _7"></span>potencjal<span class="_ _0"></span>nych <span class="_ _7"></span>wypła<span class="_ _0"></span>t <span class="_ _7"></span>dywidendy <span class="_ _7"></span>n<span class="_ _0"></span>a <span class="_ _7"></span>sytuację </span></span></span></div><div class="t m0 x8 h6 y24c ff4 fs0 fc0 sc0 ls0 ws0">finansową <span class="_ _22"> </span>i <span class="_ _22"> </span>płynność. <span class="_ _22"> </span>Biorąc <span class="_ _22"> </span>pod<span class="_ _0"></span> <span class="_ _22"> </span>uwagę <span class="_ _22"> </span>wpływ <span class="_ _22"> </span>powyższych <span class="_ _22"> </span>czy<span class="_ _0"></span>nników <span class="_ _22"> </span>na <span class="_ _22"> </span>wynik </div><div class="t m0 x8 h6 y10c ff4 fs0 fc0 sc0 ls0 ws0">przeprowadzonej<span class="_ _0"></span> <span class="_ _13"></span>oceny <span class="_ _10"> </span>zdolności <span class="_ _10"> </span>do <span class="_ _13"></span>kon<span class="_ _0"></span>tynuowania <span class="_ _10"> </span>działalności, <span class="_ _10"> </span>niniejsze <span class="_ _10"> </span>skonsolidowan<span class="_ _0"></span>e </div><div class="t m0 x8 h6 y24d ff3 fs0 fc0 sc0 ls0 ws0">sprawozdanie <span class="_ _5"></span>finan<span class="_ _0"></span>sowe <span class="_ _5"></span>z<span class="ff4">ostało <span class="_ _5"></span>sporząd<span class="_ _0"></span>zone <span class="_ _5"></span>przy <span class="_ _5"></span>założeniu <span class="_ _5"></span>kontynuowan<span class="_ _0"></span>ia <span class="_ _5"></span>działalności<span class="_ _0"></span> <span class="_ _7"></span>przez<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y24e ff4 fs0 fc0 sc0 ls0 ws0">Spółkę<span class="ff3"> <span class="_ _1c"> </span></span>oraz <span class="_ _1c"> </span>jednostki <span class="_ _1c"> </span>wch<span class="_ _0"></span>odzące <span class="_ _18"> </span>w <span class="_ _1c"> </span>jej<span class="_ _0"></span> <span class="_ _18"> </span>skład  w <span class="_ _18"> </span>dającej  się <span class="_ _18"> </span>przewidzieć <span class="_ _1c"> </span>przyszłości,  tj. <span class="_ _18"> </span>c<span class="_ _0"></span>o </div><div class="t m0 x8 h6 y24f ff3 fs0 fc0 sc0 ls0 ws0">najmniej roku od dn<span class="_ _0"></span>ia bilansowego.<span class="_ _0"></span> </div><div class="t m0 x4a h4f y250 ff6 fs5 fc0 sc0 ls3 ws0">7.1.<span class="ffc ls0"> <span class="_ _1b"> </span><span class="ff7">Oświadczenie o zgodności<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y251 ff3 fs0 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _23"> </span><span class="ff4">sprawozdanie<span class="_ _0"></span> <span class="_ _23"> </span>finansowe <span class="_ _23"> </span>zostało <span class="_ _23"> </span>sporządzone <span class="_ _23"> </span>zgodnie <span class="_ _23"> </span>z <span class="_ _23"> </span>Międzyn<span class="_ _0"></span>arodowymi </span></div><div class="t m0 x8 h6 y252 ff4 fs0 fc0 sc0 ls0 ws0">Standardami <span class="_ _17"> </span>Sprawo<span class="_ _0"></span>zdawczości <span class="_ _17"> </span>Fin<span class="_ _0"></span>ansowej <span class="_ _17"> </span>(„MSSF”) <span class="_ _17"> </span>zatwierd<span class="_ _0"></span>zonymi <span class="_ _17"> </span>przez <span class="_ _17"> </span>UE<span class="_ _0"></span><span class="ff3"> <span class="_ _17"> </span></span>(„<span class="_ _0"></span>MSSF <span class="_ _17"> </span>UE”)<span class="ff3 ls1">. </span></div><div class="t m0 x8 h6 y253 ff3 fs0 fc0 sc0 ls11 ws0">Na<span class="ls0"> <span class="ff4">dzień <span class="_ _5"></span>zatwierdzen<span class="_ _0"></span>ia <span class="_ _5"></span>niniejszego <span class="_ _5"></span>sprawozdan<span class="_ _0"></span>ia <span class="_ _5"></span>do <span class="_ _7"></span>publ<span class="_ _0"></span>ikacji, <span class="_ _5"></span>biorąc <span class="_ _5"></span>pod <span class="_ _5"></span>uwagę <span class="_ _5"></span>toczący <span class="_ _5"></span>się<span class="_ _0"></span> </span></span></div><div class="t m0 x8 h6 y254 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="_ _1d"> </span>U<span class="ls12">nii <span class="_ _20"> </span></span>E<span class="_ _0"></span>uropejskiej <span class="_ _1d"> </span>proces <span class="_ _1d"> </span>wprowadzania <span class="_ _1d"> </span>MSSF,<span class="ff1"> <span class="_ _1d"> </span></span>MSSF <span class="_ _1d"> </span><span class="ff4">mające <span class="_ _1d"> </span>zastosowanie <span class="_ _1d"> </span>do <span class="_ _1d"> </span>tego </span></div><div class="t m0 x8 h6 ye9 ff3 fs0 fc0 sc0 ls0 ws0">sprawozdania fi<span class="_ _0"></span>nansowego nie <span class="_ _0"></span><span class="ff4">różnią się od MS<span class="_ _0"></span>SF UE. </span> </div><div class="t m0 x8 h6 y255 ff3 fs0 fc0 sc0 ls0 ws0">MSSF <span class="_ _9"></span>UE <span class="_ _9"></span><span class="ff4">obejmują <span class="_ _9"></span>stand<span class="_ _0"></span>ardy <span class="_ _9"></span>i <span class="_ _9"></span>interpretac<span class="_ _0"></span>je <span class="_ _9"></span>zaakceptowane <span class="_ _9"></span>przez <span class="_ _9"></span>Radę <span class="_ _9"></span>Mi<span class="_ _0"></span>ędzynarodowych<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y256 ff4 fs0 fc0 sc0 ls0 ws0">Standardów Rach<span class="_ _0"></span>unkowości („RMSR”). <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y257 ff6 fs5 fc0 sc0 ls3 ws0">7.2.<span class="ffc ls0"> <span class="_ _1b"> </span><span class="ff6">Waluta funkcjonalna i waluta sprawozdania finansowego </span></span></div><div class="t m0 x8 h6 y258 ff4 fs0 fc0 sc0 ls0 ws0">Walutą <span class="_ _11"></span>funkcjonalną <span class="_ _11"></span>Spółki <span class="_ _11"></span>i <span class="_ _11"></span>walutą <span class="_ _11"></span>sprawozda<span class="_ _0"></span>wczą <span class="_ _11"></span>niniejszego <span class="_ _11"></span>sprawo<span class="_ _0"></span>zdania <span class="_ _11"></span>finansowego </div><div class="t m0 x8 h6 y259 ff3 fs0 fc0 sc0 ls0 ws0">jest PLN. </div><div class="t m0 x8 h41 y25a ff6 fs6 fc0 sc0 lsa ws0">8.<span class="ffc ls0"> <span class="_ _f"> </span><span class="ff6">Istotne zasady <span class="ff7">rachu<span class="_ _5"></span>nkowości<span class="ff6"> </span></span></span></span></div><div class="t m0 x4a h4f y25b ff6 fs5 fc0 sc0 ls3 ws0">8.1.<span class="ffc ls0"> <span class="_ _1b"> </span><span class="ff7">Wycena do wartości godziwej<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y25c ff4 fs0 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _5"></span>aktywa<span class="_ _0"></span> <span class="_ _5"></span>oraz <span class="_ _5"></span>zo<span class="_ _0"></span>bowiązania, które <span class="_ _7"></span>są wyceniane do <span class="_ _7"></span>wartości<span class="_ _0"></span> <span class="_ _5"></span>godziwej lub <span class="_ _7"></span>i<span class="_ _0"></span>ch <span class="_ _5"></span>wartość<span class="_ _0"></span> </div><div class="t m0 x8 h6 y25d ff4 fs0 fc0 sc0 ls0 ws0">godziwa <span class="_ _13"></span>jest <span class="_ _10"> </span>ujawniana <span class="_ _10"> </span>w <span class="_ _13"></span>sprawozdani<span class="_ _0"></span>u <span class="_ _13"></span>finansowym <span class="_ _10"> </span>są <span class="_ _13"></span>klasyfi<span class="_ _0"></span>kowane <span class="_ _13"></span>w <span class="_ _13"></span>hiera<span class="_ _0"></span>rchii <span class="_ _13"></span>wartości </div><div class="t m0 x8 h6 y25e ff4 fs0 fc0 sc0 ls0 ws0">godziwej <span class="_ _0"></span>w <span class="_ _9"></span>sposób <span class="_ _9"></span>opisa<span class="_ _0"></span>ny <span class="_ _0"></span>poni<span class="_ _0"></span>żej <span class="_ _0"></span>na <span class="_ _9"></span>podstawie <span class="_ _9"></span>najni<span class="_ _0"></span>ższego <span class="_ _0"></span>poziomu <span class="_ _9"></span>dany<span class="_ _0"></span>ch <span class="_ _11"></span>wejściowych, </div><div class="t m0 x8 h6 y25f ff4 fs0 fc0 sc0 ls0 ws0">który<span class="ff3"> </span>jest istotny dla<span class="_ _0"></span> wyceny do wart<span class="_ _0"></span>ości godziwe<span class="_ _0"></span>j <span class="ff3">traktowanej, jak<span class="_ _0"></span>o </span>całość<span class="_ _0"></span>:<span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf11" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc11 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y260 w4 h52" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">17<span class="ls0"> </span></div><div class="t m0 x8 h42 y65 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">Poziom <span class="_ _6"> </span>1 <span class="_ _6"> </span></span></span>–<span class="_ _0"></span><span class="ff3"> <span class="_ _6"> </span>Notowane<span class="_ _0"></span> <span class="_ _6"> </span>(nieskorygowane)<span class="_ _0"></span> <span class="_ _6"> </span>ceny <span class="_ _6"> </span>ry<span class="_ _0"></span>nkowe <span class="_ _6"> </span>na <span class="_ _6"> </span>akty<span class="_ _0"></span>wnym <span class="_ _6"> </span>rynku <span class="_ _6"> </span>dla<span class="_ _0"></span> </span></div><div class="t m0 x4e h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">identycznych<span class="_ _0"></span> aktywów lub zobowią<span class="_ _0"></span>zań,<span class="ff3"> </span></div><div class="t m0 x8 h42 y18a ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">Poziom <span class="_ _9"></span>2 <span class="_ _11"></span></span></span>–<span class="ff3"> <span class="_ _9"></span>Techni<span class="_ _0"></span>ki <span class="_ _9"></span>wyceny<span class="_ _0"></span>, <span class="_ _9"></span></span>dla <span class="_ _11"></span>których <span class="_ _9"></span>na<span class="_ _0"></span>jniższy <span class="_ _9"></span>poziom <span class="_ _9"></span>danyc<span class="_ _0"></span>h <span class="_ _9"></span>wejściowych, <span class="_ _11"></span>który <span class="_ _9"></span>jes<span class="_ _0"></span>t </div><div class="t m0 x4e h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">istotny <span class="_ _11"></span>dla <span class="_ _11"></span>wycen<span class="_ _0"></span>y <span class="_ _11"></span>do <span class="_ _11"></span>wartości <span class="_ _13"></span><span class="ff3">godziwej, <span class="_ _11"></span>ja<span class="_ _0"></span>ko <span class="_ _11"></span></span>całości <span class="_ _13"></span>jest <span class="_ _11"></span>bezpośredni<span class="_ _0"></span>o <span class="_ _11"></span>bądź <span class="_ _11"></span>pośredni<span class="_ _0"></span>o </div><div class="t m0 x4e h6 y18c ff3 fs0 fc0 sc0 ls0 ws0">obserwowalny,<span class="_ _0"></span> </div><div class="t m0 x8 h42 y18d ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">Poziom <span class="_ _9"></span>3 <span class="_ _11"></span></span></span>–<span class="ff3"> <span class="_ _9"></span>Techni<span class="_ _0"></span>ki <span class="_ _9"></span>wyceny<span class="_ _0"></span>, <span class="_ _9"></span></span>dla <span class="_ _11"></span>których <span class="_ _9"></span>na<span class="_ _0"></span>jniższy <span class="_ _9"></span>poziom <span class="_ _9"></span>danyc<span class="_ _0"></span>h <span class="_ _9"></span>wejściowych, <span class="_ _11"></span>który <span class="_ _9"></span>jes<span class="_ _0"></span>t </div><div class="t m0 x4e h6 y18e ff4 fs0 fc0 sc0 ls0 ws0">istotny dla wycen<span class="_ _0"></span>y do wartości <span class="ff3">go<span class="_ _0"></span>dziwej, jako </span>ca<span class="_ _0"></span>łości jest nieobserw<span class="_ _0"></span>owalny.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y261 ff4 fs0 fc0 sc0 ls0 ws0">Na potr<span class="_ _0"></span>zeby <span class="_ _0"></span>ujawnienia <span class="_ _0"></span>wyników <span class="_ _0"></span>wyceny<span class="_ _0"></span> do <span class="_ _0"></span>wartości <span class="_ _0"></span>godziwej <span class="_ _9"></span>Spółka<span class="_ _0"></span><span class="ff3"> </span>u<span class="_ _0"></span>staliła <span class="_ _0"></span>klasy <span class="_ _0"></span>aktywów </div><div class="t m0 x8 h6 y262 ff4 fs0 fc0 sc0 ls0 ws0">i <span class="_ _9"></span>zobowiązań <span class="_ _9"></span>na <span class="_ _9"></span>pod<span class="_ _0"></span>stawie <span class="_ _9"></span>rodzaju, <span class="_ _9"></span>cech <span class="_ _9"></span>i<span class="_ _0"></span> <span class="_ _0"></span>ry<span class="_ _0"></span>zyka <span class="_ _9"></span>związanego <span class="_ _9"></span>z <span class="_ _9"></span>pos<span class="_ _0"></span>zczególnymi <span class="_ _9"></span>skła<span class="_ _0"></span>dnikami </div><div class="t m0 x8 h6 y263 ff4 fs0 fc0 sc0 ls0 ws0">aktywów i zobowiązań <span class="_ _0"></span>oraz poziom w hi<span class="_ _0"></span>erarchii wartości godzi<span class="_ _0"></span>wej, jak opisano powyżej.<span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x4a h4f y264 ff6 fs5 fc0 sc0 ls3 ws0">8.2.<span class="ffc ls0"> <span class="_ _1b"> </span><span class="ff7">Wycena metodą praw własności <span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y265 ff4 fs0 fc0 sc0 ls0 ws0">Spółka  wycenia  udziały  w  jed<span class="_ _0"></span>nostkach  zależnych<span class="_ _0"></span><span class="ff3">  metod</span>ą<span class="ff3">  </span>pra<span class="_ _0"></span>w  własności.  Zgodnie  z  tą </div><div class="t m0 x8 h6 y266 ff3 fs0 fc0 sc0 ls0 ws0">metoda <span class="_ _17"> </span>i<span class="_ _0"></span>nwestycja <span class="_ _18"> </span>jest <span class="_ _18"> </span>ujmowana<span class="_ _0"></span> <span class="_ _18"> </span><span class="ff4">początkowo <span class="_ _18"> </span>według <span class="_ _18"> </span>kosztu <span class="_ _18"> </span>(ceny <span class="_ _18"> </span>nabycia<span class="_ _0"></span>), <span class="_ _17"> </span>a <span class="_ _18"> </span>wartość </span></div><div class="t m0 x8 h6 y267 ff4 fs0 fc0 sc0 ls0 ws0">bilansowa jest powiększa<span class="_ _0"></span>na lub <span class="ff3">pomniejszana<span class="_ _0"></span> </span>w celu ujęcia udziałów inwestora<span class="_ _0"></span> w zyskach lub </div><div class="t m0 x8 h6 y268 ff3 fs0 fc0 sc0 ls0 ws0">stratach <span class="_ _13"></span>jednostki<span class="_ _0"></span> <span class="_ _13"></span><span class="ff4">oraz <span class="_ _13"></span>poz<span class="_ _0"></span>ostałych <span class="_ _13"></span>całkowityc<span class="_ _0"></span>h <span class="_ _13"></span>dochodach,<span class="_ _0"></span></span> <span class="_ _13"></span><span class="ff4">w <span class="_ _13"> </span>k<span class="_ _0"></span>tórej <span class="_ _13"></span>dokonano <span class="_ _13"></span>inwesty<span class="_ _0"></span>cji, </span></div><div class="t m0 x8 h6 ydf ff4 fs0 fc0 sc0 ls0 ws0">powstałych <span class="_ _5"></span>po <span class="_ _5"></span>naby<span class="_ _0"></span>ciu. <span class="_ _5"></span>Otrzymane <span class="_ _5"></span>wypła<span class="_ _0"></span>ty <span class="_ _5"></span>z <span class="_ _5"></span>zysku <span class="_ _7"></span>wy<span class="_ _0"></span>pracowanego<span class="_ _0"></span> <span class="_ _7"></span>p<span class="_ _0"></span>rzez <span class="_ _5"></span>jednostkę, <span class="_ _5"></span>w<span class="_ _0"></span><span class="ff3"> </span>k<span class="_ _0"></span>tórej </div><div class="t m0 x8 h6 y269 ff4 fs0 fc0 sc0 ls0 ws0">dokonano <span class="_ _7"></span>inwesty<span class="_ _0"></span>cji, <span class="_ _7"></span>obni<span class="_ _0"></span>żają <span class="_ _7"></span>wartość <span class="_ _7"></span>bil<span class="_ _0"></span>ansową <span class="_ _7"></span>inwestycji<span class="_ _0"></span>.<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span>Po <span class="_ _7"></span>zredukowa<span class="_ _0"></span>niu <span class="_ _7"></span>u<span class="ff4">działu <span class="_ _7"></span>je<span class="_ _0"></span>dnostki </span></span></div><div class="t m0 x8 h6 y26a ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _5"></span>wart<span class="_ _0"></span>ości <span class="_ _5"></span>zerow<span class="_ _0"></span>ej, S<span class="_ _5"></span>p<span class="_ _0"></span>ółka uwzględnia dodatkowe <span class="_ _5"></span>straty i <span class="ff3">ujmuje </span>zobowiązania<span class="_ _0"></span><span class="ff3"> tylko <span class="_ _5"></span>w takiej </span></div><div class="t m0 x8 h6 y26b ff4 fs0 fc0 sc0 ls0 ws0">wysokości, <span class="_ _9"></span>w <span class="_ _0"></span>jaki<span class="_ _0"></span>ej <span class="_ _0"></span>Spółka <span class="_ _9"></span>przyjęła <span class="_ _9"></span>na <span class="_ _9"></span>siebie <span class="_ _0"></span>prawny <span class="_ _9"></span>lub <span class="_ _9"></span>zwyczajowo <span class="_ _0"></span>ocz<span class="_ _0"></span>ekiwany <span class="_ _9"></span>obowiązek, </div><div class="t m0 x8 h6 y26c ff4 fs0 fc0 sc0 ls0 ws0">lub <span class="_ _17"> </span>dokonała <span class="_ _18"> </span>płatności <span class="_ _18"> </span>w <span class="_ _17"> </span>imi<span class="_ _0"></span>eniu <span class="_ _17"> </span>jednostki <span class="_ _17"> </span>wy<span class="_ _0"></span>cenianej <span class="_ _18"> </span>metod<span class="_ _0"></span>ą<span class="ff3"> <span class="_ _17"> </span></span>praw <span class="_ _18"> </span>własności. <span class="_ _17"> </span>Kw<span class="_ _0"></span>oty <span class="_ _17"> </span>te<span class="_ _0"></span> </div><div class="t m0 x8 h6 y26d ff4 fs0 fc0 sc0 ls0 ws0">wykazywane <span class="_ _14"> </span>są <span class="_ _20"> </span>w <span class="_ _14"> </span>sprawozdaniu <span class="_ _14"> </span>z <span class="_ _14"> </span>sytuacji <span class="_ _20"> </span>finansowej <span class="_ _14"> </span>w <span class="_ _14"> </span>lini<span class="_ _0"></span>i <span class="_ _14"> </span>rezerw <span class="_ _14"> </span>na <span class="_ _14"> </span>pokryci<span class="_ _0"></span>e <span class="_ _14"> </span>strat </div><div class="t m0 x8 h6 y26e ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">jednostkach <span class="_ _10"> </span>wycen<span class="_ _0"></span>ianych <span class="_ _10"> </span>metodą <span class="_ _13"> </span>pra<span class="_ _0"></span>w <span class="_ _13"></span>włas<span class="_ _0"></span>ności. <span class="_ _13"> </span>Jeżeli<span class="_ _0"></span> <span class="_ _13"></span>jedno<span class="_ _0"></span>stka <span class="_ _13"></span>w<span class="_ _0"></span>yceniania <span class="_ _10"> </span>metodą<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y26f ff4 fs0 fc0 sc0 ls0 ws0">praw <span class="_ _19"> </span>własności <span class="_ _19"> </span>zacznie<span class="_ _0"></span> <span class="_ _19"> </span>następnie <span class="_ _19"> </span>wykazywać<span class="_ _0"></span> <span class="_ _19"> </span>zyski, <span class="_ _19"> </span>to <span class="_ _19"> </span>Spółka <span class="_ _19"> </span>powrac<span class="_ _0"></span>a <span class="_ _19"> </span>do <span class="_ _19"> </span>ujmowania </div><div class="t m0 x8 h6 y270 ff4 fs0 fc0 sc0 ls0 ws0">swojego <span class="_ _11"></span>udziału <span class="_ _11"></span>w <span class="_ _11"></span>tych <span class="_ _11"></span>zyskac<span class="_ _0"></span>h <span class="_ _9"></span>dopi<span class="_ _0"></span>ero <span class="_ _11"></span>wówczas, <span class="_ _11"></span>gdy <span class="_ _11"></span>jej <span class="_ _11"></span>ud<span class="_ _0"></span>ział <span class="_ _11"></span>w <span class="_ _11"></span>tych <span class="_ _11"></span>zyskach<span class="_ _0"></span> <span class="_ _9"></span>zr<span class="_ _0"></span>ówna <span class="_ _11"></span>się </div><div class="t m0 x8 h6 y271 ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">wartością nieujętyc<span class="_ _0"></span>h strat.</span> </div><div class="t m0 x4a h4f y272 ff6 fs5 fc0 sc0 ls3 ws0">8.3.<span class="ffc ls0"> <span class="_ _1b"> </span></span><span class="ff7">Przeliczanie pozycji wyrażonych w walucie obcej</span><span class="ls0"> </span></div><div class="t m0 x8 h6 y273 ff4 fs0 fc0 sc0 ls0 ws0">Transakcje <span class="_ _20"> </span>wyrażone <span class="_ _14"> </span>w<span class="_ _0"></span> <span class="_ _14"> </span>walutach <span class="_ _20"> </span>innych <span class="_ _20"> </span>niż <span class="_ _20"> </span><span class="ff3">PLN <span class="_ _14"> </span></span>są <span class="_ _20"> </span>przeliczane <span class="_ _20"> </span>na <span class="_ _20"> </span>złote <span class="_ _14"> </span>polskie <span class="_ _20"> </span>przy<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1f ff4 fs0 fc0 sc0 ls0 ws0">zastosowaniu kursu obo<span class="_ _0"></span>wiązującego w dn<span class="_ _0"></span>iu zawarci<span class="_ _0"></span>a transakcji.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y274 ff4 fs0 fc0 sc0 ls0 ws0">Na dzień<span class="_ _0"></span> <span class="_ _0"></span>bilansowy <span class="_ _0"></span>aktywa <span class="_ _0"></span>i <span class="_ _0"></span>zobowiązania<span class="_ _0"></span> pi<span class="_ _0"></span>eniężne <span class="_ _0"></span>wyrażone <span class="_ _0"></span>w <span class="_ _0"></span>waluta<span class="_ _0"></span>ch <span class="_ _0"></span>innych <span class="_ _0"></span>niż <span class="_ _11"></span><span class="ff3">PLN <span class="_ _0"></span></span>są </div><div class="t m0 x8 h6 y275 ff4 fs0 fc0 sc0 ls0 ws0">przeliczane <span class="_ _5"></span>na <span class="_ _7"></span>złote <span class="_ _5"></span>polskie <span class="_ _7"></span>przy <span class="_ _5"></span>zastosowaniu <span class="_ _7"></span>odp<span class="_ _0"></span>owiednio <span class="_ _5"></span>obowiązującego <span class="_ _5"></span>na <span class="_ _7"></span>koni<span class="_ _0"></span>ec <span class="_ _7"></span>okresu<span class="_ _0"></span> </div><div class="t m0 x8 h6 y276 ff4 fs0 fc0 sc0 ls0 ws0">sprawozdawczeg<span class="_ _0"></span>o <span class="_ _0"></span>średniego <span class="_ _0"></span>kursu <span class="_ _9"></span>ustalonego <span class="_ _0"></span>dl<span class="_ _0"></span>a <span class="_ _0"></span>danej <span class="_ _0"></span>waluty <span class="_ _0"></span>p<span class="_ _0"></span>rzez <span class="_ _0"></span>Narodowy <span class="_ _0"></span>Ban<span class="_ _0"></span>k <span class="_ _0"></span>Polski. </div><div class="t m0 x8 h6 y277 ff4 fs0 fc0 sc0 ls0 ws0">Powstałe <span class="_ _17"> </span>z<span class="ff3"> </span>przeli<span class="_ _0"></span>czenia <span class="_ _17"> </span>różnice <span class="_ _17"> </span>k<span class="_ _0"></span>ursowe <span class="_ _17"> </span>ujmowa<span class="_ _0"></span>ne <span class="_ _17"> </span>są <span class="_ _17"> </span>odpo<span class="_ _0"></span>wiednio <span class="_ _17"> </span>w <span class="_ _17"> </span>p<span class="_ _0"></span>ozycji<span class="_ _0"></span><span class="ff3"> <span class="_ _17"> </span></span>przych<span class="_ _0"></span>odów </div><div class="t m0 x8 h6 y278 ff4 fs0 fc0 sc0 ls0 ws0">(kosztów) <span class="_ _10"> </span>fi<span class="_ _0"></span>nansowych <span class="_ _17"> </span><span class="ff3">lub<span class="_ _0"></span> <span class="_ _10"> </span>w </span>przyp<span class="_ _0"></span>adkach <span class="_ _17"> </span>określonych <span class="_ _17"> </span>zasadami <span class="_ _17"> </span>(polityk<span class="_ _0"></span>ą) <span class="_ _10"> </span>rach<span class="_ _0"></span>unkowości, </div><div class="t m0 x8 h6 y279 ff4 fs0 fc0 sc0 ls0 ws0">kapitalizowane w wa<span class="_ _0"></span>rtości akty<span class="_ _0"></span>wów. <span class="ff3"> </span></div><div class="t m0 x8 h6 y27a ff4 fs0 fc0 sc0 ls0 ws0">Następujące kursy z<span class="_ _0"></span>ostały przyjęte dla<span class="_ _0"></span> potrzeb wyceny b<span class="_ _0"></span>ilansowej:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y27b ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y27c w21 h53"><div class="t m0 x1b h6 y15c ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y27c w22 h53"><div class="t m0 x5f h54 y15c ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 </div></div><div class="c x27 y27c w23 h53"><div class="t m0 x9 h54 y15c ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>22 </div></div><div class="c x8 y27d w21 h55"><div class="t m0 x4 h6 y27e ff3 fs0 fc0 sc0 ls0 ws0">EUR </div></div><div class="c x5e y27d w22 h55"><div class="t m0 x60 h6 y27e ff3 fs0 fc0 sc0 ls2 ws0">4,3480<span class="ls0"> </span></div></div><div class="c x27 y27d w23 h55"><div class="t m0 x61 h6 y27e ff3 fs0 fc0 sc0 ls2 ws0">4,6899<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y27f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h42 y280 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf12" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc12 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y281 w4 h56" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">18<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Średnie <span class="_ _1e"> </span>ważone <span class="_ _1e"> </span>k<span class="_ _0"></span>ursy <span class="_ _1e"> </span>wymi<span class="_ _0"></span>any <span class="_ _1e"> </span>za <span class="_ _1e"> </span>poszcze<span class="_ _0"></span>gólne <span class="_ _1e"> </span>okresy <span class="_ _1e"> </span>obr<span class="_ _0"></span>otowe <span class="_ _1e"> </span>kształtowały <span class="_ _1f"> </span>się </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">następująco:<span class="ff3"> </span></div></div><div class="c x8 y282 w24 h57"><div class="t m0 x1b h6 y283 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y282 w25 h57"><div class="t m0 x5f h54 y284 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 </div></div><div class="c x27 y282 w1b h57"><div class="t m0 x9 h54 y284 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>22 </div></div><div class="c x8 y285 w24 h55"><div class="t m0 x4 h6 y27e ff3 fs0 fc0 sc0 ls0 ws0">EUR </div></div><div class="c x5e y285 w25 h55"><div class="t m0 x60 h6 y27e ff3 fs0 fc0 sc0 ls2 ws0">4,5284<span class="ls0"> </span></div></div><div class="c x27 y285 w1b h55"><div class="t m0 x61 h6 y27e ff3 fs0 fc0 sc0 ls2 ws0">4,6876<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y286 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h4f ya4 ff6 fs5 fc0 sc0 ls3 ws0">8.4.<span class="ffc ls0"> <span class="_ _1b"> </span><span class="ff6">Rzeczowe aktywa <span class="ff7">trwałe</span> </span></span></div><div class="t m0 x8 h6 y287 ff4 fs0 fc0 sc0 ls0 ws0">Rzeczowe <span class="_ _14"> </span>aktywa <span class="_ _14"> </span>trwałe <span class="_ _14"> </span>wykazywane <span class="_ _14"> </span>są <span class="_ _1a"> </span>we<span class="_ _0"></span>dług <span class="_ _14"> </span>ceny <span class="_ _14"> </span>nabycia<span class="_ _0"></span><span class="ff3"> <span class="_ _14"> </span>/ <span class="_ _1a"> </span>k<span class="_ _0"></span>osztu <span class="_ _14"> </span>wytworzenia </span></div><div class="t m0 x8 h6 y288 ff3 fs0 fc0 sc0 ls0 ws0">pomniejszonych<span class="_ _0"></span> <span class="_ _19"> </span><span class="ls13">o <span class="_ _a"> </span></span><span class="ff4">umor<span class="_ _0"></span>zenie <span class="_ _19"> </span>oraz <span class="_ _a"> </span>odpisy <span class="_ _19"> </span>aktualizujące <span class="_ _19"> </span>z <span class="_ _19"> </span>tytułu <span class="_ _a"> </span>utraty<span class="_ _0"></span> <span class="_ _19"> </span>wartości. <span class="_ _a"> </span>Warto<span class="_ _0"></span>ść </span></div><div class="t m0 x8 h6 y289 ff4 fs0 fc0 sc0 ls0 ws0">początkowa <span class="_ _10"> </span>środk<span class="_ _0"></span>ów <span class="_ _10"> </span>trwałych<span class="_ _0"></span> <span class="_ _10"> </span>obejmuje <span class="_ _10"> </span>ich <span class="_ _10"> </span>cen<span class="_ _0"></span>ę <span class="_ _10"> </span>nabycia<span class="_ _0"></span> <span class="_ _13"></span>powiększon<span class="_ _0"></span>ą <span class="_ _10"> </span>o <span class="_ _10"> </span>wszystkie <span class="_ _17"> </span>koszty </div><div class="t m0 x8 h6 y28a ff4 fs0 fc0 sc0 ls0 ws0">bezpośrednio <span class="_ _11"></span>związane <span class="_ _13"></span>z <span class="_ _11"></span>zakupem <span class="_ _11"></span>i <span class="_ _11"></span>przystos<span class="_ _0"></span>owaniem <span class="_ _11"></span>składn<span class="_ _0"></span>ika <span class="_ _11"></span>majątku <span class="_ _11"></span>do <span class="_ _11"></span>stanu <span class="_ _11"></span>zdatnego<span class="_ _0"></span> </div><div class="t m0 x8 h6 y28b ff4 fs0 fc0 sc0 ls0 ws0">do  używania.  W  skład  kosztu  wchodzi  również  koszt  wymiany<span class="_ _0"></span>  części  składowych  maszyn </div><div class="t m0 x8 h6 y28c ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">urządzeń <span class="_ _0"></span>w <span class="_ _0"></span>m<span class="_ _0"></span>omencie <span class="_ _9"></span>poniesienia, <span class="_ _0"></span>jeśl<span class="_ _0"></span>i <span class="_ _0"></span>spełnione <span class="_ _9"></span>są <span class="_ _0"></span>kryteria <span class="_ _0"></span>r<span class="_ _0"></span>ozpoznania.<span class="_ _9"></span></span> <span class="_ _0"></span>Koszty <span class="_ _0"></span>p<span class="_ _0"></span>oniesione </div><div class="t m0 x8 h6 y28d ff4 fs0 fc0 sc0 ls0 ws0">po  dacie  oddania  środka  trwałego  do  używa<span class="_ _0"></span>nia,  taki<span class="_ _0"></span>e  jak  koszty  konserwacji  i  napraw, </div><div class="t m0 x8 h6 y28e ff4 fs0 fc0 sc0 ls0 ws0">obciążają<span class="ff3"> </span>zysk l<span class="_ _0"></span>ub stratę w<span class="ff3"> momenc<span class="_ _0"></span>ie ich poniesi<span class="_ _0"></span>enia.  </span></div><div class="t m0 x8 h6 y28f ff4 fs0 fc0 sc0 ls0 ws0">Cena <span class="_ _a"> </span>na<span class="_ _0"></span>bycia <span class="_ _a"> </span>rzeczowy<span class="_ _0"></span>ch <span class="_ _a"> </span>aktywów <span class="_ _19"> </span>trwałych <span class="_ _a"> </span>przekazany<span class="_ _0"></span>ch  p<span class="_ _0"></span>rzez  kli<span class="_ _0"></span>entów <span class="_ _a"> </span>jest <span class="_ _19"> </span>ustalana </div><div class="t m0 x8 h6 y290 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">wysokości ich wa<span class="_ _0"></span>rtości godziwej na d<span class="_ _0"></span>zień objęcia kontroli.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y291 ff4 fs0 fc0 sc0 ls0 ws0">Środki  trwałe  w  momen<span class="_ _0"></span>cie  ich  nabycia<span class="_ _0"></span>  zostają  podzielone  na  części  składowe  będą<span class="_ _0"></span>ce </div><div class="t m0 x8 h6 y292 ff3 fs0 fc0 sc0 ls0 ws0">pozycjami <span class="_ _22"> </span><span class="ls14">o <span class="_ _22"> </span></span><span class="ff4">isto<span class="_ _0"></span>tnej <span class="_ _22"> </span>wartości,<span class="_ _0"></span> <span class="_ _22"> </span>dla <span class="_ _22"> </span>których <span class="_ _1e"> </span>można <span class="_ _22"> </span>pr<span class="_ _0"></span>zyporządkowa<span class="_ _0"></span>ć <span class="_ _22"> </span>odrębny <span class="_ _1e"> </span>okres </span></div><div class="t m0 x8 h6 y293 ff4 fs0 fc0 sc0 ls0 ws0">ekonomicznej użytec<span class="_ _0"></span>zności. Częścią skła<span class="_ _0"></span>dową są równi<span class="_ _0"></span>eż koszty generalny<span class="_ _0"></span>ch remontów. <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y294 ff4 fs0 fc0 sc0 ls0 ws0">Amortyzacja <span class="_ _a"> </span>jest  na<span class="_ _0"></span>liczana <span class="_ _a"> </span>metodą <span class="_ _a"> </span>lin<span class="_ _0"></span>iową  przez <span class="_ _a"> </span>szac<span class="_ _0"></span>owany  okres <span class="_ _19"> </span>u<span class="_ _5"></span>ży<span class="_ _0"></span>tkowania  da<span class="_ _0"></span>nego </div><div class="t m0 x8 h6 y295 ff4 fs0 fc0 sc0 ls0 ws0">składnika ak<span class="_ _0"></span>tywów, wynoszący:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y296 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y297 w26 h58"><div class="t m0 xd h59 y298 ff6 fs0 fc0 sc0 ls0 ws0">Typ </div></div><div class="c x62 y297 w27 h58"><div class="t m0 x28 h59 y298 ff6 fs0 fc0 sc0 ls0 ws0">                                                  <span class="_ _0"></span>         Okres<span class="_ _0"></span> </div></div><div class="c x8 y299 w26 h58"><div class="t m0 xd h6 y298 ff3 fs0 fc0 sc0 ls0 ws0">Budynki i budowle<span class="_ _0"></span> </div></div><div class="c x62 y299 w28 h58"><div class="t m0 x63 h6 y298 ff3 fs0 fc0 sc0 ls2 ws0">10<span class="ls0"> </span></div></div><div class="c x64 y299 w29 h58"><div class="t m0 xd h6 y298 ff3 fs0 fc0 sc0 ls0 ws0">Lat </div></div><div class="c x8 yc9 w26 h5a"><div class="t m0 xd h6 y29a ff4 fs0 fc0 sc0 ls0 ws0">Maszyny i urządzenia<span class="_ _0"></span> techniczne<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x62 yc9 w28 h5a"><div class="t m0 x65 h6 y29a ff3 fs0 fc0 sc0 ls0 ws0">2-5 </div></div><div class="c x64 yc9 w29 h5a"><div class="t m0 xd h6 y29a ff3 fs0 fc0 sc0 ls0 ws0">Lat </div></div><div class="c x8 y29b w26 h58"><div class="t m0 xd h6 y298 ff4 fs0 fc0 sc0 ls0 ws0">Środki transport<span class="_ _0"></span>u<span class="ff3"> </span></div></div><div class="c x62 y29b w28 h58"><div class="t m0 x66 h6 y298 ff3 fs0 fc0 sc0 ls2 ws0">2,5<span class="ls0">-5 </span></div></div><div class="c x64 y29b w29 h58"><div class="t m0 xd h6 y298 ff3 fs0 fc0 sc0 ls0 ws0">Lat </div></div><div class="c x8 y29c w26 h58"><div class="t m0 xd h6 y298 ff4 fs0 fc0 sc0 ls0 ws0">Pozostałe środki trwał<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x62 y29c w28 h58"><div class="t m0 x67 h6 y298 ff3 fs0 fc0 sc0 ls0 ws0">5-<span class="ls2">10</span> </div></div><div class="c x64 y29c w29 h58"><div class="t m0 xd h6 y298 ff3 fs0 fc0 sc0 ls0 ws0">Lat </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y29d ff4 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _6"> </span>końc<span class="_ _0"></span>ową, <span class="_ _6"> </span>okres <span class="_ _24"> </span>użytkowania <span class="_ _24"> </span>oraz <span class="_ _24"> </span>metodę <span class="_ _6"> </span>amorty<span class="_ _0"></span>zacji <span class="_ _6"> </span>skła<span class="_ _0"></span>dników <span class="_ _6"> </span>aktywów<span class="_ _0"></span> </div><div class="t m0 x8 h6 y29e ff4 fs0 fc0 sc0 ls0 ws0">weryfikuje <span class="_ _19"> </span>się <span class="_ _19"> </span>corocznie, <span class="_ _19"> </span>i<span class="ff3"> </span>w <span class="_ _19"> </span>razie <span class="_ _19"> </span>konieczności<span class="_ _0"></span> <span class="_ _19"> </span>koryguje <span class="_ _19"> </span>z <span class="_ _a"> </span>efekt<span class="_ _0"></span>em <span class="_ _19"> </span>od <span class="_ _19"> </span><span class="ff3">kolejnego<span class="_ _0"></span> <span class="_ _19"> </span>o<span class="_ _5"></span>kr<span class="_ _0"></span>esu </span></div><div class="t m0 x8 h6 y239 ff3 fs0 fc0 sc0 ls0 ws0">sprawozdawczeg<span class="_ _0"></span>o. </div><div class="t m0 x8 h6 y29f ff4 fs0 fc0 sc0 ls0 ws0">Dana poz<span class="_ _5"></span>ycja<span class="_ _0"></span> <span class="_ _5"></span>rzeczowych aktywów <span class="_ _5"></span>trwałych <span class="_ _5"></span>moż<span class="_ _0"></span>e <span class="_ _5"></span>zostać usu<span class="_ _5"></span>nięta z<span class="_ _0"></span><span class="ff3">e <span class="_ _5"></span>sprawozdania<span class="_ _0"></span> <span class="_ _5"></span>z <span class="_ _5"></span>sytuacji </span></div><div class="t m0 x8 h6 y2a0 ff3 fs0 fc0 sc0 ls0 ws0">finansowej <span class="_ _14"> </span>po <span class="_ _14"> </span>dokonani<span class="_ _0"></span>u <span class="_ _14"> </span>jej <span class="_ _1a"> </span>zby<span class="_ _0"></span>cia <span class="_ _14"> </span>lub <span class="_ _14"> </span>w <span class="ff4">przy<span class="_ _0"></span>padku, <span class="_ _14"> </span>gdy <span class="_ _14"> </span>nie <span class="_ _14"> </span>są <span class="_ _1a"> </span>spodziewa<span class="_ _0"></span>ne <span class="_ _14"> </span>żadne </span></div><div class="t m0 x8 h6 y2a1 ff4 fs0 fc0 sc0 ls0 ws0">ekonomiczne <span class="_ _7"></span>k<span class="_ _0"></span>orzyści <span class="_ _7"></span>wyni<span class="_ _0"></span>kające <span class="_ _5"></span><span class="ff3 ls15">z <span class="_ _7"></span><span class="ff4 ls0">dalszego <span class="_ _5"></span>użytkowania <span class="_ _7"></span>takiego <span class="_ _5"></span>składnika<span class="_ _0"></span> <span class="_ _7"></span>aktywów. <span class="_ _7"></span>Wszelki<span class="_ _0"></span>e </span></span></div><div class="t m0 x8 h6 y2a2 ff4 fs0 fc0 sc0 ls0 ws0">zyski <span class="_ _17"> </span>lub <span class="_ _17"> </span>straty <span class="_ _17"> </span>wynik<span class="_ _0"></span>ające <span class="_ _17"> </span>z<span class="ff3"> </span>u<span class="_ _0"></span>sunięcia <span class="_ _17"> </span>danego <span class="_ _17"> </span>skła<span class="_ _0"></span>dnika <span class="_ _17"> </span>aktywów <span class="_ _17"> </span>(<span class="_ _0"></span><span class="ff3">obliczone, <span class="_ _17"> </span>jak<span class="_ _0"></span>o <span class="_ _17"> </span></span>różnica<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2a3 ff4 fs0 fc0 sc0 ls0 ws0">pomiędzy <span class="_ _9"></span>ewen<span class="_ _0"></span>tualnymi <span class="_ _9"></span>wpływami<span class="_ _0"></span> <span class="_ _0"></span>ze <span class="_ _11"></span>sprzedaży <span class="_ _9"></span>netto <span class="_ _9"></span>a<span class="_ _0"></span> <span class="_ _0"></span>wa<span class="_ _0"></span>rtością <span class="_ _9"></span>bilan<span class="_ _0"></span>sową <span class="_ _0"></span>danej <span class="_ _11"></span>pozycji)<span class="_ _0"></span> </div><div class="t m0 x8 h6 y23f ff4 fs0 fc0 sc0 ls0 ws0">są ujmowane w zy<span class="_ _0"></span>sku lub stracie okresu, w k<span class="_ _0"></span>tórym dokonano tak<span class="_ _0"></span>iego usunięci<span class="_ _0"></span><span class="ff3">a.  </span></div><div class="t m0 x8 h6 y2a4 ff4 fs0 fc0 sc0 ls0 ws0">Inwestycje ro<span class="_ _0"></span>zpoczęte <span class="_ _0"></span>dotyczą <span class="_ _0"></span>środków <span class="_ _0"></span>trwałych <span class="_ _0"></span>będących <span class="_ _0"></span>w toku <span class="_ _0"></span>budowy<span class="_ _0"></span> lub m<span class="_ _0"></span>ontażu i<span class="_ _0"></span> są </div><div class="t m0 x8 h6 y27d ff4 fs0 fc0 sc0 ls0 ws0">wykazywane <span class="_ _18"> </span>według <span class="_ _18"> </span>cen <span class="_ _18"> </span>naby<span class="_ _0"></span>cia <span class="_ _18"> </span>lub <span class="_ _17"> </span>k<span class="_ _0"></span>osztu <span class="_ _18"> </span>wytworzenia, <span class="_ _18"> </span>pomniejszo<span class="_ _0"></span>nych <span class="_ _18"> </span>o <span class="_ _17"> </span>ewen<span class="_ _0"></span>tualne </div><div class="t m0 x8 h6 y2a5 ff3 fs0 fc0 sc0 ls0 ws0">odpisy <span class="_ _11"></span>z <span class="ff4">tytułu <span class="_ _11"></span>utraty <span class="_ _11"></span>wartości. <span class="_ _11"></span>Środki <span class="_ _11"></span>trwałe <span class="_ _11"></span>w <span class="_ _9"></span>bu<span class="_ _0"></span>dowie <span class="_ _9"></span>ni<span class="_ _0"></span>e <span class="_ _9"></span>podl<span class="_ _0"></span>egają <span class="_ _11"></span>amortyzacji <span class="_ _11"></span>do <span class="_ _9"></span>c<span class="_ _9"></span></span>zasu </div><div class="t m0 x8 h6 y2a6 ff4 fs0 fc0 sc0 ls0 ws0">zakończenia budowy i<span class="_ _0"></span> przekazania środka tr<span class="_ _0"></span>wałego do używa<span class="_ _0"></span>nia. <span class="_ _0"></span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf13" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc13 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">19<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Na każdy dzień bilansowy Spółka <span class="_ _5"></span>ocenia<span class="_ _0"></span>, czy <span class="_ _5"></span>istnieją jakiekolwi<span class="_ _0"></span>ek przesłanki wskazu<span class="_ _5"></span>jące na to, </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">że mogła nastąpi<span class="_ _0"></span>ć utrata wartości któreg<span class="_ _0"></span>oś ze składni<span class="_ _0"></span>ków niefinansowych ak<span class="_ _0"></span>tywów trwałych. </div><div class="t m0 x8 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>razie <span class="_ _0"></span>stwierdzenia, <span class="_ _9"></span>że <span class="_ _0"></span>przesłanki <span class="_ _0"></span>taki<span class="_ _0"></span>e <span class="_ _0"></span>zachodzą, <span class="_ _0"></span>lub <span class="_ _0"></span>w <span class="_ _0"></span>razie <span class="_ _0"></span>k<span class="_ _0"></span>oniecz<span class="_ _0"></span>ności <span class="_ _0"></span>p<span class="_ _0"></span>rzeprowadzenia </div><div class="t m0 x8 h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">corocznego <span class="_ _22"> </span>test<span class="_ _0"></span>u <span class="_ _23"> </span>spra<span class="_ _0"></span>wdzającego, <span class="_ _1e"> </span>czy <span class="_ _22"> </span>nastą<span class="_ _0"></span>piła <span class="_ _22"> </span>utrata <span class="_ _22"> </span>wartości<span class="_ _0"></span>, <span class="_ _22"> </span>Spółka <span class="_ _22"> </span>d<span class="_ _0"></span>okonuje </div><div class="t m0 x8 h6 y18c ff4 fs0 fc0 sc0 ls0 ws0">oszacowania <span class="_ _25"> </span>wartości<span class="_ _0"></span> <span class="_ _25"> </span>o<span class="_ _5"></span>d<span class="_ _0"></span>zyskiwalnej <span class="_ _25"> </span>danego <span class="_ _25"> </span>składnika <span class="_ _25"> </span>aktywów <span class="_ _25"> </span>lub <span class="_ _25"> </span>ośrodka </div><div class="t m0 x8 h6 y18d ff4 fs0 fc0 sc0 ls0 ws0">wypracowująceg<span class="_ _0"></span>o środki pi<span class="_ _0"></span>eniężne, do którego dan<span class="_ _0"></span>y składnik akty<span class="_ _0"></span>wów należy. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y2a7 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h4f y2a8 ff6 fs5 fc0 sc0 ls3 ws0">8.5.<span class="ffc ls0"> <span class="_ _1b"> </span><span class="ff6">Aktywa </span></span>niematerialne<span class="ls0"> </span></div><div class="t m0 x8 h6 y2a9 ff3 fs0 fc0 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>niematerialne<span class="_ _0"></span> n<span class="_ _0"></span>abyte w <span class="_ _0"></span>oddzielnej <span class="_ _0"></span>transakcji<span class="_ _0"></span> l<span class="_ _0"></span>ub <span class="_ _0"></span><span class="ff4">wytworzone, (<span class="_ _0"></span>jeżeli</span> <span class="_ _0"></span><span class="ff4">spełnia<span class="_ _0"></span>ją </span>kry<span class="_ _0"></span>teria </div><div class="t m0 x8 h6 y2aa ff4 fs0 fc0 sc0 ls0 ws0">rozpoznania <span class="_ _23"> </span>dla <span class="_ _23"> </span>kosztów <span class="_ _23"> </span>prac<span class="_ _0"></span> <span class="_ _24"> </span>rozw<span class="_ _0"></span>ojowych) <span class="_ _23"> </span>wycenia<span class="_ _0"></span> <span class="_ _24"> </span>się <span class="_ _23"> </span>przy <span class="_ _23"> </span>początkowym <span class="_ _22"> </span>ujęciu </div><div class="t m0 x8 h6 y2ab ff3 fs0 fc0 sc0 ls0 ws0">odpowiednio <span class="_ _26"> </span>w <span class="_ _1f"> </span>cenie <span class="_ _26"> </span>nabyci<span class="_ _0"></span>a <span class="_ _1f"> </span>lub <span class="_ _1f"> </span>k<span class="_ _0"></span>oszcie <span class="_ _1f"> </span>wytworzenia. <span class="_ _26"> </span>Cena <span class="_ _26"> </span>nabycia <span class="_ _16"> </span><span class="ff4">aktywów </span></div><div class="t m0 x8 h6 y265 ff3 fs0 fc0 sc0 ls0 ws0">niematerialny<span class="_ _0"></span>ch <span class="ff4">nabytych w transak<span class="_ _0"></span>cji połączenia jedn<span class="_ _0"></span>ostek jest równa ich wa<span class="_ _0"></span>rtości godziwej<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y266 ff4 fs0 fc0 sc0 ls0 ws0">na dzień <span class="_ _0"></span>połączenia. <span class="_ _0"></span>Po ujęciu początkowy<span class="_ _0"></span>m, <span class="_ _0"></span><span class="ff3">aktywa <span class="_ _0"></span>niematerialn<span class="_ _0"></span>e </span>są wykazy<span class="_ _0"></span>wane w c<span class="_ _0"></span>enie </div><div class="t m0 x8 h6 y267 ff4 fs0 fc0 sc0 ls0 ws0">nabycia <span class="_ _13"></span>lub <span class="_ _13"></span>koszcie <span class="_ _11"></span>wy<span class="_ _0"></span>tworzenia <span class="_ _11"></span>p<span class="_ _0"></span>omniejszonym<span class="_ _0"></span> <span class="_ _11"></span>o<span class="_ _0"></span> <span class="_ _11"></span>umorzen<span class="_ _0"></span>ie <span class="_ _11"></span>i <span class="_ _13"></span>odpisy <span class="_ _13"></span>aktuali<span class="_ _0"></span>zujące <span class="_ _11"></span>z<span class="_ _9"></span><span class="ff3"> </span>tytuł<span class="_ _0"></span>u </div><div class="t m0 x8 h6 y268 ff4 fs0 fc0 sc0 ls0 ws0">utraty <span class="_ _19"> </span>wartości. <span class="_ _1a"> </span>Nakłady <span class="_ _1a"> </span>poniesione <span class="_ _19"> </span>na <span class="_ _1a"> </span><span class="ff3">aktywa<span class="_ _0"></span> <span class="_ _19"> </span>niematerialn<span class="_ _0"></span>e <span class="_ _19"> </span></span>wytwor<span class="_ _0"></span>zone <span class="_ _19"> </span>we <span class="_ _19"> </span>własny<span class="_ _0"></span>m </div><div class="t m0 x8 h6 ydf ff3 fs0 fc0 sc0 ls0 ws0">zakresie, <span class="_ _18"> </span>z <span class="_ _0"></span><span class="ff4">wyjątkiem <span class="_ _1c"> </span>akty<span class="_ _0"></span>wowanych <span class="_ _1c"> </span>nakładów  poniesionych <span class="_ _18"> </span>na <span class="_ _1c"> </span>prace  roz<span class="_ _5"></span>w<span class="_ _0"></span>ojowe, <span class="_ _18"> </span>nie  są </span></div><div class="t m0 x8 h6 y269 ff4 fs0 fc0 sc0 ls0 ws0">aktywowane i są <span class="_ _0"></span>ujmowane w<span class="ff3"> </span>kosz<span class="_ _0"></span>tach okresu, w którym z<span class="_ _0"></span>ostały poniesione. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y2ac ff4 fs0 fc0 sc0 ls0 ws0">Spółka ustala, <span class="_ _5"></span>czy okres użytkowania aktywów niematerialnych<span class="_ _0"></span><span class="ff3"> </span>jest <span class="_ _5"></span>określony czy nieokreślony. </div><div class="t m0 x8 h6 y2ad ff3 fs0 fc0 sc0 ls0 ws0">Aktywa <span class="_ _14"> </span>niematerialne<span class="_ _0"></span> <span class="_ _14"> </span><span class="ff4">o <span class="_ _1a"> </span>określ<span class="_ _0"></span>onym <span class="_ _14"> </span>okresie <span class="_ _14"> </span>użytkowania<span class="_ _0"></span> <span class="_ _14"> </span>są <span class="_ _1a"> </span>a<span class="_ _0"></span>mortyzowane <span class="_ _14"> </span>przez <span class="_ _14"> </span>okres </span></div><div class="t m0 x8 h6 y2ae ff4 fs0 fc0 sc0 ls0 ws0">użytkowania oraz p<span class="_ _0"></span>oddawane testom<span class="_ _0"></span> na utratę w<span class="_ _0"></span>artości każdoraz<span class="_ _0"></span>owo, gdy istni<span class="_ _0"></span>eją przesłanki </div><div class="t m0 x8 h6 y2af ff4 fs0 fc0 sc0 ls0 ws0">wskazujące <span class="_ _18"> </span>na<span class="_ _0"></span> <span class="_ _18"> </span>utratę <span class="_ _1c"> </span>ic<span class="_ _0"></span>h <span class="_ _18"> </span>wartości. <span class="_ _1c"> </span>Okres <span class="_ _1c"> </span>i <span class="_ _1c"> </span>metoda <span class="_ _1c"> </span>amortyzacji<span class="_ _0"></span>  aktywów <span class="_ _18"> </span>niemateri<span class="_ _0"></span>alnych<span class="ff3"> </span></div><div class="t m0 x8 h6 y2b0 ff3 fs0 fc0 sc0 ls0 ws0">o <span class="ff4">ograniczonym <span class="_ _11"></span>okresie <span class="_ _13"></span>użytkowania <span class="_ _11"></span>są <span class="_ _11"></span>wery<span class="_ _0"></span>fikowane <span class="_ _11"></span>przynajmni<span class="_ _0"></span>ej <span class="_ _11"></span>na <span class="_ _11"></span>koniec <span class="_ _11"></span>każdego <span class="_ _11"></span>roku </span></div><div class="t m0 x8 h6 y2b1 ff4 fs0 fc0 sc0 ls0 ws0">obrotowego. <span class="_ _1d"> </span>Zmiany <span class="_ _1d"> </span>w <span class="_ _1d"> </span>oczekiwanym <span class="_ _1d"> </span>okresie <span class="_ _1d"> </span>użytkowania <span class="_ _1d"> </span>lub <span class="_ _1d"> </span>oczekiwanym <span class="_ _1d"> </span>spos<span class="_ _0"></span><span class="ff3">obie<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y19 ff4 fs0 fc0 sc0 ls0 ws0">konsumowania <span class="_ _19"> </span>korzyści <span class="_ _19"> </span>ekonomicznych <span class="_ _19"> </span>pochodzącyc<span class="_ _0"></span>h <span class="_ _19"> </span>z  da<span class="_ _0"></span>nego <span class="_ _19"> </span>składnika <span class="_ _19"> </span>aktywów <span class="_ _19"> </span>są </div><div class="t m0 x8 h6 y2b2 ff4 fs0 fc0 sc0 ls0 ws0">ujmowane <span class="_ _18"> </span>poprzez <span class="_ _1c"> </span>zmianę <span class="_ _18"> </span>odpowiedni<span class="_ _0"></span>o <span class="_ _18"> </span>okresu <span class="_ _18"> </span>lub <span class="_ _18"> </span>metody <span class="_ _1c"> </span>amortyzacji, <span class="_ _1c"> </span>i <span class="_ _18"> </span>traktowane <span class="_ _18"> </span>jak<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2b3 ff4 fs0 fc0 sc0 ls0 ws0">zmiany <span class="_ _10"> </span>wartości <span class="_ _17"> </span>szacunkowych. <span class="_ _10"> </span>Odp<span class="_ _0"></span>is <span class="_ _10"> </span>amortyzacy<span class="_ _0"></span>jny <span class="_ _10"> </span>składników <span class="_ _17"> </span>a<span class="_ _0"></span>ktywów <span class="_ _10"> </span>niematerial<span class="_ _0"></span>nych<span class="ff3"> </span></div><div class="t m0 x8 h6 y2b4 ff3 fs0 fc0 sc0 ls0 ws0">o <span class="ff4">określonym <span class="_ _13"> </span>okresie <span class="_ _10"> </span>użytkowania<span class="_ _0"></span> <span class="_ _13"></span>ujmuje <span class="_ _13"></span>się <span class="_ _13"></span>w <span class="_ _13"> </span>z<span class="_ _0"></span>ysku <span class="_ _13"></span>lub <span class="_ _13"></span>stracie <span class="_ _10"> </span>w <span class="_ _13"></span>ciężar <span class="_ _10"> </span>tej <span class="_ _13"></span>kategorii, <span class="_ _10"> </span>która </span></div><div class="t m0 x8 h6 y2b5 ff4 fs0 fc0 sc0 ls0 ws0">odpowiada funkcji<span class="_ _0"></span> danego składnika <span class="_ _0"></span>aktywów ni<span class="_ _0"></span>ematerialny<span class="_ _0"></span>ch<span class="ff3">. </span></div><div class="t m0 x8 h6 y2b6 ff4 fs0 fc0 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>ni<span class="_ _0"></span>ematerialne <span class="_ _9"></span>o <span class="_ _9"></span>nieokreślonym <span class="_ _9"></span>okresie <span class="_ _11"></span>użytkowania <span class="_ _9"></span>oraz <span class="_ _0"></span>te,<span class="_ _0"></span> <span class="_ _0"></span>które <span class="_ _9"></span>n<span class="_ _0"></span>ie <span class="_ _0"></span>są <span class="_ _9"></span>użytkowane,<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2b7 ff4 fs0 fc0 sc0 ls0 ws0">są <span class="_ _19"> </span>corocznie <span class="_ _a"> </span>podda<span class="_ _0"></span>wane <span class="_ _19"> </span>testowi <span class="_ _19"> </span>na <span class="_ _19"> </span>u<span class="_ _5"></span>tratę <span class="_ _19"> </span>wartości, <span class="_ _19"> </span>w <span class="_ _19"> </span>odniesieniu <span class="_ _a"> </span>d<span class="_ _0"></span>o <span class="_ _19"> </span>posz<span class="_ _5"></span>c<span class="_ _0"></span>zególnych </div><div class="t m0 x8 h6 y2b8 ff4 fs0 fc0 sc0 ls0 ws0">aktywów lub na po<span class="_ _0"></span>ziomie ośrodka wyp<span class="_ _0"></span>racowującego śr<span class="_ _0"></span>odki pieniężne. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y2b9 ff4 fs0 fc0 sc0 ls0 ws0">Okresy <span class="_ _10"> </span>użytkowani<span class="_ _0"></span>a <span class="_ _13"></span>są <span class="_ _10"> </span>p<span class="_ _0"></span>oddawane <span class="_ _13"> </span>c<span class="_ _0"></span>orocznej <span class="_ _10"> </span>wery<span class="_ _0"></span>fikacji, <span class="_ _10"> </span>a <span class="_ _10"> </span>w <span class="_ _13"> </span>ra<span class="_ _0"></span>zie <span class="_ _10"> </span>potrzeby, <span class="_ _10"> </span>koryg<span class="_ _0"></span>owane </div><div class="t m0 x8 h6 y2ba ff3 fs0 fc0 sc0 ls0 ws0">z efektem od kolejn<span class="_ _0"></span>ego okresu spraw<span class="_ _0"></span>ozdawczego.<span class="_ _0"></span> </div><div class="t m0 x8 h42 y2bb ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf14" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc14 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y2bc w4 h5b" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">20<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Podsumowanie <span class="_ _1d"> </span>zasad <span class="_ _20"> </span>stos<span class="_ _0"></span>owanych <span class="_ _27"> </span>w <span class="_ _20"> </span>odni<span class="_ _0"></span>esieniu <span class="_ _27"> </span>do <span class="_ _20"> </span>ak<span class="_ _0"></span>tywów <span class="_ _27"> </span>niemateri<span class="_ _0"></span>alnych <span class="_ _1d"> </span>Spółki<span class="ff3"> </span></div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">przedstawia się nas<span class="_ _0"></span>tępująco:<span class="ff3"> </span></div></div><div class="c x8 y2bd w2a h5c"><div class="t m0 x11 h12 y12e ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x68 y2bd w2b h5c"><div class="t m0 x33 h12 y2be ff2 fs3 fc0 sc0 ls0 ws0">Koszty prac </div><div class="t m0 x69 h12 y110 ff2 fs3 fc0 sc0 ls0 ws0">rozwojowych </div></div><div class="c x6a y2bd w2c h5c"><div class="t m0 x1a h12 y2be ff2 fs3 fc0 sc0 ls0 ws0">Oprogramowanie </div><div class="t m0 x33 h12 y110 ff2 fs3 fc0 sc0 ls0 ws0">komputerowe </div></div><div class="c x8 y2bf w2a h5d"><div class="t m0 x11 h8 y110 ff4 fs3 fc0 sc0 ls0 ws0">Okresy użytkowania<span class="ff3"> </span></div></div><div class="c x68 y2bf w2b h5d"><div class="t m0 x15 h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">5-10 lat </div></div><div class="c x6a y2bf w2c h5d"><div class="t m0 x45 h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">2-5 lat </div></div><div class="c x8 y2c0 w2a h5d"><div class="t m0 x11 h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">Wykorzystana metoda amortyzacji </div></div><div class="c x68 y2c0 w2b h5d"><div class="t m0 x43 h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">5-<span class="ff4">10 lat metodą liniową </span> </div></div><div class="c x6a y2c0 w2c h5d"><div class="t m0 x38 h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">2-<span class="ff4">5 lat metodą liniową</span> </div></div><div class="c x8 y2c1 w2a h5e"><div class="t m0 x11 h8 y12e ff4 fs3 fc0 sc0 ls0 ws0">Wewnętrznie wytworzone lub nabyte<span class="ff3"> </span></div></div><div class="c x68 y2c1 w2b h5e"><div class="t m0 x25 h8 y2c2 ff4 fs3 fc0 sc0 ls0 ws0">Wewnętrznie </div><div class="t m0 x6b h8 y110 ff3 fs3 fc0 sc0 ls0 ws0">wytworzone </div></div><div class="c x6a y2c1 w2c h5e"><div class="t m0 x4a h8 y12e ff3 fs3 fc0 sc0 ls0 ws0">Nabyte </div></div><div class="c x8 y2c3 w2a h5f"><div class="t m0 x11 h8 y2c4 ff4 fs3 fc0 sc0 ls0 ws0">Test na utratę wartości <span class="ff3"> </span></div></div><div class="c x68 y2c3 w2b h5f"><div class="t m0 xf h8 y2c5 ff3 fs3 fc0 sc0 ls0 ws0">Coroczny w przypadku </div><div class="t m0 x6c h8 y2c6 ff4 fs3 fc0 sc0 ls0 ws0">składników </div><div class="t m0 x56 h8 y2c7 ff3 fs3 fc0 sc0 ls0 ws0">nieoddanych jeszcze do </div><div class="t m0 x38 h8 y2c4 ff4 fs3 fc0 sc0 ls0 ws0">użytkowania oraz w </div><div class="t m0 x28 h8 y2c8 ff3 fs3 fc0 sc0 ls0 ws0">przypadku istnienia </div><div class="t m0 x2e h8 y2c2 ff4 fs3 fc0 sc0 ls0 ws0">przesłanki wskazującej </div><div class="t m0 x54 h8 y110 ff4 fs3 fc0 sc0 ls0 ws0">na utratę wartości.<span class="ff3"> </span></div></div><div class="c x6a y2c3 w2c h5f"><div class="t m0 x28 h8 y2c9 ff3 fs3 fc0 sc0 ls0 ws0">Coroczna ocena, czy </div><div class="t m0 x53 h8 y2ca ff4 fs3 fc0 sc0 ls0 ws0">wystąpiły przesłanki </div><div class="t m0 x3e h8 y2cb ff4 fs3 fc0 sc0 ls0 ws0">świadczące o<span class="ff3"> </span>wystąpieniu </div><div class="t m0 x35 h8 y2cc ff4 fs3 fc0 sc0 ls0 ws0">utraty wartości.<span class="ff3"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y2cd ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y2ce ff4 fs0 fc0 sc0 ls0 ws0">Zyski lub <span class="_ _5"></span>straty wynikające z u<span class="_ _5"></span>sunięci<span class="_ _0"></span>a aktywów niematerialnych<span class="_ _0"></span><span class="ff3"> </span>z <span class="_ _5"></span>bilansu są <span class="ff3">kalkulowane, <span class="_ _5"></span>jako<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y15 ff4 fs0 fc0 sc0 ls0 ws0">różnica<span class="ff3"> <span class="_ _18"> </span></span>pomiędzy <span class="_ _18"> </span>wpływami <span class="_ _18"> </span>ze <span class="_ _18"> </span>sprzedaży <span class="_ _18"> </span>netto <span class="_ _18"> </span>a <span class="_ _18"> </span>wartością <span class="_ _17"> </span>b<span class="_ _0"></span>ilansową <span class="_ _18"> </span>danego <span class="_ _18"> </span>składnika<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2cf ff4 fs0 fc0 sc0 ls0 ws0">aktywów i<span class="ff3"> </span>są <span class="_ _0"></span>ujmowane w<span class="ff3"> <span class="_ _0"></span></span>zysku lub stracie w mo<span class="_ _0"></span>mencie ich usunięcia<span class="_ _0"></span> z bilansu.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y2d0 ff6 fs5 fc0 sc0 ls3 ws0">8.6.<span class="ffc ls0"> <span class="_ _1b"> </span></span><span class="ls16">Leasing <span class="ls0"> </span></span></div><div class="t m0 x8 h6 y2d1 ff4 fs0 fc0 sc0 ls0 ws0">Spółka ocenia <span class="_ _0"></span>w momen<span class="_ _0"></span>cie zawarci<span class="_ _0"></span>a <span class="_ _0"></span><span class="ff3">umowy czy umo<span class="_ _0"></span>wa jest leasin<span class="_ _0"></span>giem lub <span class="_ _0"></span>zawiera leasin<span class="_ _0"></span>g. </span></div><div class="t m0 x8 h6 y2d2 ff4 fs0 fc0 sc0 ls0 ws0">Umowa <span class="_ _17"> </span>jest <span class="_ _17"> </span>leasin<span class="_ _0"></span>giem <span class="_ _17"> </span>lub <span class="_ _17"> </span>za<span class="_ _0"></span>wiera <span class="_ _17"> </span>leasing, <span class="_ _17"> </span>je<span class="_ _0"></span>śli <span class="_ _17"> </span>p<span class="_ _0"></span>rzekazuje <span class="_ _17"> </span>prawo <span class="_ _17"> </span>d<span class="_ _0"></span>o <span class="_ _10"> </span>k<span class="_ _0"></span>ontroli <span class="_ _17"> </span>uży<span class="_ _0"></span>tkowania </div><div class="t m0 x8 h6 y2d3 ff4 fs0 fc0 sc0 ls0 ws0">zidentyfikowanego <span class="_ _0"></span>składnika akty<span class="_ _0"></span>wów na dany okres w zamian za <span class="_ _0"></span>wynagrodzenie.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y2d4 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _9"></span>stosuje <span class="_ _9"></span>jedn<span class="_ _0"></span>olite <span class="_ _9"></span>p<span class="_ _0"></span>odejście <span class="_ _9"></span>do <span class="_ _9"></span>ujm<span class="_ _0"></span>owania <span class="_ _9"></span>i <span class="_ _9"></span>wyceny<span class="_ _0"></span> <span class="_ _0"></span>wszy<span class="_ _0"></span>stkich <span class="_ _9"></span>leas<span class="_ _0"></span>ingów, <span class="_ _9"></span>z <span class="_ _9"></span>wyjątkiem </div><div class="t m0 x8 h6 y2d5 ff4 fs0 fc0 sc0 ls0 ws0">leasingów <span class="_ _5"></span>krótkotermi<span class="_ _0"></span>nowych <span class="_ _5"></span>oraz <span class="_ _5"></span>leasin<span class="_ _0"></span>gów <span class="_ _5"></span>aktywów o<span class="_ _5"></span> <span class="_ _5"></span>niskiej wartości. <span class="_ _5"></span>W <span class="_ _5"></span>dacie <span class="_ _5"></span>rozpoc<span class="_ _0"></span>zęcia </div><div class="t m0 x8 h6 y2d6 ff4 fs0 fc0 sc0 ls0 ws0">leasingu <span class="_ _23"> </span>Spółka <span class="_ _24"> </span>ro<span class="_ _0"></span>zpoznaje <span class="_ _23"> </span>składnik <span class="_ _23"> </span>aktywów <span class="_ _23"> </span>z <span class="_ _24"> </span>tytuł<span class="_ _0"></span>u <span class="_ _24"> </span>prawa <span class="_ _23"> </span>do <span class="_ _23"> </span>użytkowania <span class="_ _1e"> </span><span class="ff3">oraz </span></div><div class="t m0 x8 h6 y2d7 ff4 fs0 fc0 sc0 ls0 ws0">zobowiązanie z tyt<span class="_ _0"></span>ułu leasingu.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 yed ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _11"></span>rozp<span class="_ _0"></span>oznaje <span class="_ _11"></span>aktyw<span class="_ _0"></span>a <span class="_ _11"></span>z <span class="_ _13"></span>tytułu <span class="_ _11"></span>prawa <span class="_ _13"></span>do <span class="_ _11"></span>użyt<span class="_ _0"></span>kowania <span class="_ _11"></span>w <span class="_ _13"></span>dacie <span class="_ _13"></span>rozpoczęcia <span class="_ _13"></span>leasingu <span class="_ _11"></span>(<span class="_ _0"></span>tj. </div><div class="t m0 x8 h6 y2d8 ff4 fs0 fc0 sc0 ls0 ws0">dzień, <span class="_ _0"></span>kiedy <span class="_ _9"></span>bazowy <span class="_ _0"></span>składnik<span class="_ _0"></span> <span class="_ _0"></span>aktywów <span class="_ _0"></span>jest <span class="_ _0"></span>dostę<span class="_ _0"></span>pny <span class="_ _0"></span>do <span class="_ _0"></span>użytkowania). <span class="_ _9"></span>Aktywa <span class="_ _0"></span>z <span class="_ _0"></span>tytuł<span class="_ _0"></span>u p<span class="_ _0"></span>rawa </div><div class="t m0 x8 h6 y2d9 ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _0"></span>użytkowania <span class="_ _0"></span>wyceni<span class="_ _0"></span>ane są <span class="_ _0"></span>wedł<span class="_ _0"></span>ug k<span class="_ _0"></span>osztu, <span class="_ _0"></span>pomniejszone <span class="_ _0"></span>o <span class="_ _0"></span>łączne <span class="_ _0"></span>odp<span class="_ _0"></span>isy <span class="_ _0"></span>amort<span class="_ _0"></span><span class="ff3">yzacyjn<span class="_ _0"></span>e i </span></div><div class="t m0 x8 h6 y2da ff4 fs0 fc0 sc0 ls0 ws0">odpisy <span class="_ _a"> </span>z <span class="_ _19"> </span>tytułu  utraty <span class="_ _19"> </span>wartości, <span class="_ _a"> </span>skorygowa<span class="_ _0"></span>nego <span class="_ _a"> </span>z <span class="_ _a"> </span>tyt<span class="_ _0"></span>ułu  ja<span class="_ _0"></span>kiejkolwiek <span class="_ _a"> </span>a<span class="_ _0"></span>ktualizacji <span class="_ _19"> </span>wyceny </div><div class="t m0 x8 h6 y2db ff4 fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _9"></span>z <span class="_ _9"></span>tytułu <span class="_ _9"></span>leasin<span class="_ _0"></span>gu. <span class="_ _0"></span>Koszt <span class="_ _9"></span>akty<span class="_ _0"></span>wów <span class="_ _0"></span>z <span class="_ _9"></span>tyt<span class="_ _0"></span>ułu <span class="_ _0"></span>prawa<span class="_ _0"></span> <span class="_ _0"></span>do <span class="_ _11"></span>użytkowania <span class="_ _9"></span>obejmuje <span class="_ _9"></span>kwotę<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2dc ff4 fs0 fc0 sc0 ls0 ws0">ujętych <span class="_ _18"> </span>zobowiązań <span class="_ _18"> </span>z <span class="_ _18"> </span>tytułu <span class="_ _18"> </span>leasingu, <span class="_ _18"> </span>poniesiony<span class="_ _0"></span>ch <span class="_ _17"> </span>p<span class="_ _0"></span>oczątkowych <span class="_ _18"> </span>ko<span class="_ _0"></span>sztów <span class="_ _18"> </span>bezpośrednic<span class="_ _0"></span>h </div><div class="t m0 x8 h6 y2dd ff4 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _18"> </span>wszelkich <span class="_ _1c"> </span>opłat <span class="_ _18"> </span>leasin<span class="_ _0"></span>gowych <span class="_ _18"> </span>zapłacony<span class="_ _0"></span>ch <span class="_ _18"> </span>w <span class="_ _18"> </span>dacie <span class="_ _18"> </span>ro<span class="_ _0"></span>zpoczęcia <span class="_ _18"> </span>l<span class="_ _0"></span>ub <span class="_ _18"> </span>przed <span class="_ _18"> </span>tą <span class="_ _18"> </span>datą,<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2de ff4 fs0 fc0 sc0 ls0 ws0">pomniejszonych<span class="_ _0"></span> <span class="_ _5"></span>o <span class="_ _5"></span>wszelkie otrzymane <span class="_ _5"></span>zachęty leasingowe. O <span class="_ _7"></span>il<span class="_ _0"></span>e <span class="_ _5"></span>Spółka <span class="_ _5"></span>nie ma <span class="_ _5"></span>wystarczającej<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2df ff4 fs0 fc0 sc0 ls0 ws0">pewności, <span class="_ _18"> </span>że <span class="_ _1c"> </span>na <span class="_ _18"> </span>k<span class="_ _0"></span>oniec <span class="_ _18"> </span>okre<span class="_ _0"></span>su <span class="_ _18"> </span>leasingu <span class="_ _18"> </span>u<span class="_ _0"></span>zyska <span class="_ _18"> </span>tytuł <span class="_ _1c"> </span>własnośc<span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _18"> </span>przedmiotu <span class="_ _18"> </span>l<span class="_ _0"></span>easingu, <span class="_ _1c"> </span>ujęte </div><div class="t m0 x8 h6 y2e0 ff4 fs0 fc0 sc0 ls0 ws0">aktywa <span class="_ _5"></span>z <span class="_ _7"></span>tytułu <span class="_ _5"></span>prawa <span class="_ _5"></span>do <span class="_ _7"></span>użytk<span class="_ _0"></span>owania <span class="_ _7"></span>są <span class="_ _5"></span>amortyz<span class="_ _0"></span>owane <span class="_ _7"></span>me<span class="_ _0"></span>todą <span class="_ _7"></span>liniową <span class="_ _5"></span>przez <span class="_ _5"></span>krótszy <span class="_ _5"></span>z <span class="_ _7"></span>dwóc<span class="_ _0"></span>h </div><div class="t m0 x8 h6 y2e1 ff4 fs0 fc0 sc0 ls0 ws0">okresów: <span class="_ _14"> </span>szacowany <span class="_ _14"> </span>okres <span class="_ _14"> </span>użytkowania <span class="_ _14"> </span>lub <span class="_ _14"> </span>okres <span class="_ _14"> </span>leasingu. <span class="_ _14"> </span>Aktywa <span class="_ _14"> </span>z <span class="_ _14"> </span>tytułu <span class="_ _1a"> </span>pra<span class="_ _0"></span>wa <span class="_ _14"> </span>do </div><div class="t m0 x8 h6 y2e2 ff4 fs0 fc0 sc0 ls0 ws0">użytkowania podlega<span class="_ _0"></span>ją testom na utra<span class="_ _0"></span>tę wartości<span class="_ _0"></span>.<span class="ff3"> </span></div><div class="t m0 x8 h6 y2e3 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _13"></span>dacie <span class="_ _10"> </span>rozpoczęci<span class="_ _0"></span>a <span class="_ _13"></span>leasingu <span class="_ _13"> </span>Sp<span class="_ _0"></span>ółka <span class="_ _13"></span>wyceni<span class="_ _0"></span>a <span class="_ _13"> </span>zobowi<span class="_ _0"></span>ązania <span class="_ _13"></span>z <span class="_ _13"> </span>tyt<span class="_ _0"></span>ułu <span class="_ _13"></span>le<span class="_ _0"></span>asingu <span class="_ _13"></span>w <span class="_ _13"> </span>wy<span class="_ _0"></span>sokości </div><div class="t m0 x8 h6 y2e4 ff4 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _14"> </span>bieżąc<span class="_ _0"></span>ej <span class="_ _20"> </span>opłat <span class="_ _14"> </span>l<span class="_ _0"></span>easingowych <span class="_ _20"> </span>pozostającyc<span class="_ _0"></span>h <span class="_ _14"> </span>do <span class="_ _20"> </span>zapłaty <span class="_ _14"> </span>w <span class="_ _20"> </span>t<span class="_ _0"></span>ej <span class="_ _14"> </span>dacie. <span class="_ _20"> </span>Opłaty<span class="_ _0"></span> </div></div></div><div class="pi"></div></div>
<div id="pf15" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc15 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y2e5 w4 h60" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">21<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">leasingowe <span class="_ _0"></span>obejm<span class="_ _0"></span>ują <span class="_ _0"></span>opłaty <span class="_ _0"></span>stałe <span class="_ _9"></span>(w <span class="_ _0"></span>tym <span class="_ _0"></span>zasadnic<span class="_ _0"></span>zo stałe <span class="_ _9"></span>opłaty <span class="_ _0"></span>l<span class="_ _0"></span>easingowe) <span class="_ _0"></span>pomniejszone<span class="_ _0"></span> </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">o <span class="_ _13"></span>wszelkie <span class="_ _13"> </span>nal<span class="_ _0"></span>eżne <span class="_ _13"></span>zachęty <span class="_ _13"> </span>l<span class="_ _0"></span>easingowe, <span class="_ _13"></span>zmienne <span class="_ _10"> </span>opłaty, <span class="_ _13"> </span>które <span class="_ _13"> </span>zal<span class="_ _0"></span>eżą <span class="_ _13"></span>od <span class="_ _13"> </span>in<span class="_ _0"></span>deksu <span class="_ _13"></span>lub <span class="_ _13"></span>stawki </div><div class="t m0 x8 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _7"></span>kw<span class="_ _0"></span>oty, <span class="_ _7"></span>któryc<span class="_ _0"></span>h <span class="_ _7"></span>zapła<span class="_ _0"></span>ty <span class="_ _7"></span>oczek<span class="_ _0"></span>uje <span class="_ _7"></span>się<span class="_ _0"></span> <span class="_ _7"></span>w <span class="_ _7"></span>ra<span class="_ _0"></span>mach <span class="_ _5"></span>gwarantowanej <span class="_ _5"></span>wartości <span class="_ _5"></span>końc<span class="_ _0"></span>owej. <span class="_ _5"></span>Opłaty </div><div class="t m0 x8 h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">leasingowe <span class="_ _18"> </span>obejmują <span class="_ _18"> </span>również <span class="_ _18"> </span>cenę <span class="_ _18"> </span>wykonani<span class="_ _0"></span>a <span class="_ _17"> </span>opc<span class="_ _0"></span>ji <span class="_ _18"> </span>kupna, <span class="_ _17"> </span>jeżel<span class="_ _0"></span>i <span class="_ _17"> </span>możn<span class="_ _0"></span>a <span class="_ _18"> </span>z <span class="_ _17"> </span>wystarc<span class="_ _0"></span>zającą </div><div class="t m0 x8 h6 y18c ff4 fs0 fc0 sc0 ls0 ws0">pewnością <span class="_ _1e"> </span>założyć <span class="_ _1e"> </span>jej <span class="_ _1e"> </span>wykonani<span class="_ _0"></span>e <span class="_ _22"> </span>przez <span class="_ _1e"> </span>Spółkę <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>płatności <span class="_ _1e"> </span>kar <span class="_ _1e"> </span>pieniężny<span class="_ _0"></span>ch <span class="_ _22"> </span>za </div><div class="t m0 x8 h6 y18d ff4 fs0 fc0 sc0 ls0 ws0">wypowiedzenie leasingu, <span class="_ _5"></span>jeżeli w <span class="_ _7"></span>warunka<span class="_ _0"></span>ch <span class="_ _5"></span>leasingu <span class="_ _5"></span>przewidziano możliwość <span class="_ _5"></span>wypo<span class="_ _0"></span><span class="ff3">wi<span class="_ _0"></span>edzenia </span></div><div class="t m0 x8 h6 y18e ff4 fs0 fc0 sc0 ls0 ws0">leasingu <span class="_ _9"></span>przez <span class="_ _9"></span>Sp<span class="_ _0"></span>ółkę. <span class="_ _9"></span>Zmienn<span class="_ _0"></span>e <span class="_ _0"></span>opła<span class="_ _0"></span>ty <span class="_ _9"></span>leasingowe, <span class="_ _9"></span>któr<span class="_ _0"></span>e <span class="_ _0"></span>n<span class="_ _0"></span>ie <span class="_ _9"></span>zależą <span class="_ _9"></span>od<span class="_ _0"></span> <span class="_ _0"></span>in<span class="_ _0"></span>deksu <span class="_ _0"></span>l<span class="_ _0"></span>ub <span class="_ _9"></span>stawki, <span class="_ _9"></span>są<span class="_ _0"></span> </div><div class="t m0 x8 h6 y18f ff4 fs0 fc0 sc0 ls0 ws0">ujmowane <span class="_ _18"> </span>jako <span class="_ _18"> </span>k<span class="_ _0"></span>oszty <span class="_ _18"> </span>w <span class="_ _18"> </span>okresie, <span class="_ _1c"> </span>w <span class="_ _18"> </span>kt<span class="_ _0"></span>órym <span class="_ _18"> </span>następuje <span class="_ _1c"> </span>zdarzenie <span class="_ _18"> </span>lub <span class="_ _1c"> </span>warunek<span class="_ _0"></span> <span class="_ _18"> </span>powodujący </div><div class="t m0 x8 h6 y190 ff4 fs0 fc0 sc0 ls0 ws0">płatność. <span class="ff3"> </span></div><div class="t m0 x8 h6 y263 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y2e6 ff4 fs0 fc0 sc0 ls0 ws0">Amortyzacja <span class="_ _a"> </span>jest  na<span class="_ _0"></span>liczana <span class="_ _a"> </span>metodą <span class="_ _a"> </span>lin<span class="_ _0"></span>iową  przez <span class="_ _a"> </span>szac<span class="_ _0"></span>owany  okres <span class="_ _19"> </span>u<span class="_ _5"></span>ży<span class="_ _0"></span>tkowania  da<span class="_ _0"></span>nego </div><div class="t m0 x8 h6 y2e7 ff4 fs0 fc0 sc0 ls0 ws0">składnika ak<span class="_ _0"></span>tywów, wynoszący:<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y2e8 w2d h15"><div class="t m0 xd h59 y2e9 ff6 fs0 fc0 sc0 ls0 ws0">Typ </div></div><div class="c x68 y2e8 w2e h15"><div class="t m0 x6d h59 yd5 ff6 fs0 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x8 y2ea w2d h15"><div class="t m0 xd h6 yd5 ff3 fs0 fc0 sc0 ls0 ws0">Grunty i budynki<span class="_ _0"></span> </div></div><div class="c x68 y2ea w2f h15"><div class="t m0 xd h6 yd5 ff4 fs0 fc0 sc0 ls0 ws0">(w zależności od <span class="_ _0"></span>umowy najmu) śr. 4 <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x6e y2ea w30 h15"><div class="t m0 x11 h6 y2e9 ff3 fs0 fc0 sc0 ls0 ws0">lat </div></div><div class="c x8 y2eb w2d h15"><div class="t m0 xd h6 yd5 ff4 fs0 fc0 sc0 ls0 ws0">Maszyny i urządzenia<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x68 y2eb w2f h15"><div class="t m0 xd h6 yd5 ff3 fs0 fc0 sc0 ls1 ws0">                                      <span class="_ _0"></span><span class="ls0">                        3<span class="_ _0"></span> </span></div></div><div class="c x6e y2eb w30 h15"><div class="t m0 x11 h6 y2e9 ff3 fs0 fc0 sc0 ls0 ws0">lat </div></div><div class="c x8 y1e8 w2d h15"><div class="t m0 xd h6 yd5 ff4 fs0 fc0 sc0 ls0 ws0">Środki transport<span class="_ _0"></span>u<span class="ff3"> </span></div></div><div class="c x68 y1e8 w2f h15"><div class="t m0 xd h6 yd5 ff3 fs0 fc0 sc0 ls1 ws0">                                       <span class="_ _0"></span><span class="ls0">                       3<span class="_ _0"></span> </span></div></div><div class="c x6e y1e8 w30 h15"><div class="t m0 x11 h6 yd5 ff3 fs0 fc0 sc0 ls0 ws0">lat </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y2ec ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y2ed ff4 fs0 fc0 sc0 ls0 ws0">Przy <span class="_ _27"> </span>oblic<span class="_ _0"></span>zaniu <span class="_ _27"> </span>wartośc<span class="_ _0"></span>i <span class="_ _27"> </span>b<span class="_ _0"></span>ieżącej <span class="_ _27"> </span>opła<span class="_ _0"></span>t <span class="_ _1d"> </span>leasingowych <span class="_ _1d"> </span>Spółka <span class="_ _27"> </span>stos<span class="_ _0"></span>uje <span class="_ _27"> </span>kra<span class="_ _0"></span>ńcową <span class="_ _27"> </span>stopę<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2ee ff4 fs0 fc0 sc0 ls0 ws0">procentową <span class="_ _5"></span>lea<span class="_ _0"></span>singobiorcy w <span class="_ _5"></span>dniu <span class="_ _5"></span>rozpoczęcia leasingu, <span class="_ _5"></span>jeżeli stopy <span class="_ _5"></span>procentowej leasingu <span class="_ _5"></span>nie </div><div class="t m0 x8 h6 y2ef ff4 fs0 fc0 sc0 ls0 ws0">można <span class="_ _9"></span>z <span class="_ _9"></span>łatwo<span class="_ _0"></span>ścią <span class="_ _9"></span>ustalić. <span class="_ _9"></span>Po <span class="_ _9"></span>da<span class="_ _0"></span>cie <span class="_ _9"></span>rozpoczęci<span class="_ _0"></span>a <span class="_ _9"></span>kwota <span class="_ _9"></span>z<span class="_ _0"></span>obowiązań <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _0"></span>tyt<span class="_ _0"></span>ułu <span class="_ _9"></span>leasingu <span class="_ _9"></span>z<span class="_ _0"></span>ostaje </div><div class="t m0 x8 h6 y2f0 ff4 fs0 fc0 sc0 ls0 ws0">zwiększona w <span class="_ _0"></span>celu <span class="_ _0"></span>odzwiercied<span class="_ _0"></span>lenia<span class="_ _0"></span> odsetek i <span class="_ _0"></span>zmni<span class="_ _0"></span>ejszona o dok<span class="_ _0"></span>onane pła<span class="_ _0"></span>tności leasingowe.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2f1 ff4 fs0 fc0 sc0 ls0 ws0">Ponadto  wartość <span class="_ _1c"> </span>bilansowa  zobowiązań  z <span class="_ _1c"> </span>tytułu  leasingu <span class="_ _1c"> </span>podlega  ponownej  wycenie  w </div><div class="t m0 x8 h6 y2d1 ff4 fs0 fc0 sc0 ls0 ws0">przypadku zmi<span class="_ _0"></span>any <span class="_ _0"></span>okresu lea<span class="_ _0"></span>singu, zmia<span class="_ _0"></span>ny zasadn<span class="_ _0"></span>iczo stały<span class="_ _0"></span>ch opła<span class="_ _0"></span>t leasing<span class="_ _0"></span>owych lub<span class="_ _0"></span> zmiany </div><div class="t m0 x8 h6 y2f2 ff4 fs0 fc0 sc0 ls0 ws0">osądu odnośnie zak<span class="_ _0"></span>upu aktywów ba<span class="_ _0"></span>zowych.<span class="ff3"> </span></div><div class="t m0 x8 h6 y2f3 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _28"> </span>stosuje <span class="_ _28"> </span>zwolni<span class="_ _0"></span>enie <span class="_ _28"> </span>z <span class="_ _28"> </span>ujmowania <span class="_ _28"> </span>leasin<span class="_ _0"></span>gu <span class="_ _15"> </span>krótk<span class="_ _0"></span>oterminowego <span class="_ _28"> </span>d<span class="_ _0"></span>o <span class="_ _15"> </span>s<span class="_ _0"></span>woich </div><div class="t m0 x8 h6 y2f4 ff4 fs0 fc0 sc0 ls0 ws0">krótkoterminowych <span class="_ _10"> </span>umów <span class="_ _13"></span>leasingu <span class="_ _13"> </span>(tj. <span class="_ _10"> </span>umów, <span class="_ _13"></span>których <span class="_ _13"></span>okre<span class="_ _0"></span>s <span class="_ _11"></span>leasin<span class="_ _0"></span>gu <span class="_ _13"></span>wynosi <span class="_ _13"></span>12<span class="_ _0"></span> <span class="_ _11"></span>mi<span class="_ _0"></span>esięcy <span class="_ _13"></span>lub<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2d5 ff4 fs0 fc0 sc0 ls0 ws0">krócej <span class="_ _13"></span>od <span class="_ _13"></span>daty <span class="_ _13"></span>rozp<span class="_ _0"></span>oczęcia <span class="_ _13"></span>i <span class="_ _13"></span>nie <span class="_ _13"></span>zawiera <span class="_ _13"></span>opcji <span class="_ _13"> </span>k<span class="_ _0"></span>upna). <span class="_ _13"></span>Spółka <span class="_ _13"></span>stos<span class="_ _0"></span>uje <span class="_ _11"></span>r<span class="_ _0"></span>ównież <span class="_ _13"></span>zwolnien<span class="_ _0"></span>ie <span class="_ _11"></span>w<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2d6 ff3 fs0 fc0 sc0 ls0 ws0">z<span class="ff4">akresie <span class="_ _11"></span>ujmowania <span class="_ _11"></span>leasingu <span class="_ _11"></span>aktywów <span class="_ _11"></span>o <span class="_ _9"></span>ni<span class="_ _0"></span>skiej <span class="_ _11"></span>wartości. <span class="_ _9"></span>Opła<span class="_ _0"></span>ty <span class="_ _9"></span>l<span class="_ _0"></span>easingowe <span class="_ _11"></span>z <span class="_ _9"></span>ty<span class="_ _0"></span>tułu <span class="_ _9"></span>leasin<span class="_ _0"></span>gu </span></div><div class="t m0 x8 h6 y2f5 ff4 fs0 fc0 sc0 ls0 ws0">krótkoterminowego <span class="_ _17"> </span>i <span class="_ _10"> </span>lea<span class="_ _0"></span>singu <span class="_ _10"> </span>aktywów <span class="_ _17"> </span>o <span class="_ _13"> </span>n<span class="_ _0"></span>iskiej <span class="_ _10"> </span>wa<span class="_ _0"></span>rtości <span class="_ _10"> </span>ujmowane <span class="_ _17"> </span>są <span class="_ _10"> </span>jako <span class="_ _17"> </span>koszty <span class="_ _10"> </span>metodą<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2f6 ff4 fs0 fc0 sc0 ls0 ws0">liniową przez okres trwani<span class="_ _0"></span>a leasin<span class="_ _0"></span>gu.<span class="ff3"> </span></div><div class="t m0 x4a h4f y2f7 ff6 fs5 fc0 sc0 ls3 ws0">8.7.<span class="ffc ls0"> <span class="_ _1b"> </span></span><span class="ff7">Udziały i akcje w jednostkach zależnych</span><span class="ls0"> </span></div><div class="t m0 x8 h6 y2f8 ff4 fs0 fc0 sc0 ls0 ws0">Udziały i akcje w jedn<span class="_ _0"></span>ostkach zależny<span class="_ _0"></span>ch wykazywane<span class="ff3"> </span>są zgodni<span class="_ _0"></span>e z MSR <span class="ff3">27 </span>przy użyciu metody<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2f9 ff4 fs0 fc0 sc0 ls0 ws0">praw własności.<span class="ff3"> <span class="_ _0"></span></span>Główne założenia z<span class="_ _0"></span>ostały opisane w noci<span class="_ _0"></span>e <span class="ff3 ls2">8.2.<span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x8 h6 y2fa ff4 fs0 fc0 sc0 ls0 ws0">Jednostkami zależny<span class="_ _0"></span>mi są takie <span class="_ _0"></span><span class="ff3">podmioty</span>, któr<span class="ff3">e </span>Sp<span class="_ _0"></span>ółka <span class="ff3">kontroluje. <span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y2fb ff4 fs0 fc0 sc0 ls0 ws0">Sprawowanie kontroli<span class="_ _0"></span> przez Spółkę ma mi<span class="_ _0"></span>ejsce wtedy<span class="_ _0"></span><span class="ff3">, gdy:<span class="_ _0"></span> </span></div><div class="t m0 x8 h42 y2fc ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>posiada władzę nad da<span class="_ _0"></span>nym podmiotem,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y29 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>podlega <span class="_ _0"></span>ekspozycji <span class="_ _0"></span>na <span class="_ _0"></span>zmienne <span class="_ _0"></span>zwroty <span class="_ _0"></span>lub posia<span class="_ _0"></span>da <span class="_ _0"></span>prawa <span class="_ _0"></span>do zmien<span class="_ _0"></span>nych <span class="_ _0"></span>zwrotów z <span class="_ _0"></span>tyt<span class="_ _0"></span>ułu </div><div class="t m0 x4e h6 y2fd ff4 fs0 fc0 sc0 ls0 ws0">swojego zaangażowani<span class="_ _0"></span>a w danej jedn<span class="_ _0"></span>ostce,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y2fe ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>ma <span class="_ _14"> </span>możliwo<span class="_ _0"></span>ść <span class="_ _14"> </span>wykorzys<span class="_ _0"></span>tania <span class="_ _14"> </span>wła<span class="_ _0"></span>dzy <span class="_ _14"> </span>w <span class="_ _20"> </span>celu <span class="_ _14"> </span>kształtowan<span class="_ _0"></span>ia <span class="_ _14"> </span>poziomu <span class="_ _20"> </span>generowany<span class="_ _0"></span>ch </div><div class="t m0 x4e h6 y2ff ff4 fs0 fc0 sc0 ls0 ws0">zwrotów.<span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf16" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc16 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">22<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>weryfikuje<span class="_ _0"></span> <span class="_ _0"></span>fakt <span class="_ _0"></span>sprawowani<span class="_ _0"></span>a <span class="_ _0"></span>kontroli <span class="_ _0"></span>na<span class="_ _0"></span>d <span class="_ _0"></span>innymi <span class="_ _0"></span>jed<span class="_ _0"></span>nostkami, <span class="_ _0"></span>jeżeli <span class="_ _0"></span>wystąp<span class="_ _0"></span>iła <span class="_ _0"></span>sytuacja </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">wskazująca  na <span class="_ _a"> </span>zmia<span class="_ _0"></span>nę  jednego  l<span class="_ _0"></span>ub  kilku  z <span class="_ _a"> </span>wyż<span class="_ _0"></span>ej  wymien<span class="_ _0"></span>ionych  warunków <span class="_ _a"> </span>sprawo<span class="_ _0"></span>wania </div><div class="t m0 x8 h6 y18a ff3 fs0 fc0 sc0 ls0 ws0">kontroli. </div><div class="t m0 x8 h6 y1de ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _18"> </span>sytuacji<span class="_ _0"></span>, <span class="_ _18"> </span>gdy <span class="_ _1c"> </span>Spółka <span class="_ _1c"> </span>posiada <span class="_ _1c"> </span>mniej <span class="_ _1c"> </span>niż <span class="_ _18"> </span>więk<span class="_ _0"></span>szość <span class="_ _17"> </span>p<span class="_ _0"></span>raw <span class="_ _18"> </span>głosó<span class="_ _0"></span>w <span class="_ _18"> </span>w <span class="_ _1c"> </span>danej <span class="_ _1c"> </span>jednostce, <span class="_ _18"> </span>al<span class="_ _0"></span>e </div><div class="t m0 x8 h6 y1df ff4 fs0 fc0 sc0 ls0 ws0">posiadane <span class="_ _5"></span>prawa <span class="_ _5"></span>gł<span class="_ _0"></span>osu <span class="_ _7"></span>s<span class="_ _0"></span>ą <span class="_ _5"></span>wystarczające <span class="_ _5"></span>do <span class="_ _5"></span>jedn<span class="_ _0"></span>ostronnego <span class="_ _5"></span>kierowania <span class="_ _5"></span>ist<span class="_ _0"></span>otnymi <span class="_ _5"></span>działaniami </div><div class="t m0 x8 h6 y300 ff4 fs0 fc0 sc0 ls0 ws0">tej jednostki, oznacza to, ż<span class="_ _5"></span>e sprawuje nad nią władzę. W <span class="_ _5"></span>momencie <span class="_ _0"></span><span class="ff3">oceny<span class="_ _0"></span> </span>czy prawa <span class="_ _5"></span>głosu w </div><div class="t m0 x8 h6 y2a7 ff4 fs0 fc0 sc0 ls0 ws0">danej <span class="_ _0"></span>jednostce <span class="_ _0"></span>są <span class="_ _0"></span>wysta<span class="_ _0"></span>rczające <span class="_ _0"></span>dla <span class="_ _0"></span>zapewnieni<span class="_ _0"></span>a wła<span class="_ _0"></span>dzy, Sp<span class="_ _0"></span>ółka <span class="_ _0"></span>analizuje <span class="_ _0"></span>wszystki<span class="_ _0"></span>e ist<span class="_ _0"></span>otne </div><div class="t m0 x8 h6 y261 ff4 fs0 fc0 sc0 ls0 ws0">okoliczności, w tym:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y301 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>wielkość <span class="_ _9"></span>po<span class="_ _0"></span>siadanego <span class="_ _9"></span>p<span class="_ _0"></span>akietu <span class="_ _9"></span>pra<span class="_ _0"></span>w <span class="_ _9"></span>głos<span class="_ _0"></span>u <span class="_ _9"></span>w <span class="_ _11"></span>porównaniu <span class="_ _9"></span>d<span class="_ _0"></span>o <span class="_ _9"></span>rozmiar<span class="_ _0"></span>u <span class="_ _9"></span>ud<span class="_ _0"></span>ziałów <span class="_ _9"></span>i <span class="_ _11"></span>stopnia </div><div class="t m0 x4e h6 y1e3 ff4 fs0 fc0 sc0 ls0 ws0">rozproszenia praw gł<span class="_ _0"></span>osu posiadany<span class="_ _0"></span>ch przez innych udziałowc<span class="_ _0"></span>ów;<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y1e4 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>potencjalne prawa<span class="_ _0"></span> głosu posiadane przez <span class="_ _0"></span>Spółkę, innyc<span class="_ _0"></span>h udziałowców lub inne strony;<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y1e5 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>prawa wynik<span class="_ _0"></span>ające z innych ustaleń umowny<span class="_ _0"></span>ch; a także<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y302 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>dodatkowe <span class="_ _19"> </span>okoliczności, <span class="_ _19"> </span>które <span class="_ _19"> </span>mogą <span class="_ _19"> </span>dowodzić<span class="_ _0"></span>, <span class="_ _19"> </span>że <span class="_ _a"> </span>Sp<span class="_ _0"></span>ółka <span class="_ _19"> </span>posiada <span class="_ _19"> </span>lub <span class="_ _19"> </span>nie <span class="_ _a"> </span>p<span class="_ _0"></span>osiada </div><div class="t m0 x4e h6 y303 ff4 fs0 fc0 sc0 ls0 ws0">możliwości <span class="_ _13"></span>kierowania <span class="_ _13"></span>istotnymi <span class="_ _11"></span>dzia<span class="_ _0"></span>łaniami <span class="_ _13"></span>w <span class="_ _11"></span>momencie <span class="_ _13"></span>podejmowania <span class="_ _13"></span>decyzji, <span class="_ _13"></span>w <span class="_ _11"></span>tym </div><div class="t m0 x4e h6 y304 ff4 fs0 fc0 sc0 ls0 ws0">schematy <span class="_ _23"> </span>głosowa<span class="_ _0"></span>nia <span class="_ _23"> </span>zaobserwowane <span class="_ _22"> </span>na <span class="_ _23"> </span>poprzednic<span class="_ _0"></span>h <span class="_ _22"> </span><span class="ff3">walnych <span class="_ _22"> </span>zgromadzeniach<span class="_ _0"></span> </span></div><div class="t m0 x4e h6 yde ff3 fs0 fc0 sc0 ls0 ws0">akcjonariuszy lub <span class="_ _0"></span><span class="ff4">zgromadzeniach<span class="_ _0"></span> wspólników</span>. <span class="_ _0"></span> </div><div class="t m0 x4a h4f y305 ff6 fs5 fc0 sc0 ls3 ws0">8.8.<span class="ffc ls0"> <span class="_ _1b"> </span><span class="ff6">Aktywa finansowe  </span></span></div><div class="t m0 x8 h2 y306 ffd fs0 fc0 sc0 ls0 ws0">Klasyfikacja aktywów f<span class="_ _0"></span>inansowych<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x8 h6 y307 ff4 fs0 fc0 sc0 ls0 ws0">Aktywa finansowe kl<span class="_ _0"></span>asyfikowane są d<span class="_ _0"></span>o następujący<span class="_ _0"></span>ch kategorii wycen<span class="_ _0"></span>y: <span class="ff3"> </span></div><div class="t m0 x8 h42 y308 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>wyceniane według zam<span class="_ _0"></span>ortyzowanego k<span class="_ _0"></span>osztu,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y309 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>wyceniane w wa<span class="_ _0"></span>rtości godziwej przez wyn<span class="_ _0"></span>ik finansowy,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y30a ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>wyceniane w wa<span class="_ _0"></span>rtości godziwej przez in<span class="_ _0"></span>ne całkowite dochody. <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x4e h1a y30b ff3 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y30c ff4 fs0 fc0 sc0 ls0 ws0">Kategoria <span class="_ _18"> </span>aktywów <span class="_ _18"> </span>fina<span class="_ _0"></span>nsowych <span class="_ _17"> </span>wy<span class="_ _0"></span>cenianych<span class="_ _0"></span> <span class="_ _17"> </span>w <span class="_ _18"> </span>wartości <span class="_ _18"> </span>g<span class="_ _0"></span>odziwej <span class="_ _18"> </span>przez <span class="_ _18"> </span>wynik <span class="_ _18"> </span>finansowy<span class="_ _0"></span> </div><div class="t m0 x8 h6 y30d ff4 fs0 fc0 sc0 ls0 ws0">obejmuje  w <span class="_ _1c"> </span>szczególnoś<span class="_ _0"></span>ci:  certyfikaty <span class="_ _1c"> </span>inwestyc<span class="_ _0"></span>yjne <span class="_ _1c"> </span>FIZ<span class="_ _0"></span><span class="ff3">  oraz <span class="_ _18"> </span></span>akc<span class="_ _0"></span>je <span class="_ _1c"> </span>spółek<span class="_ _0"></span> <span class="_ _1c"> </span>notowanych  na </div><div class="t m0 x8 h6 y30e ff4 fs0 fc0 sc0 ls0 ws0">giełdzie papierów <span class="_ _0"></span>wartościowych<span class="_ _0"></span>.<span class="ff3"> </span></div><div class="t m0 x8 h6 y30f ff4 fs0 fc0 sc0 ls0 ws0">Jednostka <span class="_ _a"> </span>k<span class="_ _0"></span>lasyfikuje <span class="_ _19"> </span>składnik <span class="_ _19"> </span>aktywów  fin<span class="_ _0"></span>ansowych <span class="_ _a"> </span>n<span class="_ _0"></span>a <span class="_ _a"> </span>podstawie <span class="_ _19"> </span>modelu <span class="_ _a"> </span>biznes<span class="_ _0"></span>owego </div><div class="t m0 x8 h6 y310 ff4 fs0 fc0 sc0 ls0 ws0">jednostki <span class="_ _18"> </span>w  zakresie <span class="_ _18"> </span>zarzą<span class="_ _0"></span>dzania <span class="_ _18"> </span>a<span class="_ _0"></span>ktywami <span class="_ _1c"> </span>finansowymi <span class="_ _18"> </span>ora<span class="_ _0"></span>z <span class="_ _18"> </span>chara<span class="_ _0"></span>kterystyki <span class="_ _1c"> </span>wynik<span class="_ _0"></span>ających </div><div class="t m0 x8 h6 y311 ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">umowy pr<span class="_ _0"></span>zepływów p<span class="_ _0"></span>ieniężnych <span class="_ _0"></span>dla skła<span class="_ _0"></span>dnika ak<span class="_ _0"></span>tywów finans<span class="_ _0"></span>owych (tzw. <span class="_ _0"></span>„kryterium <span class="_ _0"></span>SPPI”).<span class="_ _9"></span></span> </div><div class="t m0 x8 h6 y312 ff4 fs0 fc0 sc0 ls0 ws0">Jednostka <span class="_ _10"> </span>d<span class="_ _0"></span>okonuje <span class="_ _17"> </span>reklasyfikacji<span class="_ _0"></span> <span class="_ _10"> </span>inwestycji <span class="_ _17"> </span>w <span class="_ _17"> </span>instrumenty <span class="_ _17"> </span>dłużne <span class="_ _10"> </span>wtedy<span class="_ _0"></span> <span class="_ _17"> </span>i <span class="_ _10"> </span>tyl<span class="_ _0"></span>ko <span class="_ _10"> </span>wtedy, <span class="_ _17"> </span>gdy </div><div class="t m0 x8 h6 y313 ff4 fs0 fc0 sc0 ls0 ws0">zmianie ulega mod<span class="_ _0"></span>el zarządzania ty<span class="_ _0"></span>mi aktywami. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y314 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h2 y126 ffd fs0 fc0 sc0 ls0 ws0">Wycena na momen<span class="_ _0"></span>t początkowego <span class="_ _0"></span>ujęcia<span class="ff1"> </span></div><div class="t m0 x8 h6 y315 ff4 fs0 fc0 sc0 ls0 ws0">Z wy<span class="_ _0"></span>jątkiem <span class="_ _0"></span>niektórych <span class="_ _0"></span>należności <span class="_ _0"></span>z ty<span class="_ _0"></span>tułu d<span class="_ _0"></span>ostaw <span class="_ _0"></span>i usług, <span class="_ _0"></span>w<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>momencie <span class="_ _0"></span>początkoweg<span class="_ _0"></span>o uj<span class="_ _0"></span>ęcia </div><div class="t m0 x8 h6 y316 ff4 fs0 fc0 sc0 ls0 ws0">jednostka <span class="_ _23"> </span>wyceni<span class="_ _0"></span>a <span class="_ _23"> </span>składni<span class="_ _0"></span>k <span class="_ _23"> </span>aktywów <span class="_ _23"> </span>fina<span class="_ _0"></span>nsowych <span class="_ _23"> </span>w <span class="_ _23"> </span>jeg<span class="_ _0"></span>o <span class="_ _23"> </span>wartości <span class="_ _22"> </span>godziwej, <span class="_ _23"> </span>któr<span class="_ _0"></span>ą </div><div class="t m0 x8 h6 y317 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">przypadku <span class="_ _1d"> </span>ak<span class="_ _0"></span>tywów <span class="_ _1d"> </span>fina<span class="_ _0"></span>nsowych <span class="_ _1d"> </span>niewyc<span class="_ _0"></span>enianych <span class="_ _1d"> </span>w <span class="_ _6"> </span>wartości <span class="_ _1d"> </span>godziwej <span class="_ _1d"> </span>przez <span class="_ _1d"> </span>wy<span class="_ _0"></span>nik </span></div><div class="t m0 x8 h6 y318 ff4 fs0 fc0 sc0 ls0 ws0">finansowy <span class="_ _19"> </span>powiększa <span class="_ _19"> </span>się <span class="_ _19"> </span>o <span class="_ _19"> </span>koszty <span class="_ _19"> </span>transakcyjn<span class="_ _0"></span>e, <span class="_ _19"> </span>które <span class="_ _19"> </span>można <span class="_ _19"> </span>bezpośredn<span class="_ _0"></span>io <span class="_ _19"> </span>przypisać <span class="_ _19"> </span>do </div><div class="t m0 x8 h6 y319 ff4 fs0 fc0 sc0 ls0 ws0">nabycia ty<span class="_ _0"></span>ch aktywów finansowych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h2 y31a ff1 fs0 fc0 sc0 ls0 ws0">Zaprzestanie ujmowan<span class="_ _0"></span>ia </div><div class="t m0 x8 h6 y31b ff4 fs0 fc0 sc0 ls0 ws0">Aktywa finansowe wy<span class="_ _0"></span>łącza się z ksiąg rach<span class="_ _0"></span>unkowych, w <span class="_ _0"></span><span class="ff3">sytuacji, gd<span class="_ _0"></span>y: </span></div></div></div><div class="pi"></div></div>
<div id="pf17" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc17 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">23<span class="ls0"> </span></div><div class="t m0 x8 h42 y31c ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">p</span></span>rawa do uzyskani<span class="_ _0"></span>a przepływów pien<span class="_ _0"></span>iężnych z aktywów fina<span class="_ _0"></span>nsowych <span class="_ _0"></span>wygasły<span class="_ _0"></span><span class="ff3"> lub </span></div><div class="t m0 x8 h42 y189 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">prawa </span></span>do uzyskania prze<span class="_ _0"></span>pływów pieniężny<span class="_ _0"></span>ch z aktywów finansowych zosta<span class="_ _0"></span>ły przeniesione </div><div class="t m0 x4e h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">a <span class="_ _9"></span>Spółka <span class="_ _9"></span>dokonała <span class="_ _9"></span>p<span class="_ _0"></span>rzeniesienia <span class="_ _9"></span>zasad<span class="_ _0"></span>niczo <span class="_ _0"></span>c<span class="_ _0"></span>ałego <span class="_ _9"></span>ryzyka <span class="_ _9"></span>i <span class="_ _9"></span>wszystkich <span class="_ _9"></span>p<span class="_ _0"></span>ożytków <span class="_ _9"></span>z <span class="_ _9"></span>tytułu </div><div class="t m0 x4e h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">ich własności. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y1df ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h2 y1e0 ffd fs0 fc0 sc0 ls0 ws0">Wycena po początko<span class="_ _0"></span>wym ujęciu<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x8 h6 y245 ff4 fs0 fc0 sc0 ls0 ws0">Dla <span class="_ _17"> </span>celów <span class="_ _10"> </span>wyc<span class="_ _0"></span>eny <span class="_ _10"> </span>po <span class="_ _17"> </span>początkowym <span class="_ _17"> </span>ujęciu, <span class="_ _17"> </span>aktywa <span class="_ _17"> </span>finansowe <span class="_ _17"> </span>klasyfikowane <span class="_ _17"> </span>są <span class="_ _17"> </span>do <span class="_ _10"> </span>jednej </div><div class="t m0 x8 h6 y31d ff3 fs0 fc0 sc0 ls0 ws0">z czterech kategorii:<span class="_ _0"></span> </div><div class="t m0 x8 h42 y31e ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>Instrumenty dłużne <span class="_ _0"></span>wyceniane w zamortyz<span class="_ _0"></span>owanym koszcie,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y31f ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>Instrumenty dłużne <span class="_ _0"></span>wyceniane w wartości g<span class="_ _0"></span>odziwej przez inne c<span class="_ _0"></span>ałkowite dochody,<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y320 ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>Instrumenty kapitałow<span class="_ _0"></span>e wyceni<span class="_ _0"></span>ane w wartości godziwej prz<span class="_ _0"></span>ez inne całkowi<span class="_ _0"></span>te dochody,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y13a ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span><span class="ff3">a</span></span>ktywa finan<span class="_ _0"></span>sowe wyceniane w wa<span class="_ _0"></span>rtości godziwej przez wyni<span class="_ _0"></span>k finansowy.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h2 y321 ffd fs0 fc0 sc0 ls0 ws0">Instrumenty dłużne –<span class="_ _0"></span><span class="ff1"> aktywa finans<span class="_ _0"></span>owe wycen<span class="_ _0"></span>iane w zamortyzowany<span class="_ _0"></span>m koszcie<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y322 ff4 fs0 fc0 sc0 ls0 ws0">Składnik aktywów finansowych wycenia się w zamortyzowanym koszcie, jeśli<span class="_ _0"></span> spełnione są <span class="_ _5"></span>oba<span class="_ _0"></span> </div><div class="t m0 x8 h6 y323 ff4 fs0 fc0 sc0 ls0 ws0">poniższe warunki: <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y324 ff3 fs0 fc0 sc0 ls17 ws0">a)<span class="ffb ls0"> <span class="_ _9"></span><span class="ff4">skła<span class="_ _0"></span>dnik <span class="_ _0"></span>aktywów <span class="_ _0"></span>finansowych <span class="_ _0"></span>jest <span class="_ _0"></span>utrzymywany <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>modelem <span class="_ _0"></span>biznesowym, <span class="_ _0"></span>któreg<span class="_ _0"></span>o </span></span></div><div class="t m0 x2f h6 y325 ff4 fs0 fc0 sc0 ls0 ws0">celem <span class="_ _13"></span>jest <span class="_ _13"></span>utrzymywan<span class="_ _0"></span>ie <span class="_ _13"></span>aktywów <span class="_ _13"></span>finansowych <span class="_ _10"> </span>dla <span class="_ _13"></span>uzyskiwania <span class="_ _13"> </span>przep<span class="_ _0"></span>ływów <span class="_ _13"></span>pieniężny<span class="_ _0"></span>ch </div><div class="t m0 x2f h6 y326 ff4 fs0 fc0 sc0 ls0 ws0">wynikając<span class="_ _0"></span>ych z umo<span class="ff3">wy, oraz </span></div><div class="t m0 x8 h42 y327 ff3 fs0 fc0 sc0 ls18 ws0">b)<span class="ffb ls0"> <span class="_ _9"></span><span class="ff4">wa<span class="_ _0"></span>runki <span class="_ _1a"> </span>umowy <span class="_ _14"> </span>dotyczącej <span class="_ _1a"> </span>składn<span class="_ _0"></span>ika <span class="_ _1a"> </span>ak<span class="_ _0"></span>tywów <span class="_ _19"> </span>fi<span class="_ _0"></span>nansowych <span class="_ _1a"> </span>powod<span class="_ _0"></span>ują <span class="_ _1a"> </span>powstawan<span class="_ _0"></span>ie </span></span></div><div class="t m0 x2f h6 y328 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">określonych <span class="_ _11"></span>terminac<span class="_ _0"></span>h <span class="_ _9"></span>przepływów <span class="_ _11"></span>pieni<span class="_ _0"></span>ężnych, <span class="_ _9"></span>które <span class="_ _11"></span>są <span class="_ _11"></span>jedynie <span class="_ _11"></span>spłatą <span class="_ _9"></span>k<span class="_ _0"></span>woty <span class="_ _9"></span>główne<span class="_ _0"></span>j </span></div><div class="t m0 x2f h6 y329 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">odsetek od kw<span class="_ _0"></span>oty głównej pozostałej<span class="_ _0"></span> do spłaty. <span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y32a ff3 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _5"></span>kategorii aktyw<span class="ff4">ów <span class="_ _5"></span>finansowych<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span>wyceni<span class="_ _0"></span>anych <span class="_ _5"></span>zamortyzowan<span class="_ _0"></span>ym <span class="_ _5"></span>kosztem <span class="ff4">Spółka <span class="_ _5"></span>klasyfik<span class="_ _0"></span>uje<span class="ff3">:  </span></span></span></span></div><div class="t m0 x8 h42 y32b ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>należności handl<span class="_ _0"></span>owe,<span class="ff3"> </span></div><div class="t m0 x8 h42 y32c ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>objęte obligac<span class="_ _0"></span>je<span class="ff3">, </span></div><div class="t m0 x8 h42 y32d ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>pożyczki <span class="_ _1a"> </span>spełn<span class="_ _0"></span>iające <span class="_ _1a"> </span>te<span class="_ _0"></span>st <span class="_ _1a"> </span>klasyfik<span class="_ _0"></span>acyjny <span class="_ _14"> </span>SPPI, <span class="_ _19"> </span>k<span class="_ _0"></span>tóre <span class="_ _1a"> </span>zgodnie <span class="_ _14"> </span>z <span class="_ _19"> </span>m<span class="_ _0"></span>odelem <span class="_ _14"> </span>biznesowym </div><div class="t m0 x4e h6 y32e ff3 fs0 fc0 sc0 ls0 ws0">wykazywane <span class="_ _0"></span><span class="ff4">są, jako</span> <span class="ff4">utrzymywa<span class="_ _0"></span>ne w celu uzyskania p<span class="_ _0"></span>rzepływów pieniężnych<span class="_ _0"></span>,</span> </div><div class="t m0 x8 h42 y32f ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _15"> </span></span>środki pieniężne i ek<span class="_ _0"></span>wiwalenty.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y11f ff4 fs0 fc0 sc0 ls0 ws0">Przychody <span class="_ _7"></span>z <span class="_ _7"></span>ty<span class="_ _0"></span>tułu <span class="_ _7"></span>odsete<span class="_ _0"></span>k <span class="_ _7"></span>oblicza <span class="_ _7"></span>się <span class="_ _7"></span>p<span class="_ _0"></span>rzy <span class="_ _7"></span>zastoso<span class="_ _0"></span>waniu <span class="_ _7"></span>metody <span class="_ _7"></span>ef<span class="_ _0"></span>ektywne<span class="_ _0"></span>j <span class="_ _7"></span>stopy <span class="_ _7"></span>procent<span class="_ _0"></span>owej </div><div class="t m0 x8 h6 y330 ff4 fs0 fc0 sc0 ls0 ws0">i wykazuje się w spra<span class="_ _0"></span>wozdaniu z całkowity<span class="_ _0"></span>ch dochodów w p<span class="_ _0"></span>ozycji „Przychody <span class="_ _9"></span><span class="ff3">finansowe<span class="_ _0"></span></span>”<span class="ff3">.  </span></div><div class="t m0 x8 h6 y331 ff4 fs0 fc0 sc0 ls0 ws0">Zmiany <span class="_ _11"></span>warunków <span class="_ _11"></span>u<span class="_ _0"></span>mowy <span class="_ _11"></span>pożyczek, <span class="_ _11"></span>p<span class="_ _0"></span>rzekraczające <span class="_ _11"></span>10% <span class="_ _11"></span>wa<span class="_ _0"></span>rtości <span class="_ _11"></span>instrum<span class="_ _0"></span>entu <span class="_ _11"></span>są <span class="_ _11"></span>uznawan<span class="_ _0"></span>e </div><div class="t m0 x8 h6 y332 ff4 fs0 fc0 sc0 ls0 ws0">za <span class="_ _9"></span>istotne. <span class="_ _9"></span>Spółka, <span class="_ _11"></span>zachowując <span class="_ _9"></span>pierwotną<span class="_ _0"></span> <span class="_ _9"></span>efektywną <span class="_ _9"></span>stopę <span class="_ _9"></span>p<span class="_ _0"></span>rocentową, <span class="_ _11"></span>uwzględnia <span class="_ _9"></span>zmianę </div><div class="t m0 x8 h6 y333 ff4 fs0 fc0 sc0 ls0 ws0">oczekiwanych przep<span class="_ _0"></span>ływów pieniężnych<span class="_ _0"></span> w sprawozdaniu z całk<span class="_ _0"></span>owitych dochod<span class="_ _0"></span>ów.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x8 h6 y25a ff4 fs0 fc0 sc0 ls0 ws0">Dywidendy <span class="_ _18"> </span>ujmowane <span class="_ _17"> </span>są <span class="_ _17"> </span>w <span class="_ _17"> </span>spraw<span class="_ _0"></span>ozdaniu <span class="_ _17"> </span>z <span class="_ _17"> </span>cał<span class="_ _0"></span>kowitych <span class="_ _17"> </span>dochod<span class="_ _0"></span>ów <span class="_ _17"> </span>wtedy, <span class="_ _17"> </span>gd<span class="_ _0"></span>y <span class="_ _17"> </span>powstaje </div><div class="t m0 x8 h6 y334 ff3 fs0 fc0 sc0 ls0 ws0">uprawnienie jednostki d<span class="_ _0"></span>o otrzymania dy<span class="_ _0"></span>widendy. <span class="_ _0"></span> </div><div class="t m0 x4a h4f y1fd ff6 fs5 fc0 sc0 ls3 ws0">8.9.<span class="ffc ls0"> <span class="_ _1b"> </span></span><span class="ff7">Utrata wartości <span class="ls0">aktywów finansowych<span class="ff6">  </span></span></span></div><div class="t m0 x8 h6 y335 ff4 fs0 fc0 sc0 ls0 ws0">Spółka dokonuje oceny oczekiwa<span class="_ _0"></span>nych strat kredytowych (ang. <span class="_ _0"></span><span class="ffd">expec<span class="_ _0"></span>ted credit losses, „ECL”<span class="ff3 ls19">) </span></span></div><div class="t m0 x8 h6 y336 ff4 fs0 fc0 sc0 ls0 ws0">związanych <span class="_ _23"> </span>z <span class="_ _24"> </span>instrumen<span class="_ _0"></span>tami <span class="_ _24"> </span>dłużnymi <span class="_ _23"> </span>wycenianymi<span class="_ _0"></span> <span class="_ _24"> </span>według <span class="_ _23"> </span>zamortyzowanego <span class="_ _24"> </span>ko<span class="_ _0"></span>sztu </div><div class="t m0 x8 h6 y337 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">wartości <span class="_ _10"> </span>g<span class="_ _0"></span>odziwej <span class="_ _10"> </span>przez <span class="_ _17"> </span>pozostałe <span class="_ _10"> </span>ca<span class="_ _0"></span>łkowite <span class="_ _10"> </span>doch<span class="_ _0"></span>ody, <span class="_ _10"> </span>niezależnie <span class="_ _17"> </span>od <span class="_ _10"> </span>tego, <span class="_ _17"> </span>czy <span class="_ _10"> </span>wystąp<span class="_ _0"></span>iły </span></div><div class="t m0 x8 h6 y338 ff4 fs0 fc0 sc0 ls0 ws0">przesłanki utraty war<span class="_ _0"></span>tości. <span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf18" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc18 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">24<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>przypadku <span class="_ _7"></span>na<span class="_ _0"></span>leżności <span class="_ _7"></span>z<span class="_ _0"></span> <span class="_ _7"></span>tytułu <span class="_ _7"></span>dostaw <span class="_ _5"></span>i <span class="_ _7"></span>usług, <span class="_ _5"></span>Spółka <span class="_ _7"></span>sto<span class="_ _0"></span>suje <span class="_ _7"></span>uproszcz<span class="_ _0"></span>one <span class="_ _7"></span>podejście <span class="_ _7"></span>i<span class="_ _0"></span> <span class="_ _7"></span>wycenia<span class="_ _0"></span> </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">odpis <span class="_ _13"></span>na <span class="_ _13"></span>oczekiwane <span class="_ _10"> </span>straty <span class="_ _13"></span>kredytowe<span class="_ _0"></span> <span class="_ _13"></span>w <span class="_ _11"></span>kw<span class="_ _0"></span>ocie <span class="_ _13"></span>równej<span class="_ _0"></span> <span class="_ _11"></span>ocz<span class="_ _0"></span>ekiwanym <span class="_ _13"></span>stratom <span class="_ _13"></span>kredyt<span class="_ _0"></span>owym </div><div class="t m0 x8 h6 y18a ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">całym <span class="_ _5"></span>okresie <span class="_ _5"></span>życia <span class="_ _5"></span>przy<span class="_ _0"></span> <span class="_ _7"></span>użyci<span class="_ _0"></span>u <span class="_ _7"></span>maci<span class="_ _0"></span>erzy <span class="_ _5"></span>rezerw. <span class="_ _5"></span>Spółka <span class="_ _5"></span>wykorzyst<span class="_ _0"></span>uje <span class="_ _7"></span>sw<span class="_ _0"></span>oje <span class="_ _5"></span>dane <span class="_ _5"></span>historyczne<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">dotyczące <span class="_ _11"></span>s<span class="_ _0"></span>trat <span class="_ _11"></span>kredy<span class="_ _0"></span>towych, <span class="_ _13"></span>skorygowane <span class="_ _13"></span>w <span class="_ _11"></span>st<span class="_ _0"></span>osownych <span class="_ _13"></span>przypadkach <span class="_ _13"></span>o <span class="_ _11"></span>wpły<span class="_ _0"></span>w <span class="_ _11"></span>informacji<span class="_ _0"></span> </div><div class="t m0 x8 h6 y18c ff4 fs0 fc0 sc0 ls0 ws0">dotyczących przyszł<span class="_ _0"></span>ości.<span class="ff3"> </span></div><div class="t m0 x8 h6 y1e0 ff4 fs0 fc0 sc0 ls0 ws0">W przypadku p<span class="_ _0"></span>ozostałych a<span class="_ _0"></span>ktywów finansowych, <span class="_ _0"></span>Spółka wycenia<span class="_ _0"></span> odpis na<span class="_ _0"></span> oczekiwane stra<span class="_ _0"></span>ty </div><div class="t m0 x8 h6 y1bd ff4 fs0 fc0 sc0 ls0 ws0">kredytowe <span class="_ _0"></span>w <span class="_ _9"></span>kwocie <span class="_ _9"></span>równ<span class="_ _0"></span>ej <span class="_ _0"></span>12<span class="_ _0"></span><span class="ff3">-</span>miesięcznym <span class="_ _9"></span>oczekiwan<span class="_ _0"></span>ym <span class="_ _0"></span>stratom <span class="_ _9"></span>kredytowym. <span class="_ _9"></span>Jeżeli <span class="_ _9"></span>ryzyko </div><div class="t m0 x8 h6 y1e1 ff4 fs0 fc0 sc0 ls0 ws0">kredytowe <span class="_ _19"> </span>zwią<span class="_ _0"></span>zane <span class="_ _19"> </span>z <span class="_ _19"> </span>da<span class="_ _0"></span>nym <span class="_ _19"> </span>instrumentem <span class="_ _19"> </span>fi<span class="_ _0"></span>nansowym <span class="_ _19"> </span>znac<span class="_ _0"></span>znie <span class="_ _19"> </span>wzrosło <span class="_ _19"> </span>od <span class="_ _1a"> </span>momentu </div><div class="t m0 x8 h6 y1e2 ff3 fs0 fc0 sc0 ls0 ws0">poc<span class="ff4">zątkowego <span class="_ _14"> </span>ujęcia, <span class="_ _1a"> </span>Spółka <span class="_ _1a"> </span>wy<span class="_ _0"></span>cenia <span class="_ _1a"> </span>odpi<span class="_ _0"></span>s <span class="_ _1a"> </span>na <span class="_ _1a"> </span>oczeki<span class="_ _0"></span>wane <span class="_ _1a"> </span>straty <span class="_ _14"> </span>kredytowe <span class="_ _1a"> </span>z <span class="_ _1a"> </span>tytuł<span class="_ _0"></span>u </span></div><div class="t m0 x8 h6 y339 ff4 fs0 fc0 sc0 ls0 ws0">instrumentu <span class="_ _5"></span>finan<span class="_ _0"></span>sowego <span class="_ _5"></span>w kwocie <span class="_ _7"></span>równej oczekiwanym stratom <span class="_ _7"></span>kredy<span class="_ _0"></span>towym w <span class="_ _7"></span>c<span class="_ _0"></span>ałym <span class="_ _5"></span>okresie </div><div class="t m0 x8 h6 y33a ff4 fs0 fc0 sc0 ls0 ws0">życia.<span class="ff3"> </span></div><div class="t m0 x8 h6 y33b ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _13"> </span>ocen<span class="_ _0"></span>ia, <span class="_ _13"> </span>że <span class="_ _10"> </span>ryzyko <span class="_ _10"> </span>kredytowe <span class="_ _10"> </span>zwią<span class="_ _0"></span>zane <span class="_ _13"> </span>z<span class="_ _0"></span> <span class="_ _13"></span>dany<span class="_ _0"></span>m <span class="_ _13"></span>instrumentem <span class="_ _10"> </span>finansowym <span class="_ _10"> </span>znaczni<span class="_ _0"></span>e </div><div class="t m0 x8 h6 y1e6 ff4 fs0 fc0 sc0 ls0 ws0">wzrosło <span class="_ _5"></span>od <span class="_ _5"></span>dnia <span class="_ _5"></span>jego <span class="_ _5"></span>początkoweg<span class="_ _0"></span>o <span class="_ _5"></span>ujęcia <span class="_ _5"></span>w <span class="_ _5"></span>przypadk<span class="_ _0"></span>u, <span class="_ _7"></span>gdy<span class="_ _0"></span> <span class="_ _7"></span>op<span class="_ _0"></span>óźnienie <span class="_ _5"></span>w <span class="_ _5"></span>spłacie przekroczy </div><div class="t m0 x8 h6 y33c ff3 fs0 fc0 sc0 ls0 ws0">30 dni. </div><div class="t m0 x8 h6 y33d ff4 fs0 fc0 sc0 ls0 ws0">Jednocześnie, <span class="_ _17"> </span>Spółka <span class="_ _10"> </span>oc<span class="_ _0"></span>enia, <span class="_ _10"> </span>że <span class="_ _10"> </span>niewy<span class="_ _0"></span>konanie <span class="_ _10"> </span>zobowią<span class="_ _0"></span>zania <span class="_ _10"> </span>przez <span class="_ _10"> </span>dł<span class="_ _0"></span>użnika <span class="_ _10"> </span>(an<span class="_ _0"></span>g. <span class="_ _17"> </span><span class="ff1">defa<span class="_ _0"></span>ult<span class="ff3 ls1a">) </span></span></div><div class="t m0 x8 h6 y1e9 ff4 fs0 fc0 sc0 ls0 ws0">następuje w <span class="ff3">przyp<span class="_ _0"></span>adku, gdy<span class="_ _0"></span> </span>opóźnienie w spłaci<span class="_ _0"></span>e przekroczy <span class="_ _0"></span><span class="ff3 ls2">18<span class="ls0">0 dni. </span></span></div><div class="t m0 x4a h4f y33e ff6 fs5 fc0 sc0 ls3 ws0">8.10.<span class="ffc ls0"> <span class="_ _1a"> </span></span>Pochodne instrumenty finansowe i zabezpieczenia<span class="ls0"> </span></div><div class="t m0 x8 h6 y33f ff4 fs0 fc0 sc0 ls0 ws0">Instrumenty <span class="_ _5"></span>pochodne<span class="_ _0"></span> <span class="_ _5"></span>są <span class="_ _5"></span>wyceniane do <span class="_ _7"></span>wartości<span class="_ _0"></span> <span class="_ _5"></span>godziwej <span class="_ _5"></span>i <span class="_ _5"></span>wykazuje się, <span class="_ _5"></span>jako<span class="ff3"> <span class="_ _5"></span>aktywa, gdy <span class="_ _7"></span>ich<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y340 ff4 fs0 fc0 sc0 ls0 ws0">wartość jest dodatni<span class="_ _0"></span>a, i jako zob<span class="_ _0"></span>owiązania, –<span class="ff3"> <span class="ls1b">gdy</span> </span>i<span class="_ _0"></span>ch wartość jest ujemna. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y341 ff4 fs0 fc0 sc0 ls0 ws0">Zyski  i <span class="_ _18"> </span>straty <span class="_ _1c"> </span>z <span class="_ _1c"> </span>tytułu <span class="_ _1c"> </span>zmian  wartości <span class="_ _18"> </span>godziwej <span class="_ _1c"> </span>instrumen<span class="_ _0"></span>tów <span class="_ _1c"> </span>pochodnych  są <span class="_ _18"> </span>bezpośredni<span class="_ _0"></span>o </div><div class="t m0 x8 h6 y342 ff3 fs0 fc0 sc0 ls0 ws0">odnoszone do zysku l<span class="_ _0"></span>ub straty netto r<span class="_ _0"></span>oku obrotowego. <span class="_ _0"></span> </div><div class="t m0 x8 h6 y343 ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> </span>nie stosuje rac<span class="_ _0"></span>hunkowości zabezpi<span class="_ _0"></span>eczeń.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y344 ff6 fs5 fc0 sc0 ls3 ws0">8.11.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Zapasy  </span></span></div><div class="t m0 x8 h6 y345 ff4 fs0 fc0 sc0 ls0 ws0">Zapasy rzeczowyc<span class="_ _0"></span>h składników majątku <span class="_ _0"></span>obrotowego obejmują:<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x4e h6 y346 fff fs9 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _29"> </span><span class="ff4 fs0">nakłady na<span class="_ _0"></span> projekty deweloperskie we wc<span class="_ _0"></span>zesnym <span class="_ _0"></span><span class="ff3">stadium realizacji<span class="_ _0"></span>, </span></span></span></div><div class="t m0 x4e h6 y347 fff fs9 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _29"> </span><span class="ff4 fs0">wyroby <span class="_ _13"> </span>gotowe <span class="_ _10"> </span>projektów, <span class="_ _10"> </span>w <span class="_ _13"></span>które <span class="_ _13"> </span>hi<span class="_ _0"></span>storycznie <span class="_ _13"></span>by<span class="_ _0"></span>ł <span class="_ _13"></span>zaangażowany <span class="_ _13"> </span>Mura<span class="_ _0"></span>pol<span class="_ _0"></span><span class="ff3"> <span class="_ _13"> </span>S.A., <span class="_ _13"> </span>na<span class="_ _0"></span> </span></span></span></div><div class="t m0 x6f h6 y348 ff4 fs0 fc0 sc0 ls0 ws0">dzień bilansowy obecn<span class="_ _0"></span>ego okresu sprawo<span class="_ _0"></span>zdawczego zostają ni<span class="_ _0"></span>ewyprzedane<span class="_ _9"></span><span class="ff3">. </span></div><div class="t m0 x8 h6 y349 ff4 fs0 fc0 sc0 ls0 ws0">Zapasy <span class="_ _10"> </span>są <span class="_ _10"> </span>wycenian<span class="_ _0"></span>e <span class="_ _13"></span>wedł<span class="_ _0"></span>ug <span class="_ _13"> </span>n<span class="_ _0"></span>iższej <span class="_ _13"> </span>z<span class="_ _0"></span> <span class="_ _13"> </span>dw<span class="_ _0"></span>óch <span class="_ _13"> </span>w<span class="_ _0"></span>artości: <span class="_ _13"> </span>cen<span class="_ _0"></span>y <span class="_ _10"> </span>nabyc<span class="_ _0"></span>ia/ <span class="_ _13"> </span>kosztu<span class="_ _0"></span> <span class="_ _13"></span>wytw<span class="_ _0"></span>orzenia </div><div class="t m0 x8 h6 y34a ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">możliwej do uzy<span class="_ _0"></span>skania ceny sprzedaży<span class="_ _0"></span> netto.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y34b ff3 fs0 fc0 sc0 ls0 ws0">Cena n<span class="_ _0"></span>abycia lub<span class="_ _0"></span> koszt wytworzeni<span class="_ _0"></span>a <span class="ff4">ka<span class="_ _0"></span>żdego składni<span class="_ _0"></span>ka zapasów<span class="_ _0"></span></span> <span class="ff4">uwzględni<span class="_ _0"></span>a </span>wszystkie <span class="_ _0"></span>koszty </div><div class="t m0 x8 h6 y34c ff4 fs0 fc0 sc0 ls0 ws0">zakupu, <span class="_ _9"></span>koszty <span class="_ _9"></span>pr<span class="_ _0"></span>zetworzeni<span class="_ _0"></span>a <span class="_ _9"></span>oraz <span class="_ _9"></span>inne <span class="_ _9"></span>koszty <span class="_ _9"></span>p<span class="_ _0"></span>oniesione <span class="_ _11"></span>w <span class="_ _9"></span>trakcie <span class="_ _9"></span>d<span class="_ _0"></span>oprowadzania <span class="_ _9"></span>zapa<span class="_ _0"></span>sów </div><div class="t m0 x8 h6 y34d ff3 fs0 fc0 sc0 ls0 ws0">do ic<span class="_ _0"></span>h a<span class="_ _0"></span>ktualnego mi<span class="_ _0"></span>ejsca i<span class="_ _0"></span> stanu<span class="_ _0"></span> <span class="_ _0"></span><span class="ff4">–</span> <span class="_ _0"></span><span class="ff4">zarówno w <span class="_ _0"></span>odniesieniu <span class="_ _0"></span>do <span class="_ _0"></span>bieżącego, <span class="_ _0"></span>jak <span class="_ _0"></span>i p<span class="_ _0"></span>oprzedniego </span></div><div class="t m0 x8 h6 y34e ff3 fs0 fc0 sc0 ls0 ws0">roku <span class="ff4">–</span> <span class="ff4">i są</span> ustalane<span class="_ _0"></span> w <span class="ff4">następujący spo<span class="_ _0"></span>sób:</span> </div><div class="t m0 x8 h42 y34f ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf19" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc19 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y350 w31 h61" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">25<span class="ls0"> </span></div></div><div class="c x8 y351 w32 h62"><div class="t m0 x11 h6 y352 ff3 fs0 fc0 sc0 ls0 ws0">Wyroby gotowe i </div><div class="t m0 x11 h6 y353 ff3 fs0 fc0 sc0 ls0 ws0">produkty w toku<span class="_ _0"></span> </div></div><div class="c x66 y351 w33 h62"><div class="t m0 x41 h63 y354 ffe fs3 fc0 sc0 ls0 ws0">-<span class="ffb"> <span class="_ _2a"> </span><span class="ff4 fs0">szczegółowa <span class="_ _26"> </span>identy<span class="_ _0"></span>fikacja <span class="_ _26"> </span>na <span class="_ _26"> </span>poziomie <span class="_ _26"> </span>p<span class="_ _0"></span>oszczególnych<span class="_ _0"></span> </span></span></div><div class="t m0 x5c h6 y355 ff3 fs0 fc0 sc0 ls0 ws0">inwestycji. <span class="_ _a"> </span>W <span class="_ _a"> </span>ramach<span class="_ _0"></span>  danej <span class="_ _a"> </span>i<span class="_ _0"></span>nwestycji  kos<span class="_ _0"></span>zt <span class="_ _a"> </span><span class="ff4">be<span class="_ _0"></span>zpośrednich </span></div><div class="t m0 x5c h6 y353 ff4 fs0 fc0 sc0 ls0 ws0">materiałów  i  robocizny  oraz  odpowiedni  narzut  pośre<span class="ff3">dni<span class="_ _0"></span>ch </span></div><div class="t m0 x5c h6 ya0 ff4 fs0 fc0 sc0 ls0 ws0">kosztów produkcji<span class="_ _0"></span>,<span class="ff3 fs3"> </span></div></div><div class="c x8 y356 w32 h64"><div class="t m0 x11 h6 ya8 ff3 fs0 fc0 sc0 ls0 ws0">Towary </div></div><div class="c x66 y356 w33 h64"><div class="t m0 x41 h63 y357 ffe fs3 fc0 sc0 ls0 ws0">-<span class="ffb"> <span class="_ _2a"> </span><span class="ff4 fs0">w c<span class="_ _0"></span>enie <span class="_ _0"></span>nabycia <span class="_ _0"></span>ustalonej <span class="_ _0"></span>metodą „<span class="_ _0"></span>pierwsze <span class="_ _0"></span>weszło<span class="_ _0"></span><span class="ff3">-pi<span class="_ _0"></span>erwsze </span></span></span></div><div class="t m0 x5c h6 ya0 ff4 fs0 fc0 sc0 ls0 ws0">wyszło”<span class="ff3 fs3"> </span></div></div><div class="c x8 y358 w32 h65"><div class="t m0 x11 h6 y359 ff4 fs0 fc0 sc0 ls0 ws0">Nakłady na projekty<span class="_ _0"></span> </div><div class="t m0 x11 h6 y35a ff3 fs0 fc0 sc0 ls0 ws0">deweloperskie we </div><div class="t m0 x11 h6 y355 ff3 fs0 fc0 sc0 ls0 ws0">wczesnym stadi<span class="_ _0"></span>um </div><div class="t m0 x11 h6 y35b ff3 fs0 fc0 sc0 ls0 ws0">realizacji </div></div><div class="c x66 y358 w33 h65"><div class="t m0 x41 h63 y35c ffe fs3 fc0 sc0 ls0 ws0">-<span class="ffb"> <span class="_ _2a"> </span><span class="ff3 fs0">poniesione <span class="_ _16"> </span>koszty <span class="_ _16"> </span>prac <span class="_ _16"> </span>przygotowawczych<span class="_ _0"></span> <span class="_ _16"> </span>w <span class="_ _16"> </span>procesie </span></span></div><div class="t m0 x5c h6 y35d ff3 fs0 fc0 sc0 ls0 ws0">przygotowania <span class="ff4">projektó<span class="_ _0"></span>w </span>deweloperskich <span class="ff4">Spółka aktywuje do </span></div><div class="t m0 x5c h6 y35a ff4 fs0 fc0 sc0 ls0 ws0">czasu <span class="_ _23"> </span>zak<span class="_ _0"></span>ończenie <span class="_ _23"> </span>teg<span class="_ _0"></span>o <span class="_ _23"> </span><span class="ff3">p<span class="_ _0"></span>rocesu <span class="_ _23"> </span></span>bą<span class="_ _0"></span>dź <span class="_ _23"> </span>ods<span class="_ _0"></span>tąpienia<span class="_ _0"></span> <span class="_ _23"> </span>od </div><div class="t m0 x5c h6 y355 ff3 fs0 fc0 sc0 ls0 ws0">dalszego <span class="_ _19"> </span>planu <span class="_ _19"> </span>jego <span class="_ _a"> </span>re<span class="_ _0"></span>alizacji<span class="_ _0"></span><span class="ff4">. <span class="_ _19"> </span>W <span class="_ _a"> </span>taki<span class="_ _0"></span>m <span class="_ _19"> </span>przypadku <span class="_ _a"> </span>Sp<span class="_ _0"></span>ółka </span></div><div class="t m0 x5c h6 y35b ff4 fs0 fc0 sc0 ls0 ws0">dokonuje <span class="_ _1a"> </span>sprzeda<span class="_ _0"></span>ży <span class="_ _1a"> </span>za<span class="_ _0"></span>pasu <span class="_ _1a"> </span>do <span class="_ _1a"> </span>jedn<span class="_ _0"></span>ostek <span class="_ _14"> </span>zależnych<span class="ff3"> <span class="_ _14"> </span></span>bądź </div><div class="t m0 x5c h6 y35e ff3 fs0 fc0 sc0 ls0 ws0">rozpoznaje koszt<span class="_ _0"></span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y35f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y360 ff4 fs0 fc0 sc0 ls0 ws0">Ceną <span class="_ _10"> </span>sprzedaży <span class="_ _10"> </span>netto <span class="_ _10"> </span>możliwą <span class="_ _10"> </span>do <span class="_ _13"> </span>u<span class="_ _0"></span>zyskania <span class="_ _10"> </span>jest <span class="_ _13"> </span>szaco<span class="_ _0"></span>wana <span class="_ _10"> </span>cena <span class="_ _10"> </span>sprzedaży <span class="_ _10"> </span>dokonywanej </div><div class="t m0 x8 h6 y361 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">toku <span class="_ _13"></span>zwykłej <span class="_ _13"></span>działalnośc<span class="_ _0"></span>i <span class="_ _13"></span>gospodarczej</span> <span class="_ _13"></span><span class="lsf">i <span class="_ _13"></span></span>pomniejszone <span class="_ _10"> </span>o <span class="_ _13"></span><span class="ff4">szacowane <span class="_ _13"></span>koszty <span class="_ _13"></span>niezbędne <span class="_ _13"> </span>do<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y362 ff4 fs0 fc0 sc0 ls0 ws0">doprowadzenia sprzeda<span class="_ _0"></span>ży do skutku.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y363 ff6 fs5 fc0 sc0 ls3 ws0">8.12.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Należności z tytułu dostaw i usług <span class="ls3">oraz pozostałe należności</span><span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y364 ff4 fs0 fc0 sc0 ls0 ws0">Należności <span class="_ _a"> </span>z  tytułu  d<span class="_ _0"></span>ostaw  i<span class="_ _0"></span>  usług  są  ujm<span class="_ _0"></span>owane  i<span class="_ _0"></span>  wykazywane <span class="_ _a"> </span>według <span class="_ _a"> </span>kwot <span class="_ _a"> </span>pierwotnie<span class="_ _0"></span> </div><div class="t m0 x8 h6 y365 ff3 fs0 fc0 sc0 ls0 ws0">zafakturowanych, <span class="_ _0"></span>z <span class="ff4">uwzg<span class="_ _0"></span>lędnieniem <span class="_ _0"></span>odpisu<span class="_ _0"></span> na oc<span class="_ _0"></span>zekiwane stra<span class="_ _0"></span>ty kredy<span class="_ _0"></span>towe w <span class="_ _0"></span>całym <span class="_ _0"></span>okresie </span></div><div class="t m0 x8 h6 y366 ff4 fs0 fc0 sc0 ls0 ws0">życia.<span class="ff3"> </span>W <span class="_ _7"></span>p<span class="_ _0"></span>rzypadku, <span class="_ _5"></span>gdy <span class="_ _5"></span>wpływ wartości <span class="_ _7"></span>p<span class="_ _0"></span>ieniądza w <span class="_ _7"></span>czasie jest <span class="_ _7"></span>i<span class="_ _0"></span>stotny, <span class="_ _5"></span>wartość należności <span class="_ _5"></span>jest </div><div class="t m0 x8 h6 y367 ff4 fs0 fc0 sc0 ls0 ws0">ustalana <span class="_ _10"> </span>p<span class="_ _0"></span>oprzez <span class="_ _10"> </span>zdysk<span class="_ _0"></span>ontowanie <span class="_ _17"> </span>prognozowa<span class="_ _0"></span>nych <span class="_ _17"> </span>przyszłych <span class="_ _17"> </span>przepływów <span class="_ _10"> </span>p<span class="_ _0"></span>ieniężnych <span class="_ _17"> </span>do </div><div class="t m0 x8 h6 y368 ff4 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _13"></span>bieżącej, <span class="_ _10"> </span>przy <span class="_ _13"> </span>z<span class="_ _0"></span>astosowaniu <span class="_ _13"> </span>st<span class="_ _0"></span>opy <span class="_ _13"></span>dyskon<span class="_ _0"></span>towej <span class="_ _13"></span>odzwierciedlają<span class="_ _0"></span>cej <span class="_ _13"></span>aktualne <span class="_ _17"> </span><span class="ff3">oceny<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y369 ff4 fs0 fc0 sc0 ls0 ws0">rynkowe <span class="_ _18"> </span>wartości <span class="_ _1c"> </span>pieniądza <span class="_ _18"> </span>w <span class="_ _18"> </span>czasie.<span class="_ _0"></span> <span class="_ _18"> </span>Jeżeli <span class="_ _18"> </span>zastosowana <span class="_ _1c"> </span>została <span class="_ _18"> </span>meto<span class="_ _0"></span>da <span class="_ _18"> </span>p<span class="_ _0"></span>olegają<span class="_ _0"></span>ca <span class="_ _18"> </span>na </div><div class="t m0 x8 h6 y36a ff4 fs0 fc0 sc0 ls0 ws0">dyskontowaniu, <span class="_ _19"> </span>zwi<span class="_ _0"></span>ększenie <span class="_ _19"> </span>należności <span class="_ _19"> </span>w <span class="_ _19"> </span>związk<span class="_ _0"></span>u <span class="_ _19"> </span>z <span class="_ _19"> </span>upływem <span class="_ _19"> </span>czasu <span class="_ _19"> </span>jes<span class="_ _0"></span>t <span class="_ _1a"> </span><span class="ff3">ujmowane <span class="_ _19"> </span>jak<span class="_ _0"></span>o </span></div><div class="t m0 x8 h6 y36b ff3 fs0 fc0 sc0 ls0 ws0">przychody finan<span class="_ _0"></span>sowe. </div><div class="t m0 x8 h6 y36c ff4 fs0 fc0 sc0 ls0 ws0">Należności <span class="_ _17"> </span>budżeto<span class="_ _0"></span>we <span class="_ _17"> </span>prezentowan<span class="_ _0"></span>e <span class="_ _17"> </span>są <span class="_ _17"> </span>w <span class="_ _17"> </span>rama<span class="_ _0"></span>ch <span class="_ _17"> </span>pozostałych <span class="_ _17"> </span>akty<span class="_ _0"></span>wów <span class="_ _10"> </span>ni<span class="_ _0"></span>efinansowych, </div><div class="t m0 x8 h6 y36d ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">wyjątkiem <span class="_ _10"> </span>należno<span class="_ _0"></span>ści <span class="_ _13"> </span>z<span class="_ _0"></span> <span class="_ _13"></span>tytułu<span class="_ _0"></span> <span class="_ _13"> </span>podatk<span class="_ _0"></span>u <span class="_ _13"></span>d<span class="_ _0"></span>ochodowego <span class="_ _10"> </span>od <span class="_ _10"> </span>os<span class="_ _0"></span>ób <span class="_ _13"></span>prawn<span class="_ _0"></span>ych, <span class="_ _10"> </span>które <span class="_ _10"> </span>stan<span class="_ _0"></span>owią </span></div><div class="t m0 x8 h6 y36e ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">bilansie odrębn<span class="_ _0"></span>ą pozycję. <span class="_ _0"></span></span> </div><div class="t m0 x4a h4f y36f ff6 fs5 fc0 sc0 ls3 ws0">8.13.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Środki pieniężne i ekwiwalenty środków pieniężnych<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y370 ff4 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _1c"> </span>pieniężne  i <span class="_ _18"> </span>lokaty<span class="_ _0"></span> <span class="_ _1c"> </span>krótkoterminow<span class="_ _0"></span>e <span class="_ _1c"> </span>wykazan<span class="_ _0"></span>e <span class="_ _18"> </span>w  bilansie <span class="_ _1c"> </span>obejm<span class="_ _0"></span>ują <span class="_ _1c"> </span>środki <span class="_ _1c"> </span>pieni<span class="_ _0"></span>ężne </div><div class="t m0 x8 h6 y371 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">banku <span class="_ _6"> </span>i <span class="_ _24"> </span>w <span class="_ _6"> </span>kasie<span class="_ _0"></span> <span class="_ _6"> </span>oraz <span class="_ _6"> </span>lokaty<span class="_ _0"></span> <span class="_ _6"> </span>krótkotermi<span class="_ _0"></span>nowe <span class="_ _6"> </span>o <span class="_ _6"> </span>pi<span class="_ _0"></span>erwotnym <span class="_ _24"> </span>okresie <span class="_ _6"> </span>zapadal<span class="_ _0"></span>ności </span></div><div class="t m0 x8 h6 y372 ff4 fs0 fc0 sc0 ls0 ws0">nieprzekraczając<span class="_ _0"></span>ym trzech miesięc<span class="_ _0"></span>y.<span class="ff3"> </span></div><div class="t m0 x4a h4f y373 ff6 fs5 fc0 sc0 ls3 ws0">8.14.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Oprocentowane kredyty bankowe, pożyczki<span class="ff6">, udzielone gwarancje </span></span></span></div><div class="t m0 x70 hf y2b9 ff6 fs5 fc0 sc0 ls0 ws0">finansowe <span class="ff7">i papiery dłużne</span> </div><div class="t m0 x8 h6 y374 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>momencie <span class="_ _0"></span>początko<span class="_ _0"></span>wego <span class="_ _0"></span>ujęcia, <span class="_ _0"></span>wszystkie <span class="_ _9"></span>kredyty <span class="_ _0"></span>ba<span class="_ _0"></span>nkowe, <span class="_ _0"></span>pożyczki <span class="_ _0"></span>i <span class="_ _0"></span>papiery<span class="_ _0"></span> <span class="_ _9"></span>dłużne <span class="_ _0"></span>są<span class="_ _0"></span> </div><div class="t m0 x8 h6 y375 ff4 fs0 fc0 sc0 ls0 ws0">ujmowane <span class="_ _9"></span>według <span class="_ _9"></span>wart<span class="_ _0"></span>ości <span class="_ _9"></span>godziwej, <span class="_ _9"></span>pomniejsz<span class="_ _0"></span>onej <span class="_ _9"></span>o <span class="_ _9"></span>koszty <span class="_ _9"></span>związane <span class="_ _9"></span>z <span class="_ _9"></span>uzyskan<span class="_ _0"></span>iem <span class="_ _9"></span>kredytu </div><div class="t m0 x8 h6 y376 ff4 fs0 fc0 sc0 ls0 ws0">lub pożyczki.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 yf9 ff4 fs0 fc0 sc0 ls0 ws0">Po <span class="_ _17"> </span>początk<span class="_ _0"></span>owym <span class="_ _18"> </span>ujęciu <span class="_ _17"> </span>opr<span class="_ _0"></span>ocentowane <span class="_ _17"> </span>k<span class="_ _0"></span>redyty, <span class="_ _18"> </span>pożyczki <span class="_ _17"> </span>i <span class="_ _18"> </span>papiery <span class="_ _18"> </span>dłużne <span class="_ _18"> </span>są <span class="_ _18"> </span>wyceniane </div><div class="t m0 x8 h6 y377 ff4 fs0 fc0 sc0 ls0 ws0">według zamortyzo<span class="_ _0"></span>wanego koszt<span class="_ _0"></span>u, przy zastosowa<span class="_ _0"></span>niu metody efektywnej <span class="_ _0"></span>stopy procentowej<span class="_ _0"></span><span class="ff3">,<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y378 ff4 fs0 fc0 sc0 ls0 ws0">Przy <span class="_ _9"></span>ustalan<span class="_ _0"></span>iu <span class="_ _9"></span>zamortyzowan<span class="_ _0"></span>ego <span class="_ _9"></span>kosztu <span class="_ _11"></span>uwzględnia <span class="_ _11"></span>się <span class="_ _9"></span>koszty <span class="_ _9"></span>zwi<span class="_ _0"></span>ązane <span class="_ _9"></span>z <span class="_ _11"></span>uzyskaniem <span class="_ _9"></span>kredy<span class="_ _0"></span>tu </div><div class="t m0 x8 h6 y379 ff4 fs0 fc0 sc0 ls0 ws0">lub pożyczki oraz dy<span class="_ _0"></span>skonta lub premie u<span class="_ _0"></span>zyskane w związku z<span class="_ _0"></span><span class="ff3">e </span>z<span class="_ _0"></span>obowiązaniem.<span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf1a" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1a w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">26<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _9"></span>wycenia <span class="_ _9"></span>oczeki<span class="_ _0"></span>wane <span class="_ _9"></span>straty <span class="_ _9"></span>kredy<span class="_ _0"></span>towe <span class="_ _0"></span>gw<span class="_ _0"></span>arancji <span class="_ _9"></span>finan<span class="_ _0"></span>sowych <span class="_ _9"></span>udzielonych <span class="_ _9"></span>spółkom <span class="_ _9"></span>z </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">Grupy <span class="_ _22"> </span>Murapol. <span class="_ _1e"> </span>Wycen<span class="_ _0"></span>a <span class="_ _22"> </span>ta <span class="_ _1e"> </span>prezentowana <span class="_ _1e"> </span>jest <span class="_ _22"> </span>w <span class="_ _1e"> </span>pozycji <span class="_ _1e"> </span>pozosta<span class="_ _0"></span>łych <span class="_ _22"> </span>zobowiązań<span class="_ _0"></span> </div><div class="t m0 x8 h6 y18a ff3 fs0 fc0 sc0 ls0 ws0">finansowych. </div><div class="t m0 x8 h6 y1de ff4 fs0 fc0 sc0 ls0 ws0">Przychody i <span class="_ _0"></span>koszty <span class="_ _0"></span>są <span class="_ _0"></span>ujmowane w<span class="_ _0"></span> zysku <span class="_ _0"></span>lub s<span class="_ _0"></span>tracie z <span class="_ _0"></span>chwilą <span class="_ _0"></span>usunięcia <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>z<span class="_ _0"></span><span class="ff3"> bi<span class="_ _0"></span>lansu, </span></div><div class="t m0 x8 h6 y1df ff4 fs0 fc0 sc0 ls0 ws0">a także w<span class="ff3"> </span>wyniku r<span class="_ _0"></span>ozliczenia metodą efekty<span class="_ _0"></span>wnej stopy p<span class="_ _0"></span>rocentowej.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y1e0 ff4 fs0 fc0 sc0 ls0 ws0">Za <span class="_ _9"></span>istotną <span class="_ _11"></span>modyfikację <span class="_ _11"></span>Spółka<span class="ff3"> <span class="_ _11"></span></span>uznaje <span class="_ _9"></span>zmianę <span class="_ _11"></span>zdyskonto<span class="_ _0"></span>wanej <span class="_ _9"></span>wartości<span class="_ _0"></span> <span class="_ _9"></span>bieżącej <span class="_ _11"></span>przepływów </div><div class="t m0 x8 h6 y1bd ff4 fs0 fc0 sc0 ls0 ws0">pieniężnyc<span class="_ _0"></span>h  wy<span class="_ _0"></span>nikających <span class="_ _a"> </span>z <span class="_ _a"> </span>nowych<span class="_ _0"></span>  warunkó<span class="_ _0"></span>w,  w <span class="_ _19"> </span>tym  wszelkich <span class="_ _19"> </span>płatności  dokonanyc<span class="_ _0"></span>h, </div><div class="t m0 x8 h6 y1e1 ff4 fs0 fc0 sc0 ls0 ws0">pomniejszonych<span class="_ _0"></span> <span class="_ _19"> </span>o<span class="_ _5"></span> <span class="_ _19"> </span>płatności <span class="_ _19"> </span>otrzymane <span class="_ _19"> </span>i <span class="_ _a"> </span>zdy<span class="_ _0"></span>skontowany<span class="_ _0"></span>ch <span class="_ _19"> </span>przy <span class="_ _a"> </span>zast<span class="_ _0"></span>osowaniu <span class="_ _19"> </span>pierwotnej </div><div class="t m0 x8 h6 y1e2 ff3 fs0 fc0 sc0 ls0 ws0">efektywnej  stopy  procentowej,  o <span class="_ _1c"> </span><span class="ff4">nie  mniej <span class="_ _1c"> </span>niż  10%  od <span class="_ _1c"> </span>zdyskont<span class="_ _0"></span>owanej  wartości <span class="_ _1c"> </span>bieżącej<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y339 ff4 fs0 fc0 sc0 ls0 ws0">pozostałych przepły<span class="_ _0"></span>wów pieniężnyc<span class="_ _0"></span>h z tytułu pierwotnego zobowią<span class="_ _0"></span>zania fina<span class="_ _0"></span>nsowego.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y37a ff4 fs0 fc0 sc0 ls0 ws0">Istotną modyfikac<span class="_ _0"></span>ję zobowiązani<span class="_ _0"></span>a finansowego <span class="_ _0"></span>Spółka<span class="ff3"> </span>ujm<span class="_ _0"></span>uje jako wygaśniec<span class="_ _0"></span>ie pierwotnego </div><div class="t m0 x8 h6 y72 ff4 fs0 fc0 sc0 ls0 ws0">zobowiązania <span class="_ _20"> </span>fina<span class="_ _0"></span>nsowego <span class="_ _20"> </span>i <span class="_ _20"> </span>ujęcie <span class="_ _20"> </span>nowego <span class="_ _27"> </span>zobowiązania <span class="_ _20"> </span>finan<span class="_ _0"></span>sowego. <span class="_ _14"> </span>W<span class="_ _0"></span> <span class="_ _14"> </span>p<span class="_ _0"></span>rzypadku </div><div class="t m0 x8 h6 y37b ff4 fs0 fc0 sc0 ls0 ws0">modyfikacji <span class="_ _16"> </span>warunków <span class="_ _16"> </span>umownych <span class="_ _16"> </span>zobowiąz<span class="_ _0"></span>ania <span class="_ _16"> </span>finansowego, <span class="_ _26"> </span>k<span class="_ _0"></span>tóra <span class="_ _16"> </span>nie <span class="_ _16"> </span>powoduje </div><div class="t m0 x8 h6 y37c ff4 fs0 fc0 sc0 ls0 ws0">zaprzestania <span class="_ _9"></span>ujm<span class="_ _0"></span>owania <span class="_ _9"></span>istni<span class="_ _0"></span>ejącego <span class="_ _9"></span>zobowiązan<span class="_ _0"></span>ia, <span class="_ _11"></span>zysk <span class="_ _9"></span>lub <span class="_ _9"></span>stratę<span class="_ _0"></span><span class="ff3"> <span class="_ _11"></span></span>ujmuje <span class="_ _9"></span>się <span class="_ _11"></span>niezwłocznie <span class="_ _9"></span>w<span class="_ _0"></span> </div><div class="t m0 x8 h6 y37d ff4 fs0 fc0 sc0 ls0 ws0">wyniku  fin<span class="_ _0"></span>ansowym.  Zysk <span class="_ _a"> </span>lub <span class="_ _a"> </span>stratę <span class="_ _a"> </span>obli<span class="_ _0"></span>cza  się  ja<span class="_ _0"></span>ko  różnicę  p<span class="_ _0"></span>omiędzy  wa<span class="_ _0"></span>rtością  bieżąc<span class="_ _0"></span>ą </div><div class="t m0 x8 h6 y37e ff4 fs0 fc0 sc0 ls0 ws0">zmodyfikowanych <span class="_ _5"></span>i <span class="_ _7"></span>orygi<span class="_ _0"></span>nalnych <span class="_ _7"></span>p<span class="_ _0"></span>rzepływów <span class="_ _7"></span>pien<span class="_ _0"></span>iężnych, <span class="_ _5"></span>zdyskontowanych <span class="_ _5"></span>z <span class="_ _7"></span>zastosowaniem<span class="_ _0"></span> </div><div class="t m0 x8 h6 y37f ff3 fs0 fc0 sc0 ls0 ws0">oryg<span class="ff4">inalnej efek<span class="_ _0"></span>tywnej stopy procento<span class="_ _0"></span>wej zobowiązani<span class="_ _0"></span>a.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y380 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>wyłącza <span class="_ _0"></span>ze <span class="_ _0"></span>swoje<span class="_ _0"></span>go bil<span class="_ _0"></span>ansu <span class="_ _0"></span>zobowiązanie<span class="_ _0"></span> fina<span class="_ _0"></span>nsowe, <span class="_ _0"></span>gdy z<span class="_ _0"></span>obowiązanie <span class="_ _0"></span>wygasło<span class="_ _0"></span> <span class="_ _9"></span>–<span class="ff3"> <span class="_ _0"></span>t<span class="_ _0"></span>o </span></div><div class="t m0 x8 h6 y381 ff4 fs0 fc0 sc0 ls0 ws0">znaczy, <span class="_ _19"> </span>kiedy <span class="_ _19"> </span>obowiązek<span class="_ _0"></span> <span class="_ _19"> </span>określony <span class="_ _19"> </span>w <span class="_ _19"> </span>umowie <span class="_ _19"> </span>został <span class="_ _19"> </span>wypełniony, <span class="_ _19"> </span>umorzony <span class="_ _19"> </span>lub <span class="_ _19"> </span>wygasł.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y382 ff4 fs0 fc0 sc0 ls0 ws0">Zastąpienie <span class="_ _13"></span>dotychc<span class="_ _0"></span>zasowego <span class="_ _13"></span>instrumen<span class="_ _0"></span>tu <span class="_ _13"></span>dłużnego <span class="_ _13"></span>pr<span class="_ _0"></span>zez <span class="_ _13"></span>instrument <span class="_ _13"></span>o <span class="_ _13"> </span>z<span class="_ _0"></span>asadniczo <span class="_ _13"></span>różnyc<span class="_ _9"></span><span class="ff3 ls12">h </span></div><div class="t m0 x8 h6 y383 ff4 fs0 fc0 sc0 ls0 ws0">warunkach dokonywane pomiędzy tymi samymi podmiotami Spółka ujmuj<span class="_ _0"></span>e jako wygaśniecie </div><div class="t m0 x8 h6 y384 ff4 fs0 fc0 sc0 ls0 ws0">pierwotnego zobowią<span class="_ _0"></span>zania fina<span class="_ _0"></span>nsowego i ujęcie nowego zobowią<span class="_ _0"></span>zania finansowego. <span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y385 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _27"> </span>przypadk<span class="_ _0"></span>u <span class="_ _20"> </span>modyfi<span class="_ _0"></span>kacji <span class="_ _1d"> </span>warunków <span class="_ _27"> </span>umowny<span class="_ _0"></span>ch <span class="_ _27"> </span>zobowiązania <span class="_ _27"> </span>fin<span class="_ _0"></span>ansowego, <span class="_ _27"> </span>która <span class="_ _27"> </span>n<span class="_ _0"></span>ie </div><div class="t m0 x8 h6 y386 ff4 fs0 fc0 sc0 ls0 ws0">powoduje <span class="_ _19"> </span>zaprzestan<span class="_ _0"></span>ia <span class="_ _19"> </span>ujmowania <span class="_ _19"> </span>istniejącego<span class="_ _0"></span> <span class="_ _19"> </span>zobowiązania, <span class="_ _19"> </span>zysk <span class="_ _19"> </span>lub <span class="_ _19"> </span>stratę <span class="_ _19"> </span>ujmuj<span class="_ _0"></span>e <span class="_ _19"> </span>się </div><div class="t m0 x8 h6 y387 ff4 fs0 fc0 sc0 ls0 ws0">niezwłocznie <span class="_ _5"></span>w wyniku <span class="_ _5"></span>finansowym. <span class="_ _5"></span>Zysk lub <span class="_ _5"></span>stratę <span class="_ _5"></span>oblicza się, <span class="_ _5"></span>jako <span class="_ _5"></span>różnicę <span class="_ _5"></span>p<span class="_ _0"></span>omiędzy <span class="_ _5"></span>wartośc<span class="_ _9"></span>ią </div><div class="t m0 x8 h6 y388 ff4 fs0 fc0 sc0 ls0 ws0">bieżącą <span class="_ _22"> </span>zmodyfikowan<span class="_ _0"></span>ych <span class="_ _22"> </span>i <span class="_ _23"> </span>orygi<span class="_ _0"></span>nalnych <span class="_ _22"> </span>przepływów <span class="_ _23"> </span>pien<span class="_ _0"></span>iężnych, <span class="_ _22"> </span>zdyskontowany<span class="_ _0"></span>ch </div><div class="t m0 x8 h6 y389 ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">zastosowaniem <span class="_ _0"></span>oryginalnej efekty<span class="_ _0"></span>wnej stopy procentowej <span class="_ _0"></span>zobowiązania. <span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y38a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h4f y38b ff6 fs5 fc0 sc0 ls3 ws0">8.15.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Zobowiązania z tytułu dostaw i usług oraz pozostałe zobowiązania<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y38c ff4 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _5"></span>krótkoter<span class="_ _0"></span>minowe <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _5"></span>dostaw <span class="_ _5"></span>i <span class="_ _5"></span>usług <span class="_ _5"></span>wykazy<span class="_ _0"></span>wane <span class="_ _5"></span>są <span class="_ _5"></span>w <span class="_ _5"></span>kwocie <span class="_ _5"></span>wymagają<span class="_ _0"></span>cej </div><div class="t m0 x8 h6 y38d ff4 fs0 fc0 sc0 ls0 ws0">zapłaty.<span class="ff3"> </span></div><div class="t m0 x8 h6 y38e ff4 fs0 fc0 sc0 ls0 ws0">Pozostałe zobowiązania niefinansowe obejmują w <span class="_ _5"></span>szczególn<span class="_ _0"></span>ości <span class="_ _5"></span>zobowią<span class="_ _0"></span>zania wobec urzędu </div><div class="t m0 x8 h6 y38f ff4 fs0 fc0 sc0 ls0 ws0">skarbowego inne <span class="_ _5"></span>niż z<span class="_ _5"></span>ob<span class="_ _0"></span>owiązania <span class="_ _5"></span>z<span class="_ _0"></span><span class="ff3"> </span>tytułu <span class="_ _5"></span>poda<span class="_ _0"></span>tku <span class="_ _5"></span>dochod<span class="_ _0"></span>owego, zobowiązania wobec <span class="_ _7"></span>Z<span class="_ _0"></span>US </div><div class="t m0 x8 h6 y128 ff4 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _18"> </span>z<span class="_ _0"></span>obowiązania  z <span class="_ _18"> </span>tytułu  otrzymanych <span class="_ _1c"> </span>zaliczek,  które <span class="_ _18"> </span>będą  rozliczone <span class="_ _1c"> </span>poprzez <span class="_ _1c"> </span>dost<span class="_ _0"></span>a<span class="_ _0"></span>wę </div><div class="t m0 x8 h6 y390 ff4 fs0 fc0 sc0 ls0 ws0">towarów, <span class="_ _17"> </span>usług <span class="_ _17"> </span>lub <span class="_ _17"> </span>śr<span class="_ _0"></span>odków <span class="_ _17"> </span>trwałych. <span class="_ _17"> </span>P<span class="_ _0"></span>ozostałe <span class="_ _17"> </span>zobowiązania<span class="_ _0"></span> <span class="_ _17"> </span>niefinansowe <span class="_ _17"> </span>ujmo<span class="_ _0"></span>wane <span class="_ _17"> </span>są </div><div class="t m0 x8 h6 y391 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">kwocie wymagają<span class="_ _0"></span>cej zapłaty.<span class="_ _0"></span></span> </div></div></div><div class="pi"></div></div>
<div id="pf1b" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1b w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">27<span class="ls0"> </span></div><div class="t m0 x4a h4f y392 ff6 fs5 fc0 sc0 ls3 ws0">8.16.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Rezerwy </span></span></div><div class="t m0 x8 h6 y393 ff4 fs0 fc0 sc0 ls0 ws0">Rezerwy <span class="_ _19"> </span>tworzone <span class="_ _19"> </span>są <span class="_ _19"> </span>wówczas<span class="_ _0"></span>, <span class="_ _19"> </span>gdy <span class="_ _19"> </span>na <span class="_ _19"> </span>Spółce <span class="_ _19"> </span>ciąży <span class="_ _19"> </span>istniejący <span class="_ _19"> </span>obowiązek <span class="_ _19"> </span>(pra<span class="_ _0"></span>wny <span class="_ _19"> </span>lub </div><div class="t m0 x8 h6 y394 ff4 fs0 fc0 sc0 ls0 ws0">zwyczajowo <span class="_ _17"> </span>oczekiwany) <span class="_ _10"> </span>wy<span class="_ _0"></span>nikający <span class="_ _17"> </span>ze <span class="_ _10"> </span>zdarzeń <span class="_ _10"> </span>przeszłyc<span class="_ _0"></span>h, <span class="_ _10"> </span>i <span class="_ _10"> </span>gdy <span class="_ _17"> </span>prawdopodobn<span class="_ _0"></span>e <span class="_ _10"> </span>jest, <span class="_ _10"> </span>że<span class="_ _0"></span> </div><div class="t m0 x8 h6 y395 ff4 fs0 fc0 sc0 ls0 ws0">wypełnieni<span class="_ _0"></span>e <span class="_ _9"></span>tego <span class="_ _9"></span>ob<span class="_ _0"></span>owiązku <span class="_ _9"></span>sp<span class="_ _0"></span>owoduje <span class="_ _9"></span>koni<span class="_ _0"></span>eczność <span class="_ _9"></span>wyp<span class="_ _0"></span>ływu <span class="_ _9"></span>korzyści<span class="_ _0"></span> <span class="_ _9"></span>ekonomic<span class="_ _0"></span>znych <span class="_ _9"></span>oraz<span class="_ _0"></span> </div><div class="t m0 x8 h6 y396 ff4 fs0 fc0 sc0 ls0 ws0">można <span class="_ _20"> </span>dokonać<span class="_ _0"></span> <span class="_ _20"> </span>wiary<span class="_ _0"></span>godnego <span class="_ _20"> </span>oszaco<span class="_ _0"></span>wania <span class="_ _20"> </span>kwoty <span class="_ _27"> </span>tego <span class="_ _27"> </span>zobowiąza<span class="_ _0"></span>nia. <span class="_ _20"> </span>Jeżeli <span class="_ _27"> </span>Spółka </div><div class="t m0 x8 h6 y397 ff4 fs0 fc0 sc0 ls0 ws0">spodziewa <span class="_ _18"> </span>się, <span class="_ _18"> </span>że <span class="_ _18"> </span>koszty<span class="_ _0"></span> <span class="_ _18"> </span>objęte <span class="_ _18"> </span>rezerwą <span class="_ _18"> </span>zostaną<span class="_ _0"></span> <span class="_ _18"> </span>zwrócone, <span class="_ _18"> </span>na <span class="_ _18"> </span>przykład<span class="_ _0"></span> <span class="_ _17"> </span>n<span class="_ _0"></span>a <span class="_ _17"> </span>mocy<span class="_ _0"></span> <span class="_ _18"> </span>umowy </div><div class="t m0 x8 h6 y398 ff4 fs0 fc0 sc0 ls0 ws0">ubezpieczenia, <span class="_ _11"></span>wówcza<span class="_ _0"></span>s <span class="_ _11"></span>zwrot <span class="_ _9"></span>ten <span class="_ _11"></span>je<span class="_ _0"></span>st <span class="_ _11"></span><span class="ff3">ujmowany<span class="_ _0"></span>, <span class="_ _9"></span>ja<span class="_ _0"></span>ko <span class="_ _11"></span></span>odrębny <span class="_ _11"></span>składnik <span class="_ _11"></span>aktywów, <span class="_ _11"></span>ale <span class="_ _11"></span>tylko<span class="_ _0"></span> </div><div class="t m0 x8 h6 y399 ff3 fs0 fc0 sc0 ls0 ws0">wtedy, <span class="_ _5"></span>g<span class="ff4">dy jest <span class="_ _5"></span>rzeczą praktycznie <span class="_ _5"></span>pewną<span class="_ _0"></span>, <span class="_ _5"></span>że z<span class="_ _5"></span>wr<span class="_ _0"></span>ot <span class="_ _5"></span>ten <span class="_ _5"></span>rzec<span class="_ _0"></span>zywiście <span class="_ _5"></span>nastą<span class="_ _0"></span>pi. <span class="_ _5"></span>Koszty dotyczące </span></div><div class="t m0 x8 h6 y39a ff4 fs0 fc0 sc0 ls0 ws0">danej  rezerwy  są <span class="_ _18"> </span>wyka<span class="_ _0"></span>zane  w <span class="_ _1c"> </span>sprawozdaniu  z  całkowitych  dochodów  po <span class="_ _18"> </span>pomniejs<span class="_ _0"></span>zeniu </div><div class="t m0 x8 h6 yaa ff3 fs0 fc0 sc0 ls0 ws0">o wszelkie zwroty. <span class="_ _0"></span> </div><div class="t m0 x8 h6 y39b ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>przyp<span class="_ _0"></span>adku, <span class="_ _7"></span>gdy <span class="_ _5"></span>wpływ <span class="_ _5"></span>wartości <span class="_ _7"></span>pien<span class="_ _0"></span>iądza <span class="_ _7"></span>w <span class="_ _5"></span>czasie <span class="_ _5"></span>jest <span class="_ _7"></span>istotny<span class="_ _0"></span>, <span class="_ _7"></span>wielkość <span class="_ _5"></span>rezerwy <span class="_ _5"></span>jest <span class="_ _5"></span>ustalana </div><div class="t m0 x8 h6 y39c ff4 fs0 fc0 sc0 ls0 ws0">poprzez <span class="_ _17"> </span>zdy<span class="_ _0"></span>skontowanie <span class="_ _17"> </span>p<span class="_ _0"></span>rognozowanych <span class="_ _18"> </span>przyszłych <span class="_ _18"> </span>przepływów <span class="_ _17"> </span>pien<span class="_ _0"></span>iężnych <span class="_ _17"> </span>do <span class="_ _17"> </span>wartości<span class="_ _0"></span> </div><div class="t m0 x8 h6 y39d ff4 fs0 fc0 sc0 ls0 ws0">bieżącej, <span class="_ _13"></span>przy <span class="_ _13"> </span>zast<span class="_ _0"></span>osowaniu <span class="_ _13"></span>stopy <span class="_ _13"> </span>dy<span class="_ _0"></span>skontowej <span class="_ _13"> </span>o<span class="_ _0"></span>dzwierciedlającej <span class="_ _13"> </span>ak<span class="_ _0"></span>tualne <span class="_ _13"></span>oc<span class="_ _0"></span><span class="ff3">eny <span class="_ _13"></span>rynk<span class="_ _0"></span>owe </span></div><div class="t m0 x8 h6 y39e ff4 fs0 fc0 sc0 ls0 ws0">wartości pieni<span class="_ _0"></span>ądza w c<span class="_ _0"></span>zasie oraz ewent<span class="_ _0"></span>ualnego ry<span class="_ _0"></span>zyka związanego <span class="_ _0"></span>z danym <span class="_ _0"></span>zobowiązaniem. </div><div class="t m0 x8 h6 y39f ff4 fs0 fc0 sc0 ls0 ws0">Jeżeli <span class="_ _1a"> </span>zastosowana <span class="_ _1a"> </span>została<span class="_ _0"></span> <span class="_ _19"> </span>metoda<span class="_ _0"></span> <span class="_ _19"> </span>polegają<span class="_ _0"></span>ca <span class="_ _1a"> </span>na <span class="_ _1a"> </span>dyskontowaniu,<span class="_ _0"></span> <span class="_ _19"> </span>zwięk<span class="_ _0"></span>szenie <span class="_ _19"> </span>re<span class="_ _0"></span>zerwy </div><div class="t m0 x8 h6 y3a0 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">związku z</span> <span class="ff4">upły<span class="_ _0"></span>wem czasu jest </span>uj<span class="_ _0"></span>mowane jako k<span class="_ _0"></span>oszty finansowe.<span class="_ _0"></span> </div><div class="t m0 x4a h4f y3a1 ff6 fs5 fc0 sc0 ls3 ws0">8.17.<span class="ffc ls0"> <span class="_ _1a"> </span></span>Przychody<span class="ls0"> </span></div><div class="t m0 x15 h66 y3a2 ff2 fs1 fc0 sc0 ls0 ws0">8.17.1<span class="ff10"> <span class="_ _17"> </span></span>P<span class="_ _0"></span>rzychody<span class="_ _5"></span> </div><div class="t m0 x8 h6 y3a3 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>stosuje <span class="_ _19"> </span>MSSF <span class="_ _19"> </span>15 <span class="_ _19"> </span><span class="ffd">Przychody <span class="_ _19"> </span>z <span class="_ _a"> </span>umów<span class="_ _0"></span> <span class="_ _19"> </span>z <span class="_ _a"> </span>kl<span class="_ _0"></span>ientami<span class="ff3"> <span class="_ _19"> </span></span></span>do <span class="_ _19"> </span>wszystkich <span class="_ _19"> </span>umów <span class="_ _19"> </span>z <span class="_ _19"> </span>klientami, </div><div class="t m0 x8 h6 y3a4 ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">wyjątkiem <span class="_ _22"> </span>um<span class="_ _0"></span>ów <span class="_ _23"> </span>lea<span class="_ _0"></span>singowych <span class="_ _22"> </span>objętych<span class="_ _0"></span> <span class="_ _23"> </span>zak<span class="_ _0"></span>resem <span class="_ _22"> </span></span>M<span class="_ _0"></span>SSF <span class="_ _22"> </span>16 <span class="_ _22"> </span><span class="ff1">Leasing<span class="ff4">, <span class="_ _22"> </span>i<span class="_ _0"></span>nstrumentów<span class="_ _0"></span> </span></span></div><div class="t m0 x8 h6 y3a5 ff4 fs0 fc0 sc0 ls0 ws0">finansowych <span class="_ _0"></span>i inny<span class="_ _0"></span>ch praw <span class="_ _0"></span>lub zob<span class="_ _0"></span>owiązań <span class="_ _0"></span>umownych <span class="_ _0"></span>objętych <span class="_ _0"></span>zakresem <span class="_ _0"></span>MSSF 9 <span class="_ _11"></span><span class="ff1">Instrumenty </span></div><div class="t m0 x8 h6 y3a6 ff1 fs0 fc0 sc0 ls0 ws0">finansowe<span class="ff3">,  MSSF <span class="_ _1c"> </span>10  </span>Skonsolidowane  sprawozdania  finansowe<span class="ff3">,  MSSF  11  <span class="ffd">Wspólne <span class="_ _1c"> </span>ustalenia<span class="_ _0"></span> </span></span></div><div class="t m0 x8 h6 y3a7 ff1 fs0 fc0 sc0 ls0 ws0">umowne<span class="ff3">, <span class="_ _11"></span>M<span class="_ _0"></span>SR <span class="_ _11"></span>27 <span class="_ _13"></span></span>Jedno<span class="_ _0"></span>stkowe <span class="_ _11"></span>spra<span class="_ _0"></span>wozdania <span class="_ _13"></span>finansowe<span class="ff3"> <span class="_ _13"></span>i <span class="_ _11"></span>M<span class="_ _0"></span>SR <span class="_ _11"></span>28 <span class="_ _13"></span></span>Inwesty<span class="_ _0"></span>cje <span class="_ _11"></span>w <span class="_ _13"></span>jednostkach </div><div class="t m0 x8 h6 y3a8 ffd fs0 fc0 sc0 ls0 ws0">stowarzyszonych i w<span class="_ _0"></span>spólnych przedsięwz<span class="_ _0"></span>ięciach<span class="ff3">.<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y3a9 ff4 fs0 fc0 sc0 ls0 ws0">Podstawową <span class="_ _0"></span>zasadą <span class="_ _0"></span>MSSF <span class="_ _0"></span>15 <span class="_ _0"></span>jest <span class="_ _0"></span>ujmowanie <span class="_ _0"></span>przychodów <span class="_ _0"></span>w <span class="_ _0"></span>momencie <span class="_ _0"></span>transferu <span class="_ _0"></span>dóbr <span class="_ _0"></span>i <span class="_ _0"></span>usług </div><div class="t m0 x8 h6 y3aa ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _a"> </span>kli<span class="_ _0"></span>enta, <span class="_ _a"> </span>w <span class="_ _19"> </span>wartości <span class="_ _19"> </span>odzwierciedlając<span class="_ _0"></span>ej <span class="_ _a"> </span>cen<span class="_ _0"></span>ę <span class="_ _a"> </span>ocz<span class="_ _0"></span>ekiwaną <span class="_ _19"> </span>przez <span class="_ _a"> </span>Sp<span class="_ _0"></span>ółkę, <span class="_ _a"> </span>w<span class="_ _0"></span> <span class="_ _a"> </span>zamian<span class="_ _0"></span> <span class="_ _a"> </span>za<span class="_ _0"></span> </div><div class="t m0 x8 h6 ycc ff4 fs0 fc0 sc0 ls0 ws0">przekazanie <span class="_ _1c"> </span>tych <span class="_ _1c"> </span>dóbr <span class="_ _18"> </span>i<span class="_ _0"></span> <span class="_ _18"> </span>usług. <span class="_ _1c"> </span>Zasady <span class="_ _1c"> </span>te <span class="_ _18"> </span>są  stosowane <span class="_ _18"> </span>przy <span class="_ _18"> </span>wy<span class="_ _0"></span>korzystani<span class="_ _0"></span>u <span class="_ _18"> </span>modelu <span class="_ _18"> </span>pi<span class="_ _0"></span>ęciu<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y3ab ff4 fs0 fc0 sc0 ls0 ws0">kroków:<span class="ff3"> </span></div><div class="t m0 x1f h6 y3ac ff4 fs0 fc0 sc0 ls0 ws0">1. zidentyfikowano <span class="_ _0"></span>umowę z klientem, <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1f h6 y3ad ff4 fs0 fc0 sc0 ls0 ws0">2. zidentyfikowano <span class="_ _0"></span>zobowiązania<span class="_ _0"></span> do wykonania świadczeni<span class="_ _0"></span>a w ramach umowy z<span class="_ _9"></span><span class="ff3"> klientem,<span class="_ _0"></span> </span></div><div class="t m0 x1f h6 y15f ff4 fs0 fc0 sc0 ls0 ws0">3. określono cenę tran<span class="_ _0"></span>sakcji<span class="_ _0"></span>,<span class="ff3"> </span></div><div class="t m0 x1f h6 y3ae ff4 fs0 fc0 sc0 ls0 ws0">4. <span class="_ _14"> </span>dokonano <span class="_ _20"> </span>alokacji <span class="_ _20"> </span>ceny <span class="_ _20"> </span>transakcji <span class="_ _20"> </span>do <span class="_ _14"> </span>poszczególn<span class="_ _0"></span>ych <span class="_ _14"> </span>zobowiąza<span class="_ _0"></span>ń <span class="_ _14"> </span>do <span class="_ _20"> </span>wykonania </div><div class="t m0 x1f h6 y3af ff4 fs0 fc0 sc0 ls0 ws0">świadczenia,<span class="ff3"> </span></div><div class="t m0 x1f h6 y3b0 ff4 fs0 fc0 sc0 ls0 ws0">5. ujęto przychody w <span class="_ _0"></span>momencie real<span class="_ _0"></span>izacji zobowiązani<span class="_ _0"></span>a wynikając<span class="_ _0"></span>ego z umowy.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y3b1 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h2 y3b2 ff1 fs0 fc0 sc0 ls0 ws0">Identyfikacja umowy z kl<span class="_ _0"></span>ientem<span class="_ _0"></span> </div><div class="t m0 x8 h6 y12b ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _18"> </span>ujm<span class="_ _0"></span>uje <span class="_ _18"> </span>um<span class="_ _0"></span>owę <span class="_ _18"> </span>z<span class="_ _0"></span> <span class="_ _18"> </span>klien<span class="_ _0"></span>tem <span class="_ _18"> </span>tylko <span class="_ _1c"> </span>wówczas, <span class="_ _1c"> </span>gdy <span class="_ _1c"> </span>spełnione <span class="_ _1c"> </span>są <span class="_ _18"> </span>w<span class="_ _0"></span>szystkie <span class="_ _1c"> </span>następujące </div><div class="t m0 x8 h6 y1b2 ff3 fs0 fc0 sc0 ls0 ws0">kryteria:  </div></div></div><div class="pi"></div></div>
<div id="pf1c" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1c w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">28<span class="ls0"> </span></div><div class="t m0 x1f h6 y31c ff4 fs0 fc0 sc0 ls0 ws0">1. <span class="_ _18"> </span>strony<span class="_ _0"></span> <span class="_ _18"> </span>zawarły <span class="_ _1c"> </span>umowę  (w <span class="_ _18"> </span>formie <span class="_ _18"> </span>p<span class="_ _0"></span>isemnej, <span class="_ _1c"> </span>ustnej <span class="_ _1c"> </span>lub <span class="_ _18"> </span>z<span class="_ _0"></span>godnie <span class="_ _18"> </span>z<span class="_ _0"></span> <span class="_ _18"> </span>inny<span class="_ _0"></span>mi <span class="_ _18"> </span>zwyczajowy<span class="_ _0"></span>mi </div><div class="t m0 x1f h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">praktykami<span class="_ _0"></span> handlowymi) i są zobowią<span class="_ _0"></span>zane do wykonania<span class="_ _0"></span> swoich obowiązk<span class="_ _0"></span>ów; <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1f h6 y1dd ff4 fs0 fc0 sc0 ls0 ws0">2. Spółka jest w stanie zid<span class="_ _0"></span>entyfikować pra<span class="_ _0"></span>wa każdej ze stron do<span class="_ _0"></span>tyczące dóbr lub usł<span class="_ _0"></span>ug, które </div><div class="t m0 x1f h6 y1de ff4 fs0 fc0 sc0 ls0 ws0">mają zostać przekazan<span class="_ _0"></span>e; <span class="ff3"> </span></div><div class="t m0 x1f h6 y3b3 ff4 fs0 fc0 sc0 ls0 ws0">3. <span class="_ _7"></span>Spółka <span class="_ _7"></span>jes<span class="_ _0"></span>t <span class="_ _7"></span>w <span class="_ _7"></span>s<span class="_ _0"></span>tanie <span class="_ _7"></span>ziden<span class="_ _0"></span>tyfikować <span class="_ _7"></span>warunki<span class="_ _0"></span> <span class="_ _7"></span>płatności <span class="_ _7"></span>za<span class="_ _0"></span> <span class="_ _7"></span>dobra<span class="_ _0"></span> <span class="_ _7"></span>lub <span class="_ _7"></span>usługi,<span class="_ _0"></span> <span class="_ _7"></span>które <span class="_ _5"></span>mają <span class="_ _7"></span>zostać </div><div class="t m0 x1f h6 y1e0 ff3 fs0 fc0 sc0 ls0 ws0">przekazane; <span class="_ _0"></span> </div><div class="t m0 x1f h6 y3b4 ff4 fs0 fc0 sc0 ls0 ws0">4.  u<span class="_ _5"></span>mowa  ma  treść  ekonomiczną <span class="_ _1c"> </span>(t<span class="_ _0"></span>zn. <span class="_ _1c"> </span>można<span class="_ _0"></span>  o<span class="_ _5"></span>czekiwać<span class="_ _0"></span>,  że <span class="_ _1c"> </span>w  wyniku  u<span class="_ _5"></span>mowy<span class="_ _0"></span> <span class="_ _1c"> </span>ulegnie<span class="_ _0"></span> </div><div class="t m0 x1f h6 y31d ff4 fs0 fc0 sc0 ls0 ws0">zmianie ryzyko, rozkład <span class="_ _0"></span>w czasie lub kw<span class="_ _0"></span>ota przyszłych p<span class="_ _0"></span>rzepływów pieniężnych<span class="_ _0"></span> Spółki); oraz <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1f h6 y3b5 ff4 fs0 fc0 sc0 ls0 ws0">5. jest <span class="_ _0"></span>prawdopod<span class="_ _0"></span>obne, że <span class="_ _9"></span>Spółka otr<span class="_ _0"></span>zyma<span class="ff3"> </span>wy<span class="_ _0"></span>nagrodzenie,<span class="_ _0"></span> które <span class="_ _0"></span>będzie <span class="_ _0"></span>jej p<span class="_ _0"></span>rzysługiwało <span class="_ _0"></span>w </div><div class="t m0 x1f h6 y3b6 ff4 fs0 fc0 sc0 ls0 ws0">zamian za dobra lub <span class="_ _0"></span>usługi, które zostaną prz<span class="_ _0"></span>ekazane k<span class="_ _0"></span>lientowi.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y3b7 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h2 y28b ffd fs0 fc0 sc0 ls0 ws0">Identyfikacja zob<span class="_ _0"></span>owiązań do wykonania <span class="_ _0"></span>świadczenia<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x8 h6 y3b8 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _19"> </span>momencie <span class="_ _1a"> </span>zawarcia <span class="_ _1a"> </span>umowy <span class="_ _19"> </span>Spółka<span class="_ _0"></span> <span class="_ _19"> </span>dokon<span class="_ _0"></span>uje <span class="_ _19"> </span>oceny <span class="_ _1a"> </span>dóbr <span class="_ _19"> </span>lub <span class="_ _1a"> </span>usł<span class="_ _0"></span>ug <span class="_ _19"> </span>przyrzeczonych<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3b9 ff3 fs0 fc0 sc0 ls0 ws0">w umowie  z  kli<span class="_ _0"></span>entem  i  identy<span class="_ _0"></span>fikuje,  jako  <span class="ff4">zobowi<span class="_ _0"></span>ązanie  do  wykonania  ś<span class="_ _0"></span>wiadczenia  każde<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y323 ff4 fs0 fc0 sc0 ls0 ws0">przyrzeczenie <span class="_ _11"></span>d<span class="_ _0"></span>o <span class="_ _11"></span>przekazan<span class="_ _0"></span>ia <span class="_ _11"></span>na <span class="_ _11"></span>rzecz <span class="_ _11"></span>kl<span class="_ _0"></span>ienta <span class="_ _11"></span>dobra <span class="_ _13"></span>lub <span class="_ _11"></span>usługi <span class="_ _11"></span>(l<span class="_ _0"></span>ub <span class="_ _11"></span>pakietu <span class="_ _11"></span>d<span class="_ _0"></span>óbr <span class="_ _11"></span>lub <span class="_ _13"></span>usług), </div><div class="t m0 x8 h6 y3ba ff4 fs0 fc0 sc0 ls0 ws0">które można wyodrębnić<span class="_ _0"></span> lub <span class="_ _5"></span>gr<span class="_ _0"></span>upy odrębnych dóbr lub usług, które są zasa<span class="_ _0"></span>dniczo takie same </div><div class="t m0 x8 h6 y3bb ff3 fs0 fc0 sc0 ls0 ws0">i w <span class="ff4">przypadku, których<span class="_ _0"></span></span> przekazani<span class="_ _0"></span>e na rzecz klienta<span class="_ _0"></span> ma taki sam charak<span class="_ _0"></span>ter.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y326 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"></span>wyk<span class="_ _0"></span>onuje <span class="_ _7"></span>prace <span class="_ _5"></span><span class="ff3">prz<span class="ff4">ygotowawcz<span class="_ _0"></span>e <span class="_ _7"></span>projektó<span class="_ _0"></span>w <span class="_ _7"></span><span class="ff3">deweloperski<span class="_ _0"></span>ch <span class="_ _5"></span>na <span class="_ _7"></span>rzecz <span class="_ _5"></span>i <span class="_ _7"></span>w <span class="_ _5"></span>imieniu <span class="_ _7"></span><span class="ff4">spółek<span class="_ _0"></span> </span></span></span></span></div><div class="t m0 x8 h6 y3bc ff4 fs0 fc0 sc0 ls0 ws0">zależnych. <span class="_ _5"></span>Prace <span class="_ _7"></span>t<span class="_ _0"></span>e <span class="_ _7"></span>na<span class="_ _0"></span>stępnie <span class="_ _5"></span>są<span class="ff3"> <span class="_ _7"></span><span class="ff4">przen<span class="_ _0"></span>oszone <span class="_ _7"></span>na<span class="_ _0"></span> <span class="_ _7"></span>s<span class="_ _0"></span>półki <span class="_ _7"></span>zal<span class="_ _0"></span>eżne <span class="_ _7"></span>w <span class="_ _5"></span>ramach <span class="_ _5"></span>świ<span class="_ _0"></span>adczonych <span class="_ _5"></span>usług </span></span></div><div class="t m0 x8 h6 y3bd ff4 fs0 fc0 sc0 ls0 ws0">pośrednictwa. <span class="_ _a"> </span>W <span class="_ _19"> </span>wyniku  tej <span class="_ _a"> </span>tran<span class="_ _0"></span>sakcji <span class="_ _a"> </span>w <span class="_ _19"> </span>sprawozdaniu  z  c<span class="_ _0"></span>ałkowitych <span class="_ _19"> </span>dochodów  Spółka </div><div class="t m0 x8 h6 y1ee ff4 fs0 fc0 sc0 ls0 ws0">rozpoznaje zrealiz<span class="_ _0"></span>owaną marżę <span class="_ _0"></span>w pozycji przyc<span class="_ _0"></span>hody ze sprzedaży<span class="_ _0"></span> usług.<span class="ff3"> </span></div><div class="t m0 x8 h6 y3be ff4 fs0 fc0 sc0 ls0 ws0">Dobro lub usługa przyr<span class="_ _0"></span>zeczone klientowi są <span class="_ _0"></span>odrębne, jeżeli<span class="_ _0"></span> spełnione są obydwa<span class="_ _0"></span> następujące </div><div class="t m0 x8 h6 y3bf ff3 fs0 fc0 sc0 ls0 ws0">warunki: </div><div class="t m0 x1f h6 y3c0 ff4 fs0 fc0 sc0 ls0 ws0">1. <span class="_ _7"></span>klient <span class="_ _7"></span>mo<span class="_ _0"></span>że <span class="_ _7"></span>odnosić <span class="_ _5"></span>korzyści <span class="_ _7"></span>z <span class="_ _7"></span>d<span class="_ _0"></span>obra <span class="_ _7"></span>lub <span class="_ _7"></span>usłu<span class="_ _0"></span>gi <span class="_ _7"></span>albo <span class="_ _7"></span>bezp<span class="_ _0"></span>ośrednio, <span class="_ _7"></span>alb<span class="_ _0"></span>o <span class="_ _7"></span>poprzez <span class="_ _7"></span>po<span class="_ _0"></span>wiązanie </div><div class="t m0 x1f h6 y3c1 ff4 fs0 fc0 sc0 ls0 ws0">z innymi zasobami, k<span class="_ _0"></span>tóre są dla niego łatw<span class="_ _0"></span>o dostępne, oraz<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1f h6 y3c2 ff4 fs0 fc0 sc0 ls0 ws0">2. <span class="_ _23"> </span>zobowiązanie <span class="_ _23"> </span>Spółki <span class="_ _23"> </span>do <span class="_ _23"> </span>przekazania <span class="_ _23"> </span>dobra <span class="_ _23"> </span>lub <span class="_ _23"> </span>usługi <span class="_ _24"> </span>na<span class="_ _0"></span> <span class="_ _24"> </span>rzecz<span class="_ _0"></span> <span class="_ _23"> </span>klienta <span class="_ _23"> </span>można </div><div class="t m0 x1f h6 y3c3 ff4 fs0 fc0 sc0 ls0 ws0">zidentyfikować jak<span class="_ _0"></span>o odrębne w stosunk<span class="_ _0"></span>u do innych zobowią<span class="_ _0"></span>zań określonych w um<span class="_ _0"></span>owie.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h2 y3c4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h2 y3c5 ff1 fs0 fc0 sc0 ls0 ws0">Ustalenie ceny transak<span class="_ _0"></span>cyjnej <span class="_ _0"></span> </div><div class="t m0 x8 h6 y3c6 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>celu <span class="_ _9"></span>ustalenia <span class="_ _9"></span>ceny <span class="_ _9"></span>tran<span class="_ _0"></span>sakcyjnej <span class="_ _9"></span>Spółki <span class="_ _9"></span>uwzgl<span class="_ _0"></span>ędnia <span class="_ _9"></span>warunki <span class="_ _9"></span>umowy <span class="_ _11"></span>oraz <span class="_ _9"></span>stosowane <span class="_ _9"></span>przez </div><div class="t m0 x8 h6 y373 ff4 fs0 fc0 sc0 ls0 ws0">nią  zwyczajowe <span class="_ _1c"> </span>prakty<span class="_ _0"></span>ki  handlowe. <span class="_ _1c"> </span>Cena  tran<span class="_ _0"></span>sakcy<span class="_ _0"></span>jna  to<span class="_ _5"></span>  kwota  wynagrodzenia, <span class="_ _1c"> </span>które  –<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y3c7 ff4 fs0 fc0 sc0 ls0 ws0">zgodnie <span class="_ _6"> </span>z <span class="_ _1d"> </span>oczekiwan<span class="_ _0"></span>iem <span class="_ _1d"> </span>Spółki<span class="_ _0"></span> <span class="_ _6"> </span>–<span class="ff3"> <span class="_ _1d"> </span></span>b<span class="_ _0"></span>ędzie <span class="_ _1d"> </span>jej <span class="_ _6"> </span>przysługiwać <span class="_ _6"> </span>w <span class="_ _1d"> </span>zamian <span class="_ _6"> </span>za <span class="_ _6"> </span>przekazanie </div><div class="t m0 x8 h6 y3c8 ff4 fs0 fc0 sc0 ls0 ws0">przyrzeczonych dóbr <span class="_ _5"></span>lub <span class="_ _5"></span>usług <span class="_ _5"></span>na rzecz <span class="_ _7"></span>kli<span class="_ _0"></span>enta, <span class="_ _5"></span>z <span class="_ _5"></span>wyłączen<span class="_ _0"></span>iem <span class="_ _5"></span>kwot <span class="_ _5"></span>pobranyc<span class="_ _0"></span>h <span class="_ _5"></span>w <span class="_ _5"></span>imieniu o<span class="_ _5"></span>sób </div><div class="t m0 x8 h6 y3c9 ff4 fs0 fc0 sc0 ls0 ws0">trzecich <span class="_ _6"> </span>(na <span class="_ _24"> </span>przykład <span class="_ _24"> </span>niektórych<span class="_ _0"></span> <span class="_ _6"> </span>podatk<span class="_ _0"></span>ów <span class="_ _24"> </span>od <span class="_ _6"> </span>sprzeda<span class="_ _0"></span>ży). <span class="_ _6"> </span>Wynagr<span class="_ _0"></span>odzenie <span class="_ _6"> </span>określ<span class="_ _0"></span>one </div><div class="t m0 x8 h6 y2fb ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">umowie z klientem m<span class="_ _0"></span>oże obejmować k<span class="_ _0"></span>woty stałe, kwoty z<span class="_ _0"></span>mienne lub ob<span class="_ _0"></span>a te rodzaje kwot.<span class="_ _9"></span></span> </div><div class="t m0 x8 h2 y3ca ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h2 y3cb ffd fs0 fc0 sc0 ls0 ws0">Przypisanie ceny transak<span class="_ _0"></span>cyjnej do zob<span class="_ _0"></span>owiązań do wykonan<span class="_ _0"></span>ia świadczenia         <span class="_ _9"></span><span class="ff1"> </span></div><div class="t m0 x8 h6 y3cc ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _13"></span>przypisuje <span class="_ _13"></span>cenę<span class="_ _0"></span> <span class="_ _13"></span>transakcyjn<span class="_ _0"></span>ą <span class="_ _13"></span>do <span class="_ _11"></span>każdeg<span class="_ _0"></span>o <span class="_ _13"></span>zobowiązani<span class="_ _0"></span>a <span class="_ _11"></span>d<span class="_ _0"></span>o <span class="_ _13"></span>wykon<span class="_ _0"></span>ania <span class="_ _13"></span>świadczenia </div><div class="t m0 x8 h6 y3cd ff4 fs0 fc0 sc0 ls0 ws0">(lub <span class="_ _14"> </span>do <span class="_ _14"> </span>odrębnego <span class="_ _14"> </span>d<span class="_ _0"></span>obra <span class="_ _14"> </span>l<span class="_ _0"></span>ub <span class="_ _14"> </span>odrębnej <span class="_ _14"> </span>usługi) <span class="_ _20"> </span>w <span class="_ _14"> </span>kwocie, <span class="_ _14"> </span>która <span class="_ _14"> </span>odz<span class="_ _0"></span>wierciedla <span class="_ _14"> </span>kwotę<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3ce ff4 fs0 fc0 sc0 ls0 ws0">wynagrodzenia, <span class="_ _14"> </span>które <span class="_ _14"> </span>–<span class="ff3"> <span class="_ _14"> </span></span>zgodnie <span class="_ _1a"> </span>z <span class="_ _14"> </span>oczekiwaniem <span class="_ _14"> </span>Spółki <span class="_ _14"> </span>–<span class="ff3"> <span class="_ _1a"> </span></span>p<span class="_ _0"></span>rzysługuje <span class="_ _1a"> </span>jej <span class="_ _14"> </span>w <span class="_ _14"> </span>zamian <span class="_ _1a"> </span>za </div><div class="t m0 x8 h6 y3cf ff3 fs0 fc0 sc0 ls0 ws0">przekaz<span class="ff4">anie przyrzecz<span class="_ _0"></span>onych dóbr lub usług k<span class="_ _0"></span>lientowi. <span class="_ _0"></span></span> </div></div></div><div class="pi"></div></div>
<div id="pf1d" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1d w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">29<span class="ls0"> </span></div><div class="t m0 x8 h2 y65 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h2 y3d0 ffd fs0 fc0 sc0 ls0 ws0">Spełnianie zobowiązań d<span class="_ _0"></span>o wykonania św<span class="_ _0"></span>iadczenia <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x8 h6 y3d1 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>ujmuje przychody<span class="_ _0"></span> w <span class="_ _0"></span>momencie <span class="_ _0"></span>spełnienia <span class="_ _0"></span>(lub w trak<span class="_ _0"></span>cie spełni<span class="_ _0"></span>ania) zob<span class="_ _0"></span>owiązania do<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3d2 ff4 fs0 fc0 sc0 ls0 ws0">wykonania świa<span class="_ _0"></span>dczenia poprzez przekazan<span class="_ _0"></span>ie przyrzecz<span class="_ _0"></span>onego dobra lub usługi k<span class="_ _0"></span>lientowi<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x15 h66 y3d3 ff2 fs1 fc0 sc0 ls0 ws0">8.17.2<span class="ff10"> <span class="_ _17"> </span></span>Ods<span class="_ _0"></span>etki<span class="_ _5"></span> </div><div class="t m0 x8 h6 y3d4 ff4 fs0 fc0 sc0 ls0 ws0">Przychody <span class="_ _8"> </span>z <span class="_ _8"> </span>tytułu <span class="_ _8"> </span>odsetek <span class="_ _8"> </span>są <span class="_ _8"> </span>ujmowane <span class="_ _8"> </span>su<span class="_ _5"></span>kce<span class="_ _0"></span>sywnie <span class="_ _8"> </span>w <span class="_ _8"> </span>miarę <span class="_ _8"> </span>ich <span class="_ _8"> </span>naliczania </div><div class="t m0 x8 h6 y3d5 ff3 fs0 fc0 sc0 ls1c ws0">(z<span class="ls0"> <span class="ff4">uwzględnieniem <span class="_ _17"> </span>metody <span class="_ _10"> </span>efektywn<span class="_ _0"></span>ej <span class="_ _10"> </span>stopy <span class="_ _10"> </span>procen<span class="_ _0"></span>towej, <span class="_ _10"> </span>stanowiącej <span class="_ _17"> </span>stopę <span class="_ _10"> </span>dyskont<span class="_ _0"></span>ującą<span class="_ _0"></span> </span></span></div><div class="t m0 x8 h6 y137 ff4 fs0 fc0 sc0 ls0 ws0">przyszłe wpływy <span class="_ _5"></span>pieni<span class="_ _0"></span>ężne <span class="_ _5"></span>przez szacowany okres <span class="_ _5"></span>życia instrumentów <span class="_ _5"></span>fina<span class="_ _0"></span>nsowych) w <span class="_ _5"></span>stosunku </div><div class="t m0 x8 h6 y3d6 ff4 fs0 fc0 sc0 ls0 ws0">do wartości bila<span class="_ _0"></span>nsowej netto danego skła<span class="_ _0"></span>dnika aktywów finan<span class="_ _0"></span>sowych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x15 h66 y3d7 ff2 fs1 fc0 sc0 ls0 ws0">8.17.3<span class="ff10"> <span class="_ _17"> </span></span>Dywidendy </div><div class="t m0 x8 h6 y3d8 ff4 fs0 fc0 sc0 ls0 ws0">Dywidendy są ujmo<span class="_ _0"></span>wane w momencie <span class="_ _0"></span>ustalenia praw <span class="_ _0"></span>Spółki<span class="ff3"> do<span class="_ _0"></span> ich otrzymani<span class="_ _0"></span>a. </span></div><div class="t m0 x8 h6 y3d9 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _10"> </span>otr<span class="_ _0"></span>zymane <span class="_ _10"> </span>dy<span class="_ _0"></span>widendy <span class="_ _17"> </span>dotyczące <span class="_ _10"> </span>inwesty<span class="_ _0"></span>cji <span class="_ _17"> </span>wycenianych <span class="_ _17"> </span>inaczej <span class="_ _10"> </span>niż <span class="_ _17"> </span>metodą <span class="_ _10"> </span>pra<span class="_ _0"></span>w </div><div class="t m0 x8 h6 y3da ff4 fs0 fc0 sc0 ls0 ws0">własności prezentuje <span class="_ _0"></span>w przychodac<span class="_ _0"></span>h finansowych<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y3db ff6 fs5 fc0 sc0 ls3 ws0">8.18.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Długoterminowe premie motywacyjne<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y3dc ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _9"></span></span>r<span class="_ _0"></span>ozpoznaje <span class="_ _9"></span>dł<span class="_ _0"></span>ugoterminowe <span class="_ _9"></span>pr<span class="_ _0"></span>emie <span class="_ _9"></span>m<span class="_ _0"></span>otywacyjne <span class="_ _11"></span>jako <span class="_ _9"></span>transakc<span class="_ _0"></span>je <span class="_ _9"></span>p<span class="_ _0"></span>łatności <span class="_ _9"></span>w <span class="_ _11"></span>formie<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3dd ff4 fs0 fc0 sc0 ls0 ws0">akcji, <span class="_ _5"></span>w <span class="_ _5"></span>przypadku <span class="_ _5"></span>gdy <span class="_ _5"></span>(i) <span class="_ _5"></span>są <span class="_ _5"></span>rozliczane <span class="_ _5"></span>w <span class="_ _5"></span>instrumentac<span class="_ _0"></span>h <span class="_ _5"></span>kapitałowych <span class="_ _5"></span>Spółki <span class="_ _5"></span>lub <span class="_ _5"></span>innej <span class="_ _5"></span>jednostki </div><div class="t m0 x8 h6 y3de ff4 fs0 fc0 sc0 ls0 ws0">należącej <span class="_ _17"> </span>do <span class="_ _10"> </span>grupy <span class="_ _17"> </span>kapi<span class="_ _0"></span>tałowej, <span class="_ _10"> </span>lub <span class="_ _17"> </span>(ii) <span class="_ _17"> </span>są <span class="_ _10"> </span>wy<span class="_ _0"></span>płacane <span class="_ _17"> </span>w <span class="_ _10"> </span>środkach<span class="_ _0"></span> <span class="_ _10"> </span>pien<span class="_ _0"></span>iężnych <span class="_ _17"> </span>l<span class="_ _0"></span><span class="ff3">ub <span class="_ _17"> </span>innych </span></div><div class="t m0 x8 h6 y3df ff4 fs0 fc0 sc0 ls0 ws0">aktywach, <span class="_ _9"></span>a <span class="_ _9"></span>i<span class="_ _0"></span>ch <span class="_ _9"></span>wartość <span class="_ _9"></span>jest <span class="_ _9"></span>uzale<span class="_ _0"></span>żniona <span class="_ _9"></span>od <span class="_ _9"></span>cen<span class="_ _0"></span>y <span class="_ _9"></span>(lub <span class="_ _9"></span>wartości) <span class="_ _9"></span>i<span class="_ _0"></span>nstrumentów <span class="_ _9"></span>kapi<span class="_ _0"></span>tałowych </div><div class="t m0 x8 h6 y3e0 ff4 fs0 fc0 sc0 ls0 ws0">Spółki lub innej jednostki <span class="_ _0"></span>należącej do gr<span class="_ _0"></span>upy kapitałowej.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y3e1 ff4 fs0 fc0 sc0 ls0 ws0">Transakcja <span class="_ _0"></span>pła<span class="_ _0"></span>tności <span class="_ _0"></span>w <span class="_ _0"></span>f<span class="_ _0"></span>ormie <span class="_ _0"></span>akcji <span class="_ _0"></span>m<span class="_ _0"></span>oże <span class="_ _0"></span>zostać <span class="_ _9"></span>rozliczona <span class="_ _0"></span>przez<span class="_ _0"></span> <span class="_ _0"></span>inną <span class="_ _0"></span>jed<span class="_ _0"></span>nostkę <span class="_ _0"></span>należącą<span class="_ _0"></span> <span class="_ _0"></span>do </div><div class="t m0 x8 h6 y3e2 ff4 fs0 fc0 sc0 ls0 ws0">grupy kapitałowej lub ak<span class="_ _0"></span>cjonariusza Spółki<span class="_ _0"></span>. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y3e3 ff4 fs0 fc0 sc0 ls0 ws0">Gdy  długoterminowa  p<span class="_ _0"></span>remia  motywacy<span class="_ _0"></span>jna  jest  rozlic<span class="_ _0"></span>zana  w  środkach<span class="_ _0"></span>  pieniężnych  p<span class="_ _0"></span>rzez </div><div class="t m0 x8 h6 y3c2 ff4 fs0 fc0 sc0 ls0 ws0">podmiot <span class="_ _23"> </span>dominując<span class="_ _0"></span>y <span class="_ _23"> </span>wobec <span class="_ _22"> </span>Spółki, <span class="_ _23"> </span>ujm<span class="_ _0"></span>uje <span class="_ _23"> </span>się <span class="_ _23"> </span>ją<span class="_ _0"></span> <span class="_ _23"> </span>jako <span class="_ _23"> </span>rozliczan<span class="_ _0"></span>ą <span class="_ _23"> </span>w <span class="_ _23"> </span>instrumentac<span class="_ _0"></span>h </div><div class="t m0 x8 h6 y3e4 ff4 fs0 fc0 sc0 ls0 ws0">kapitałowych <span class="_ _0"></span>oraz <span class="_ _0"></span>ujmuje <span class="_ _0"></span>odpowiadając<span class="_ _0"></span>y jej <span class="_ _0"></span>wzrost <span class="_ _0"></span>kapitału <span class="_ _0"></span>własneg<span class="_ _0"></span>o ja<span class="_ _0"></span>ko wkła<span class="_ _0"></span>d p<span class="_ _0"></span>odmiotu </div><div class="t m0 x8 h6 y3e5 ff3 fs0 fc0 sc0 ls0 ws0">dominu<span class="ff4">jącego <span class="_ _6"> </span>(w <span class="_ _1d"> </span>pozycji<span class="_ _0"></span> <span class="_ _1d"> </span>„Kapitał <span class="_ _6"> </span>zapasowy, <span class="_ _1d"> </span>pozostały <span class="_ _1d"> </span>k<span class="_ _0"></span>apitał <span class="_ _1d"> </span>rezerwowy <span class="_ _1d"> </span>o<span class="_ _0"></span>raz <span class="_ _1d"> </span>zyski<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y3e6 ff4 fs0 fc0 sc0 ls0 ws0">zatrzymane/ niepokryte <span class="_ _0"></span>straty”).<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y3e7 ff4 fs0 fc0 sc0 ls0 ws0">Koszt <span class="_ _13"> </span>transak<span class="_ _0"></span>cji <span class="_ _10"> </span>rozliczanyc<span class="_ _0"></span>h <span class="_ _13"></span>z <span class="_ _10"> </span>pracownika<span class="_ _0"></span>mi <span class="_ _13"> </span>w <span class="_ _10"> </span>instrumen<span class="_ _0"></span>tach <span class="_ _10"> </span>kapitałowy<span class="_ _0"></span>ch <span class="_ _13"> </span>jest <span class="_ _10"> </span>wycen<span class="_ _0"></span>iany </div><div class="t m0 x8 h6 y3e8 ff4 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _18"> </span>odniesienie <span class="_ _18"> </span>do <span class="_ _18"> </span>wartości <span class="_ _18"> </span>g<span class="_ _0"></span>odziwej <span class="_ _18"> </span>na <span class="_ _18"> </span>dzień <span class="_ _18"> </span>przyznania<span class="_ _0"></span> <span class="_ _17"> </span>pra<span class="_ _0"></span>w. <span class="_ _17"> </span>Pr<span class="_ _0"></span>zy <span class="_ _18"> </span>wycenie <span class="_ _18"> </span>transakcji<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3e9 ff4 fs0 fc0 sc0 ls0 ws0">rozliczanych <span class="_ _1a"> </span>w <span class="_ _1a"> </span>in<span class="_ _0"></span>strumentach <span class="_ _1a"> </span>kap<span class="_ _0"></span>itałowych <span class="_ _1a"> </span>uwzględni<span class="_ _0"></span>ane <span class="_ _1a"> </span>są <span class="_ _1a"> </span>rynk<span class="_ _0"></span>owe <span class="_ _1a"> </span>warunki <span class="_ _1a"> </span>na<span class="_ _0"></span>by<span class="_ _9"></span><span class="ff3">cia </span></div><div class="t m0 x8 h6 y3ea ff4 fs0 fc0 sc0 ls0 ws0">uprawnień oraz warunki<span class="_ _0"></span> inne niż warunki na<span class="_ _0"></span>bycia uprawnień.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y3eb ff4 fs0 fc0 sc0 ls0 ws0">Koszt <span class="_ _1f"> </span>transakcji<span class="_ _0"></span> <span class="_ _1f"> </span>rozlicza<span class="_ _0"></span>nych <span class="_ _1f"> </span>w <span class="_ _26"> </span>instrumentach <span class="_ _1f"> </span>k<span class="_ _0"></span>apitałowych <span class="_ _26"> </span>jest <span class="_ _1f"> </span>ujmowany <span class="_ _26"> </span>wraz <span class="_ _1f"> </span>z </div><div class="t m0 x8 h6 y3ec ff4 fs0 fc0 sc0 ls0 ws0">odpowiadającym <span class="_ _17"> </span>mu <span class="_ _10"> </span>w<span class="_ _0"></span>zrostem <span class="_ _10"> </span>wart<span class="_ _0"></span>ości <span class="_ _10"> </span>kapitał<span class="_ _0"></span>u <span class="_ _10"> </span>własnego<span class="_ _0"></span> <span class="_ _10"> </span>w <span class="_ _10"> </span>okre<span class="_ _0"></span>sie, <span class="_ _10"> </span>w <span class="_ _17"> </span>którym <span class="_ _10"> </span>spełni<span class="_ _0"></span>one </div><div class="t m0 x8 h6 y3ed ff4 fs0 fc0 sc0 ls0 ws0">zostały <span class="_ _18"> </span>wa<span class="_ _0"></span>runki <span class="_ _18"> </span>dotyczą<span class="_ _0"></span>ce <span class="_ _18"> </span>świa<span class="_ _0"></span>dczenia <span class="_ _18"> </span>p<span class="_ _0"></span>racy, <span class="_ _18"> </span>końc<span class="_ _0"></span>zącym <span class="_ _18"> </span>się <span class="_ _1c"> </span>w <span class="_ _1c"> </span>dniu, <span class="_ _1c"> </span>w <span class="_ _18"> </span>k<span class="_ _0"></span>tórym <span class="_ _18"> </span>określen<span class="_ _0"></span>i </div><div class="t m0 x8 h6 y3ee ff3 fs0 fc0 sc0 ls0 ws0">pracow<span class="ff4">nicy <span class="_ _5"></span>zdobędą <span class="_ _7"></span>p<span class="_ _0"></span>ełne <span class="_ _7"></span>uprawni<span class="_ _0"></span>enia <span class="_ _7"></span>do <span class="_ _5"></span>świadczeń <span class="_ _7"></span>(<span class="_ _0"></span>„dzień <span class="_ _7"></span>na<span class="_ _0"></span>bycia <span class="_ _7"></span>praw”). <span class="_ _5"></span>Skumulowany </span></div><div class="t m0 x8 h6 y3ef ff4 fs0 fc0 sc0 ls0 ws0">koszt  ujęty <span class="_ _a"> </span>z <span class="_ _a"> </span>tyt<span class="_ _0"></span>ułu  transak<span class="_ _0"></span>cji  rozliczany<span class="_ _0"></span>ch  w<span class="_ _0"></span><span class="ff3"> </span>instrumentach <span class="_ _a"> </span>kap<span class="_ _0"></span>itałowych <span class="_ _a"> </span>na <span class="_ _a"> </span>każdy<span class="_ _0"></span>  dzień </div><div class="t m0 x8 h6 y3f0 ff4 fs0 fc0 sc0 ls0 ws0">bilansowy <span class="_ _0"></span>do <span class="_ _0"></span>dn<span class="_ _0"></span>ia <span class="_ _0"></span>nabycia <span class="_ _0"></span>pra<span class="_ _0"></span>w <span class="_ _0"></span>odzwierciedla <span class="_ _0"></span>s<span class="_ _0"></span>topień <span class="_ _0"></span>upływu <span class="_ _0"></span>okres<span class="_ _0"></span>u n<span class="_ _0"></span>abywan<span class="_ _0"></span>ia <span class="_ _0"></span>praw <span class="_ _0"></span>oraz </div><div class="t m0 x8 h6 y3f1 ff4 fs0 fc0 sc0 ls0 ws0">liczbę <span class="_ _5"></span>nagród, <span class="_ _5"></span>do <span class="_ _5"></span>któryc<span class="_ _0"></span>h <span class="_ _7"></span>p<span class="_ _0"></span>rawa <span class="_ _5"></span>–<span class="ff3"> <span class="_ _5"></span><span class="ff4">w o<span class="_ _5"></span>pin<span class="_ _0"></span>ii <span class="_ _5"></span>Zarządu <span class="_ _5"></span>jednostki <span class="_ _5"></span>dominującej na <span class="_ _5"></span>ten <span class="_ _7"></span>dzień<span class="_ _0"></span>, <span class="_ _5"></span>opartej<span class="_ _0"></span> </span></span></div><div class="t m0 x8 h6 y3f2 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>możliwie <span class="_ _0"></span>na<span class="_ _0"></span>jlepszych <span class="_ _0"></span>szacunka<span class="_ _0"></span>ch <span class="_ _0"></span>liczby <span class="_ _0"></span>i<span class="_ _0"></span>nstrumentów <span class="_ _0"></span>kapitało<span class="_ _0"></span>wych <span class="_ _11"></span>–<span class="ff3"> <span class="_ _0"></span></span>zostaną <span class="_ _0"></span>os<span class="_ _0"></span>tatecznie </div><div class="t m0 x8 h6 y3f3 ff3 fs0 fc0 sc0 ls0 ws0">nabyte. </div></div></div><div class="pi"></div></div>
<div id="pf1e" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1e w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">30<span class="ls0"> </span></div><div class="t m0 x4a h4f y392 ff6 fs5 fc0 sc0 ls3 ws0">8.19.<span class="ffc ls0"> <span class="_ _1a"> </span></span>Podatki<span class="ls0"> </span></div><div class="t m0 x15 h66 y3f4 ff2 fs1 fc0 sc0 ls0 ws0">8.19.1<span class="ff10"> <span class="_ _17"> </span><span class="ff8">P<span class="_ _0"></span>odatek bi<span class="_ _5"></span>eżący<span class="ff2"> </span></span></span></div><div class="t m0 x8 h6 y3f5 ff4 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _11"></span>i <span class="_ _11"></span>n<span class="_ _0"></span>ależności<span class="_ _0"></span> <span class="_ _11"></span>z <span class="_ _11"></span>tytułu <span class="_ _11"></span>bieżąceg<span class="_ _0"></span>o <span class="_ _11"></span>podatku <span class="_ _13"></span>za <span class="_ _11"></span>okres <span class="_ _11"></span>bie<span class="_ _0"></span>żący <span class="_ _11"></span>i <span class="_ _11"></span>okresy<span class="_ _0"></span> <span class="_ _11"></span>poprzednie<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3f6 ff4 fs0 fc0 sc0 ls0 ws0">wycenia <span class="_ _1a"> </span>się <span class="_ _1a"> </span>w<span class="_ _0"></span><span class="ff3"> </span>wysokości <span class="_ _1a"> </span>kwot <span class="_ _1a"> </span>przewidywan<span class="_ _0"></span>ej <span class="_ _1a"> </span>zapłaty <span class="_ _1a"> </span>na<span class="_ _0"></span> <span class="_ _19"> </span>rzecz <span class="_ _1a"> </span>org<span class="_ _0"></span>anów <span class="_ _1a"> </span>podatkowych<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3f7 ff4 fs0 fc0 sc0 ls0 ws0">(podlegający<span class="_ _0"></span>ch zwrotowi od organów podatkowy<span class="_ _0"></span>ch) z zastosowaniem stawek podatkowyc<span class="_ _0"></span>h </div><div class="t m0 x8 h6 y16c ff3 fs0 fc0 sc0 ls0 ws0">i p<span class="ff4">rzepisów podatkowy<span class="_ _0"></span>ch, które prawnie l<span class="_ _0"></span>ub faktycznie już <span class="_ _0"></span>obowiązywały n<span class="_ _0"></span>a dzień bilansowy. <span class="_ _9"></span></span> </div><div class="t m0 x15 h66 y262 ff2 fs1 fc0 sc0 ls0 ws0">8.19.2<span class="ff10"> <span class="_ _17"> </span></span>P<span class="_ _0"></span>odatek o<span class="_ _5"></span>droczony </div><div class="t m0 x8 h6 y3f8 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _14"> </span>potrzeby <span class="_ _14"> </span>spraw<span class="_ _0"></span>ozdawczości <span class="_ _14"> </span>fina<span class="_ _0"></span>nsowej, <span class="_ _14"> </span>podatek <span class="_ _20"> </span>odroczony <span class="_ _14"> </span>jes<span class="_ _0"></span>t <span class="_ _14"> </span>oblic<span class="_ _0"></span>zany <span class="_ _14"> </span>metodą </div><div class="t m0 x8 h6 y70 ff4 fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _20"> </span>bilansowych <span class="_ _20"> </span>w <span class="_ _14"> </span>stosunku <span class="_ _20"> </span>do <span class="_ _14"> </span>ró<span class="_ _0"></span>żnic <span class="_ _14"> </span>przejści<span class="_ _0"></span>owych <span class="_ _14"> </span>występ<span class="_ _0"></span>ujących <span class="_ _20"> </span>na <span class="_ _14"> </span>dzień<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3f9 ff4 fs0 fc0 sc0 ls0 ws0">bilansowy <span class="_ _18"> </span>między <span class="_ _17"> </span>warto<span class="_ _0"></span>ścią <span class="_ _17"> </span>podatkową <span class="_ _18"> </span>aktywów <span class="_ _18"> </span>i<span class="_ _0"></span><span class="ff3"> </span>zobowiązań <span class="_ _17"> </span>a <span class="_ _17"> </span>i<span class="_ _0"></span>ch <span class="_ _17"> </span>wartością <span class="_ _18"> </span>bilansową<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3fa ff4 fs0 fc0 sc0 ls0 ws0">wykazaną w<span class="ff3"> spra<span class="_ _0"></span>wozdaniu finansowym.<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y3fb ff4 fs0 fc0 sc0 ls0 ws0">Rezerwa <span class="_ _0"></span>na <span class="_ _0"></span>podatek <span class="_ _0"></span>odroczony <span class="_ _0"></span>ujmowan<span class="_ _0"></span>a jest <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>odniesieniu <span class="_ _0"></span>do <span class="_ _0"></span>wszystkich <span class="_ _0"></span>dodatnich <span class="_ _0"></span>różnic<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3fc ff4 fs0 fc0 sc0 ls0 ws0">przejściowych<span class="ff3">:<span class="_ _0"></span> </span></div><div class="t m0 x8 h42 y3fd fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">z <span class="_ _1e"> </span>wyją<span class="_ _0"></span>tkiem <span class="_ _1e"> </span>sytuacji<span class="_ _0"></span>, <span class="_ _1e"> </span>gdy <span class="_ _1f"> </span>rezerwa <span class="_ _1e"> </span>na<span class="_ _0"></span> <span class="_ _1e"> </span>podatek <span class="_ _1f"> </span>odroczony <span class="_ _1f"> </span>powstaje <span class="_ _1f"> </span>w <span class="_ _1e"> </span>wyni<span class="_ _0"></span>ku </span></span></div><div class="t m0 x4e h6 y3fe ff4 fs0 fc0 sc0 ls0 ws0">początkowego <span class="_ _13"> </span>ujęcia <span class="_ _13"> </span>w<span class="_ _0"></span>artości <span class="_ _13"></span>firmy <span class="_ _13"></span>lub <span class="_ _13"></span>początk<span class="_ _0"></span>owego <span class="_ _13"></span>ujęcia <span class="_ _13"></span>składnika <span class="_ _13"></span>akty<span class="_ _0"></span>wów <span class="_ _11"></span>bądź<span class="_ _0"></span> </div><div class="t m0 x4e h6 y3ff ff4 fs0 fc0 sc0 ls0 ws0">zobowiązania przy<span class="_ _0"></span> transakcji <span class="_ _0"></span>niestanowiącej<span class="ff3"> </span>połąc<span class="_ _0"></span>zenia jednostek i w chwili<span class="_ _0"></span> jej zawierania </div><div class="t m0 x4e h6 y400 ff4 fs0 fc0 sc0 ls0 ws0">niemającej<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>wpły<span class="_ _0"></span>wu <span class="_ _9"></span>ani<span class="_ _0"></span> <span class="_ _11"></span>na <span class="_ _11"></span>zysk <span class="_ _11"></span>lub <span class="_ _11"></span>stratę<span class="ff3"> <span class="_ _11"></span></span>br<span class="_ _0"></span>utto, <span class="_ _11"></span>ani <span class="_ _11"></span>na <span class="_ _11"></span>dochód <span class="_ _11"></span>do <span class="_ _11"></span>opodatkowani<span class="_ _0"></span>a <span class="_ _9"></span>c<span class="_ _0"></span>zy </div><div class="t m0 x4e h6 y401 ff4 fs0 fc0 sc0 ls0 ws0">stratę podatkową<span class="ff3">, <span class="_ _0"></span>oraz  </span></div><div class="t m0 x8 h42 y402 fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">w <span class="_ _18"> </span>przypadk<span class="_ _0"></span>u <span class="_ _18"> </span>dodatnich <span class="_ _18"> </span>różnic <span class="_ _18"> </span>przejści<span class="_ _0"></span>owych <span class="_ _18"> </span>wynikają<span class="_ _0"></span>cych <span class="_ _18"> </span>z <span class="_ _18"> </span>inwestycji <span class="_ _18"> </span>w <span class="_ _18"> </span>jedn<span class="_ _0"></span>ostkach </span></span></div><div class="t m0 x4e h6 y403 ff4 fs0 fc0 sc0 ls0 ws0">zależnych <span class="_ _9"></span>lub <span class="_ _9"></span>stowarzy<span class="_ _0"></span>szonych <span class="_ _9"></span>i <span class="_ _9"></span>udziałów <span class="_ _9"></span>we <span class="_ _9"></span>ws<span class="_ _0"></span>pólnych <span class="_ _9"></span>przedsięwzię<span class="_ _0"></span>ciach <span class="_ _11"></span>–<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>z <span class="_ _0"></span>wy<span class="_ _0"></span>jątkiem </div><div class="t m0 x4e h6 y404 ff4 fs0 fc0 sc0 ls0 ws0">sytuacji, <span class="_ _17"> </span>gdy <span class="_ _18"> </span>terminy <span class="_ _17"> </span>odwraca<span class="_ _0"></span>nia <span class="_ _17"> </span>się <span class="_ _17"> </span>różnic <span class="_ _17"> </span>p<span class="_ _0"></span>rzejściowych <span class="_ _17"> </span>podlega<span class="_ _0"></span>ją <span class="_ _17"> </span>kon<span class="_ _0"></span>troli <span class="_ _17"> </span>inwestora </div><div class="t m0 x4e h6 y405 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">gdy p<span class="_ _0"></span>rawdopodobne je<span class="_ _0"></span>st, iż <span class="_ _0"></span>w dając<span class="_ _0"></span>ej się <span class="_ _0"></span>przewidzieć<span class="_ _0"></span> przyszłości <span class="_ _0"></span>różnice <span class="_ _0"></span>przejściowe <span class="_ _0"></span>nie </span></div><div class="t m0 x4e h6 y80 ff4 fs0 fc0 sc0 ls0 ws0">ulegną odwróceniu.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y299 ff3 fs0 fc0 sc0 ls0 ws0">Aktywa <span class="_ _11"></span><span class="ff4">z<span class="_ _0"></span> <span class="_ _11"></span>tytułu <span class="_ _13"></span>podatk<span class="_ _0"></span>u <span class="_ _11"></span>odr<span class="_ _0"></span>oczonego <span class="_ _13"></span>ujmowane <span class="_ _13"></span>są <span class="_ _11"></span>w<span class="_ _0"></span> <span class="_ _11"></span>odniesieni<span class="_ _0"></span>u <span class="_ _11"></span>do <span class="_ _13"></span>wszystkich<span class="_ _0"></span> <span class="_ _11"></span>ujemny<span class="_ _0"></span>ch </span></div><div class="t m0 x8 h6 y406 ff4 fs0 fc0 sc0 ls0 ws0">różnic <span class="_ _17"> </span>przej<span class="_ _0"></span>ściowych, <span class="_ _17"> </span>ja<span class="_ _0"></span>k <span class="_ _17"> </span>równi<span class="_ _0"></span>eż <span class="_ _17"> </span>niewy<span class="_ _0"></span>korzystanych <span class="_ _18"> </span>ulg <span class="_ _17"> </span>podatk<span class="_ _0"></span>owych <span class="_ _17"> </span>i <span class="_ _18"> </span>niewy<span class="_ _0"></span>korzystanych </div><div class="t m0 x8 h6 y407 ff4 fs0 fc0 sc0 ls0 ws0">strat <span class="_ _14"> </span>p<span class="_ _0"></span>odatkowych <span class="_ _20"> </span>przeniesiony<span class="_ _0"></span>ch <span class="_ _20"> </span>na <span class="_ _20"> </span>następne <span class="_ _20"> </span>lata, <span class="_ _20"> </span>w <span class="_ _20"> </span>takiej <span class="_ _20"> </span>wysokości, <span class="_ _20"> </span>w <span class="_ _20"> </span>jakiej <span class="_ _20"> </span>jest </div><div class="t m0 x8 h6 y408 ff3 fs0 fc0 sc0 ls0 ws0">praw<span class="ff4">dopodobne, <span class="_ _1e"> </span>że <span class="_ _22"> </span>zostanie <span class="_ _22"> </span>osiągnięty<span class="_ _0"></span> <span class="_ _22"> </span>dochód <span class="_ _22"> </span>do <span class="_ _22"> </span>op<span class="_ _0"></span>odatkowania, <span class="_ _1e"> </span>który <span class="_ _22"> </span>pozwoli </span></div><div class="t m0 x8 h6 y409 ff4 fs0 fc0 sc0 ls0 ws0">wykorzystać ww. ró<span class="_ _0"></span>żnice, aktywa i<span class="_ _0"></span><span class="ff3"> straty: </span></div><div class="t m0 x8 h42 y40a fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">z <span class="_ _18"> </span>wyjątkiem <span class="_ _1c"> </span>sytuacji, <span class="_ _18"> </span>gd<span class="_ _0"></span>y <span class="_ _18"> </span>aktywa <span class="_ _18"> </span>z <span class="_ _18"> </span>ty<span class="_ _0"></span>tułu <span class="_ _18"> </span>odroczoneg<span class="_ _0"></span>o <span class="_ _18"> </span>podatku <span class="_ _18"> </span>dotyc<span class="_ _0"></span>zące <span class="_ _18"> </span>ujemnych </span></span></div><div class="t m0 x4e h6 y40b ff4 fs0 fc0 sc0 ls0 ws0">różnic <span class="_ _13"></span>przejściowych<span class="_ _0"></span> <span class="_ _11"></span>po<span class="_ _0"></span>wstają <span class="_ _13"></span>w <span class="_ _13"></span>wyniku <span class="_ _13"></span>początk<span class="_ _0"></span>owego <span class="_ _13"></span>ujęcia <span class="_ _13"></span>składnik<span class="_ _0"></span>a <span class="_ _13"></span>aktywów <span class="_ _13"></span>bądź </div><div class="t m0 x4e h6 y5a ff4 fs0 fc0 sc0 ls0 ws0">zobowiązania przy<span class="_ _0"></span> transakcji <span class="_ _0"></span>niestanowiącej<span class="ff3"> </span>połąc<span class="_ _0"></span>zenia jednostek i w chwili<span class="_ _0"></span> jej zawierania </div><div class="t m0 x4e h6 y40c ff4 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _5"></span>mają wpływu <span class="_ _5"></span>ani <span class="_ _5"></span>na zysk <span class="_ _5"></span>lub <span class="_ _5"></span>stratę<span class="ff3"> <span class="_ _5"></span><span class="ff4">brutto, ani <span class="_ _5"></span>na <span class="_ _5"></span>dochód <span class="_ _5"></span>do o<span class="_ _5"></span>p<span class="_ _0"></span>odatkowan<span class="_ _0"></span>ia <span class="_ _5"></span>czy st<span class="_ _5"></span>ratę </span></span></div><div class="t m0 x4e h6 y40d ff4 fs0 fc0 sc0 ls0 ws0">podatkową<span class="ff3">, oraz <span class="_ _0"></span> </span></div><div class="t m0 x8 h42 y40e fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">w <span class="_ _11"></span>p<span class="_ _0"></span>rzypadku <span class="_ _13"></span>ujemnych <span class="_ _11"></span>r<span class="_ _0"></span>óżnic <span class="_ _11"></span>przejści<span class="_ _0"></span>owych <span class="_ _13"></span>z <span class="_ _11"></span>ty<span class="_ _0"></span>tułu <span class="_ _11"></span>inwestycji<span class="_ _0"></span> <span class="_ _11"></span>w <span class="_ _13"></span>jednostkac<span class="_ _0"></span>h <span class="_ _11"></span>zależny<span class="_ _0"></span>ch </span></span></div><div class="t m0 x4e h6 y40f ff3 fs0 fc0 sc0 ls0 ws0">lub <span class="_ _10"> </span><span class="ff4">sto<span class="_ _0"></span>warzyszonych <span class="_ _17"> </span>oraz <span class="_ _17"> </span>udziałów <span class="_ _10"> </span>w<span class="_ _0"></span>e <span class="_ _10"> </span>wsp<span class="_ _0"></span>ólnych <span class="_ _17"> </span>przedsięwzięciac<span class="_ _0"></span>h, <span class="_ _10"> </span>skł<span class="_ _0"></span>adnik <span class="_ _17"> </span>aktywów </span></div><div class="t m0 x4e h6 y410 ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">tytułu o<span class="_ _5"></span>dr<span class="_ _0"></span>oczonego podatku <span class="_ _5"></span>jest ujmowany w <span class="_ _5"></span>bilansie jedynie w <span class="_ _5"></span>takiej wyso<span class="_ _5"></span>kości<span class="_ _0"></span>, <span class="_ _5"></span>w jakiej </span></div><div class="t m0 x4e h6 y411 ff4 fs0 fc0 sc0 ls0 ws0">jest <span class="_ _18"> </span>prawd<span class="_ _0"></span>opodobne,<span class="_ _0"></span> <span class="_ _18"> </span>iż <span class="_ _1c"> </span>w <span class="_ _1c"> </span>dającej<span class="_ _0"></span> <span class="_ _18"> </span>się<span class="_ _0"></span> <span class="_ _18"> </span>przewid<span class="_ _0"></span>zieć <span class="_ _18"> </span>przyszł<span class="_ _0"></span>ości <span class="_ _1c"> </span>ww. <span class="_ _1c"> </span>różnice <span class="_ _1c"> </span>przejści<span class="_ _0"></span>owe </div><div class="t m0 x4e h6 y412 ff4 fs0 fc0 sc0 ls0 ws0">ulegną <span class="_ _17"> </span>odwróceniu <span class="_ _17"> </span>i <span class="_ _17"> </span>osi<span class="_ _0"></span>ągnięty <span class="_ _17"> </span>zostanie <span class="_ _17"> </span>dochód <span class="_ _18"> </span>do <span class="_ _10"> </span>opoda<span class="_ _0"></span>tkowania, <span class="_ _17"> </span>który <span class="_ _17"> </span>pozw<span class="_ _0"></span>oli <span class="_ _17"> </span>na </div><div class="t m0 x4e h6 y413 ff4 fs0 fc0 sc0 ls0 ws0">potrącenie ujemnych ró<span class="_ _0"></span>żnic przejści<span class="_ _0"></span>owych.<span class="ff3"> </span></div><div class="t m0 x4e h6 y414 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf1f" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1f w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">31<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>ujmuje <span class="_ _a"> </span>składni<span class="_ _0"></span>k <span class="_ _19"> </span>aktywów <span class="_ _a"> </span>z <span class="_ _19"> </span>tytułu <span class="_ _a"> </span>o<span class="_ _0"></span>droczonego <span class="_ _19"> </span>podatku <span class="_ _a"> </span>doch<span class="_ _0"></span>odoweg<span class="_ _0"></span>o, <span class="_ _a"> </span>słu<span class="_ _0"></span>żący </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">przeniesieniu <span class="_ _13"></span>nierozliczon<span class="_ _0"></span>ej <span class="_ _11"></span>straty <span class="_ _13"></span>podatkowej <span class="_ _13"></span>w <span class="_ _13"></span>zakresie, <span class="_ _13"></span>w <span class="_ _11"></span>kt<span class="_ _0"></span>órym <span class="_ _11"></span>je<span class="_ _0"></span>st <span class="_ _11"></span>pra<span class="_ _0"></span>wdopodobne, <span class="_ _13"></span>że </div><div class="t m0 x8 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">będzie <span class="_ _23"> </span>do<span class="_ _0"></span>stępny <span class="_ _22"> </span>przyszły <span class="_ _22"> </span>dochód <span class="_ _22"> </span>d<span class="_ _0"></span>o <span class="_ _23"> </span>opod<span class="_ _0"></span>atkowania, <span class="_ _22"> </span>od <span class="_ _22"> </span>któreg<span class="_ _0"></span>o <span class="_ _23"> </span>można <span class="_ _1e"> </span>odpisać </div><div class="t m0 x8 h6 y18b ff3 fs0 fc0 sc0 ls0 ws0">nierozlic<span class="ff4">zone <span class="_ _17"> </span>straty <span class="_ _17"> </span>podatkowe. <span class="_ _17"> </span>Oceniając<span class="_ _0"></span>, <span class="_ _10"> </span>czy<span class="_ _0"></span> <span class="_ _10"> </span>jest <span class="_ _17"> </span>prawdopodobne, <span class="_ _17"> </span>że <span class="_ _17"> </span>dostępny <span class="_ _17"> </span>przyszły </span></div><div class="t m0 x8 h6 y18c ff4 fs0 fc0 sc0 ls0 ws0">dochód  d<span class="_ _0"></span>o  opodatkowa<span class="_ _0"></span>nia  będzie <span class="_ _a"> </span>wystarc<span class="_ _0"></span>zający,  Spółka <span class="_ _a"> </span>bi<span class="_ _0"></span>erze  pod <span class="_ _a"> </span>uwagę  c<span class="_ _0"></span>harakter, </div><div class="t m0 x8 h6 y18d ff4 fs0 fc0 sc0 ls0 ws0">pochodzenie <span class="_ _17"> </span>i <span class="_ _10"> </span>harm<span class="_ _0"></span>onogram <span class="_ _17"> </span>takiego <span class="_ _17"> </span>dochod<span class="_ _0"></span>u <span class="_ _10"> </span>oraz <span class="_ _17"> </span>upewnia <span class="_ _17"> </span>się, <span class="_ _17"> </span>że <span class="_ _17"> </span>zgromadzone <span class="_ _17"> </span>zostały<span class="_ _0"></span> </div><div class="t m0 x8 h6 y18e ff4 fs0 fc0 sc0 ls0 ws0">przekonujące <span class="ff3">dow<span class="_ _0"></span>ody. </span></div><div class="t m0 x8 h6 y261 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h2 y415 ffd fs0 fc0 sc0 ls0 ws0">Niepewność związana<span class="_ _0"></span> z ujmowaniem podatk<span class="_ _0"></span>u dochodoweg<span class="_ _0"></span>o <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x8 h6 y1e3 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _11"></span>określa <span class="_ _13"></span>dochód <span class="_ _11"></span>do <span class="_ _11"></span>opodatko<span class="_ _0"></span>wania <span class="_ _11"></span>(stratę <span class="_ _11"></span>podatko<span class="_ _0"></span>wą), <span class="_ _11"></span>podsta<span class="_ _0"></span>wę <span class="_ _11"></span>opodatkowani<span class="_ _0"></span>a, </div><div class="t m0 x8 h6 y1e4 ff3 fs0 fc0 sc0 ls0 ws0">niewykorzystane <span class="_ _18"> </span>straty <span class="_ _18"> </span>p<span class="_ _0"></span>odatkowe, <span class="_ _18"> </span>niewykorzy<span class="_ _0"></span>stane <span class="_ _18"> </span>ulgi <span class="_ _18"> </span>podatkowe <span class="_ _18"> </span>i <span class="_ _18"> </span>st<span class="_ _0"></span>awki <span class="_ _18"> </span>podatkowe <span class="_ _18"> </span>z </div><div class="t m0 x8 h6 y1e5 ff4 fs0 fc0 sc0 ls0 ws0">uwzględnieniem <span class="_ _17"> </span>podejś<span class="_ _0"></span>cia <span class="_ _17"> </span>do <span class="_ _10"> </span>opodatkowan<span class="_ _0"></span>ia <span class="_ _10"> </span>pl<span class="_ _0"></span>anowanego <span class="_ _10"> </span>lub <span class="_ _17"> </span>zastosowanego <span class="_ _17"> </span>w <span class="_ _17"> </span>swoim </div><div class="t m0 x8 h6 y302 ff3 fs0 fc0 sc0 ls0 ws0">zeznaniu <span class="_ _8"> </span>podatkowym. <span class="_ _8"> </span><span class="ff4">Spółka <span class="_ _8"> </span>przyjm<span class="_ _0"></span>uje, <span class="_ _8"> </span>że <span class="_ _2b"> </span>organy <span class="_ _2b"> </span>p<span class="_ _0"></span>odatkowe <span class="_ _8"> </span>uprawnione <span class="_ _8"> </span>do </span></div><div class="t m0 x8 h6 y303 ff4 fs0 fc0 sc0 ls0 ws0">skontrolowania <span class="_ _13"></span>i <span class="_ _13"></span>zakwe<span class="_ _0"></span>stionowania <span class="_ _13"></span>sposob<span class="_ _0"></span>u <span class="_ _11"></span>trak<span class="_ _0"></span>towania <span class="_ _13"></span>podatk<span class="_ _0"></span>owego <span class="_ _13"></span>przeprowadzą <span class="_ _13"> </span>taką<span class="_ _0"></span> </div><div class="t m0 x8 h6 y304 ff4 fs0 fc0 sc0 ls0 ws0">kontrolę i będą miały<span class="_ _0"></span> dostęp do wszel<span class="_ _0"></span>kich informacji.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y416 ff4 fs0 fc0 sc0 ls0 ws0">Jeżeli <span class="_ _1a"> </span>Sp<span class="_ _0"></span>ółka <span class="_ _1a"> </span>st<span class="_ _0"></span>wierdzi, <span class="_ _1a"> </span>że <span class="_ _14"> </span>nie <span class="_ _1a"> </span>jest <span class="_ _14"> </span>prawdopodobne, <span class="_ _14"> </span>że <span class="_ _1a"> </span>organ <span class="_ _14"> </span>podatkowy <span class="_ _1a"> </span>zaakcep<span class="_ _0"></span>tuje </div><div class="t m0 x8 h6 y417 ff4 fs0 fc0 sc0 ls0 ws0">podejście <span class="_ _1c"> </span>Spółki  do <span class="_ _18"> </span>kwestii<span class="_ _0"></span> <span class="_ _18"> </span>p<span class="_ _0"></span>odatkowej <span class="_ _1c"> </span>lub  grupy <span class="_ _18"> </span>kwestii<span class="_ _0"></span> <span class="_ _18"> </span>p<span class="_ _0"></span>odatkowych, <span class="_ _1c"> </span>wówczas  Spółk<span class="_ _0"></span>a </div><div class="t m0 x8 h6 y418 ff4 fs0 fc0 sc0 ls0 ws0">odzwierciedla <span class="_ _0"></span>skutki niepewności<span class="_ _0"></span> w ujęciu k<span class="_ _0"></span>sięgowym podatk<span class="_ _0"></span>u w okresie, <span class="_ _0"></span>w którym to <span class="_ _0"></span>ustaliła. </div><div class="t m0 x8 h6 y419 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _5"></span>ujmuje <span class="_ _5"></span>zobowiąza<span class="_ _0"></span>nie <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _7"></span>p<span class="_ _0"></span>odatku <span class="_ _5"></span>doch<span class="_ _0"></span>odowego <span class="_ _5"></span>z <span class="_ _5"></span>wykorzystan<span class="_ _0"></span>iem <span class="_ _5"></span>jednej <span class="_ _5"></span>z <span class="_ _7"></span>d<span class="_ _0"></span>wóch<span class="_ _0"></span> </div><div class="t m0 x8 h6 y41a ff4 fs0 fc0 sc0 ls0 ws0">niżej <span class="_ _13"></span>wymien<span class="_ _0"></span>ionych <span class="_ _13"> </span>met<span class="_ _0"></span>od, <span class="_ _13"></span>w <span class="_ _13"> </span>zal<span class="_ _0"></span>eżności <span class="_ _10"> </span>od <span class="_ _13"> </span>teg<span class="_ _0"></span>o, <span class="_ _13"></span>która <span class="_ _10"> </span>z <span class="_ _13"></span>nich<span class="_ _0"></span> <span class="_ _13"></span>lepiej <span class="_ _13"> </span>od<span class="_ _0"></span>zwierciedla <span class="_ _13"> </span>spo<span class="_ _0"></span>sób, </div><div class="t m0 x8 h6 y41b ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">jaki niepewn<span class="_ _0"></span>ość może się zmateriali<span class="_ _0"></span>zować:</span> </div><div class="t m0 x8 h6 y41c ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _12"> </span></span>Spółka określa<span class="_ _0"></span> najbardziej prawdopodobn<span class="_ _0"></span>y scenariusz –<span class="ff3"> </span>jest to pojedyn<span class="_ _0"></span>cza kwota spośród </div><div class="t m0 x8 h6 y4f ff4 fs0 fc0 sc0 ls0 ws0">możliwych wyni<span class="_ _0"></span>ków lub <span class="ff3"> </span></div><div class="t m0 x8 h6 y41d ff4 fs0 fc0 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _12"> </span></span>Spółka ujmuje<span class="_ _0"></span> wartość oczekiwaną <span class="ff3">- </span>jest to suma kwot ważonych prawdopodobieństw<span class="_ _0"></span>em </div><div class="t m0 x8 h6 y41e ff4 fs0 fc0 sc0 ls0 ws0">spośród możliwyc<span class="_ _0"></span>h wyników.<span class="ff3"> </span></div><div class="t m0 x8 h6 y41f ff4 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _13"></span><span class="ff3">bilansowa <span class="_ _13"></span></span>skład<span class="_ _0"></span>nika <span class="_ _13"></span>aktywów <span class="_ _13"></span>z <span class="_ _13"></span>tytułu <span class="_ _13"></span>odroczonego <span class="_ _13"></span>poda<span class="_ _0"></span>tku <span class="_ _11"></span>jes<span class="_ _0"></span>t <span class="_ _11"></span>wery<span class="_ _0"></span>fikowana <span class="_ _13"></span>na </div><div class="t m0 x8 h6 y420 ff4 fs0 fc0 sc0 ls0 ws0">każdy <span class="_ _1f"> </span>dzień <span class="_ _1f"> </span>bil<span class="_ _0"></span>ansowy <span class="_ _1e"> </span>i<span class="_ _0"></span><span class="ff3"> </span>ulega <span class="_ _1f"> </span>stosownemu <span class="_ _26"> </span>obniżeniu <span class="_ _1f"> </span>o <span class="_ _1e"> </span>ty<span class="_ _0"></span>le, <span class="_ _1f"> </span>o <span class="_ _1e"> </span>i<span class="_ _0"></span>le <span class="_ _1e"> </span>p<span class="_ _0"></span>rzestało <span class="_ _1e"> </span>być<span class="_ _0"></span> </div><div class="t m0 x8 h6 y421 ff4 fs0 fc0 sc0 ls0 ws0">prawdopodobne <span class="_ _5"></span>osiągni<span class="_ _0"></span>ęcie <span class="_ _7"></span>dochodu <span class="_ _5"></span>do <span class="_ _7"></span>op<span class="_ _0"></span>odatkowania <span class="_ _5"></span>wystarczające<span class="_ _0"></span>go <span class="_ _7"></span>do <span class="_ _5"></span>częściowego </div><div class="t m0 x8 h6 y422 ff4 fs0 fc0 sc0 ls0 ws0">lub <span class="_ _16"> </span>całkowitego <span class="_ _2b"> </span>zrealizowania <span class="_ _16"> </span>skła<span class="_ _0"></span>dnika <span class="_ _16"> </span>ak<span class="_ _0"></span>tywów <span class="_ _16"> </span>z <span class="_ _16"> </span>tytułu <span class="_ _2b"> </span>odroczonego <span class="_ _16"> </span>podatku </div><div class="t m0 x8 h6 y423 ff4 fs0 fc0 sc0 ls0 ws0">dochodowego.  Nieujęty  składnik  aktywów <span class="_ _18"> </span>z  tytułu <span class="_ _1c"> </span>odroczoneg<span class="_ _0"></span>o <span class="_ _1c"> </span>podatku  dochodowego </div><div class="t m0 x8 h6 y424 ff4 fs0 fc0 sc0 ls0 ws0">podlega <span class="_ _27"> </span>pono<span class="_ _0"></span>wnej <span class="_ _27"> </span>ocenie <span class="_ _1d"> </span>na <span class="_ _27"> </span>każdy <span class="_ _1d"> </span>dzień <span class="_ _27"> </span>bil<span class="_ _0"></span>ansowy <span class="_ _27"> </span>i <span class="_ _27"> </span>jest <span class="_ _1d"> </span>ujmowany <span class="_ _1d"> </span>do <span class="_ _27"> </span>wysokości </div><div class="t m0 x8 h6 y425 ff4 fs0 fc0 sc0 ls0 ws0">odzwierciedlającej <span class="_ _15"> </span>pra<span class="_ _0"></span>wdopodob<span class="_ _0"></span>ieństwo <span class="_ _15"> </span>osiągn<span class="_ _0"></span>ięcia <span class="_ _15"> </span><span class="ff3 ls1d">w <span class="_ _15"> </span></span>przyszłośc<span class="_ _0"></span>i <span class="_ _12"> </span>dochod<span class="_ _0"></span>ów <span class="_ _12"> </span>d<span class="_ _0"></span>o </div><div class="t m0 x8 h6 y426 ff4 fs0 fc0 sc0 ls0 ws0">opodatkowania, które <span class="_ _0"></span>pozwolą na<span class="_ _0"></span> odzyskanie tego składni<span class="_ _0"></span>ka aktywów.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y427 ff4 fs0 fc0 sc0 ls0 ws0">Aktywa <span class="_ _13"></span>z <span class="_ _13"></span>tytułu <span class="_ _13"></span>odrocz<span class="_ _0"></span>onego <span class="_ _13"></span>podatku <span class="_ _13"></span>doch<span class="_ _0"></span>odowego <span class="_ _13"></span>oraz <span class="_ _13"> </span>rezer<span class="_ _0"></span>wy <span class="_ _13"></span>na <span class="_ _13"></span>podatek <span class="_ _10"> </span>odroczony </div><div class="t m0 x8 h6 y428 ff4 fs0 fc0 sc0 ls0 ws0">wyceniane <span class="_ _19"> </span>są <span class="_ _19"> </span>z<span class="ff3"> </span>zastos<span class="_ _0"></span>owaniem <span class="_ _19"> </span>stawek <span class="_ _19"> </span>poda<span class="_ _0"></span>tkowych, <span class="_ _19"> </span>które <span class="_ _19"> </span>według <span class="_ _19"> </span>przewidywań<span class="_ _0"></span> <span class="_ _19"> </span>będą </div><div class="t m0 x8 h6 y429 ff4 fs0 fc0 sc0 ls0 ws0">obowiązywać w okresie, gdy składnik<span class="_ _0"></span> aktywów zostanie zrealizowany lub rezerwa rozwiązana,<span class="_ _0"></span> </div><div class="t m0 x8 h6 y42a ff3 fs0 fc0 sc0 ls0 ws0">przyj<span class="ff4">mując <span class="_ _10"> </span>za <span class="_ _10"> </span>podstaw<span class="_ _0"></span>ę <span class="_ _10"> </span>stawki <span class="_ _10"> </span>podatkowe <span class="_ _10"> </span>(i <span class="_ _10"> </span>pr<span class="_ _0"></span>zepisy <span class="_ _13"> </span>p<span class="_ _0"></span>odatkowe) <span class="_ _10"> </span>obowią<span class="_ _0"></span>zujące <span class="_ _13"></span>na <span class="_ _10"> </span>dzień </span></div><div class="t m0 x8 h6 y42b ff4 fs0 fc0 sc0 ls0 ws0">bilansowy lub taki<span class="_ _0"></span>e, których obowiązywan<span class="_ _0"></span>ie w przyszłości jest p<span class="_ _0"></span>ewne na dzień b<span class="_ _0"></span>ilansowy.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y42c ff4 fs0 fc0 sc0 ls0 ws0">Podatek <span class="_ _9"></span>doch<span class="_ _0"></span>odowy <span class="_ _9"></span>d<span class="_ _0"></span>otyczący <span class="_ _11"></span>pozycji <span class="_ _9"></span>ujm<span class="_ _0"></span>owanych <span class="_ _11"></span>poza <span class="_ _9"></span>zyskiem <span class="_ _11"></span>lub <span class="_ _11"></span>stratą <span class="_ _9"></span>jest <span class="_ _11"></span>ujmowany<span class="_ _0"></span> </div><div class="t m0 x8 h6 y42d ff4 fs0 fc0 sc0 ls0 ws0">poza <span class="_ _5"></span>zyskiem <span class="_ _5"></span>lub <span class="_ _5"></span>stratą: w <span class="_ _7"></span>inny<span class="_ _0"></span>ch <span class="_ _5"></span>całkowitych <span class="_ _5"></span>dochodach <span class="_ _5"></span>dotyczący pozycji <span class="_ _5"></span>ujętych <span class="_ _5"></span>w <span class="_ _5"></span>innych </div><div class="t m0 x8 h6 y42e ff4 fs0 fc0 sc0 ls0 ws0">całkowitych <span class="_ _18"> </span>dochodac<span class="_ _0"></span>h <span class="_ _18"> </span>lub <span class="_ _17"> </span>bezpośredni<span class="_ _0"></span>o <span class="_ _17"> </span>w <span class="_ _18"> </span>ka<span class="_ _0"></span>pitale <span class="_ _18"> </span>własnym <span class="_ _18"> </span>dotyczący <span class="_ _18"> </span>pozycji <span class="_ _18"> </span>ujęt<span class="_ _0"></span><span class="ff3">yc<span class="_ _0"></span>h </span></div><div class="t m0 x8 h6 y42f ff4 fs0 fc0 sc0 ls0 ws0">bezpośrednio w kap<span class="_ _0"></span>itale własnym.<span class="_ _0"></span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf20" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc20 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">32<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"></span>kompen<span class="_ _0"></span>suje <span class="_ _5"></span>ze <span class="_ _7"></span>sob<span class="_ _0"></span>ą <span class="_ _7"></span>aktywa<span class="_ _0"></span> <span class="_ _7"></span>z <span class="_ _7"></span>ty<span class="_ _0"></span>tułu <span class="_ _7"></span>odroc<span class="_ _0"></span>zonego <span class="_ _7"></span>podatk<span class="_ _0"></span>u <span class="_ _7"></span>doch<span class="_ _0"></span>odowego <span class="_ _5"></span>z <span class="_ _7"></span>rezerwami<span class="_ _0"></span> </div><div class="t m0 x8 h6 y189 ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">tytułu <span class="_ _11"></span>odroczonego</span> <span class="_ _11"></span><span class="ff4">poda<span class="_ _0"></span>tku <span class="_ _9"></span>d<span class="_ _0"></span>ochodowego <span class="_ _11"></span>wtedy <span class="_ _11"></span>i <span class="_ _11"></span>tylko <span class="_ _11"></span>wtedy, <span class="_ _11"></span>gdy <span class="_ _11"></span>posiada <span class="_ _11"></span>możliwy <span class="_ _11"></span>do </span></div><div class="t m0 x8 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">wyegzekwowania<span class="_ _0"></span> <span class="_ _1b"> </span>tytuł<span class="_ _0"></span> <span class="_ _1b"> </span>prawn<span class="_ _0"></span>y <span class="_ _1b"> </span>do <span class="_ _21"> </span>przeprowadzenia <span class="_ _21"> </span>kompensat <span class="_ _21"> </span>należności <span class="_ _2c"> </span>ze </div><div class="t m0 x8 h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">zobowiązaniami<span class="_ _0"></span> <span class="_ _13"></span>z<span class="ff3"> </span>tytuł<span class="_ _0"></span>u <span class="_ _13"> </span>b<span class="_ _0"></span>ieżącego <span class="_ _13"> </span>podatk<span class="_ _0"></span>u <span class="_ _13"> </span>i <span class="_ _10"> </span>od<span class="_ _0"></span>roczony <span class="_ _13"> </span>p<span class="_ _0"></span>odatek <span class="_ _13"> </span>doch<span class="_ _0"></span>odowy <span class="_ _10"> </span>ma <span class="_ _10"> </span>związek </div><div class="t m0 x8 h6 y18c ff3 fs0 fc0 sc0 ls0 ws0">z tym samym poda<span class="_ _0"></span>tnikiem i tym samy<span class="_ _0"></span>m organem podatkowym. <span class="_ _9"></span> </div><div class="t m0 x15 h66 y430 ff2 fs1 fc0 sc0 ls0 ws0">8.19.3<span class="ff10"> <span class="_ _17"> </span><span class="ff8">P<span class="_ _0"></span>odatek o<span class="_ _5"></span>d towarów i usług<span class="ff2"> </span></span></span></div><div class="t m0 x8 h6 y431 ff3 fs0 fc0 sc0 ls0 ws0">Przychody<span class="ff4">, <span class="_ _0"></span>koszty, <span class="_ _9"></span>aktywa <span class="_ _0"></span>i <span class="_ _0"></span>zobowiązan<span class="_ _0"></span>ia <span class="_ _0"></span>są <span class="_ _0"></span>ujmowane <span class="_ _9"></span>po <span class="_ _0"></span>pomniejszeni<span class="_ _0"></span>u <span class="_ _0"></span>o <span class="_ _0"></span>wartość <span class="_ _0"></span>podatk<span class="_ _0"></span>u </span></div><div class="t m0 x8 h6 y432 ff4 fs0 fc0 sc0 ls0 ws0">od towarów i<span class="ff3"> </span>usług, <span class="_ _0"></span>z wyjątkiem:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y433 fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">gdy  podatek <span class="_ _18"> </span>od <span class="_ _1c"> </span>towar<span class="_ _0"></span>ów <span class="_ _18"> </span>i<span class="_ _0"></span> <span class="_ _18"> </span>usł<span class="_ _0"></span>ug <span class="_ _18"> </span>zapła<span class="_ _0"></span>cony <span class="_ _1c"> </span>przy <span class="_ _1c"> </span>zakupie  aktywów <span class="_ _18"> </span>lub<span class="_ _0"></span> <span class="_ _18"> </span>usług  nie <span class="_ _18"> </span>jest </span></span></div><div class="t m0 x4e h6 y434 ff4 fs0 fc0 sc0 ls0 ws0">możliwy do <span class="_ _5"></span>odzyskania od <span class="_ _5"></span>organów podatkowyc<span class="_ _0"></span>h; <span class="_ _5"></span>wtedy jest <span class="_ _5"></span>on ujmowany odpowiednio<span class="_ _0"></span><span class="ff3">, </span></div><div class="t m0 x4e h6 y435 ff4 fs0 fc0 sc0 ls0 ws0">jako część ceny nab<span class="_ _0"></span>ycia składni<span class="_ _0"></span>ka aktywów lub jak<span class="_ _0"></span>o część pozycji koszto<span class="_ _0"></span>wej oraz<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y436 fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">należności <span class="_ _a"> </span>i <span class="_ _a"> </span>zobowią<span class="_ _0"></span>zań,  które <span class="_ _19"> </span>są  wykazywane <span class="_ _a"> </span>z <span class="_ _a"> </span>uwzględni<span class="_ _0"></span>eniem  kwo<span class="_ _0"></span>ty  podatku <span class="_ _a"> </span>od<span class="_ _0"></span> </span></span></div><div class="t m0 x4e h6 y437 ff4 fs0 fc0 sc0 ls0 ws0">towarów i<span class="ff3"> </span>usług.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y438 ff4 fs0 fc0 sc0 ls0 ws0">Kwota <span class="_ _9"></span>netto <span class="_ _11"></span>podatku <span class="_ _9"></span>od<span class="_ _0"></span> <span class="_ _9"></span>towarów <span class="_ _9"></span>i<span class="_ _0"></span> <span class="_ _9"></span>usług <span class="_ _9"></span>możliw<span class="_ _0"></span>a <span class="_ _9"></span>do <span class="_ _9"></span>odzyska<span class="_ _0"></span>nia <span class="_ _9"></span>lub <span class="_ _11"></span>należna <span class="_ _9"></span>do <span class="_ _9"></span>zap<span class="_ _0"></span>łaty <span class="_ _9"></span>na<span class="_ _0"></span> </div><div class="t m0 x8 h6 y439 ff4 fs0 fc0 sc0 ls0 ws0">rzecz <span class="_ _1c"> </span>organ<span class="_ _0"></span>ów <span class="_ _1c"> </span>podatko<span class="_ _0"></span>wych  jest <span class="_ _18"> </span>ujęta  w <span class="_ _1c"> </span>spra<span class="_ _0"></span>wozdaniu  z <span class="_ _18"> </span>sytuacji<span class="_ _0"></span>  <span class="ff3">finansowej,  jako <span class="_ _1c"> </span></span>część<span class="_ _0"></span> </div><div class="t m0 x8 h6 y43a ff4 fs0 fc0 sc0 ls0 ws0">należności lub zobowiąz<span class="_ _0"></span>ań. <span class="ff3"> </span></div><div class="t m0 x8 h41 y43b ff6 fs6 fc0 sc0 lsa ws0">9.<span class="ffc ls0"> <span class="_ _f"> </span><span class="ff7">Zmiany stosowan<span class="_ _5"></span>ych zasad rachun<span class="_ _5"></span>kowości<span class="ff6"> </span>i korekta błędu<span class="ff6"> </span></span></span></div><div class="t m0 x8 h4f y43c ff6 fs5 fc0 sc0 ls3 ws0">9.1.<span class="ffc ls0"> <span class="_ _1b"> </span><span class="ff7">Korekta błędu<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y43d ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"> </span>okresie <span class="_ _6"> </span>sprawozdawczym, <span class="_ _6"> </span>za <span class="_ _6"> </span>który <span class="_ _6"> </span>sporzą<span class="_ _0"></span>dzono <span class="_ _6"> </span>niniejsze <span class="_ _6"> </span>sprawozdan<span class="_ _0"></span>ie <span class="_ _6"> </span>finansowe, </div><div class="t m0 x8 h6 y43e ff3 fs0 fc0 sc0 ls0 ws0">dokonano <span class="_ _16"> </span><span class="ff4">ujęcia</span> <span class="_ _26"> </span><span class="ff4">programu <span class="_ _16"> </span>długoterminowej <span class="_ _16"> </span>premii <span class="_ _16"> </span>motywacyjnej. <span class="_ _26"> </span>Zmiana<span class="_ _0"></span> <span class="_ _26"> </span>została </span></div><div class="t m0 x8 h6 y43f ff3 fs0 fc0 sc0 ls0 ws0">wprowadzona <span class="_ _9"></span>retrospek<span class="_ _0"></span>tywnie <span class="_ _9"></span>i <span class="_ _9"></span>prezentowan<span class="_ _0"></span>e <span class="_ _0"></span>w <span class="_ _9"></span>n<span class="_ _0"></span>iniejszym <span class="_ _9"></span>sprawozdaniu <span class="_ _11"></span>finansowym <span class="_ _9"></span>dane </div><div class="t m0 x8 h6 y440 ff4 fs0 fc0 sc0 ls0 ws0">porównawcze <span class="_ _16"> </span>zostały <span class="_ _16"> </span>odpowiednio <span class="_ _26"> </span>sk<span class="_ _0"></span>orygowane. <span class="_ _16"> </span>W <span class="_ _26"> </span>ocenie <span class="_ _16"> </span>Zarządu <span class="_ _16"> </span>skorygowane<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y441 ff4 fs0 fc0 sc0 ls0 ws0">sprawozdanie finansowe<span class="_ _0"></span> umożliwi przedstawienie pełn<span class="_ _0"></span>iejszej informacji o sytuacji majątkowej i </div><div class="t m0 x8 h6 y442 ff3 fs0 fc0 sc0 ls0 ws0">finansowej <span class="ff4">Spółki<span class="_ _0"></span></span> <span class="ff4">i jej działalności.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y1a4 ff4 fs0 fc0 sc0 ls0 ws0">Z <span class="_ _10"> </span>uwagi <span class="_ _10"> </span>na <span class="_ _17"> </span>powyższe <span class="_ _10"> </span>dane <span class="_ _17"> </span>porównawcze <span class="_ _10"> </span>zosta<span class="_ _0"></span>ły <span class="_ _10"> </span>odpowiednio <span class="_ _17"> </span>przekształcone, <span class="_ _17"> </span>co <span class="_ _10"> </span>zostało </div><div class="t m0 x8 h6 y443 ff4 fs0 fc0 sc0 ls0 ws0">zaznaczone <span class="_ _a"> </span>w <span class="_ _19"> </span>nagłówka<span class="_ _0"></span>ch <span class="_ _a"> </span>spra<span class="_ _0"></span>wozdań <span class="_ _a"> </span>finan<span class="_ _0"></span>sowych <span class="_ _a"> </span>a <span class="_ _19"> </span>szczegóły <span class="_ _a"> </span>zo<span class="_ _0"></span>stały <span class="_ _19"> </span>przedstawione </div><div class="t m0 x8 h6 y444 ff4 fs0 fc0 sc0 ls0 ws0">poniżej. <span class="ff3"> </span></div><div class="t m0 x8 h6 y445 ff4 fs0 fc0 sc0 ls0 ws0">Poniższa <span class="_ _27"> </span>tabela <span class="_ _1d"> </span>przedstawia <span class="_ _27"> </span>wp<span class="_ _0"></span>ływ <span class="_ _27"> </span>opisanych <span class="_ _27"> </span>zmia<span class="_ _0"></span>n <span class="_ _27"> </span>na <span class="_ _27"> </span>sprawozdanie <span class="_ _1d"> </span>z <span class="_ _27"> </span>całkowitych </div><div class="t m0 x8 h6 y446 ff4 fs0 fc0 sc0 ls0 ws0">dochodów za rok zak<span class="_ _0"></span>ończony dnia 31 grudnia<span class="_ _0"></span> 2022 roku<span class="_ _0"></span><span class="ff3">  </span></div><div class="t m0 x8 h42 y447 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf21" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc21 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y448 w1a h67" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">33<span class="ls0"> </span></div></div><div class="c x8 y449 w34 h68"><div class="t m0 xd h39 y44a ff3 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x50 y449 w35 h68"><div class="t m0 x0 h3d y44b ff6 fs9 fc0 sc0 ls0 ws0">Dane zatwierdz<span class="_ _5"></span>one   </div><div class="t m0 x0 h3d y44c ff7 fs9 fc0 sc0 ls0 ws0">za rok zakończon<span class="_ _5"></span>y </div><div class="t m0 x11 h3d y164 ff7 fs9 fc0 sc0 ls0 ws0">dzień 31 grudni<span class="_ _5"></span>a </div><div class="t m0 x38 h3b yfc ff6 fs9 fc0 sc0 ls0 ws0">2022<span class="ff2"> </span></div></div><div class="c x71 y449 w36 h68"><div class="t m0 x3e h3d y44d ff7 fs9 fc0 sc0 ls0 ws0">Długotermino<span class="_ _5"></span>wy </div><div class="t m0 xf h3d y44a ff6 fs9 fc0 sc0 ls0 ws0">program premii </div><div class="t m0 x16 h3b y11d ff6 fs9 fc0 sc0 ls0 ws0">motywacyjnej<span class="_ _5"></span><span class="ff2"> </span></div></div><div class="c x72 y449 w37 h68"><div class="t m0 x36 h3d y44b ff6 fs9 fc0 sc0 ls0 ws0">Dane </div><div class="t m0 xd h3d y44c ff7 fs9 fc0 sc0 ls0 ws0">przekształcone<span class="_ _5"></span> za </div><div class="t m0 x14 h3d y164 ff7 fs9 fc0 sc0 ls0 ws0">rok zakończony </div><div class="t m0 x14 h3b yfc ff6 fs9 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _5"></span>22<span class="ff2"> </span></div></div><div class="c x8 y44e w34 h13"><div class="t m0 xd h3d ya6 ff7 fs9 fc0 sc0 ls0 ws0">Działalność kontyn<span class="_ _5"></span>uowana<span class="ff6"> </span></div></div><div class="c x50 y44e w35 h13"><div class="t m0 x12 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y44e w36 h13"><div class="t m0 x15 h39 y109 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y44e w37 h13"><div class="t m0 x12 h39 ya6 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y44f w34 h15"><div class="t m0 xd h39 ycb ff4 fs9 fc0 sc0 ls0 ws0">Przychody ze s<span class="_ _5"></span>przedaży <span class="ff3"> </span></div></div><div class="c x50 y44f w35 h15"><div class="t m0 x73 h39 y15c ff3 fs9 fc0 sc0 ls8 ws0">52<span class="ls0"> </span>632<span class="ls0"> </span></div></div><div class="c x71 y44f w36 h15"><div class="t m0 x1f h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y44f w37 h15"><div class="t m0 x73 h39 y15c ff3 fs9 fc0 sc0 ls0 ws0">52 632 </div></div><div class="c x8 y450 w34 h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Przychody ze <span class="_ _5"></span>sprzedaży<span class="ff6"> </span></div></div><div class="c x50 y450 w35 h15"><div class="t m0 x24 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">52 632 </div></div><div class="c x71 y450 w36 h15"><div class="t m0 x1f h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y450 w37 h15"><div class="t m0 x73 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">52 632 </div></div><div class="c x8 y451 w34 h15"><div class="t m0 xd h39 ycb ff4 fs9 fc0 sc0 ls0 ws0">Koszt własny s<span class="_ _5"></span>przedaży<span class="ff3"> </span></div></div><div class="c x50 y451 w35 h15"><div class="t m0 x52 h39 y15c ff3 fs9 fc0 sc0 ls0 ws0">(35 975) </div></div><div class="c x71 y451 w36 h15"><div class="t m0 x1f h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y451 w37 h15"><div class="t m0 x17 h39 y15c ff3 fs9 fc0 sc0 ls0 ws0">(35 975) </div></div><div class="c x8 y452 w34 h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Zysk/(strata)<span class="_ _5"></span> brutto ze sprzedaży<span class="ff6"> </span></div></div><div class="c x50 y452 w35 h15"><div class="t m0 x24 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">16 657 </div></div><div class="c x71 y452 w36 h15"><div class="t m0 x1f h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y452 w37 h15"><div class="t m0 x73 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">16 657 </div></div><div class="c x8 y453 w34 h15"><div class="t m0 xd h39 ycb ff4 fs9 fc0 sc0 ls0 ws0">Pozostałe prz<span class="_ _5"></span>ychody operacyjne<span class="ff3"> </span></div></div><div class="c x50 y453 w35 h15"><div class="t m0 x6b h39 y15c ff3 fs9 fc0 sc0 ls8 ws0">826<span class="ls0"> </span></div></div><div class="c x71 y453 w36 h15"><div class="t m0 x1f h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y453 w37 h15"><div class="t m0 x6b h39 y15c ff3 fs9 fc0 sc0 ls8 ws0">826<span class="ls0"> </span></div></div><div class="c x8 y415 w34 h15"><div class="t m0 xd h39 ycb ff4 fs9 fc0 sc0 ls0 ws0">Koszty sprzed<span class="_ _5"></span>aży<span class="ff3"> </span></div></div><div class="c x50 y415 w35 h15"><div class="t m0 x8 h39 y15c ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x71 y415 w36 h15"><div class="t m0 x1f h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y415 w37 h15"><div class="t m0 x74 h39 y15c ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y454 w34 h15"><div class="t m0 xd h39 ycb ff4 fs9 fc0 sc0 ls0 ws0">Koszty ogólnego <span class="_ _5"></span>zarządu<span class="ff3"> </span></div></div><div class="c x50 y454 w35 h15"><div class="t m0 x2 h39 y15c ff3 fs9 fc0 sc0 ls0 ws0">(2) </div></div><div class="c x71 y454 w36 h15"><div class="t m0 x69 h39 ycb ff3 fs9 fc0 sc0 ls1e ws0">(1<span class="ls0"> 700) </span></div></div><div class="c x72 y454 w37 h15"><div class="t m0 x24 h39 y15c ff3 fs9 fc0 sc0 ls0 ws0">(1 702) </div></div><div class="c x8 y455 w34 h40"><div class="t m0 xd h39 y164 ff4 fs9 fc0 sc0 ls0 ws0">Zysk/strata z tyt<span class="_ _5"></span>ułu utraty wartoś<span class="_ _5"></span>ci należności z tytułu </div><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">dostaw i usług<span class="_ _5"></span> oraz pozostałych n<span class="_ _5"></span>ależności<span class="ff3"> </span></div></div><div class="c x50 y455 w35 h40"><div class="t m0 x18 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">1 065 </div></div><div class="c x71 y455 w36 h40"><div class="t m0 x1f h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y455 w37 h40"><div class="t m0 x18 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">1 065 </div></div><div class="c x8 y456 w34 h16"><div class="t m0 xd h39 y457 ff4 fs9 fc0 sc0 ls0 ws0">Pozostałe kos<span class="_ _5"></span>zty <span class="ff3">operacyjne </span></div></div><div class="c x50 y456 w35 h16"><div class="t m0 x24 h39 y458 ff3 fs9 fc0 sc0 ls0 ws0">(6 757) </div></div><div class="c x71 y456 w36 h16"><div class="t m0 x1f h39 y457 ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y456 w37 h16"><div class="t m0 x24 h39 y458 ff3 fs9 fc0 sc0 ls0 ws0">(6 757) </div></div><div class="c x8 y10a w34 h18"><div class="t m0 xd h39 ycb ff4 fs9 fc0 sc0 ls0 ws0">Wycena udziałó<span class="_ _5"></span>w metodą praw włas<span class="_ _5"></span>ności<span class="ff3"> </span></div></div><div class="c x50 y10a w35 h18"><div class="t m0 x20 h39 y15c ff3 fs9 fc0 sc0 ls0 ws0">237 487 </div></div><div class="c x71 y10a w36 h18"><div class="t m0 x1f h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y10a w37 h18"><div class="t m0 x20 h39 y15c ff3 fs9 fc0 sc0 ls0 ws0">237 487 </div></div><div class="c x8 y459 w34 h15"><div class="t m0 xd h3d ye3 ff7 fs9 fc0 sc0 ls0 ws0">Zysk/(strata)<span class="_ _5"></span> z działalności opera<span class="_ _5"></span>cyjnej<span class="ff6"> </span></div></div><div class="c x50 y459 w35 h15"><div class="t m0 x17 h3d ye3 ff6 fs9 fc0 sc0 ls0 ws0">249 276 </div></div><div class="c x71 y459 w36 h15"><div class="t m0 x69 h3d ye3 ff6 fs9 fc0 sc0 ls1f ws0">(1<span class="ls0"> 700) </span></div></div><div class="c x72 y459 w37 h15"><div class="t m0 x20 h3d ye3 ff6 fs9 fc0 sc0 ls0 ws0">247 576 </div></div><div class="c x8 y45a w34 h15"><div class="t m0 xd h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">Przychody fin<span class="_ _5"></span>ansowe </div></div><div class="c x50 y45a w35 h15"><div class="t m0 x73 h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">13 749 </div></div><div class="c x71 y45a w36 h15"><div class="t m0 x1f h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y45a w37 h15"><div class="t m0 x73 h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">13 749 </div></div><div class="c x8 y45b w34 h15"><div class="t m0 xd h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">Koszty finanso<span class="_ _5"></span>we  </div></div><div class="c x50 y45b w35 h15"><div class="t m0 x52 h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">(55 231) </div></div><div class="c x71 y45b w36 h15"><div class="t m0 x1f h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y45b w37 h15"><div class="t m0 x17 h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">(55 231) </div></div><div class="c x8 y20c w34 h15"><div class="t m0 xd h3d ye3 ff6 fs9 fc0 sc0 ls0 ws0">Zysk/(strata)<span class="_ _5"></span> brutto </div></div><div class="c x50 y20c w35 h15"><div class="t m0 x17 h3d ye3 ff6 fs9 fc0 sc0 ls0 ws0">207 794 </div></div><div class="c x71 y20c w36 h15"><div class="t m0 x69 h3d ye3 ff6 fs9 fc0 sc0 ls1f ws0">(1<span class="ls0"> 700) </span></div></div><div class="c x72 y20c w37 h15"><div class="t m0 x20 h3d ye3 ff6 fs9 fc0 sc0 ls0 ws0">206 094 </div></div><div class="c x8 y45c w34 h15"><div class="t m0 xd h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">Podatek dochod<span class="_ _5"></span>owy </div></div><div class="c x50 y45c w35 h15"><div class="t m0 x18 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">4 896 </div></div><div class="c x71 y45c w36 h15"><div class="t m0 x1f h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y45c w37 h15"><div class="t m0 x18 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">4 896 </div></div><div class="c x8 y45d w34 h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Zysk/(strata)<span class="_ _5"></span> netto z działalności kontynu<span class="_ _5"></span>owanej<span class="ff6"> </span></div></div><div class="c x50 y45d w35 h15"><div class="t m0 x17 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">212 690 </div></div><div class="c x71 y45d w36 h15"><div class="t m0 x69 h3d ycb ff6 fs9 fc0 sc0 ls1f ws0">(1<span class="ls0"> 700) </span></div></div><div class="c x72 y45d w37 h15"><div class="t m0 x20 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 y45e w34 h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Działalność zani<span class="_ _5"></span>echana<span class="ff6"> </span></div></div><div class="c x50 y45e w35 h15"><div class="t m0 x12 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y45e w36 h15"><div class="t m0 x15 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y45e w37 h15"><div class="t m0 x12 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y45f w34 h15"><div class="t m0 xd h39 ycb ff4 fs9 fc0 sc0 ls0 ws0">Zysk/(strata) n<span class="_ _5"></span>etto z działalności zan<span class="_ _5"></span>iechanej<span class="ff3"> </span></div></div><div class="c x50 y45f w35 h15"><div class="t m0 x8 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x71 y45f w36 h15"><div class="t m0 x1f h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y45f w37 h15"><div class="t m0 x74 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y36a w34 h15"><div class="t m0 xd h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">Zysk/(strata)<span class="_ _5"></span> netto za rok obrotowy </div></div><div class="c x50 y36a w35 h15"><div class="t m0 x17 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">212 690 </div></div><div class="c x71 y36a w36 h15"><div class="t m0 x69 h3d ycb ff6 fs9 fc0 sc0 ls1f ws0">(1<span class="ls0"> 700) </span></div></div><div class="c x72 y36a w37 h15"><div class="t m0 x20 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 y382 w34 h69"><div class="t m0 xd h3d yfc ff7 fs9 fc0 sc0 ls0 ws0">Inne całkowite do<span class="_ _5"></span>chody netto<span class="ff6"> </span></div></div><div class="c x50 y382 w35 h69"><div class="t m0 x8 h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x71 y382 w36 h69"><div class="t m0 x15 h3d yfc ff6 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y382 w37 h69"><div class="t m0 x8 h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y460 w34 h69"><div class="t m0 xd h3d yfc ff7 fs9 fc0 sc0 ls0 ws0">CAŁKOWITY DOC<span class="_ _5"></span>HÓD ZA ROK<span class="ff6"> </span></div></div><div class="c x50 y460 w35 h69"><div class="t m0 x17 h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">212 690 </div></div><div class="c x71 y460 w36 h69"><div class="t m0 x69 h3d yfc ff6 fs9 fc0 sc0 ls1f ws0">(1<span class="ls0"> 700) </span></div></div><div class="c x72 y460 w37 h69"><div class="t m0 x20 h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 y461 w34 h16"><div class="t m0 xd h39 y462 ff4 fs9 fc0 sc0 ls0 ws0">Zysk/(strata) n<span class="_ _5"></span>etto na jedną ak<span class="_ _5"></span>cję (w PLN na akcję):<span class="ff3"> </span></div></div><div class="c x50 y461 w35 h16"><div class="t m0 x12 h39 y462 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y461 w36 h16"><div class="t m0 x15 h39 y462 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y461 w37 h16"><div class="t m0 x12 h39 y462 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y463 w34 h1c"><div class="t m0 xd h39 y464 ff3 fs9 fc0 sc0 ls0 ws0">- Podstawowy <span class="_ _5"></span>i rozwodniony z z<span class="_ _5"></span>ysku za rok obrotowy </div></div><div class="c x50 y463 w35 h1c"><div class="t m0 x1d h39 y464 ff3 fs9 fc0 sc0 ls0 ws0">5,21 </div></div><div class="c x71 y463 w36 h1c"><div class="t m0 x1d h39 y464 ff3 fs9 fc0 sc0 ls0 ws0">(0,04) </div></div><div class="c x72 y463 w37 h1c"><div class="t m0 x1d h39 y464 ff3 fs9 fc0 sc0 ls0 ws0">5,17 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y119 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y1f2 ff4 fs0 fc0 sc0 ls0 ws0">Poniższ<span class="ff3">e <span class="_ _17"> </span>tab<span class="_ _0"></span>ele <span class="_ _17"> </span>przedsta<span class="_ _0"></span>wia</span><span class="ls20">ją</span><span class="ff3"> <span class="_ _17"> </span></span>wp<span class="_ _0"></span>ływ <span class="_ _17"> </span>opisany<span class="_ _0"></span>ch <span class="_ _17"> </span>zmian <span class="_ _17"> </span>n<span class="_ _0"></span>a <span class="_ _17"> </span>skonsolidowan<span class="_ _0"></span>e <span class="_ _17"> </span>sprawozdanie <span class="_ _18"> </span>z </div><div class="t m0 x8 h6 y465 ff4 fs0 fc0 sc0 ls0 ws0">sytuacji finansowej na d<span class="_ _0"></span>zień 31 grudnia 202<span class="_ _0"></span>2 roku<span class="ff3"> <span class="_ _0"></span></span>oraz na dzień <span class="ff3">1 <span class="_ _0"></span>stycznia 202<span class="_ _0"></span>2 roku: </span></div></div><div class="c x8 y466 w2d h6a"><div class="t m0 xd h39 y1 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x68 y466 w38 h6a"><div class="t m0 x14 h3b y467 ff2 fs9 fc0 sc0 ls0 ws0">Dane zatwierdz<span class="_ _5"></span>one  </div><div class="t m0 x4 h3b y44a ff8 fs9 fc0 sc0 ls0 ws0">na dzień 31 grud<span class="_ _5"></span>nia </div><div class="t m0 x55 h3b y11d ff2 fs9 fc0 sc0 ls0 ws0">2022 </div></div><div class="c x71 y466 w7 h6a"><div class="t m0 x56 h3b y467 ff8 fs9 fc0 sc0 ls0 ws0">Długotermino<span class="_ _5"></span>wy </div><div class="t m0 x14 h3b y44a ff2 fs9 fc0 sc0 ls0 ws0">program premii </div><div class="t m0 x43 h3b y11d ff2 fs9 fc0 sc0 ls0 ws0">motywacyjnej<span class="_ _5"></span> </div></div><div class="c x75 y466 w39 h6a"><div class="t m0 x36 h3b y468 ff2 fs9 fc0 sc0 ls0 ws0">Dane </div><div class="t m0 x3e h3b y44c ff8 fs9 fc0 sc0 ls0 ws0">przekształcone<span class="_ _5"></span> </div><div class="t m0 x2e h3b y164 ff8 fs9 fc0 sc0 ls0 ws0">na dzień 31 </div><div class="t m0 x5b h3b yfc ff2 fs9 fc0 sc0 ls0 ws0">grudnia 2022<span class="_ _5"></span> </div></div><div class="c x8 y469 w2d h6b"><div class="t m0 xd h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">AKTYWA </div></div><div class="c x68 y469 w38 h6b"><div class="t m0 x9 h39 ya2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y469 w7 h6b"><div class="t m0 x12 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y469 w39 h6b"><div class="t m0 x12 h39 ya2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y46a w2d h15"><div class="t m0 xd h3d ye3 ff7 fs9 fc0 sc0 ls0 ws0">Aktywa trwałe<span class="_ _5"></span><span class="ff6"> </span></div></div><div class="c x68 y46a w38 h15"><div class="t m0 x1d h3d ye3 ff6 fs9 fc0 sc0 ls0 ws0">973 818 </div></div><div class="c x71 y46a w7 h15"><div class="t m0 x8 h3d ye3 ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y46a w39 h15"><div class="t m0 x20 h3d ye3 ff6 fs9 fc0 sc0 ls0 ws0">973 818 </div></div><div class="c x8 y46b w2d h15"><div class="t m0 xd h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">Aktywa obroto<span class="_ _5"></span>we </div></div><div class="c x68 y46b w38 h15"><div class="t m0 x2 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">86 595 </div></div><div class="c x71 y46b w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y46b w39 h15"><div class="t m0 x24 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">86 595 </div></div><div class="c x8 y46c w2d h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">SUMA AKTYWÓW<span class="_ _5"></span><span class="ff6"> </span></div></div><div class="c x68 y46c w38 h15"><div class="t m0 x21 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 060 413 </div></div><div class="c x71 y46c w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y46c w39 h15"><div class="t m0 x53 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 060 413 </div></div><div class="c x8 y46d w2d h6c"><div class="t m0 xd h3d y464 ff6 fs9 fc0 sc0 ls0 ws0">PASYWA </div></div><div class="c x68 y46d w38 h6c"><div class="t m0 x9 h39 y464 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y46d w7 h6c"><div class="t m0 x12 h39 y464 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y46d w39 h6c"><div class="t m0 x12 h39 y464 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2bb w2d h20"><div class="t m0 xd h3d y46e ff7 fs9 fc0 sc0 ls0 ws0">Kapitał własny<span class="_ _5"></span><span class="ff6"> </span></div></div><div class="c x68 y2bb w38 h20"><div class="t m0 x1d h3d y46e ff6 fs9 fc0 sc0 ls0 ws0">441 510 </div></div><div class="c x71 y2bb w7 h20"><div class="t m0 x8 h3d y46e ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y2bb w39 h20"><div class="t m0 x20 h3d y46e ff6 fs9 fc0 sc0 ls0 ws0">441 510 </div></div><div class="c x8 y46f w2d h15"><div class="t m0 xd h39 ycb ff4 fs9 fc0 sc0 ls0 ws0">Kapitał podstaw<span class="_ _5"></span>owy<span class="ff3"> </span></div></div><div class="c x68 y46f w38 h15"><div class="t m0 x5 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x71 y46f w7 h15"><div class="t m0 x74 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y46f w39 h15"><div class="t m0 x18 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x8 y21a w2d h15"><div class="t m0 xd h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">Zyski zatrzymane<span class="_ _5"></span> / Niepokryte straty </div></div><div class="c x68 y21a w38 h15"><div class="t m0 x1d h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">226 780 </div></div><div class="c x71 y21a w7 h15"><div class="t m0 x18 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x75 y21a w39 h15"><div class="t m0 x20 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">228 480 </div></div><div class="c x8 y470 w2d h15"><div class="t m0 xd h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">Wynik finansowy<span class="_ _5"></span> roku obrotowe<span class="_ _5"></span>go<span class="_ _0"></span> </div></div><div class="c x68 y470 w38 h15"><div class="t m0 x1d h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">212 690 </div></div><div class="c x71 y470 w7 h15"><div class="t m0 x24 h39 ye3 ff3 fs9 fc0 sc0 ls1e ws0">(1<span class="ls0"> 700) </span></div></div><div class="c x75 y470 w39 h15"><div class="t m0 x20 h39 ye3 ff3 fs9 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 y471 w2d h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania dł<span class="_ _5"></span>ugoterminowe<span class="ff6"> </span></div></div><div class="c x68 y471 w38 h15"><div class="t m0 x1d h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">535 196 </div></div><div class="c x71 y471 w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y471 w39 h15"><div class="t m0 x20 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">535 196 </div></div><div class="c x8 y472 w2d h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania kr<span class="_ _5"></span>ótkoterminowe<span class="ff6"> </span></div></div><div class="c x68 y472 w38 h15"><div class="t m0 x2 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">83 707 </div></div><div class="c x71 y472 w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y472 w39 h15"><div class="t m0 x24 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">83 707 </div></div><div class="c x8 y473 w2d h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania ogół<span class="_ _5"></span>em<span class="ff6"> </span></div></div><div class="c x68 y473 w38 h15"><div class="t m0 x1d h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">618 903 </div></div><div class="c x71 y473 w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y473 w39 h15"><div class="t m0 x20 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">618 903 </div></div><div class="c x8 y474 w2d h69"><div class="t m0 xd h3d y107 ff6 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x68 y474 w38 h69"><div class="t m0 x9 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y474 w7 h69"><div class="t m0 x12 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y474 w39 h69"><div class="t m0 x12 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y475 w2d h15"><div class="t m0 xd h3d ycb ff6 fs9 fc0 sc0 ls0 ws0"> <span class="ff7">KAPITAŁ WŁASN<span class="_ _5"></span>Y I ZOBOWIĄZANIA <span class="ff6"> </span></span></div></div><div class="c x68 y475 w38 h15"><div class="t m0 x21 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 060 413 </div></div><div class="c x71 y475 w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y475 w39 h15"><div class="t m0 x53 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 060 413 </div></div></div><div class="pi"></div></div>
<div id="pf22" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc22 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y476 w4 h6d" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">34<span class="ls0"> </span></div></div><div class="c x8 y449 w2d h68"><div class="t m0 xd h39 y1 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x68 y449 w38 h68"><div class="t m0 x14 h3b y44d ff2 fs9 fc0 sc0 ls0 ws0">Dane zatwierdz<span class="_ _5"></span>one  </div><div class="t m0 x3e h3b y44a ff8 fs9 fc0 sc0 ls0 ws0">na dzień <span class="ff2">1 stycznia </span></div><div class="t m0 x55 h3b y11d ff2 fs9 fc0 sc0 ls0 ws0">2022 </div></div><div class="c x71 y449 w7 h68"><div class="t m0 x56 h3b y44d ff8 fs9 fc0 sc0 ls0 ws0">Długotermino<span class="_ _5"></span>wy </div><div class="t m0 x14 h3b y44a ff2 fs9 fc0 sc0 ls0 ws0">program premii </div><div class="t m0 x43 h3b y11d ff2 fs9 fc0 sc0 ls0 ws0">motywacyjnej<span class="_ _5"></span> </div></div><div class="c x75 y449 w39 h68"><div class="t m0 x36 h3b y44b ff2 fs9 fc0 sc0 ls0 ws0">Dane </div><div class="t m0 x3e h3b y44c ff8 fs9 fc0 sc0 ls0 ws0">przekształcone<span class="_ _5"></span> </div><div class="t m0 x22 h3b y164 ff8 fs9 fc0 sc0 ls0 ws0">na dzień 1 </div><div class="t m0 xf h3b yfc ff2 fs9 fc0 sc0 ls0 ws0">stycznia 2022<span class="_ _5"></span> </div></div><div class="c x8 y477 w2d h69"><div class="t m0 xd h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">AKTYWA </div></div><div class="c x68 y477 w38 h69"><div class="t m0 x9 h39 y107 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y477 w7 h69"><div class="t m0 x12 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y477 w39 h69"><div class="t m0 x12 h39 y107 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y478 w2d h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Aktywa trwałe<span class="_ _5"></span><span class="ff6"> </span></div></div><div class="c x68 y478 w38 h15"><div class="t m0 x21 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 041 622 </div></div><div class="c x71 y478 w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y478 w39 h15"><div class="t m0 x53 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 041 622 </div></div><div class="c x8 y479 w2d h15"><div class="t m0 xd h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">Aktywa obroto<span class="_ _5"></span>we </div></div><div class="c x68 y479 w38 h15"><div class="t m0 x2 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">51 868 </div></div><div class="c x71 y479 w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y479 w39 h15"><div class="t m0 x24 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">51 868 </div></div><div class="c x8 y47a w2d h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">SUMA AKTYWÓW<span class="_ _5"></span><span class="ff6"> </span></div></div><div class="c x68 y47a w38 h15"><div class="t m0 x21 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 093 490 </div></div><div class="c x71 y47a w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y47a w39 h15"><div class="t m0 x53 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 093 490 </div></div><div class="c x8 y47b w2d h20"><div class="t m0 xd h3d y46e ff6 fs9 fc0 sc0 ls0 ws0">PASYWA </div></div><div class="c x68 y47b w38 h20"><div class="t m0 x9 h39 y46e ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y47b w7 h20"><div class="t m0 x12 h39 y46e ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y47b w39 h20"><div class="t m0 x12 h39 y46e ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y47c w2d h20"><div class="t m0 xd h3d y46e ff7 fs9 fc0 sc0 ls0 ws0">Kapitał własny<span class="_ _5"></span><span class="ff6"> </span></div></div><div class="c x68 y47c w38 h20"><div class="t m0 x1d h3d y46e ff6 fs9 fc0 sc0 ls0 ws0">507 018 </div></div><div class="c x71 y47c w7 h20"><div class="t m0 x8 h3d y46e ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y47c w39 h20"><div class="t m0 x20 h3d y46e ff6 fs9 fc0 sc0 ls0 ws0">507 018 </div></div><div class="c x8 y47d w2d h15"><div class="t m0 xd h39 ycb ff4 fs9 fc0 sc0 ls0 ws0">Kapitał podstaw<span class="_ _5"></span>owy<span class="ff3"> </span></div></div><div class="c x68 y47d w38 h15"><div class="t m0 x5 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x71 y47d w7 h15"><div class="t m0 x74 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y47d w39 h15"><div class="t m0 x18 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x8 y47e w2d h15"><div class="t m0 xd h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">Zyski zatrzymane<span class="_ _5"></span> / Niepokryte straty </div></div><div class="c x68 y47e w38 h15"><div class="t m0 x1d h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">302 260 </div></div><div class="c x71 y47e w7 h15"><div class="t m0 x18 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x75 y47e w39 h15"><div class="t m0 x20 h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">303 960 </div></div><div class="c x8 y47f w2d h15"><div class="t m0 xd h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">Wynik finansowy<span class="_ _5"></span> roku obrotowe<span class="_ _5"></span>go<span class="_ _0"></span> </div></div><div class="c x68 y47f w38 h15"><div class="t m0 x1d h39 ycb ff3 fs9 fc0 sc0 ls0 ws0">202 718 </div></div><div class="c x71 y47f w7 h15"><div class="t m0 x24 h39 ycb ff3 fs9 fc0 sc0 ls1e ws0">(1<span class="ls0"> 700) </span></div></div><div class="c x75 y47f w39 h15"><div class="t m0 x20 h39 ycb ff3 fs9 fc0 sc0 ls8 ws0">201 01<span class="ls0">8 </span></div></div><div class="c x8 y480 w2d h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania dł<span class="_ _5"></span>ugoterminowe<span class="ff6"> </span></div></div><div class="c x68 y480 w38 h15"><div class="t m0 x1d h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">482 332 </div></div><div class="c x71 y480 w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y480 w39 h15"><div class="t m0 x20 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">482 332 </div></div><div class="c x8 y481 w2d h16"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania kr<span class="_ _5"></span>ótkoterminowe<span class="ff6"> </span></div></div><div class="c x68 y481 w38 h16"><div class="t m0 x1d h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">104 141 </div></div><div class="c x71 y481 w7 h16"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y481 w39 h16"><div class="t m0 x20 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">104 141 </div></div><div class="c x8 y482 w2d h15"><div class="t m0 xd h3d ycb ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania ogół<span class="_ _5"></span>em<span class="ff6"> </span></div></div><div class="c x68 y482 w38 h15"><div class="t m0 x1d h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">586 473 </div></div><div class="c x71 y482 w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y482 w39 h15"><div class="t m0 x20 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">586 473 </div></div><div class="c x8 y483 w2d h69"><div class="t m0 xd h3d y107 ff6 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x68 y483 w38 h69"><div class="t m0 x9 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y483 w7 h69"><div class="t m0 x12 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y483 w39 h69"><div class="t m0 x12 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y484 w2d h15"><div class="t m0 xd h3d ycb ff6 fs9 fc0 sc0 ls0 ws0"> <span class="ff7">KAPITAŁ WŁASN<span class="_ _5"></span>Y I ZOBOWIĄZANIA <span class="ff6"> </span></span></div></div><div class="c x68 y484 w38 h15"><div class="t m0 x21 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 093 490 </div></div><div class="c x71 y484 w7 h15"><div class="t m0 x8 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y484 w39 h15"><div class="t m0 x53 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 093 490 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y485 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y486 ff4 fs0 fc0 sc0 ls0 ws0">Poniższa  tabela  prze<span class="_ _0"></span>dstawia  wpły<span class="_ _0"></span>w  opisanych  zmian  n<span class="_ _0"></span>a <span class="_ _a"> </span><span class="ff3">skons<span class="_ _0"></span>olidowane  sprawozda<span class="_ _0"></span>nie  z </span></div><div class="t m0 x8 h6 y487 ff4 fs0 fc0 sc0 ls0 ws0">przepływów pieniężny<span class="_ _0"></span>ch na dzień 31 grudnia<span class="_ _0"></span> 2022 roku<span class="_ _0"></span><span class="ff3">  </span></div></div><div class="c x8 y488 w26 h6a"><div class="t m0 xd h39 y489 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y488 w10 h6a"><div class="t m0 xd h3d y48a ff6 fs9 fc0 sc0 ls0 ws0">Dane zatwierdz<span class="_ _5"></span>one </div><div class="t m0 xd h3d y44c ff7 fs9 fc0 sc0 ls0 ws0">za rok zakończon<span class="_ _5"></span>y </div><div class="t m0 xd h3d y164 ff7 fs9 fc0 sc0 ls0 ws0">dzień 31 grudni<span class="_ _5"></span>a </div><div class="t m0 xd h3b yfc ff6 fs9 fc0 sc0 ls0 ws0">2022<span class="ff2"> </span></div></div><div class="c x76 y488 w3a h6a"><div class="t m0 xd h3d y44d ff7 fs9 fc0 sc0 ls0 ws0">Długotermino<span class="_ _5"></span>wy </div><div class="t m0 xd h3d y44a ff6 fs9 fc0 sc0 ls0 ws0">program premii </div><div class="t m0 xd h3b y11d ff6 fs9 fc0 sc0 ls0 ws0">motywacyjnej<span class="_ _5"></span><span class="ff2"> </span></div></div><div class="c x30 y488 w10 h6a"><div class="t m0 xd h3d y44d ff7 fs9 fc0 sc0 ls0 ws0">Dane przekształ<span class="_ _5"></span>cone </div><div class="t m0 xd h3d y44a ff7 fs9 fc0 sc0 ls0 ws0">za rok zakończon<span class="_ _5"></span>y </div><div class="t m0 xd h3b y11d ff6 fs9 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _5"></span>22<span class="ff2"> </span></div></div><div class="c x8 y48b w26 h21"><div class="t m0 xd h3d y48c ff7 fs9 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _5"></span>ów pieniężnych z działaln<span class="_ _5"></span>ości </div><div class="t m0 xd h3d ya2 ff6 fs9 fc0 sc0 ls0 ws0">operacyjnej<span class="_ _5"></span> </div></div><div class="c x62 y48b w10 h21"><div class="t m0 xd h39 y48d ff3 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x76 y48b w3a h21"><div class="t m0 xd h39 y48e ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y48b w10 h21"><div class="t m0 xd h39 y48d ff3 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y48f w26 h6e"><div class="t m0 xd h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">Zysk / (strata) br<span class="_ _5"></span>utto </div></div><div class="c x62 y48f w10 h6e"><div class="t m0 x69 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">207 794 </div></div><div class="c x76 y48f w3a h6e"><div class="t m0 x20 h3d y10e ff6 fs9 fc0 sc0 ls1f ws0">(1<span class="ls0"> 700) </span></div></div><div class="c x30 y48f w10 h6e"><div class="t m0 x69 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">206 094 </div></div><div class="c x8 y490 w26 h15"><div class="t m0 xd h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">Korekty o pozycj<span class="_ _5"></span>e: </div></div><div class="c x62 y490 w10 h15"><div class="t m0 x73 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">(197 268) </div></div><div class="c x76 y490 w3a h15"><div class="t m0 x34 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x30 y490 w10 h15"><div class="t m0 x73 h3d ycb ff6 fs9 fc0 sc0 ls0 ws0">(195 568) </div></div><div class="c x8 y491 w26 h27"><div class="t m0 xd h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">Amortyzacja<span class="_ _5"></span> </div></div><div class="c x62 y491 w10 h27"><div class="t m0 x6c h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">2 763 </div></div><div class="c x76 y491 w3a h27"><div class="t m0 x5 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y491 w10 h27"><div class="t m0 x6c h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">2 763 </div></div><div class="c x8 y492 w26 h26"><div class="t m0 xd h39 y10e ff4 fs9 fc0 sc0 ls0 ws0">(Zwiększenie) / <span class="_ _5"></span>zmniejszenie stanu na<span class="_ _5"></span>leżności<span class="ff3"> </span></div></div><div class="c x62 y492 w10 h26"><div class="t m0 x6b h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">13 277 </div></div><div class="c x76 y492 w3a h26"><div class="t m0 x5 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y492 w10 h26"><div class="t m0 x6b h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">13 277 </div></div><div class="c x8 y493 w26 h26"><div class="t m0 xd h39 y10e ff4 fs9 fc0 sc0 ls0 ws0">(Zwiększenie) / <span class="_ _5"></span>zmniejszenie stanu za<span class="_ _5"></span>pasów<span class="ff3"> </span></div></div><div class="c x62 y493 w10 h26"><div class="t m0 x6c h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">1 667 </div></div><div class="c x76 y493 w3a h26"><div class="t m0 x5 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y493 w10 h26"><div class="t m0 x6c h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">1 667 </div></div><div class="c x8 y421 w26 h3e"><div class="t m0 xd h39 y164 ff4 fs9 fc0 sc0 ls0 ws0">(Zwiększenie) / <span class="_ _5"></span>zmniejszenie stanu po<span class="_ _5"></span>zostałych </div><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">aktywów<span class="ff3"> </span></div></div><div class="c x62 y421 w10 h3e"><div class="t m0 x1e h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">(181) </div></div><div class="c x76 y421 w3a h3e"><div class="t m0 x5 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y421 w10 h3e"><div class="t m0 x1e h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">(181) </div></div><div class="c x8 y494 w26 h6f"><div class="t m0 xd h39 y495 ff4 fs9 fc0 sc0 ls0 ws0">Zwiększenie /<span class="_ _5"></span> (zmniejszenie) stanu <span class="_ _5"></span>zobowiązań z </div><div class="t m0 xd h39 y496 ff4 fs9 fc0 sc0 ls0 ws0">wyjątkiem kre<span class="_ _5"></span>dytów i pożyczek oraz<span class="_ _5"></span> innych </div><div class="t m0 xd h39 y497 ff4 fs9 fc0 sc0 ls0 ws0">zobowiązań finan<span class="_ _5"></span>sowych<span class="ff3"> </span></div></div><div class="c x62 y494 w10 h6f"><div class="t m0 x69 h39 y496 ff3 fs9 fc0 sc0 ls0 ws0">(20 128) </div></div><div class="c x76 y494 w3a h6f"><div class="t m0 x5 h39 y496 ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y494 w10 h6f"><div class="t m0 x69 h39 y496 ff3 fs9 fc0 sc0 ls0 ws0">(20 128) </div></div><div class="c x8 y498 w26 h29"><div class="t m0 xd h39 y298 ff3 fs9 fc0 sc0 ls0 ws0">Koszty premii mo<span class="_ _5"></span>tywacyjnej </div></div><div class="c x62 y498 w10 h29"><div class="t m0 x31 h39 y298 ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x76 y498 w3a h29"><div class="t m0 x34 h39 y298 ff3 fs9 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x30 y498 w10 h29"><div class="t m0 x6c h39 y298 ff3 fs9 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x8 y1d2 w26 h2a"><div class="t m0 xd h39 y29a ff3 fs9 fc0 sc0 ls0 ws0">Przychody fin<span class="_ _5"></span>ansowe </div></div><div class="c x62 y1d2 w10 h2a"><div class="t m0 x69 h39 y29a ff3 fs9 fc0 sc0 ls0 ws0">(12 133) </div></div><div class="c x76 y1d2 w3a h2a"><div class="t m0 x5 h39 y29a ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y1d2 w10 h2a"><div class="t m0 x69 h39 y29a ff3 fs9 fc0 sc0 ls0 ws0">(12 133) </div></div><div class="c x8 y499 w26 h70"><div class="t m0 xd h39 y49a ff3 fs9 fc0 sc0 ls0 ws0">Koszty finanso<span class="_ _5"></span>we </div></div><div class="c x62 y499 w10 h70"><div class="t m0 x6b h39 y49a ff3 fs9 fc0 sc0 ls0 ws0">55 232 </div></div><div class="c x76 y499 w3a h70"><div class="t m0 x5 h39 y49a ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y499 w10 h70"><div class="t m0 x6b h39 y49a ff3 fs9 fc0 sc0 ls0 ws0">55 232 </div></div><div class="c x8 y49b w26 h40"><div class="t m0 xd h39 y164 ff4 fs9 fc0 sc0 ls0 ws0">Udział w zyskach<span class="_ _5"></span> jednostek wyc<span class="_ _5"></span>enianych metodą </div><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">praw własnośc<span class="_ _5"></span>i<span class="ff3"> </span></div></div><div class="c x62 y49b w10 h40"><div class="t m0 x34 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">(237 487) </div></div><div class="c x76 y49b w3a h40"><div class="t m0 x5 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y49b w10 h40"><div class="t m0 x34 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">(237 487) </div></div><div class="c x8 y49c w26 h71"><div class="t m0 xd h39 y49d ff4 fs9 fc0 sc0 ls0 ws0">Strata z tytułu<span class="_ _5"></span> utraty wartości nal<span class="_ _5"></span>eżności z tytułu </div><div class="t m0 xd h39 y49e ff4 fs9 fc0 sc0 ls0 ws0">dostaw i usług<span class="_ _5"></span> oraz pozostałych n<span class="_ _5"></span>ależności<span class="ff3"> </span></div></div><div class="c x62 y49c w10 h71"><div class="t m0 x1d h39 y49f ff3 fs9 fc0 sc0 ls1e ws0">(1<span class="ls0"> 065) </span></div></div><div class="c x76 y49c w3a h71"><div class="t m0 x5 h39 y49f ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y49c w10 h71"><div class="t m0 x1d h39 y49f ff3 fs9 fc0 sc0 ls1e ws0">(1<span class="ls0"> 065) </span></div></div><div class="c x8 y4a0 w26 h35"><div class="t m0 xd h39 ya6 ff4 fs9 fc0 sc0 ls0 ws0">Zmiana stanu r<span class="_ _5"></span>ozliczeń międzyokres<span class="_ _5"></span>owych<span class="ff3"> </span></div></div><div class="c x62 y4a0 w10 h35"><div class="t m0 x37 h39 ya6 ff3 fs9 fc0 sc0 ls0 ws0">(2) </div></div><div class="c x76 y4a0 w3a h35"><div class="t m0 x5 h39 ya6 ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y4a0 w10 h35"><div class="t m0 x37 h39 ya6 ff3 fs9 fc0 sc0 ls0 ws0">(2) </div></div><div class="c x8 y4a1 w26 h27"><div class="t m0 xd h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">Zmiana stanu r<span class="_ _5"></span>ezerw </div></div><div class="c x62 y4a1 w10 h27"><div class="t m0 x6c h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">4 519 </div></div><div class="c x76 y4a1 w3a h27"><div class="t m0 x5 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y4a1 w10 h27"><div class="t m0 x6c h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">4 519 </div></div><div class="c x8 y4a2 w26 h26"><div class="t m0 xd h39 y10e ff4 fs9 fc0 sc0 ls0 ws0">Podatek dochod<span class="_ _5"></span>owy zapłacon<span class="_ _5"></span>y<span class="ff3"> </span></div></div><div class="c x62 y4a2 w10 h26"><div class="t m0 x1d h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">(3 496) </div></div><div class="c x76 y4a2 w3a h26"><div class="t m0 x5 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y4a2 w10 h26"><div class="t m0 x1d h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">(3 496) </div></div><div class="c x8 y4a3 w26 h26"><div class="t m0 xd h39 y10e ff4 fs9 fc0 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x62 y4a3 w10 h26"><div class="t m0 x1e h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">(234) </div></div><div class="c x76 y4a3 w3a h26"><div class="t m0 x5 h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y4a3 w10 h26"><div class="t m0 x1e h39 y10e ff3 fs9 fc0 sc0 ls0 ws0">(234) </div></div><div class="c x8 y4a4 w26 h27"><div class="t m0 xd h3d y10e ff7 fs9 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _5"></span> netto z działalności opera<span class="_ _5"></span>cyjnej <span class="ff3"> </span></div></div><div class="c x62 y4a4 w10 h27"><div class="t m0 x6b h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">10 526 </div></div><div class="c x76 y4a4 w3a h27"><div class="t m0 x77 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y4a4 w10 h27"><div class="t m0 x6b h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">10 526<span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf23" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc23 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y4a5 w4 h72" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">35<span class="ls0"> </span></div></div><div class="c x8 y449 w26 h68"><div class="t m0 xd h39 y489 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y449 w10 h68"><div class="t m0 xd h3d y44b ff6 fs9 fc0 sc0 ls0 ws0">Dane zatwierdz<span class="_ _5"></span>one </div><div class="t m0 xd h3d y44c ff7 fs9 fc0 sc0 ls0 ws0">za rok zakończon<span class="_ _5"></span>y </div><div class="t m0 xd h3d y164 ff7 fs9 fc0 sc0 ls0 ws0">dzień 31 grudni<span class="_ _5"></span>a </div><div class="t m0 xd h3b yfc ff6 fs9 fc0 sc0 ls0 ws0">2022<span class="ff2"> </span></div></div><div class="c x76 y449 w3a h68"><div class="t m0 xd h3d y44d ff7 fs9 fc0 sc0 ls0 ws0">Długotermino<span class="_ _5"></span>wy </div><div class="t m0 xd h3d y44a ff6 fs9 fc0 sc0 ls0 ws0">program premii </div><div class="t m0 xd h3b y11d ff6 fs9 fc0 sc0 ls0 ws0">motywacyjnej<span class="_ _5"></span><span class="ff2"> </span></div></div><div class="c x30 y449 w10 h68"><div class="t m0 xd h3d y44d ff7 fs9 fc0 sc0 ls0 ws0">Dane przekształ<span class="_ _5"></span>cone </div><div class="t m0 xd h3d y44a ff7 fs9 fc0 sc0 ls0 ws0">za rok zakończon<span class="_ _5"></span>y </div><div class="t m0 xd h3b y11d ff6 fs9 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _5"></span>22<span class="ff2"> </span></div></div><div class="c x8 y4a6 w26 h2f"><div class="t m0 xd h3d y11d ff6 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y4a6 w10 h2f"><div class="t m0 x2f h3d yd5 ff6 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y4a6 w3a h2f"><div class="t m0 x74 h3d yd5 ff6 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y4a6 w10 h2f"><div class="t m0 x2f h3d yd5 ff6 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y4a7 w26 h40"><div class="t m0 xd h3d y164 ff7 fs9 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _5"></span> netto z działalności </div><div class="t m0 xd h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">inwestycyjnej<span class="ff3"> </span></div></div><div class="c x62 y4a7 w10 h40"><div class="t m0 x69 h3d y11d ff6 fs9 fc0 sc0 ls0 ws0">242 983 </div></div><div class="c x76 y4a7 w3a h40"><div class="t m0 x77 h3d y11d ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y4a7 w10 h40"><div class="t m0 x69 h3d y11d ff6 fs9 fc0 sc0 ls0 ws0">242 983<span class="ff3"> </span></div></div><div class="c x8 y4a8 w26 h26"><div class="t m0 xd h3d y10e ff7 fs9 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _5"></span> netto z działalności finan<span class="_ _5"></span>sowej<span class="ff3"> </span></div></div><div class="c x62 y4a8 w10 h26"><div class="t m0 x73 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">(198 569)<span class="ff3"> </span></div></div><div class="c x76 y4a8 w3a h26"><div class="t m0 x77 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y4a8 w10 h26"><div class="t m0 x73 h3d y10e ff6 fs9 fc0 sc0 ls0 ws0">(198 569)<span class="ff3"> </span></div></div><div class="c x8 y16c w26 h3e"><div class="t m0 xd h39 y164 ff4 fs9 fc0 sc0 ls0 ws0">Zwiększenie/(<span class="_ _5"></span>zmniejszenie) nett<span class="_ _5"></span>o stanu środków </div><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">pieniężnych<span class="_ _5"></span> i i<span class="_ _0"></span>ch ek<span class="_ _5"></span>wiwalentów <span class="ff3"> </span></div></div><div class="c x62 y16c w10 h3e"><div class="t m0 x6b h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">54 940 </div></div><div class="c x76 y16c w3a h3e"><div class="t m0 x77 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y16c w10 h3e"><div class="t m0 x6b h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">54 940 </div></div><div class="c x8 y4a9 w26 h13"><div class="t m0 xd h3d ya6 ff7 fs9 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _5"></span> na początek okresu<span class="ff3"> </span></div></div><div class="c x62 y4a9 w10 h13"><div class="t m0 x6c h3d ya6 ff6 fs9 fc0 sc0 ls0 ws0">6 057   <span class="ff3"> </span></div></div><div class="c x76 y4a9 w3a h13"><div class="t m0 x77 h3d ya6 ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y4a9 w10 h13"><div class="t m0 x6c h3d ya6 ff6 fs9 fc0 sc0 ls0 ws0">6 057   <span class="ff3"> </span></div></div><div class="c x8 y4aa w26 h69"><div class="t m0 xd h3d yfc ff7 fs9 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _5"></span> na koniec okresu<span class="ff6"> </span></div></div><div class="c x62 y4aa w10 h69"><div class="t m0 x6b h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">60 997 </div></div><div class="c x76 y4aa w3a h69"><div class="t m0 x77 h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y4aa w10 h69"><div class="t m0 x6b h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">60 997 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y191 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h4f y4ab ff6 fs5 fc0 sc0 ls3 ws0">9.2.<span class="ffc ls0"> <span class="_ _1b"> </span></span><span class="ff7">Pozostałe zmiany</span><span class="ls0"> </span></div><div class="t m0 x8 h6 y4ac ff4 fs0 fc0 sc0 ls0 ws0">Pozostałe <span class="_ _1e"> </span>z<span class="ff3">a<span class="_ _0"></span>sady <span class="_ _1e"> </span></span>(polityki<span class="_ _0"></span>) <span class="_ _1e"> </span>rachunkowości <span class="_ _1e"> </span>za<span class="_ _0"></span>stosowane <span class="_ _1e"> </span>do<span class="_ _0"></span> <span class="_ _22"> </span>spor<span class="_ _0"></span>ządzenia <span class="_ _1e"> </span>n<span class="_ _0"></span>iniejszego </div><div class="t m0 x8 h6 y4ad ff4 fs0 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _1e"> </span>finansowego <span class="_ _22"> </span>są<span class="_ _0"></span> <span class="_ _22"> </span>spójne <span class="_ _22"> </span>z <span class="_ _1e"> </span>tymi, <span class="_ _22"> </span>k<span class="_ _0"></span>tóre <span class="_ _22"> </span>zastosowano<span class="_ _0"></span> <span class="_ _22"> </span>przy <span class="_ _22"> </span>spor<span class="_ _0"></span>ządzaniu </div><div class="t m0 x8 h6 y4ae ff4 fs0 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _19"> </span>finansowego <span class="_ _a"> </span>Spółki <span class="_ _19"> </span>z<span class="_ _5"></span>a <span class="_ _19"> </span>rok  zak<span class="_ _0"></span>ończony <span class="_ _a"> </span>31 <span class="_ _19"> </span>grudnia  20<span class="_ _9"></span><span class="ff3">22 <span class="_ _a"> </span></span>rok<span class="_ _0"></span>u,  z<span class="_ _0"></span>  wyją<span class="_ _0"></span>tkiem </div><div class="t m0 x8 h6 y4af ff4 fs0 fc0 sc0 ls0 ws0">zastosowania <span class="_ _1c"> </span>nowych <span class="_ _1c"> </span>lub <span class="_ _1c"> </span>zmienionych <span class="_ _1c"> </span>standardów <span class="_ _18"> </span>oraz <span class="_ _1c"> </span>interpretacji<span class="_ _0"></span> <span class="_ _18"> </span>ob<span class="_ _0"></span>owiązujących <span class="_ _1c"> </span>dla </div><div class="t m0 x8 h6 y1c5 ff4 fs0 fc0 sc0 ls0 ws0">okresów rocznych<span class="_ _0"></span> rozpoczynają<span class="_ _0"></span>cych się od 1 styczni<span class="_ _0"></span>a 20<span class="_ _0"></span><span class="ff3">23 </span>roku i później. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y305 ff3 fs0 fc0 sc0 ls0 ws0">Z<span class="ff4">mienione standardy ora<span class="_ _0"></span>z interpretacje, które mają zastosowanie p<span class="_ _0"></span>o raz pierwszy w 20<span class="_ _0"></span></span>23 roku, </div><div class="t m0 x8 h6 y4b0 ff4 fs0 fc0 sc0 ls0 ws0">nie mają istotneg<span class="_ _0"></span>o wpływu na sprawozdanie fi<span class="_ _0"></span>nansowe Spółki<span class="_ _0"></span>.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y2ad ff3 fs0 fc0 sc0 ls2 ws0">1.<span class="ls0"> <span class="_ _2d"> </span>MSSF 17 Umowy <span class="_ _0"></span>ubezpieczenia<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y4b1 ff3 fs0 fc0 sc0 ls0 ws0">MSSF <span class="_ _9"></span>17 <span class="_ _11"></span><span class="ff1">Umowy <span class="_ _11"></span>ubezp<span class="_ _0"></span>ieczenia</span> <span class="_ _9"></span><span class="ff4">(<span class="_ _0"></span>MSSF <span class="_ _11"></span>17) <span class="_ _9"></span>zastąpi<span class="_ _0"></span>ł <span class="_ _9"></span>M<span class="_ _0"></span>SSF <span class="_ _9"></span>4 <span class="_ _11"></span>Umowy <span class="_ _11"></span>ubezpieczeniowe.<span class="_ _0"></span> <span class="_ _9"></span>MSSF <span class="_ _11"></span>17 </span></div><div class="t m0 x8 h6 y4b2 ff4 fs0 fc0 sc0 ls0 ws0">stosuje <span class="_ _1c"> </span>się  do <span class="_ _18"> </span>wszystki<span class="_ _0"></span>ch <span class="_ _1c"> </span>rodzajów  umów <span class="_ _1c"> </span>ubezpieczeniowych  (tj. <span class="_ _18"> </span>ubezp<span class="_ _0"></span>ieczenia <span class="_ _1c"> </span>na  życie, </div><div class="t m0 x8 h6 y4b3 ff4 fs0 fc0 sc0 ls0 ws0">ubezpieczenia <span class="_ _8"> </span>majątko<span class="_ _0"></span>we, <span class="_ _8"> </span>ubezpieczenia <span class="_ _8"> </span>bezpośr<span class="_ _0"></span>ednie <span class="_ _8"> </span>oraz <span class="_ _8"> </span>umowy <span class="_ _8"> </span>reasek<span class="_ _0"></span>uracji), </div><div class="t m0 x8 h6 y4b4 ff4 fs0 fc0 sc0 ls0 ws0">niezależnie <span class="_ _17"> </span>od <span class="_ _17"> </span>cha<span class="_ _0"></span>rakteru <span class="_ _17"> </span>jednost<span class="_ _0"></span>ki, <span class="_ _17"> </span>która <span class="_ _17"> </span>je <span class="_ _17"> </span>za<span class="_ _0"></span>wiera, <span class="_ _17"> </span>jak<span class="_ _0"></span> <span class="_ _10"> </span>równi<span class="_ _0"></span>eż <span class="_ _10"> </span>d<span class="_ _0"></span>o <span class="_ _17"> </span>pewny<span class="_ _0"></span>ch <span class="_ _17"> </span>gwarancji <span class="_ _17"> </span>i </div><div class="t m0 x8 h6 y3a7 ff4 fs0 fc0 sc0 ls0 ws0">instrumentów  fin<span class="_ _0"></span>ansowych <span class="_ _a"> </span>z  uznanio<span class="_ _0"></span>wym  ud<span class="_ _0"></span>ziałem  w  zy<span class="_ _0"></span>skach.  Stan<span class="_ _0"></span>dard  przewiduj<span class="_ _0"></span>e  kilka<span class="_ _0"></span> </div><div class="t m0 x8 h6 y3a8 ff4 fs0 fc0 sc0 ls0 ws0">wyjątków od stos<span class="_ _0"></span>owania zasad ujmowani<span class="_ _0"></span>a.  <span class="ff3"> </span></div><div class="t m0 x8 h6 y4b5 ff4 fs0 fc0 sc0 ls0 ws0">Powyższa zmiana<span class="_ _0"></span> nie ma istotnego wpły<span class="_ _0"></span>wu na sprawozdani<span class="_ _0"></span>e finansowe Sp<span class="_ _0"></span>ółki.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4b6 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y4b7 ff3 fs0 fc0 sc0 ls2 ws0">2.<span class="ls0"> <span class="_ _2d"> </span><span class="ff4">Definicja wartości szac<span class="_ _0"></span>unkowych <span class="_ _0"></span></span>- zmiany<span class="_ _0"></span> do MSR 8 </span></div><div class="t m0 x8 h6 y4b8 ff4 fs0 fc0 sc0 ls0 ws0">Zmiany <span class="_ _10"> </span>wprowadzają <span class="_ _10"> </span>nową<span class="_ _0"></span> <span class="_ _13"></span>defini<span class="_ _0"></span>cję <span class="_ _13"> </span>„wa<span class="_ _0"></span>rtości <span class="_ _13"></span>szac<span class="_ _0"></span>unkowych” <span class="_ _10"> </span>oraz <span class="_ _10"> </span>wyjaśnia<span class="_ _0"></span>ją <span class="_ _13"> </span>rozróżnien<span class="_ _0"></span>ie </div><div class="t m0 x8 h6 y4b9 ff4 fs0 fc0 sc0 ls0 ws0">pomiędzy  zmianami<span class="_ _0"></span>  wartości  szacunkowych  i  zmianami  zasad  (polityki)  rachunkowości  a<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4ba ff4 fs0 fc0 sc0 ls0 ws0">korektami <span class="_ _13"> </span>błędów. <span class="_ _10"> </span>Prec<span class="_ _0"></span>yzują <span class="_ _13"></span>one <span class="_ _13"></span>równi<span class="_ _0"></span>eż, <span class="_ _13"></span>w <span class="_ _13"></span>jaki <span class="_ _10"> </span>sposób <span class="_ _13"></span>jednostki <span class="_ _10"> </span>stosują <span class="_ _13"> </span>tech<span class="_ _0"></span>niki <span class="_ _13"></span>wyc<span class="_ _9"></span><span class="ff3">eny <span class="_ _13"></span>i </span></div><div class="t m0 x8 h6 y15f ff4 fs0 fc0 sc0 ls0 ws0">wykorzystują <span class="_ _5"></span>dane <span class="_ _5"></span>wejściowe <span class="_ _5"></span>do <span class="_ _5"></span>ustalania <span class="_ _5"></span>wartości<span class="_ _0"></span> <span class="_ _7"></span>szacunkowyc<span class="_ _0"></span>h. <span class="_ _7"></span>Zm<span class="_ _0"></span>iany <span class="_ _5"></span>mają <span class="_ _5"></span>zastosowanie </div><div class="t m0 x8 h6 y4bb ff4 fs0 fc0 sc0 ls0 ws0">do zmia<span class="_ _0"></span>n zasad <span class="_ _0"></span>rachunk<span class="_ _0"></span>owości <span class="_ _0"></span>oraz zmia<span class="_ _0"></span>n w <span class="_ _0"></span>szac<span class="_ _0"></span>unkach <span class="_ _0"></span>księgowych, <span class="_ _0"></span>które wy<span class="_ _0"></span>stąpiły <span class="_ _0"></span>w dn<span class="_ _0"></span>iu </div><div class="t m0 x8 h6 y4bc ff4 fs0 fc0 sc0 ls0 ws0">1 <span class="_ _5"></span>stycznia 2023 <span class="_ _5"></span>roku lub <span class="_ _7"></span>p<span class="_ _0"></span>óźniej. <span class="_ _5"></span>W 2023 <span class="_ _5"></span>roku Spółka<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span><span class="ff4">zastosowała te <span class="_ _5"></span>wyjaś<span class="ff3">ni<span class="_ _0"></span>enia przy <span class="_ _7"></span>oceni<span class="_ _0"></span>e <span class="_ _5"></span>co </span></span></span></div><div class="t m0 x8 h6 y4bd ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _0"></span>tego, <span class="_ _0"></span>czy <span class="_ _0"></span>dan<span class="_ _0"></span>e <span class="_ _0"></span>zdarzenie <span class="_ _0"></span>b<span class="_ _0"></span>yło <span class="_ _0"></span>zmianą <span class="_ _0"></span>wartości<span class="_ _0"></span> <span class="_ _0"></span>szacunkowych <span class="_ _0"></span>lub <span class="_ _0"></span>zmi<span class="_ _0"></span>aną <span class="_ _0"></span>zasad <span class="_ _0"></span>(poli<span class="_ _0"></span>tyki) </div><div class="t m0 x8 h6 y4be ff4 fs0 fc0 sc0 ls0 ws0">rachunkowości, czy też<span class="_ _0"></span> korektą błędów.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4bf ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y4c0 ff3 fs0 fc0 sc0 ls2 ws0">3.<span class="ls0"> <span class="_ _2d"> </span><span class="ff4">Ujawnianie <span class="_ _0"></span>informacji <span class="_ _0"></span>dotyczących zasad<span class="_ _0"></span> (polityki) rach<span class="_ _0"></span>unkowości <span class="_ _0"></span></span>- <span class="_ _0"></span>Zmiany do MSR 1 <span class="_ _0"></span>i </span></div><div class="t m0 x8 h6 y4c1 ff3 fs0 fc0 sc0 ls0 ws0">Stanowiska Prakty<span class="_ _0"></span>cznego 2 </div><div class="t m0 x8 h6 y4c2 ff3 fs0 fc0 sc0 ls0 ws0">Zmiany <span class="_ _19"> </span>do <span class="_ _19"> </span>MSR <span class="_ _19"> </span>1 <span class="_ _19"> </span>i <span class="_ _19"> </span>Stanowiska <span class="_ _19"> </span>Praktycznego <span class="_ _19"> </span>2 <span class="_ _1a"> </span><span class="ffd">Ocenianie <span class="_ _19"> </span>istotności <span class="_ _19"> </span>(Making <span class="_ _19"> </span>Ma<span class="_ _0"></span>teriality </span></div><div class="t m0 x8 h6 y4c3 ff1 fs0 fc0 sc0 ls0 ws0">Judgements)<span class="ff3"> <span class="_ _0"></span><span class="ff4">mają na<span class="_ _0"></span> c<span class="_ _0"></span>elu zwiększeni<span class="_ _0"></span>e przyda<span class="_ _0"></span>tności prezen<span class="_ _0"></span>towanych <span class="_ _0"></span>ujawnień <span class="_ _0"></span>dotyczących </span></span></div></div></div><div class="pi"></div></div>
<div id="pf24" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc24 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">36<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">zasad <span class="_ _14"> </span>(polityki) <span class="_ _14"> </span>rachunkowości<span class="_ _0"></span> <span class="_ _14"> </span>poprzez <span class="_ _14"> </span>zastąpienie <span class="_ _14"> </span>wymog<span class="_ _0"></span>u <span class="_ _14"> </span>ujawniania <span class="_ _14"> </span>przez <span class="_ _14"> </span>jednostki<span class="_ _0"></span> </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">„znaczących” <span class="_ _5"></span>(ang. <span class="_ _5"></span>significant) <span class="_ _5"></span>zasad <span class="_ _7"></span>rac<span class="_ _0"></span>hunkowości <span class="_ _5"></span>wymogiem <span class="_ _5"></span>ujawnia<span class="_ _0"></span>nia <span class="_ _7"></span>„i<span class="_ _0"></span>stotnych” <span class="_ _7"></span>(ang. </div><div class="t m0 x8 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">material) <span class="_ _13"></span>zasad <span class="_ _11"></span>rach<span class="_ _0"></span>unkowości <span class="_ _11"></span>oraz <span class="_ _13"></span>poprzez <span class="_ _11"></span>d<span class="_ _0"></span>odanie <span class="_ _13"></span>wytycznyc<span class="_ _0"></span>h <span class="_ _11"></span>dotyczących <span class="_ _13"></span>sposobu<span class="_ _0"></span><span class="ff3">, <span class="_ _13"></span>w </span></div><div class="t m0 x8 h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">jaki <span class="_ _10"> </span>jednostki <span class="_ _17"> </span>stosują <span class="_ _17"> </span>zasadę <span class="_ _10"> </span>isto<span class="_ _0"></span>tności <span class="_ _10"> </span>przy <span class="_ _17"> </span>podejmowaniu <span class="_ _17"> </span>decyzji <span class="_ _10"> </span>do<span class="_ _0"></span>tyczących <span class="_ _10"> </span>ujawni<span class="_ _0"></span>ania </div><div class="t m0 x8 h6 y18c ff4 fs0 fc0 sc0 ls0 ws0">zasad (polityki)<span class="_ _0"></span> rachunkowości.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y300 ff4 fs0 fc0 sc0 ls0 ws0">W związku z powyższym z<span class="_ _0"></span>mianami, Spółka<span class="_ _0"></span> dokonała weryfik<span class="_ _0"></span>acji charakteru i zakresu  ujawnień<span class="_ _0"></span> </div><div class="t m0 x8 h6 y2a7 ff4 fs0 fc0 sc0 ls0 ws0">stosowanych <span class="_ _14"> </span>polity<span class="_ _0"></span>k <span class="_ _14"> </span>rachunkowości <span class="_ _14"> </span>w <span class="_ _20"> </span>niniejszym <span class="_ _14"> </span>sprawozdaniu <span class="_ _14"> </span>fin<span class="_ _0"></span>ansowym <span class="_ _27"> </span>Spółki<span class="ff3"> <span class="_ _20"> </span>oraz </span></div><div class="t m0 x8 h6 y261 ff4 fs0 fc0 sc0 ls0 ws0">dostosowała opis p<span class="_ _0"></span>olityk rachunkowości<span class="_ _0"></span> do zmienionych wy<span class="_ _0"></span>mogów MSR 1<span class="_ _0"></span><span class="ff3">.<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y415 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y1e3 ff3 fs0 fc0 sc0 ls2 ws0">4.<span class="ls0"> <span class="_ _2d"> </span><span class="ff4">Podatek <span class="_ _20"> </span>odroczony <span class="_ _20"> </span>doty<span class="_ _0"></span>czący <span class="_ _14"> </span>ak<span class="_ _0"></span>tywów <span class="_ _14"> </span>i <span class="_ _20"> </span>zob<span class="_ _0"></span>owiązań <span class="_ _14"> </span>po<span class="_ _0"></span>wstających<span class="_ _0"></span> <span class="_ _14"> </span>na <span class="_ _20"> </span>skutek </span></span></div><div class="t m0 x8 h6 y1e4 ff3 fs0 fc0 sc0 ls0 ws0">pojedynczej transakcji<span class="_ _0"></span> - Zmian<span class="_ _0"></span>y do MSR 12 </div><div class="t m0 x8 h6 y33b ff4 fs0 fc0 sc0 ls0 ws0">Zmiany ograniczyły zakres wyjątku dotycząceg<span class="_ _0"></span>o początkowego ujęcia przewi<span class="_ _0"></span>dzianego w tym </div><div class="t m0 x8 h6 y1e6 ff4 fs0 fc0 sc0 ls0 ws0">standardzie, <span class="_ _14"> </span>tak<span class="_ _0"></span> <span class="_ _14"> </span>aby <span class="_ _20"> </span>nie <span class="_ _14"> </span>mi<span class="_ _0"></span>ał <span class="_ _14"> </span>on <span class="_ _20"> </span>już <span class="_ _14"> </span>zastosowa<span class="_ _0"></span>nia <span class="_ _14"> </span>do <span class="_ _20"> </span>transakcji, <span class="_ _20"> </span>które <span class="_ _14"> </span>prowad<span class="_ _0"></span>zą <span class="_ _14"> </span>d<span class="_ _0"></span>o </div><div class="t m0 x8 h6 y33c ff4 fs0 fc0 sc0 ls0 ws0">jednoczesnego p<span class="_ _0"></span>owstania równych<span class="_ _0"></span> dodatnich i ujemn<span class="_ _0"></span>ych różnic przejściowy<span class="_ _0"></span>ch. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4c4 ff4 fs0 fc0 sc0 ls0 ws0">Powyższa zmiana<span class="_ _0"></span> nie ma istotnego wpły<span class="_ _0"></span>wu na sprawozdani<span class="_ _0"></span>e finansowe Sp<span class="_ _0"></span>ółki.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4c5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y3bb ff3 fs0 fc0 sc0 ls2 ws0">5.<span class="ls0"> <span class="_ _2d"> </span><span class="ff4">Podatek <span class="_ _5"></span>dochodo<span class="_ _0"></span>wy: <span class="_ _5"></span>Międzynarodowa reforma <span class="_ _5"></span>podatkowa –<span class="ff3"> <span class="_ _5"></span>zasady <span class="_ _5"></span>mo<span class="_ _0"></span>delowe <span class="_ _5"></span>filaru </span></span></span></div><div class="t m0 x8 h6 y4c6 ff3 fs0 fc0 sc0 ls21 ws0">II <span class="ff4 ls0">–<span class="ff3"> Zmiany do MSR 12<span class="_ _0"></span> </span></span></div><div class="t m0 x8 h6 y4c7 ff4 fs0 fc0 sc0 ls0 ws0">Zmiany tymc<span class="_ _0"></span>zasowo i obligatoryjnie zwaln<span class="_ _0"></span>iają jednostki z konieczności ujm<span class="_ _0"></span>owania i ujawn<span class="_ _0"></span>iania </div><div class="t m0 x8 h6 y3bd ff4 fs0 fc0 sc0 ls0 ws0">podatków <span class="_ _0"></span>odroc<span class="_ _0"></span>zonych <span class="_ _0"></span>wynikają<span class="_ _0"></span>cych <span class="_ _0"></span>z <span class="_ _0"></span>wdrożenia <span class="_ _0"></span>zasad<span class="_ _0"></span> <span class="_ _0"></span>modelowych <span class="_ _0"></span>fi<span class="_ _0"></span>laru II<span class="_ _0"></span>. <span class="_ _0"></span>Jednocześnie<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1ee ff4 fs0 fc0 sc0 ls0 ws0">nałożone zostały doda<span class="_ _0"></span>tkowe wymogi ujawn<span class="_ _0"></span>ieniowe: <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4c8 ff3 fs0 fc0 sc0 ls0 ws0">-  <span class="ff4">ujawnienie,  że  zastosowa<span class="_ _0"></span>no  zwolnienie  dotyczące  ujmowani<span class="_ _0"></span>a  i  ujawniania  informacji  o<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y1f0 ff4 fs0 fc0 sc0 ls0 ws0">aktywach i rezerwach <span class="_ _5"></span>z <span class="_ _5"></span>tytułu odroczonego podatku dochodowego związanych z <span class="_ _5"></span>podatkiem </div><div class="t m0 x8 h6 y1f1 ff3 fs0 fc0 sc0 ls0 ws0">dochodowym w ramac<span class="_ _0"></span>h filaru II,<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4c9 ff3 fs0 fc0 sc0 ls0 ws0">- <span class="_ _0"></span><span class="ff4">ujawnienie <span class="_ _0"></span>bieżącego<span class="_ _0"></span> <span class="_ _0"></span>obciążenia <span class="_ _0"></span>podatkoweg<span class="_ _0"></span>o z<span class="_ _0"></span>wiązanego <span class="_ _0"></span>z <span class="_ _0"></span>podatkie<span class="_ _0"></span>m doch<span class="_ _0"></span>odowym <span class="_ _0"></span>w </span></div><div class="t m0 x8 h6 y1f3 ff3 fs0 fc0 sc0 ls0 ws0">ramach filaru II,<span class="_ _0"></span> </div><div class="t m0 x8 h6 y216 ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff4">w odniesieniu do okres<span class="_ _0"></span>ów, w których przepisy<span class="_ _0"></span> filaru II zostały (zasadni<span class="_ _0"></span>czo) uchwalone, a<span class="_ _0"></span>le nie </span></div><div class="t m0 x8 h6 y1f5 ff4 fs0 fc0 sc0 ls0 ws0">weszły <span class="_ _11"></span>jeszcze <span class="_ _11"></span>w <span class="_ _11"></span>życi<span class="_ _0"></span>e: <span class="_ _11"></span>ujawnienia<span class="_ _0"></span> <span class="_ _11"></span>znanych <span class="_ _11"></span>lub <span class="_ _11"></span>możliwych <span class="_ _11"></span>do <span class="_ _11"></span>oszacowa<span class="_ _0"></span>nia <span class="_ _11"></span>informacji<span class="_ _0"></span>, <span class="_ _11"></span>które </div><div class="t m0 x8 h6 y1f6 ff4 fs0 fc0 sc0 ls0 ws0">pomogą <span class="_ _9"></span>użytkownikom <span class="_ _9"></span>sprawozdań <span class="_ _9"></span>finansowych <span class="_ _9"></span>zrozumieć <span class="_ _9"></span>ekspozycję <span class="_ _9"></span>jedno<span class="_ _0"></span>stki <span class="_ _9"></span>wynik<span class="_ _0"></span>ającą </div><div class="t m0 x8 h6 y1f7 ff3 fs0 fc0 sc0 ls0 ws0">z podatku dochodo<span class="_ _0"></span>wego w ramach fil<span class="_ _0"></span>aru II.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4ca ff4 fs0 fc0 sc0 ls0 ws0">Zmiany  te  nie <span class="_ _1c"> </span>mają  wpływu  na  sprawozdanie  finansowe <span class="_ _1c"> </span>Spółki  sporzą<span class="_ _0"></span>dzone  za <span class="_ _1c"> </span>okres  12 </div><div class="t m0 x8 h6 y1f9 ff4 fs0 fc0 sc0 ls0 ws0">miesięcy zakończonyc<span class="_ _0"></span>h 31 grudnia 202<span class="_ _0"></span>3 rok<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h41 y4cb ff6 fs6 fc0 sc0 ls0 ws0">10.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Nowe standar<span class="_ _5"></span>dy i interpretacje, któ<span class="_ _5"></span>re zostały opublik<span class="_ _5"></span>owane, </span></span></div><div class="t m0 x5d he y4cc ff7 fs6 fc0 sc0 ls0 ws0">a nie weszły<span class="ff6"> </span>w <span class="_ _5"></span>życie<span class="ff6"> do dnia zatwierd<span class="_ _5"></span>zenia sprawozda<span class="_ _5"></span>nia </span></div><div class="t m0 x5d he y4cd ff6 fs6 fc0 sc0 ls0 ws0">finansowego<span class="_ _5"></span> </div><div class="t m0 x8 h6 y4ce ff4 fs0 fc0 sc0 ls0 ws0">Następujące <span class="_ _9"></span>standardy<span class="_ _0"></span> <span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _9"></span>interpretacje <span class="_ _9"></span>zo<span class="_ _0"></span>stały <span class="_ _9"></span>opublikowane <span class="_ _9"></span>p<span class="_ _0"></span>rzez <span class="_ _9"></span>Radę <span class="_ _9"></span>Międzyna<span class="_ _0"></span>rodowych </div><div class="t m0 x8 h6 y4cf ff4 fs0 fc0 sc0 ls0 ws0">Standardów Rach<span class="_ _0"></span>unkowości, jednak n<span class="_ _0"></span>ie weszły jeszcze w życ<span class="_ _0"></span>ie:<span class="_ _0"></span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf25" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc25 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">37<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 fff fs9 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _2b"> </span><span class="ff3 fs0">MSSF <span class="_ _5"></span>14 <span class="_ _5"></span><span class="ffd">Regulacyjne <span class="_ _7"></span>r<span class="_ _0"></span>ozliczenia <span class="_ _7"></span>m<span class="_ _0"></span>iędzyokresowe<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span>(opublikowano<span class="_ _0"></span> <span class="_ _7"></span>dnia <span class="_ _5"></span>30 <span class="_ _5"></span>stycznia <span class="_ _5"></span>2014 <span class="_ _7"></span>roku<span class="_ _0"></span>) </span></span></span></span></div><div class="t m0 x2f h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">–<span class="ff3"> <span class="_ _9"></span></span>zgodnie <span class="_ _9"></span>z <span class="_ _9"></span>dec<span class="_ _0"></span>yzją <span class="_ _9"></span>Kom<span class="_ _0"></span>isji <span class="_ _9"></span>Europejskiej <span class="_ _9"></span>pr<span class="_ _0"></span>oces <span class="_ _9"></span>zatwierdzan<span class="_ _0"></span>ia <span class="_ _9"></span>standardu <span class="_ _11"></span>w <span class="_ _9"></span>wersji <span class="_ _9"></span>wstępnej<span class="_ _0"></span> </div><div class="t m0 x2f h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _10"> </span>zostanie <span class="_ _10"> </span>zaini<span class="_ _0"></span>cjowany <span class="_ _10"> </span>przed <span class="_ _17"> </span>ukazaniem <span class="_ _10"> </span>się <span class="_ _10"> </span>standa<span class="_ _0"></span>rdu <span class="_ _13"> </span>w <span class="_ _17"> </span>wersji <span class="_ _10"> </span>ostatec<span class="_ _0"></span>znej <span class="_ _17"> </span><span class="ff3">- <span class="_ _17"> </span>do <span class="_ _10"> </span>dnia </span></div><div class="t m0 x2f h6 y18b ff3 fs0 fc0 sc0 ls0 ws0">zatwierdzenia <span class="_ _13"> </span>ni<span class="_ _0"></span>niejszego <span class="_ _13"></span>sprawo<span class="_ _0"></span>zdania<span class="_ _0"></span> <span class="_ _13"></span>finansowego <span class="_ _13"></span>niezatwierd<span class="_ _0"></span>zony <span class="_ _13"></span>przez <span class="_ _13"> </span>UE <span class="_ _10"> </span><span class="ff4">–<span class="_ _0"></span></span> <span class="_ _13"></span><span class="ff4">mający </span></div><div class="t m0 x2f h6 y18c ff4 fs0 fc0 sc0 ls0 ws0">zastosowanie <span class="_ _17"> </span>dla <span class="_ _17"> </span>okresów <span class="_ _17"> </span>rocznych<span class="_ _0"></span> <span class="_ _10"> </span>rozpoczyn<span class="_ _0"></span>ających <span class="_ _17"> </span>się <span class="_ _17"> </span>dnia <span class="_ _17"> </span>1 <span class="_ _10"> </span>styczni<span class="_ _0"></span>a <span class="_ _10"> </span>2016 <span class="_ _17"> </span>rok<span class="_ _0"></span>u <span class="_ _10"> </span>lub<span class="_ _0"></span> </div><div class="t m0 x2f h6 y18d ff4 fs0 fc0 sc0 ls0 ws0">później;<span class="ff3"> </span></div><div class="t m0 x8 h6 y18e fff fs9 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _2b"> </span><span class="ff3 fs0">Zmiany<span class="_ _0"></span>  do <span class="_ _1c"> </span>MSSF  10  i  MSR <span class="_ _1c"> </span>28: <span class="_ _a"> </span><span class="ffd">Tran<span class="_ _0"></span>sakcje  sprzedaży  lub  wniesienia  aktywów  pomiędzy<span class="_ _0"></span> </span></span></span></div><div class="t m0 x2f h6 y18f ffd fs0 fc0 sc0 ls0 ws0">inwestorem <span class="_ _7"></span>a <span class="_ _5"></span>jego <span class="_ _5"></span>jednostką <span class="_ _5"></span>stowarzyszoną <span class="_ _7"></span>lub <span class="_ _5"></span>wspólnym <span class="_ _5"></span>przedsięwzięciem<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span>(opublikowano<span class="_ _0"></span> </span></div><div class="t m0 x2f h6 y190 ff4 fs0 fc0 sc0 ls0 ws0">dnia 11 <span class="_ _7"></span>wrześni<span class="_ _0"></span>a <span class="_ _5"></span>2014 roku) <span class="_ _5"></span>–<span class="ff3"> </span>prace <span class="_ _5"></span>prowadzące do <span class="_ _5"></span>zatwierdzenia niniejszych zmian <span class="_ _5"></span>zostały </div><div class="t m0 x2f h6 y191 ff4 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _0"></span>UE <span class="_ _0"></span>odł<span class="_ _0"></span>ożone <span class="_ _0"></span>bezterminowo <span class="_ _9"></span><span class="ff3">- <span class="_ _0"></span></span>ter<span class="_ _0"></span>min <span class="_ _0"></span>wejścia <span class="_ _0"></span>w <span class="_ _0"></span>życ<span class="_ _0"></span>ie <span class="_ _0"></span>został <span class="_ _0"></span>odroc<span class="_ _0"></span>zony <span class="_ _0"></span>przez <span class="_ _0"></span>RMS<span class="_ _0"></span>R <span class="_ _0"></span>na<span class="_ _0"></span> </div><div class="t m0 x2f h6 y192 ff4 fs0 fc0 sc0 ls0 ws0">czas nieokreślony<span class="_ _0"></span>; <span class="ff3"> </span></div><div class="t m0 x8 h6 y193 fff fs9 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _2b"> </span><span class="ff3 fs0">Zmiany<span class="_ _0"></span> <span class="_ _20"> </span>do <span class="_ _20"> </span>MSR <span class="_ _20"> </span>1: <span class="_ _27"> </span><span class="ffd">Prezentac<span class="_ _0"></span>ja <span class="_ _20"> </span>sprawozdań <span class="_ _27"> </span>finansowych <span class="_ _1d"> </span>–<span class="ff1"> <span class="_ _20"> </span></span>Podział <span class="_ _20"> </span>z<span class="_ _0"></span>obowiązań <span class="_ _20"> </span>na<span class="_ _0"></span> </span></span></span></div><div class="t m0 x2f h6 y4d0 ffd fs0 fc0 sc0 ls0 ws0">krótkoterminowe <span class="_ _6"> </span>i <span class="_ _1d"> </span>dł<span class="_ _0"></span>ugoterminowe<span class="_ _0"></span><span class="ff3"> <span class="_ _6"> </span>oraz <span class="_ _1d"> </span></span>P<span class="_ _0"></span>odział <span class="_ _6"> </span>zobowiązań <span class="_ _6"> </span>na <span class="_ _1d"> </span>kró<span class="_ _0"></span>tkoterminowe <span class="_ _6"> </span>i </div><div class="t m0 x2f h6 y4d1 ffd fs0 fc0 sc0 ls0 ws0">długoterminowe <span class="_ _10"> </span>–<span class="_ _0"></span><span class="ff1"> <span class="_ _13"> </span></span>odro<span class="_ _0"></span>czenie <span class="_ _13"> </span>daty <span class="_ _10"> </span>w<span class="_ _0"></span>ejścia <span class="_ _10"> </span>w <span class="_ _13"> </span>ż<span class="_ _0"></span>ycie<span class="ff3"> <span class="_ _10"> </span>oraz <span class="_ _10"> </span></span>Zob<span class="_ _0"></span>owiązania <span class="_ _10"> </span>długoterminow<span class="_ _0"></span>e </div><div class="t m0 x2f h6 y4d2 ffd fs0 fc0 sc0 ls0 ws0">zawierające <span class="_ _13"> </span>k<span class="_ _0"></span>owenanty<span class="_ _0"></span><span class="ff3"> <span class="_ _13"> </span>(opubli<span class="_ _0"></span>kowano <span class="_ _13"></span>odp<span class="_ _0"></span>owiednio <span class="_ _10"> </span>dnia <span class="_ _10"> </span>23 <span class="_ _10"> </span>stycznia <span class="_ _10"> </span>2020 <span class="_ _13"> </span>roku <span class="_ _10"> </span>oraz <span class="_ _10"> </span>15 </span></div><div class="t m0 x2f h6 y4d3 ff4 fs0 fc0 sc0 ls0 ws0">lipca <span class="_ _19"> </span>2020  roku <span class="_ _19"> </span>oraz  31<span class="_ _0"></span> <span class="_ _a"> </span>październ<span class="_ _0"></span>ika <span class="_ _19"> </span>2022  roku) <span class="_ _19"> </span>–<span class="_ _0"></span><span class="ff3"> <span class="_ _a"> </span></span>mają<span class="_ _0"></span>ce <span class="_ _a"> </span>zastosowani<span class="_ _0"></span>e <span class="_ _a"> </span>dla <span class="_ _19"> </span>okresów </div><div class="t m0 x2f h6 y4d4 ff4 fs0 fc0 sc0 ls0 ws0">rocznych rozpoczyna<span class="_ _0"></span>jących się dnia<span class="_ _0"></span> 1 stycznia 2024 roku lub pó<span class="_ _0"></span>źniej;<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4d5 fff fs9 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _2b"> </span><span class="ff3 fs0">Zmiany<span class="_ _0"></span> <span class="_ _17"> </span>do <span class="_ _17"> </span>MSSF <span class="_ _10"> </span>1<span class="_ _0"></span>6 <span class="_ _17"> </span><span class="ffd">Leasing: <span class="_ _17"> </span>Z<span class="_ _0"></span>obowiązanie <span class="_ _17"> </span>leas<span class="_ _0"></span>ingowe <span class="_ _17"> </span>w <span class="_ _17"> </span>transakc<span class="_ _0"></span>ji <span class="_ _17"> </span>sprzedaży <span class="_ _17"> </span>i <span class="_ _17"> </span>leas<span class="_ _0"></span>ingu </span></span></span></div><div class="t m0 x2f h6 y4d6 ff1 fs0 fc0 sc0 ls0 ws0">zwrotnego<span class="ff3"> <span class="ff4">(opubli<span class="_ _0"></span>kowano dnia 22 wrz<span class="_ _0"></span>eśnia 2022 roku) <span class="_ _0"></span>–</span> <span class="ff4">mająca<span class="_ _0"></span> zastosowanie dl<span class="_ _0"></span>a okresów </span></span></div><div class="t m0 x2f h6 y4d7 ff4 fs0 fc0 sc0 ls0 ws0">rocznych rozpoczyna<span class="_ _0"></span>jących się dnia<span class="_ _0"></span> 1 stycznia 2024 roku lub pó<span class="_ _0"></span>źniej;<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4d8 fff fs9 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _2b"> </span><span class="ff3 fs0">Zmiany<span class="_ _0"></span> <span class="_ _5"></span>do MSR 7: <span class="_ _5"></span><span class="ffd">Sprawozdan<span class="_ _0"></span>ie <span class="_ _5"></span>z przepływów pieniężnych i <span class="_ _5"></span>MSSF 7: <span class="_ _5"></span>Instrumen<span class="_ _0"></span>ty fi<span class="_ _5"></span>nans<span class="_ _0"></span>owe:<span class="_ _0"></span> </span></span></span></div><div class="t m0 x2f h6 y4d9 ffd fs0 fc0 sc0 ls0 ws0">Ujawnianie <span class="_ _25"> </span>i<span class="_ _5"></span>nf<span class="_ _0"></span>ormacji: <span class="_ _25"> </span>Umowy <span class="_ _2e"> </span>finansowani<span class="_ _0"></span>a <span class="_ _2e"> </span>zobowiązań <span class="_ _25"> </span>wobec <span class="_ _2e"> </span>dostawc<span class="_ _0"></span>ów<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x2f h6 y4da ff3 fs0 fc0 sc0 ls0 ws0">(opublikowano <span class="_ _0"></span>dnia <span class="_ _0"></span>25<span class="_ _0"></span> <span class="_ _0"></span>maja <span class="_ _0"></span>2023 <span class="_ _0"></span>roku) <span class="_ _9"></span><span class="ff4">–</span> <span class="_ _0"></span>do <span class="_ _0"></span>dnia <span class="_ _0"></span>zatwierd<span class="_ _0"></span>zenia <span class="_ _0"></span>niniejszego <span class="_ _0"></span>spra<span class="_ _0"></span>wozdania </div><div class="t m0 x2f h6 y4db ff3 fs0 fc0 sc0 ls0 ws0">finansowego <span class="_ _a"> </span>n<span class="_ _0"></span>iezatwierdzone <span class="_ _19"> </span>przez <span class="_ _a"> </span>UE <span class="_ _19"> </span><span class="ff4">–</span> <span class="_ _19"> </span><span class="ff4">mające <span class="_ _19"> </span>zastosowanie <span class="_ _19"> </span>dla  o<span class="_ _0"></span>kresów <span class="_ _a"> </span>roczny<span class="_ _0"></span>ch </span></div><div class="t m0 x2f h6 y4dc ff4 fs0 fc0 sc0 ls0 ws0">rozpoczynający<span class="_ _0"></span>ch się dnia 1 stycznia 2024 l<span class="_ _0"></span>ub później;<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4dd fff fs9 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _2b"> </span><span class="ff3 fs0">Zmiany<span class="_ _0"></span> <span class="_ _9"></span>do <span class="_ _11"></span>MSR <span class="_ _11"></span>21: <span class="_ _11"></span><span class="ffd">Sku<span class="_ _0"></span>tki <span class="_ _9"></span>zmian <span class="_ _11"></span>k<span class="_ _0"></span>ursów <span class="_ _11"></span>wymiany <span class="_ _11"></span>walut <span class="_ _11"></span>obcyc<span class="_ _0"></span>h: <span class="_ _9"></span>Bra<span class="_ _0"></span>k <span class="_ _9"></span>możl<span class="_ _0"></span>iwości <span class="_ _11"></span>wymiany<span class="_ _0"></span> </span></span></span></div><div class="t m0 x2f h6 y4de ff1 fs0 fc0 sc0 ls0 ws0">walut<span class="ff3"> <span class="_ _a"> </span>(<span class="_ _0"></span>opublikowano <span class="_ _19"> </span>dnia <span class="_ _19"> </span>15  sierpnia<span class="_ _0"></span> <span class="_ _a"> </span>2023 <span class="_ _19"> </span>roku) <span class="_ _19"> </span>- <span class="_ _19"> </span>do  dni<span class="_ _0"></span>a <span class="_ _a"> </span>za<span class="_ _0"></span>twierdzenia <span class="_ _19"> </span>niniejszego </span></div><div class="t m0 x2f h6 y4df ff3 fs0 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _9"></span>finansowego <span class="_ _0"></span>niezat<span class="_ _0"></span>wierdzone <span class="_ _0"></span>prz<span class="_ _0"></span>ez <span class="_ _0"></span>UE <span class="_ _11"></span><span class="ff4">–</span> <span class="_ _0"></span><span class="ff4">mająca<span class="_ _0"></span> <span class="_ _0"></span>zastosowa<span class="_ _0"></span>nie <span class="_ _0"></span>dla <span class="_ _0"></span>okres<span class="_ _0"></span>ów </span></div><div class="t m0 x2f h6 y4e0 ff4 fs0 fc0 sc0 ls0 ws0">rocznych rozpoczyna<span class="_ _0"></span>jących się dnia<span class="_ _0"></span> 1 stycznia 2025 roku lub pó<span class="_ _0"></span>źniej<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4e1 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y4e2 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _19"> </span>dzień <span class="_ _1a"> </span>zatwierdzenia <span class="_ _1a"> </span>niniejszego <span class="_ _1a"> </span>sprawozdani<span class="_ _0"></span>a <span class="_ _19"> </span>finansowego <span class="_ _1a"> </span>do <span class="_ _19"> </span>pub<span class="_ _0"></span>likacji <span class="_ _19"> </span>Za<span class="_ _0"></span>rząd <span class="_ _19"> </span>nie </div><div class="t m0 x8 h6 y4e3 ff4 fs0 fc0 sc0 ls0 ws0">zakończył  jeszcze <span class="_ _1c"> </span>prac<span class="_ _0"></span>  nad <span class="_ _1c"> </span>oceną  wpływu  wprowadzenia  pozostałych  standardów  oraz </div><div class="t m0 x8 h6 y4e4 ff4 fs0 fc0 sc0 ls0 ws0">interpretacji <span class="_ _17"> </span>na <span class="_ _17"> </span>stosowane <span class="_ _17"> </span>przez <span class="_ _10"> </span>Sp<span class="_ _0"></span>ółkę <span class="_ _10"> </span>zasady<span class="_ _0"></span> <span class="_ _17"> </span>(politykę) <span class="_ _17"> </span>rachunkowości <span class="_ _17"> </span>w <span class="_ _17"> </span>odniesieniu <span class="_ _17"> </span>do </div><div class="t m0 x8 h6 y4e5 ff3 fs0 fc0 sc0 ls0 ws0">d<span class="ff4">ziałalności Spółki l<span class="_ _0"></span>ub jej wyników fina<span class="_ _0"></span>nsowych.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y4e6 ff4 fs0 fc0 sc0 ls0 ws0">Daty wejścia w życi<span class="_ _0"></span>e są datami wynik<span class="_ _0"></span>ającymi z treści standardów ogło<span class="_ _0"></span>szonych przez Radę ds.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4e7 ff4 fs0 fc0 sc0 ls0 ws0">Międzynarodowej <span class="_ _24"> </span>Sprawozdawc<span class="_ _0"></span>zości <span class="_ _6"> </span>Finansowej. <span class="_ _6"> </span>Daty <span class="_ _24"> </span>stosowania <span class="_ _6"> </span>standardów<span class="_ _0"></span> <span class="_ _6"> </span>w <span class="_ _6"> </span>Unii </div><div class="t m0 x8 h6 y4e8 ff4 fs0 fc0 sc0 ls0 ws0">Europejskiej <span class="_ _19"> </span>m<span class="_ _0"></span>ogą <span class="_ _19"> </span>różnić <span class="_ _19"> </span>się <span class="_ _1a"> </span>od <span class="_ _19"> </span>dat <span class="_ _1a"> </span>stosowania <span class="_ _19"> </span>wy<span class="_ _0"></span>nikających <span class="_ _1a"> </span>z <span class="_ _19"> </span>treści <span class="_ _19"> </span>standa<span class="_ _0"></span>rdów <span class="_ _19"> </span>i <span class="_ _19"> </span>są<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4e9 ff3 fs0 fc0 sc0 ls0 ws0">o<span class="ff4">głaszane w momen<span class="_ _0"></span>cie zatwierdzenia d<span class="_ _0"></span>o stosowania<span class="_ _0"></span> przez Unię Europejską<span class="_ _0"></span>.</span> </div></div></div><div class="pi"></div></div>
<div id="pf26" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc26 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y4ea w4 h73" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">38<span class="ls0"> </span></div><div class="t m0 x8 h41 y37 ff6 fs6 fc0 sc0 ls0 ws0">11.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Przychody <span class="_ _5"></span>z umów z klientami<span class="_ _5"></span><span class="ff6"> </span></span></span></div><div class="t m0 x4a h4f y4eb ff6 fs5 fc0 sc0 ls3 ws0">11.1.<span class="ffc ls0"> <span class="_ _1a"> </span></span>Przychody w podziale na kategorie<span class="ls0"> </span></div><div class="t m0 x8 h6 y4ec ff4 fs0 fc0 sc0 ls0 ws0">Tabela <span class="_ _5"></span>poniżej <span class="_ _5"></span>przeds<span class="_ _0"></span>tawia <span class="_ _5"></span>przychody<span class="_ _0"></span> <span class="_ _7"></span>z<span class="_ _0"></span> <span class="_ _7"></span>ty<span class="_ _0"></span>tułu <span class="_ _5"></span>umów <span class="_ _5"></span>z <span class="_ _5"></span>klien<span class="_ _0"></span>tami <span class="_ _5"></span>w <span class="_ _7"></span>p<span class="_ _0"></span>odziale na <span class="_ _7"></span>kategorie,<span class="_ _0"></span> <span class="_ _7"></span>k<span class="_ _0"></span>tóre </div><div class="t m0 x8 h6 y4ed ff4 fs0 fc0 sc0 ls0 ws0">odzwierciedlają <span class="_ _13"></span>sposób, <span class="_ _13"> </span>w <span class="_ _13"></span>jaki <span class="_ _13"> </span>czy<span class="_ _0"></span>nniki <span class="_ _11"></span>ekonomiczne <span class="_ _13"> </span>wpły<span class="_ _0"></span>wają <span class="_ _13"></span>na <span class="_ _13"></span>charakter, <span class="_ _11"></span>kwotę, <span class="_ _13"></span>termi<span class="_ _0"></span>n </div><div class="t m0 x8 h6 y4ee ff4 fs0 fc0 sc0 ls0 ws0">płatności oraz niepewn<span class="_ _0"></span>ość przychodó<span class="_ _0"></span>w i przepływów pieniężny<span class="_ _0"></span>ch:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 ha y47b ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y3f w3b h17"><div class="t m0 xd h8 yb2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x78 y3f w3c h17"><div class="t m0 x57 h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Za rok zakończony dnia <span class="ff6"> </span></div><div class="t m0 x24 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku </div></div><div class="c x79 y3f w3d h17"><div class="t m0 x11 h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Za rok zakończony dnia <span class="ff6"> </span></div><div class="t m0 x22 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku </div></div><div class="c x8 y4ef w3b h26"><div class="t m0 xd h74 y104 ffd fs3 fc0 sc0 ls0 ws0">Rodzaj dobra lub usługi:<span class="ff1"> </span></div></div><div class="c x78 y4ef w3c h26"><div class="t m0 x7a h14 y104 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y4ef w1e h26"><div class="t m0 x6d h8 y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y4f0 w3b h27"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Wyroby gotowe </div></div><div class="c x78 y4f0 w3c h27"><div class="t m0 x5f h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y4f0 w1e h27"><div class="t m0 x5d h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x8 y4f1 w3b h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Przychody ze sprzedaży usług<span class="ff3"> </span></div></div><div class="c x78 y4f1 w3c h26"><div class="t m0 x7b h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">65 250 </div></div><div class="c x79 y4f1 w1e h26"><div class="t m0 x31 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">52 629 </div></div><div class="c x8 y28b w3b h2e"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Przychody z umów z klientami ogółem<span class="ff6"> </span></div></div><div class="c x78 y28b w3c h2e"><div class="t m0 x7b h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">65 250 </div></div><div class="c x79 y28b w1e h2e"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">52 632 </div></div><div class="c x8 y4f2 w3b h26"><div class="t m0 xd h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">Termin <span class="ffd">przekazania dóbr lub usług:</span> </div></div><div class="c x78 y4f2 w3c h26"><div class="t m0 x7a h8 y104 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y4f2 w1e h26"><div class="t m0 x6d h8 y104 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y4f3 w3b h27"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">w miarę upływu czasu<span class="ff3"> </span></div></div><div class="c x78 y4f3 w3c h27"><div class="t m0 x7b h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">65 <span class="ls4">250</span> </div></div><div class="c x79 y4f3 w1e h27"><div class="t m0 x31 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">52 632 </div></div><div class="c x8 y4f4 w3b h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Przychody z umów z klientami ogółem<span class="ff6"> </span></div></div><div class="c x78 y4f4 w3c h26"><div class="t m0 x7b h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">65 250 </div></div><div class="c x79 y4f4 w1e h26"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">52 632 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y3ba ff4 fs0 fc0 sc0 ls0 ws0">Spółka nie wyodrębni<span class="_ _0"></span>a segmentów operac<span class="_ _0"></span>yjnych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4f5 ff4 fs0 fc0 sc0 ls0 ws0">Wszystkie przychody z <span class="_ _0"></span>umów z klientami wy<span class="_ _0"></span>stępują na tereni<span class="_ _0"></span>e Polski<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y45f ff6 fs5 fc0 sc0 ls3 ws0">11.2.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Aktywa i <span class="ff7">zobowiązania z tytułu umów z klientami</span> </span></span></div><div class="t m0 x8 h6 y4f6 ff4 fs0 fc0 sc0 ls0 ws0">Spółka nie rozpoznała <span class="_ _0"></span>żadnych akty<span class="_ _0"></span>wów ani zobow<span class="_ _0"></span>iązań z tytułu um<span class="_ _0"></span>ów z klientami.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y4f7 ff6 fs5 fc0 sc0 ls3 ws0">11.3.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Zobowiązania do wykonania świadczeń<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y4f8 ff3 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x8 h6 y4f9 ffd fs0 fc0 sc0 ls0 ws0">Przychody ze sprzeda<span class="_ _0"></span>ży usług zarządczyc<span class="_ _0"></span>h<span class="ff3"> </span></div><div class="t m0 x8 h6 y4fa ff4 fs0 fc0 sc0 ls0 ws0">Zobowiązania Spółki <span class="_ _7"></span>do świadczenia u<span class="_ _5"></span>sług zarządczych spełniane <span class="_ _5"></span>są w<span class="ff3"> <span class="_ _7"></span>czasie trwania <span class="_ _5"></span>umowy.  </span></div><div class="t m0 x8 h6 y4fb ff4 fs0 fc0 sc0 ls0 ws0">Charakter  i <span class="_ _1c"> </span>cykliczność  świadczonych  usług <span class="_ _18"> </span>p<span class="_ _0"></span>owoduje,  że <span class="_ _1c"> </span>klient  jednocześnie  otrzymuje <span class="_ _1c"> </span>i<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4fc ff4 fs0 fc0 sc0 ls0 ws0">czerpie  korzyści <span class="_ _1c"> </span>ze  świadczonej <span class="_ _1c"> </span>usługi<span class="_ _0"></span>. <span class="_ _1c"> </span>Spółka  ustala  przychód<span class="ff3"> <span class="_ _0"></span>z <span class="_ _1c"> </span></span>tytułu  świadczenia  usług </div><div class="t m0 x8 h6 y4fd ff4 fs0 fc0 sc0 ls0 ws0">zarządczych w okresach miesięcznyc<span class="_ _0"></span>h w wysokości, w jakiej<span class="ff3"> </span>ma prawo do otrzymania zapłaty<span class="_ _0"></span> </div><div class="t m0 x8 h6 y57 ff4 fs0 fc0 sc0 ls0 ws0">za świadczone usługi. <span class="_ _0"></span>Terminy p<span class="_ _0"></span>łatności za przekazan<span class="_ _0"></span>e usługi wynoszą zaz<span class="_ _0"></span>wyczaj 90 dni<span class="_ _9"></span><span class="ff3">. </span></div><div class="t m0 x8 h41 y180 ff6 fs6 fc0 sc0 ls0 ws0">12.<span class="ffc"> <span class="_ _1b"> </span></span>Przychody i<span class="_ _5"></span> koszty </div><div class="t m0 x4a h4f y4fe ff6 fs5 fc0 sc0 ls3 ws0">12.1.<span class="ffc ls0"> <span class="_ _1a"> </span></span><span class="ff7">Pozostałe przychody operacyjne </span><span class="ls0"> </span></div></div><div class="c x8 y28 w3e h75"><div class="t m0 xd h6 y4ff ff3 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c y28 w3f h75"><div class="t m0 x16 h54 y12e ff8 fs0 fc0 sc0 ls0 ws0">rok zakończony<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x16 h54 y4ff ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 </div></div><div class="c x7d y28 w40 h75"><div class="t m0 x5b h54 y12e ff8 fs0 fc0 sc0 ls0 ws0">rok zakończony<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x5b h54 y4ff ff2 fs0 fc0 sc0 ls22 ws0">31 <span class="ls0">grudnia 2022 </span></div></div><div class="c x8 y500 w3e h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Odszkodowania<span class="_ _0"></span> </div></div><div class="c x7c y500 w3f h26"><div class="t m0 x7e h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">3 </div></div><div class="c x7d y500 w40 h26"><div class="t m0 x9 h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y502 w3e h27"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Przychody z tytułu na<span class="_ _0"></span>jmu<span class="ff3"> </span></div></div><div class="c x7c y502 w3f h27"><div class="t m0 x9 h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x7d y502 w40 h27"><div class="t m0 x12 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">779<span class="ls0"> </span></div></div><div class="c x8 yff w3e h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Kaucje przedawni<span class="_ _0"></span>one </div></div><div class="c x7c yff w3f h26"><div class="t m0 x15 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">52<span class="ls0"> </span></div></div><div class="c x7d yff w40 h26"><div class="t m0 x2f h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">1 </div></div><div class="c x8 y413 w3e h26"><div class="t m0 xd h6 y503 ff4 fs0 fc0 sc0 ls0 ws0">Pozostałe przychody op<span class="_ _0"></span>eracyjne<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7c y413 w3f h26"><div class="t m0 x37 h6 y503 ff3 fs0 fc0 sc0 ls2 ws0">679<span class="ls0"> </span></div></div><div class="c x7d y413 w40 h26"><div class="t m0 x7f h6 y503 ff3 fs0 fc0 sc0 ls2 ws0">46<span class="ls0"> </span></div></div><div class="c x8 y504 w3e h15"><div class="t m0 x80 h6 y1 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x7c y504 w3f h15"><div class="t m0 x12 h59 y505 ff6 fs0 fc0 sc0 ls22 ws0">734<span class="ls0"> </span></div></div><div class="c x7d y504 w40 h15"><div class="t m0 x12 h59 y505 ff6 fs0 fc0 sc0 ls22 ws0">826<span class="ls0"> </span></div></div></div><div class="pi"></div></div>
<div id="pf27" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc27 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y506 w4 h76" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">39<span class="ls0"> </span></div><div class="t m0 x4a h4f y392 ff6 fs5 fc0 sc0 ls3 ws0">12.2.<span class="ffc ls0"> <span class="_ _1a"> </span></span><span class="ff7">Pozostałe koszty operacyjne</span><span class="ls0"> </span></div></div><div class="c x8 y507 w41 h77"><div class="t m0 xd h6 y1 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x81 y507 w42 h77"><div class="t m0 x56 h54 y508 ff8 fs0 fc0 sc0 ls0 ws0">rok zakończony<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x56 h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 </div></div><div class="c x82 y507 w43 h77"><div class="t m0 x2e h54 y508 ff8 fs0 fc0 sc0 ls0 ws0">rok zakończony<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x2e h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>22 </div></div><div class="c x8 y2bc w41 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Kary i odszkodowani<span class="_ _0"></span>a </div></div><div class="c x81 y2bc w42 h27"><div class="t m0 x7f h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x82 y2bc w43 h27"><div class="t m0 x83 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">701<span class="ls0"> </span></div></div><div class="c x8 y509 w41 h26"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Koszty postępowania<span class="_ _0"></span> sądowego<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x81 y509 w42 h26"><div class="t m0 x1e h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">376<span class="ls0"> </span></div></div><div class="c x82 y509 w43 h26"><div class="t m0 x83 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">836<span class="ls0"> </span></div></div><div class="c x8 y50a w41 h77"><div class="t m0 xd h6 y508 ff4 fs0 fc0 sc0 ls0 ws0">Rezerwa na koszty spra<span class="_ _0"></span>w sądowych i świa<span class="_ _0"></span>dczenia </div><div class="t m0 xd h6 y1a2 ff3 fs0 fc0 sc0 ls0 ws0">pracownicze*<span class="_ _0"></span> </div></div><div class="c x81 y50a w42 h77"><div class="t m0 x7f h6 ya3 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x82 y50a w43 h77"><div class="t m0 x58 h6 ya3 ff3 fs0 fc0 sc0 ls2 ws0">4 519<span class="ls0"> </span></div></div><div class="c x8 y50b w41 h26"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Strata ze sprzedaży/li<span class="_ _0"></span>kwidacji środków trwał<span class="_ _0"></span>ych<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x81 y50b w42 h26"><div class="t m0 x74 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">63<span class="ls0"> </span></div></div><div class="c x82 y50b w43 h26"><div class="t m0 x83 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">512<span class="ls0"> </span></div></div><div class="c x8 y50c w41 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Inne <span class="ls15">**</span> </div></div><div class="c x81 y50c w42 h26"><div class="t m0 x1e h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">980<span class="ls0"> </span></div></div><div class="c x82 y50c w43 h26"><div class="t m0 x83 h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">1<span class="ls2">89</span> </div></div><div class="c x8 y50d w41 h15"><div class="t m0 x84 h6 y1 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x81 y50d w42 h15"><div class="t m0 x35 h59 y505 ff6 fs0 fc0 sc0 ls0 ws0">1 419 </div></div><div class="c x82 y50d w43 h15"><div class="t m0 x58 h59 y505 ff6 fs0 fc0 sc0 ls0 ws0">6 757 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y50e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y50f ff4 fs0 fc0 sc0 ls0 ws0">*Rezerwa na sprawy sąd<span class="_ _0"></span>owe została opisan<span class="_ _0"></span>a w nocie <span class="_ _0"></span><span class="ff3 ls2">30.2.<span class="ls0"> </span></span></div><div class="t m0 x8 h6 y510 ff4 fs0 fc0 sc0 ls0 ws0">** Zawiera statystyc<span class="_ _0"></span>zną część poda<span class="_ _0"></span>tku VAT niepodl<span class="_ _0"></span>egającą odliczeni<span class="_ _0"></span>u nieprzypisaną do </div><div class="t m0 x8 h6 y511 ff3 fs0 fc0 sc0 ls0 ws0">konkretnej kategorii ko<span class="_ _0"></span>sztowej.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y512 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h4f y322 ff6 fs5 fc0 sc0 ls3 ws0">12.3.<span class="ffc ls0"> <span class="_ _1a"> </span></span>Przychody finansowe<span class="ls0"> </span></div></div><div class="c x8 y513 w44 h77"><div class="t m0 xd h6 y1 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y513 w45 h77"><div class="t m0 x19 h54 y508 ff8 fs0 fc0 sc0 ls0 ws0">rok zakończony<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x19 h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 </div></div><div class="c x51 y513 w46 h77"><div class="t m0 x85 h54 y508 ff8 fs0 fc0 sc0 ls0 ws0">rok zakończony<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x85 h54 y1a2 ff2 fs0 fc0 sc0 ls22 ws0">31 <span class="ls0">grudnia 2022 </span></div></div><div class="c x8 y514 w44 h26"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Odsetki od pożycz<span class="_ _0"></span>ek<span class="ff3"> </span></div></div><div class="c xe y514 w45 h26"><div class="t m0 x37 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">3 227<span class="ls0"> </span></div></div><div class="c x51 y514 w46 h26"><div class="t m0 x74 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">10 633<span class="ls0"> </span></div></div><div class="c x8 y515 w44 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Odsetki bankowe<span class="_ _0"></span> </div></div><div class="c xe y515 w45 h26"><div class="t m0 x37 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">2 315<span class="ls0"> </span></div></div><div class="c x51 y515 w46 h26"><div class="t m0 x2f h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">944<span class="ls0"> </span></div></div><div class="c x8 y45f w44 h78"><div class="t m0 xd h6 y1a2 ff4 fs0 fc0 sc0 ls0 ws0">Różnice kursowe <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xe y45f w45 h78"><div class="t m0 x45 h6 y1a2 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x51 y45f w46 h78"><div class="t m0 x49 h6 y1a2 ff3 fs0 fc0 sc0 ls2 ws0">1 500<span class="ls0"> </span></div></div><div class="c x8 y516 w44 h26"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Odsetki od należności<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xe y516 w45 h26"><div class="t m0 x31 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">215<span class="ls0"> </span></div></div><div class="c x51 y516 w46 h26"><div class="t m0 x2f h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">672<span class="ls0"> </span></div></div><div class="c x8 y517 w44 h27"><div class="t m0 xd h6 y46e ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y517 w45 h27"><div class="t m0 x12 h59 y46e ff6 fs0 fc0 sc0 ls0 ws0">5 757<span class="ff3"> </span></div></div><div class="c x51 y517 w46 h27"><div class="t m0 x74 h59 y46e ff6 fs0 fc0 sc0 ls0 ws0">13 749<span class="ff3"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y518 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h4f y519 ff6 fs5 fc0 sc0 ls3 ws0">12.4.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Koszty finansowe  </span></span></div></div><div class="c x8 y51a w47 h77"><div class="t m0 xd h6 y1 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y51a w48 h77"><div class="t m0 x4 h54 y508 ff8 fs0 fc0 sc0 ls0 ws0">rok zakończony<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x14 h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 </div></div><div class="c x7d y51a w49 h77"><div class="t m0 x5b h54 y508 ff8 fs0 fc0 sc0 ls0 ws0">rok zakończony<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x5b h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>22 </div></div><div class="c x8 y51b w47 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Odsetki i prowizje od <span class="ff4">k<span class="_ _0"></span>redytów i pożycz<span class="_ _0"></span>ek</span> </div></div><div class="c x86 y51b w48 h27"><div class="t m0 x18 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">64 734<span class="ls0"> </span></div></div><div class="c x7d y51b w49 h27"><div class="t m0 x1d h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">49 891<span class="ls0"> </span></div></div><div class="c x8 y51c w47 h26"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Różnice kursowe<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x86 y51c w48 h26"><div class="t m0 x12 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">96<span class="ls0"> </span></div></div><div class="c x7d y51c w49 h26"><div class="t m0 x7e h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y51d w47 h26"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Odsetki od zobowiązań<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x86 y51d w48 h26"><div class="t m0 x1f h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">3 </div></div><div class="c x7d y51d w49 h26"><div class="t m0 x2f h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">3 </div></div><div class="c x8 y29d w47 h27"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Odsetki z tytułu leasin<span class="_ _0"></span>gu<span class="ff3"> </span></div></div><div class="c x86 y29d w48 h27"><div class="t m0 x58 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">918<span class="ls0"> </span></div></div><div class="c x7d y29d w49 h27"><div class="t m0 x1f h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">23<span class="ls0"> </span></div></div><div class="c x8 y51e w47 h26"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Wycena udzielonyc<span class="_ _0"></span>h poręczeń i gwaran<span class="_ _0"></span>cji*<span class="ff3"> </span></div></div><div class="c x86 y51e w48 h26"><div class="t m0 x1d h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">1 042<span class="ls0"> </span></div></div><div class="c x7d y51e w49 h26"><div class="t m0 x1f h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">18<span class="ls0"> </span></div></div><div class="c x8 y51f w47 h26"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Wycena instrumentó<span class="_ _0"></span>w finansowych<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x86 y51f w48 h26"><div class="t m0 x1d h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">3 381<span class="ls0"> </span></div></div><div class="c x7d y51f w49 h26"><div class="t m0 x6c h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">4 924<span class="ls0"> </span></div></div><div class="c x8 y520 w47 h6e"><div class="t m0 xd h6 y521 ff3 fs0 fc0 sc0 ls0 ws0">Inne </div></div><div class="c x86 y520 w48 h6e"><div class="t m0 x58 h6 y521 ff3 fs0 fc0 sc0 ls2 ws0">186<span class="ls0"> </span></div></div><div class="c x7d y520 w49 h6e"><div class="t m0 x12 h6 y521 ff3 fs0 fc0 sc0 ls2 ws0">373<span class="ls0"> </span></div></div><div class="c x8 y522 w47 h26"><div class="t m0 xd h6 y109 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y522 w48 h26"><div class="t m0 x18 h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">70 360 </div></div><div class="c x7d y522 w49 h26"><div class="t m0 x1d h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">55 232 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y523 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y524 ff3 fs0 fc0 sc0 ls15 ws0">* <span class="ff4 ls0">Gwarancje i por<span class="_ _0"></span>ęczenia prezento<span class="_ _0"></span>wane sią w noci<span class="_ _0"></span>e 2<span class="ff3">6 oraz <span class="_ _0"></span>30<span class="ls1">.1.</span> </span></span></div><div class="t m0 x8 h6 y525 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h42 y526 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf28" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc28 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y527 w31 h79" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">40<span class="ls0"> </span></div><div class="t m0 x4a h4f y392 ff6 fs5 fc0 sc0 ls3 ws0">12.5.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Koszty według rodzajów<span class="ff6"> </span></span></span></div></div><div class="c x8 y528 w4a h11"><div class="t m0 xd h8 y44a ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y528 w4b h11"><div class="t m0 x22 h12 y1a7 ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 x22 h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x87 y528 w4c h11"><div class="t m0 x22 h12 y9f ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 x22 h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x5b h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone<span class="ff2">) </span></div></div><div class="c x8 y529 w4a h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x86 y529 w4b h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">2 919 </div></div><div class="c x87 y529 w4c h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">2 764 </div></div><div class="c x8 y9d w4a h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Zużycie materiałów i energii<span class="ff3"> </span></div></div><div class="c x86 y9d w4b h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">2 486 </div></div><div class="c x87 y9d w4c h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">1 <span class="ls0">840 </span></div></div><div class="c x8 y52a w4a h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Usługi obce<span class="ff3"> </span></div></div><div class="c x86 y52a w4b h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">36 456<span class="_ _5"></span><span class="ls0"> </span></div></div><div class="c x87 y52a w4c h15"><div class="t m0 x1d h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">25 184 </div></div><div class="c x8 y452 w4a h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Podatki i opłaty<span class="ff3"> </span></div></div><div class="c x86 y452 w4b h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">1 217 </div></div><div class="c x87 y452 w4c h15"><div class="t m0 x74 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">442<span class="ls0"> </span></div></div><div class="c x8 y52b w4a h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Koszty świadczeń pracowniczych<span class="ff3"> </span></div></div><div class="c x86 y52b w4b h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">7 850 </div></div><div class="c x87 y52b w4c h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">6 854 </div></div><div class="c x8 y52c w4a h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe koszty rodzajowe<span class="ff3"> </span></div></div><div class="c x86 y52c w4b h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">2 059 </div></div><div class="c x87 y52c w4c h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">3 600 </div></div><div class="c x8 y454 w4a h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Koszty według rodzajów ogółem, w tym:<span class="ff6"> </span></div></div><div class="c x86 y454 w4b h15"><div class="t m0 x1d h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">52 987 </div></div><div class="c x87 y454 w4c h15"><div class="t m0 x1d h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">40 684 </div></div><div class="c x8 y2e6 w4a h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozycje ujęte w kosztach ogólnego zarządu<span class="ff3"> </span></div></div><div class="c x86 y2e6 w4b h15"><div class="t m0 x35 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">(1 900) </div></div><div class="c x87 y2e6 w4c h15"><div class="t m0 x35 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">(1 702) </div></div><div class="c x8 y2e7 w4a h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Zmiana stanu <span class="ff4">zapasów i rozliczeń międzyokresowych</span> </div></div><div class="c x86 y2e7 w4b h15"><div class="t m0 x6c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">(574) </div></div><div class="c x87 y2e7 w4c h15"><div class="t m0 x35 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">(3 007) </div></div><div class="c x8 y52d w4a h16"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Pozycje ujęte w koszcie własnym sprzedaży<span class="ff6">   </span></div></div><div class="c x86 y52d w4b h16"><div class="t m0 x1d h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">50 513 </div></div><div class="c x87 y52d w4c h16"><div class="t m0 x1d h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">35 975 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y52e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h4f y52f ff6 fs5 fc0 sc0 ls3 ws0">12.6.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Koszty amortyzacji  </span></span></div></div><div class="c x8 y530 w4d h17"><div class="t m0 xd h8 yb2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x88 y530 w4e h17"><div class="t m0 x5b h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 x5b h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x89 y530 w4f h17"><div class="t m0 x16 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 x2e h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y531 w4d h27"><div class="t m0 xd h14 y107 ff7 fs3 fc0 sc0 ls0 ws0">Pozycje ujęte w koszcie własnym sprzedaży<span class="ff6"> </span></div></div><div class="c x88 y531 w4e h27"><div class="t m0 x31 h14 y532 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x89 y531 w4f h27"><div class="t m0 x8a h8 y532 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y533 w4d h27"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Amortyzacja środków trwałych<span class="ff3"> </span></div></div><div class="c x88 y533 w4e h27"><div class="t m0 x8b h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">2 628 </div></div><div class="c x89 y533 w4f h27"><div class="t m0 x8c h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">2 <span class="ls0">455 </span></div></div><div class="c x8 y534 w4d h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Amortyzacja aktywów niematerialnych<span class="ff3"> </span></div></div><div class="c x88 y534 w4e h26"><div class="t m0 x58 h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">291<span class="ls0"> </span></div></div><div class="c x89 y534 w4f h26"><div class="t m0 x5 h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">308<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8d h6 y535 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h4f y536 ff6 fs5 fc0 sc0 ls3 ws0">12.7.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Koszty świadczeń pracowniczych<span class="ff6"> </span></span></span></div></div><div class="c x8 y537 w50 h11"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y537 w51 h11"><div class="t m0 x54 h12 y1a7 ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 x54 h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x8f y537 w52 h11"><div class="t m0 x20 h12 y9f ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 x20 h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x2b h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone<span class="ff2">) </span></div></div><div class="c x8 y538 w50 h26"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia </div></div><div class="c x8e y538 w51 h26"><div class="t m0 x1f h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">7 057 </div></div><div class="c x8f y538 w52 h26"><div class="t m0 x4a h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">6 274 </div></div><div class="c x8 y539 w50 h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Koszty ubezpieczeń społecznych<span class="ff3"> </span></div></div><div class="c x8e y539 w51 h26"><div class="t m0 x2f h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">793<span class="ls0"> </span></div></div><div class="c x8f y539 w52 h26"><div class="t m0 x48 h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">580<span class="ls0"> </span></div></div><div class="c x8 y53a w50 h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Koszty świadczeń pracowniczych ogółem, w tym:<span class="ff6"> </span></div></div><div class="c x8e y53a w51 h26"><div class="t m0 x1f h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">7 850 </div></div><div class="c x8f y53a w52 h26"><div class="t m0 x4a h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">6 854 </div></div><div class="c x8 y53b w50 h27"><div class="t m0 xd h8 y107 ff4 fs3 fc0 sc0 ls0 ws0">Pozycje ujęte w koszcie własnym sprzedaży<span class="ff3"> </span></div></div><div class="c x8e y53b w51 h27"><div class="t m0 x1f h8 y107 ff3 fs3 fc0 sc0 ls0 ws0">5 950 </div></div><div class="c x8f y53b w52 h27"><div class="t m0 x4a h8 y107 ff3 fs3 fc0 sc0 ls4 ws0">5 <span class="ls0">154 </span></div></div><div class="c x8 y53c w50 h27"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Pozycje ujęte w kosztach ogólnego zarządu<span class="ff3"> </span></div></div><div class="c x8e y53c w51 h27"><div class="t m0 x1f h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">1 900 </div></div><div class="c x8f y53c w52 h27"><div class="t m0 x4a h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h41 y53d ff6 fs6 fc0 sc0 ls0 ws0">13.<span class="ffc"> <span class="_ _1b"> </span></span>Podatek do<span class="_ _5"></span>chodowy </div><div class="t m0 x4a h4f y53e ff6 fs5 fc0 sc0 ls3 ws0">13.1.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Obciążenie podatkowe<span class="ff6"> </span></span></span></div></div><div class="c x8 y53f w53 h11"><div class="t m0 xd h8 y44a ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y53f w36 h11"><div class="t m0 xf h12 y1a7 ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 xf h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x90 y53f w54 h11"><div class="t m0 xf h12 y9f ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 xf h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x14 h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone<span class="ff2">) </span></div></div><div class="c x8 y540 w53 h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Bieżący podatek dochodowy<span class="ff3"> </span></div></div><div class="c x76 y540 w36 h26"><div class="t m0 x21 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(1 782) </div></div><div class="c x90 y540 w54 h26"><div class="t m0 x21 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(6 893) </div></div><div class="c x8 y541 w53 h27"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Odroczony podatek dochodowy </div></div><div class="c x76 y541 w36 h27"><div class="t m0 x1d h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">9 505 </div></div><div class="c x90 y541 w54 h27"><div class="t m0 x18 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">11 789 </div></div><div class="c x8 y542 w53 h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Obciążenie podatkowe wykazane w zysku <span class="ff6"> </span></div></div><div class="c x76 y542 w36 h26"><div class="t m0 x1d h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">7 723 </div></div><div class="c x90 y542 w54 h26"><div class="t m0 x1d h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">4 896 </div></div><div class="c x8 y543 w53 h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Korzyść/Obciążenie podatkowe ujęte w innych całkowitych </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">dochodach </div></div><div class="c x76 y543 w36 h17"><div class="t m0 x49 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x90 y543 w54 h17"><div class="t m0 x49 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi"></div></div>
<div id="pf29" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc29 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y544 w4 h7a" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">41<span class="ls0"> </span></div><div class="t m0 x4a h4f y392 ff6 fs5 fc0 sc0 ls3 ws0">13.2.<span class="ffc ls0"> <span class="_ _1a"> </span></span>Uzgodnienie efektywnej stawki podatkowej<span class="ls0"> </span></div><div class="t m0 x8 h6 y393 ff4 fs0 fc0 sc0 ls0 ws0">Uzgodnienie <span class="_ _5"></span>podatku <span class="_ _5"></span>do<span class="_ _0"></span>chodowego <span class="_ _5"></span>od <span class="_ _5"></span>zysku/ <span class="_ _5"></span>(straty)<span class="_ _0"></span> <span class="_ _7"></span>b<span class="_ _0"></span>rutto <span class="_ _7"></span>przed o<span class="_ _5"></span>p<span class="_ _0"></span>odatkowaniem <span class="_ _5"></span>wedł<span class="_ _0"></span>ug </div><div class="t m0 x8 h6 y394 ff4 fs0 fc0 sc0 ls0 ws0">ustawowej stawki <span class="_ _5"></span>podatkowej,<span class="_ _0"></span> <span class="_ _5"></span>z podatkiem <span class="_ _5"></span>dochodowym<span class="_ _0"></span> <span class="_ _5"></span>liczonym według efektywnej <span class="_ _5"></span>stawki<span class="_ _0"></span> </div><div class="t m0 x8 h6 y395 ff4 fs0 fc0 sc0 ls0 ws0">podatkowej Sp<span class="_ _0"></span>ółki za rok zak<span class="_ _0"></span>ończony 31 gr<span class="_ _0"></span>udnia 20<span class="_ _0"></span><span class="ff3">23 roku<span class="_ _0"></span> i 31 grudni<span class="_ _0"></span>a 2022 r<span class="_ _0"></span>oku przedstawia<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y396 ff4 fs0 fc0 sc0 ls0 ws0">się następująco<span class="ff3">:<span class="_ _0"></span> </span></div></div><div class="c x8 y16d w55 h11"><div class="t m0 xd h8 y44a ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y16d w56 h11"><div class="t m0 xd h12 y1a7 ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 xd h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x92 y16d w57 h11"><div class="t m0 x11 h12 y9f ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 x11 h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 xd h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone)<span class="ff2"> </span></div></div><div class="c x8 y50c w55 h7b"><div class="t m0 xd h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">Zysk brutto przed opodatkowaniem </div></div><div class="c x91 y50c w56 h7b"><div class="t m0 x1b h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">209 403 </div></div><div class="c x92 y50c w57 h7b"><div class="t m0 x52 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">206 094 </div></div><div class="c x8 y545 w55 h21"><div class="t m0 xd h8 yd4 ff3 fs3 fc0 sc0 ls0 ws0">Podatek <span class="ff4">według ustawowej stawki podatkowej obowiązującej w </span></div><div class="t m0 xd h8 yd5 ff4 fs3 fc0 sc0 ls0 ws0">Polsce, wynoszącej 19% (202<span class="ff3">2: 19%) </span></div></div><div class="c x91 y545 w56 h21"><div class="t m0 x20 h8 yd6 ff3 fs3 fc0 sc0 ls4 ws0">39<span class="ls0"> </span>787<span class="ls0"> </span></div></div><div class="c x92 y545 w57 h21"><div class="t m0 x24 h8 yd6 ff3 fs3 fc0 sc0 ls0 ws0">39 158 </div></div><div class="c x8 y546 w55 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Koszty trwale niestanowiące kosztów uzyskania przychodów<span class="ff3"> </span></div></div><div class="c x91 y546 w56 h15"><div class="t m0 x73 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">1 766 </div></div><div class="c x92 y546 w57 h15"><div class="t m0 x18 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">1 623 </div></div><div class="c x8 y39c w55 h16"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Przychody trwale niebędące podstawą do opodatkowania<span class="ff3"> </span></div></div><div class="c x91 y39c w56 h16"><div class="t m0 x6b h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(9) </div></div><div class="c x92 y39c w57 h16"><div class="t m0 x1c h8 ya6 ff3 fs3 fc0 sc0 ls7 ws0">(1<span class="ls0"> 345) </span></div></div><div class="c x8 y547 w55 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Odsetki <span class="ff4">trwale niestanowiące kosztów uzyskania przychodów</span> </div></div><div class="c x91 y547 w56 h15"><div class="t m0 x5 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x92 y547 w57 h15"><div class="t m0 x18 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">1 148 </div></div><div class="c x8 y24b w55 h18"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Udział w zyskach jednostek wycenianych metodą praw własności<span class="ff3"> </span></div></div><div class="c x91 y24b w56 h18"><div class="t m0 x53 h8 y104 ff3 fs3 fc0 sc0 ls7 ws0">(4<span class="ls0">9 748) </span></div></div><div class="c x92 y24b w57 h18"><div class="t m0 x23 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(45 262) </div></div><div class="c x8 y548 w55 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Inne (w tym korekty roku ubiegłego)<span class="ff3"> </span></div></div><div class="c x91 y548 w56 h15"><div class="t m0 x35 h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">481<span class="ls0"> </span></div></div><div class="c x92 y548 w57 h15"><div class="t m0 x93 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(218) </div></div><div class="c x8 y76 w55 h7c"><div class="t m0 xd h14 y549 ff7 fs3 fc0 sc0 ls0 ws0">Podatek według efektywnej stawki podatkowej wynoszącej <span class="ff6">3,7<span class="ls23">% </span></span></div><div class="t m0 xd h14 y501 ff6 fs3 fc0 sc0 ls0 ws0">(2022: 2,3<span class="ls23">%)</span> </div></div><div class="c x91 y76 w56 h7c"><div class="t m0 x52 h14 y1ba ff6 fs3 fc0 sc0 ls24 ws0">(7<span class="ls0"> 723) </span></div></div><div class="c x92 y76 w57 h7c"><div class="t m0 x1a h14 y1ba ff6 fs3 fc0 sc0 ls0 ws0">(4 896) </div></div><div class="c x8 y54a w55 h1b"><div class="t m0 x50 h14 yc5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y54a w56 h1b"><div class="t m0 x94 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x92 y54a w57 h1b"><div class="t m0 x83 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y79 w55 h7d"><div class="t m0 xd h14 y14a ff7 fs3 fc0 sc0 ls0 ws0">Podatek dochodowy (obciążenie) wykazany w jednostkowym </div><div class="t m0 xd h14 y107 ff6 fs3 fc0 sc0 ls0 ws0">zysku lub stracie </div></div><div class="c x91 y79 w56 h7d"><div class="t m0 x52 h14 y54b ff6 fs3 fc0 sc0 ls24 ws0">(7<span class="ls0"> 723) </span></div></div><div class="c x92 y79 w57 h7d"><div class="t m0 x1a h14 y54b ff6 fs3 fc0 sc0 ls24 ws0">(4<span class="ls0"> 896) </span></div></div></div><div class="pi"></div></div>
<div id="pf2a" class="pf w11 h36" style="content-visibility: auto;"><div class="pc pc2a w11 h36"><img 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class="bi x5 y54c w12 h7e" alt="" /><div class="c x0 y1 w13 h36"><div class="t m0 x39 h8 y54d ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x3a h8 y54e ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y54f ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h2 y550 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x95 h6 y551 ff3 fs0 fc0 sc0 ls2 ws0">42<span class="ls0"> </span></div><div class="t m0 x4a h4f y552 ff6 fs5 fc0 sc0 ls3 ws0">13.3.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Odroczony podatek dochodowy </span></span></div><div class="t m0 x5 h6 y553 ff4 fs0 fc0 sc0 ls0 ws0">Odroczony podatek d<span class="_ _0"></span>ochodowy wynik<span class="_ _0"></span>a z następujących<span class="_ _0"></span> pozycji:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x5 h6 y554 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y555 w58 h6f"><div class="t m0 xd h8 y549 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y555 w59 h6f"><div class="t m0 x43 h45 y44c ff2 fsa fc0 sc0 ls0 ws0">Rzeczowe </div><div class="t m0 x11 h45 y49f ff8 fsa fc0 sc0 ls0 ws0">aktywa trwałe </div><div class="t m0 xf h45 y464 ff2 fsa fc0 sc0 ls0 ws0">oraz WNIP </div></div><div class="c x96 y555 w30 h6f"><div class="t m0 x11 h45 y556 ff8 fsa fc0 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x43 h45 y557 ff2 fsa fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x97 y555 w5a h6f"><div class="t m0 x29 h45 y558 ff2 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x43 h45 y549 ff2 fsa fc0 sc0 ls0 ws0">Aktywa </div><div class="t m0 x4 h45 ya8 ff2 fsa fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x98 y555 w5b h6f"><div class="t m0 x43 h45 y49f ff2 fsa fc0 sc0 ls0 ws0">Rezerwy </div></div><div class="c x99 y555 w30 h6f"><div class="t m0 x2e h45 y44c ff2 fsa fc0 sc0 ls0 ws0">Odpisy </div><div class="t m0 x11 h45 y49f ff8 fsa fc0 sc0 ls0 ws0">aktualizujące </div><div class="t m0 x2e h45 y464 ff2 fsa fc0 sc0 ls0 ws0">aktywa </div></div><div class="c x3 y555 w5a h6f"><div class="t m0 x16 h45 y556 ff2 fsa fc0 sc0 ls0 ws0">Straty </div><div class="t m0 x11 h45 y557 ff2 fsa fc0 sc0 ls0 ws0">podatkowe<span class="_ _0"></span> </div></div><div class="c x9a y555 w5c h6f"><div class="t m0 x2e h45 y558 ff2 fsa fc0 sc0 ls0 ws0">Rozliczenie </div><div class="t m0 x56 h45 y549 ff8 fsa fc0 sc0 ls0 ws0">międzyokresowe </div><div class="t m0 x16 h45 ya8 ff8 fsa fc0 sc0 ls0 ws0">przychodów<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x9b y555 w30 h6f"><div class="t m0 x43 h45 y49f ff8 fsa fc0 sc0 ls0 ws0">Pozostałe<span class="ff2"> </span></div></div><div class="c x9c y555 w5a h6f"><div class="t m0 x5b h45 y49f ff2 fsa fc0 sc0 ls0 ws0">Razem </div></div><div class="c x8 y559 w58 h7f"><div class="t m0 xd h14 y55a ff6 fs3 fc0 sc0 ls0 ws0">Aktywa <span class="ff7">(rezerwa) netto z tytułu </span></div><div class="t m0 xd h14 y55b ff6 fs3 fc0 sc0 ls0 ws0">odroczonego podatku dochodowego na </div><div class="t m0 xd h14 y10e ff6 fs3 fc0 sc0 ls0 ws0">1 stycznia 2023 roku </div></div><div class="c x80 y559 w59 h7f"><div class="t m0 x5c h3b y19a ff2 fs9 fc0 sc0 ls0 ws0">(13) </div></div><div class="c x96 y559 w30 h7f"><div class="t m0 x36 h3b y19a ff2 fs9 fc0 sc0 lsa ws0">16<span class="ls0"> <span class="ls25">082</span> </span></div></div><div class="c x97 y559 w5a h7f"><div class="t m0 x85 h3b y19a ff2 fs9 fc0 sc0 ls0 ws0">(314) </div></div><div class="c x98 y559 w5b h7f"><div class="t m0 x5a h3b y19a ff2 fs9 fc0 sc0 ls0 ws0">1 422 </div></div><div class="c x99 y559 w30 h7f"><div class="t m0 x9d h3b y19a ff2 fs9 fc0 sc0 ls0 ws0">3 248 </div></div><div class="c x3 y559 w5a h7f"><div class="t m0 x9d h3b y19a ff2 fs9 fc0 sc0 ls0 ws0">650 </div></div><div class="c x9a y559 w5c h7f"><div class="t m0 x21 h3b y19a ff2 fs9 fc0 sc0 ls0 ws0">(70) </div></div><div class="c x9b y559 w30 h7f"><div class="t m0 x53 h3b y19a ff2 fs9 fc0 sc0 ls0 ws0">(95) </div></div><div class="c x9c y559 w5a h7f"><div class="t m0 x41 h3b y19a ff2 fs9 fc0 sc0 ls0 ws0">20 910 </div></div><div class="c x8 y55c w58 h1f"><div class="t m0 xd h8 yd4 ff4 fs3 fc0 sc0 ls0 ws0">Korzyść podatkowa (obciążenie </div><div class="t m0 xd h14 yd5 ff3 fs3 fc0 sc0 ls0 ws0">podatkowe):<span class="ff6"> </span></div></div><div class="c x80 y55c w59 h1f"><div class="t m0 x93 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y55c w30 h1f"><div class="t m0 x18 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x97 y55c w5a h1f"><div class="t m0 x1a h3b y283 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y55c w5b h1f"><div class="t m0 x1a h3b y283 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y55c w30 h1f"><div class="t m0 x18 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y55c w5a h1f"><div class="t m0 x1a h3b y283 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y55c w5c h1f"><div class="t m0 x58 h39 y283 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x9b y55c w30 h1f"><div class="t m0 x21 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y55c w5a h1f"><div class="t m0 x1a h3b y283 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y153 w58 h80"><div class="t m0 xd h8 y55d ff3 fs3 fc0 sc0 ls0 ws0"> - wykazana/e w jednostkowym zysku lub </div><div class="t m0 xd h14 y2e9 ff3 fs3 fc0 sc0 ls0 ws0">stracie<span class="ff6"> </span></div></div><div class="c x80 y153 w59 h80"><div class="t m0 x20 h3a y55e ff1 fs9 fc0 sc0 ls8 ws0">19<span class="ls0"> </span></div></div><div class="c x96 y153 w30 h80"><div class="t m0 x36 h3a y55e ff1 fs9 fc0 sc0 ls0 ws0">13 015 </div></div><div class="c x97 y153 w5a h80"><div class="t m0 x38 h3a y55e ff1 fs9 fc0 sc0 ls0 ws0">(549) </div></div><div class="c x98 y153 w5b h80"><div class="t m0 x9d h3a y55e ff1 fs9 fc0 sc0 ls8 ws0">123<span class="ls0"> </span></div></div><div class="c x99 y153 w30 h80"><div class="t m0 x9e h3a y55e ff1 fs9 fc0 sc0 ls0 ws0">(161) </div></div><div class="c x3 y153 w5a h80"><div class="t m0 x38 h3a y55e ff1 fs9 fc0 sc0 ls0 ws0">(650) </div></div><div class="c x9a y153 w5c h80"><div class="t m0 x2b h39 y55e ff3 fs9 fc0 sc0 ls1e ws0">(2<span class="ls0"> 409) </span></div></div><div class="c x9b y153 w30 h80"><div class="t m0 x5c h3a y55e ff1 fs9 fc0 sc0 ls8 ws0">117<span class="ls0"> </span></div></div><div class="c x9c y153 w5a h80"><div class="t m0 x5a h3b y55e ff2 fs9 fc0 sc0 ls0 ws0">9 505 </div></div><div class="c x8 y55f w58 h1f"><div class="t m0 xd h8 yd4 ff3 fs3 fc0 sc0 ls0 ws0"> - <span class="ff4">ujęta/e w innych całkowitych </span></div><div class="t m0 xd h14 yd5 ff3 fs3 fc0 sc0 ls0 ws0">dochodach<span class="ff6"> </span></div></div><div class="c x80 y55f w59 h1f"><div class="t m0 x34 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y55f w30 h1f"><div class="t m0 x73 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x97 y55f w5a h1f"><div class="t m0 x52 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y55f w5b h1f"><div class="t m0 x52 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x99 y55f w30 h1f"><div class="t m0 x73 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x3 y55f w5a h1f"><div class="t m0 x52 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y55f w5c h1f"><div class="t m0 x6c h39 y283 ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y55f w30 h1f"><div class="t m0 x24 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x9c y55f w5a h1f"><div class="t m0 x52 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y560 w58 h7f"><div class="t m0 xd h14 y561 ff7 fs3 fc0 sc0 ls0 ws0">Aktywa (rezerwa) netto z tytułu </div><div class="t m0 xd h14 y562 ff6 fs3 fc0 sc0 ls0 ws0">odroczonego podatku dochodowego na </div><div class="t m0 xd h14 y563 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku </div></div><div class="c x80 y560 w59 h7f"><div class="t m0 x73 h3b y564 ff2 fs9 fc0 sc0 ls0 ws0">6 </div></div><div class="c x96 y560 w30 h7f"><div class="t m0 x36 h3b y564 ff2 fs9 fc0 sc0 ls0 ws0">29 <span class="ls25">097</span> </div></div><div class="c x97 y560 w5a h7f"><div class="t m0 x85 h3b y564 ff2 fs9 fc0 sc0 ls0 ws0">(863) </div></div><div class="c x98 y560 w5b h7f"><div class="t m0 x5a h3b y564 ff2 fs9 fc0 sc0 ls0 ws0">1 545 </div></div><div class="c x99 y560 w30 h7f"><div class="t m0 x9d h3b y564 ff2 fs9 fc0 sc0 ls0 ws0">3 087 </div></div><div class="c x3 y560 w5a h7f"><div class="t m0 x52 h3b y564 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y560 w5c h7f"><div class="t m0 x2b h3b y564 ff2 fs9 fc0 sc0 ls1f ws0">(2<span class="ls0"> 479) </span></div></div><div class="c x9b y560 w30 h7f"><div class="t m0 x52 h3b y564 ff2 fs9 fc0 sc0 lsa ws0">22<span class="ls0"> </span></div></div><div class="c x9c y560 w5a h7f"><div class="t m0 x41 h3b y564 ff2 fs9 fc0 sc0 ls0 ws0">30 415 </div></div><div class="c x8 y565 w58 h1b"><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y565 w59 h1b"><div class="t m0 x93 h3b y566 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y565 w30 h1b"><div class="t m0 x18 h3b y566 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x97 y565 w5a h1b"><div class="t m0 x1a h3b y566 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y565 w5b h1b"><div class="t m0 x1a h3b y566 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y565 w30 h1b"><div class="t m0 x18 h3b y566 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y565 w5a h1b"><div class="t m0 x1a h3b y566 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y565 w5c h1b"><div class="t m0 x58 h3b y566 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x9b y565 w30 h1b"><div class="t m0 x21 h3b y566 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y565 w5a h1b"><div class="t m0 x1a h3b y566 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y567 w58 h81"><div class="t m0 xd h14 y568 ff7 fs3 fc0 sc0 ls0 ws0">Aktywa (rezerwa) netto z tytułu </div><div class="t m0 xd h14 y55d ff6 fs3 fc0 sc0 ls0 ws0">odroczonego podatku dochodowego na </div><div class="t m0 xd h14 y2e9 ff6 fs3 fc0 sc0 ls0 ws0">1 stycznia 2022 roku </div></div><div class="c x80 y567 w59 h81"><div class="t m0 x2b h3b y569 ff2 fs9 fc0 sc0 ls0 ws0">104 </div></div><div class="c x96 y567 w30 h81"><div class="t m0 x9d h3b y569 ff2 fs9 fc0 sc0 ls0 ws0">8 181 </div></div><div class="c x97 y567 w5a h81"><div class="t m0 x32 h3b y569 ff2 fs9 fc0 sc0 ls1f ws0">(2<span class="ls0"> 394) </span></div></div><div class="c x98 y567 w5b h81"><div class="t m0 x9d h3b y569 ff2 fs9 fc0 sc0 ls0 ws0">719 </div></div><div class="c x99 y567 w30 h81"><div class="t m0 x9d h3b y569 ff2 fs9 fc0 sc0 ls0 ws0">3 378 </div></div><div class="c x3 y567 w5a h81"><div class="t m0 x9d h3b y569 ff2 fs9 fc0 sc0 ls0 ws0">480 </div></div><div class="c x9a y567 w5c h81"><div class="t m0 x2b h3b y569 ff2 fs9 fc0 sc0 ls1f ws0">(1<span class="ls0"> 063) </span></div></div><div class="c x9b y567 w30 h81"><div class="t m0 x9d h3b y569 ff2 fs9 fc0 sc0 ls0 ws0">(284) </div></div><div class="c x9c y567 w5a h81"><div class="t m0 x5a h3b y569 ff2 fs9 fc0 sc0 ls0 ws0">9 121 </div></div><div class="c x8 y56a w58 h21"><div class="t m0 xd h8 yd4 ff4 fs3 fc0 sc0 ls0 ws0">Korzyść podatkowa (obciążenie </div><div class="t m0 xd h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">podatkowe): </div></div><div class="c x80 y56a w59 h21"><div class="t m0 x93 h39 y115 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y56a w30 h21"><div class="t m0 x18 h39 y115 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x97 y56a w5a h21"><div class="t m0 x1a h39 y283 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y56a w5b h21"><div class="t m0 x1a h39 y115 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y56a w30 h21"><div class="t m0 x18 h39 y115 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y56a w5a h21"><div class="t m0 x1a h39 y115 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y56a w5c h21"><div class="t m0 x58 h39 y283 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x9b y56a w30 h21"><div class="t m0 x21 h39 y115 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y56a w5a h21"><div class="t m0 x1a h3b y115 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y56b w58 h1f"><div class="t m0 xd h8 yd4 ff3 fs3 fc0 sc0 ls0 ws0"> - wykazana/e w jednostkowym zysku lub </div><div class="t m0 xd h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">stracie </div></div><div class="c x80 y56b w59 h1f"><div class="t m0 x57 h39 y283 ff1 fs9 fc0 sc0 ls0 ws0">(117)<span class="ff3"> </span></div></div><div class="c x96 y56b w30 h1f"><div class="t m0 x9d h39 y283 ff1 fs9 fc0 sc0 ls0 ws0">7 <span class="ls8">901</span><span class="ff3"> </span></div></div><div class="c x97 y56b w5a h1f"><div class="t m0 x85 h39 y283 ff1 fs9 fc0 sc0 ls0 ws0">2 <span class="ls8">080</span><span class="ff3"> </span></div></div><div class="c x98 y56b w5b h1f"><div class="t m0 x9d h39 y283 ff1 fs9 fc0 sc0 ls8 ws0">703<span class="ff3 ls0"> </span></div></div><div class="c x99 y56b w30 h1f"><div class="t m0 x9e h39 y283 ff1 fs9 fc0 sc0 ls0 ws0">(129)<span class="ff3"> </span></div></div><div class="c x3 y56b w5a h1f"><div class="t m0 x9d h39 y283 ff1 fs9 fc0 sc0 ls8 ws0">170<span class="ff3 ls0"> </span></div></div><div class="c x9a y56b w5c h1f"><div class="t m0 x18 h39 y283 ff3 fs9 fc0 sc0 ls8 ws0">993<span class="ls0"> </span></div></div><div class="c x9b y56b w30 h1f"><div class="t m0 x5c h39 y283 ff1 fs9 fc0 sc0 ls8 ws0">190<span class="ff3 ls0"> </span></div></div><div class="c x9c y56b w5a h1f"><div class="t m0 x41 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">11 789 </div></div><div class="c x8 y56c w58 h21"><div class="t m0 xd h8 yd4 ff3 fs3 fc0 sc0 ls0 ws0"> - <span class="ff4">ujęta/e w innych całkowitych </span></div><div class="t m0 xd h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">dochodach </div></div><div class="c x80 y56c w59 h21"><div class="t m0 x34 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x96 y56c w30 h21"><div class="t m0 x73 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x97 y56c w5a h21"><div class="t m0 x52 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x98 y56c w5b h21"><div class="t m0 x52 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x99 y56c w30 h21"><div class="t m0 x73 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x3 y56c w5a h21"><div class="t m0 x52 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x9a y56c w5c h21"><div class="t m0 x6c h39 y283 ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y56c w30 h21"><div class="t m0 x24 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x9c y56c w5a h21"><div class="t m0 x52 h3b y283 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y56d w58 h7f"><div class="t m0 xd h14 y56e ff7 fs3 fc0 sc0 ls0 ws0">Aktywa (rezerwa) netto z tytułu </div><div class="t m0 xd h14 y56f ff6 fs3 fc0 sc0 ls0 ws0">odroczonego podatku dochodowego na </div><div class="t m0 xd h14 y10e ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku </div></div><div class="c x80 y56d w59 h7f"><div class="t m0 x5c h3b y570 ff2 fs9 fc0 sc0 ls0 ws0">(13) </div></div><div class="c x96 y56d w30 h7f"><div class="t m0 x36 h3b y570 ff2 fs9 fc0 sc0 lsa ws0">16<span class="ls0"> <span class="ls25">082</span> </span></div></div><div class="c x97 y56d w5a h7f"><div class="t m0 x85 h3b y570 ff2 fs9 fc0 sc0 ls0 ws0">(314) </div></div><div class="c x98 y56d w5b h7f"><div class="t m0 x5a h3b y570 ff2 fs9 fc0 sc0 ls0 ws0">1 422 </div></div><div class="c x99 y56d w30 h7f"><div class="t m0 x9d h3b y570 ff2 fs9 fc0 sc0 ls0 ws0">3 248 </div></div><div class="c x3 y56d w5a h7f"><div class="t m0 x9d h3b y570 ff2 fs9 fc0 sc0 ls0 ws0">650 </div></div><div class="c x9a y56d w5c h7f"><div class="t m0 x21 h3b y570 ff2 fs9 fc0 sc0 ls0 ws0">(70) </div></div><div class="c x9b y56d w30 h7f"><div class="t m0 x53 h3b y570 ff2 fs9 fc0 sc0 ls0 ws0">(95) </div></div><div class="c x9c y56d w5a h7f"><div class="t m0 x41 h3b y570 ff2 fs9 fc0 sc0 ls0 ws0">20 910 </div></div><div class="c x0 y1 w13 h36"><div class="t m0 x5 h6 y571 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf2b" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc2b w0 h0"><img src="data:image/png;base64,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" class="bi x5 y572 w4 h82" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">43<span class="ls0"> </span></div><div class="t m0 x8 h6 y573 ff3 fs0 fc0 sc0 ls0 ws0">Podatek odroczony wy<span class="_ _0"></span>kazany w <span class="_ _0"></span>jednostkowym s<span class="_ _0"></span>prawozdaniu z syt<span class="_ _0"></span>uacji finan<span class="_ _0"></span>sowej jako: </div></div><div class="c x8 y574 w5d h1f"><div class="t m0 xd hb y1 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y574 w46 h1f"><div class="t m0 x85 h54 yf6 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 </div><div class="t m0 x15 h54 y497 ff2 fs0 fc0 sc0 ls0 ws0">roku </div></div><div class="c xa0 y574 w5e h1f"><div class="t m0 x43 h54 yf6 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>22 </div><div class="t m0 x1e h54 y497 ff2 fs0 fc0 sc0 ls0 ws0">roku </div></div><div class="c x8 y575 w5d h30"><div class="t m0 xd h6 y508 ff4 fs0 fc0 sc0 ls0 ws0">Aktywa z tytułu odrocz<span class="_ _0"></span>onego poda<span class="_ _0"></span>tku </div><div class="t m0 xd h6 y1a2 ff3 fs0 fc0 sc0 ls0 ws0">dochodowego<span class="_ _0"></span> </div></div><div class="c x9f y575 w46 h30"><div class="t m0 x74 h6 y576 ff3 fs0 fc0 sc0 ls2 ws0">35<span class="ls0"> </span>16<span class="ls0">5 </span></div></div><div class="c xa0 y575 w5e h30"><div class="t m0 x35 h6 y576 ff3 fs0 fc0 sc0 ls2 ws0">22 424<span class="ls0"> </span></div></div><div class="c x8 y577 w5d h30"><div class="t m0 xd h6 y508 ff4 fs0 fc0 sc0 ls0 ws0">Rezerwy z tytułu odr<span class="_ _0"></span>oczonego podatk<span class="_ _0"></span>u </div><div class="t m0 xd h6 y1a2 ff3 fs0 fc0 sc0 ls0 ws0">dochodowego<span class="_ _0"></span> </div></div><div class="c x9f y577 w46 h30"><div class="t m0 x8 h6 y576 ff3 fs0 fc0 sc0 ls1c ws0">(4<span class="ls0"> <span class="ls2">750)</span> </span></div></div><div class="c xa0 y577 w5e h30"><div class="t m0 x69 h6 y576 ff3 fs0 fc0 sc0 ls0 ws0">(1 514) </div></div><div class="c x8 y578 w5d h15"><div class="t m0 xa1 h6 y1 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y578 w46 h15"><div class="t m0 x74 h59 y505 ff6 fs0 fc0 sc0 ls0 ws0">30 415 </div></div><div class="c xa0 y578 w5e h15"><div class="t m0 x35 h59 y505 ff6 fs0 fc0 sc0 ls0 ws0">20 910 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y579 ff3 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x8 h41 y4f0 ff6 fs6 fc0 sc0 ls0 ws0">14.<span class="ffc"> <span class="_ _1b"> </span></span>Zysk/strata <span class="ff7">przyp<span class="_ _5"></span>adający na jedną<span class="_ _5"></span> akcję<span class="ff6"> </span></span></div><div class="t m0 x8 h6 y57a ff4 fs0 fc0 sc0 ls0 ws0">Zysk podstawowy p<span class="_ _0"></span>rzypadający na<span class="_ _0"></span> jedną akcję oblicza się poprzez podziel<span class="_ _0"></span>enie zysku netto za<span class="_ _0"></span> </div><div class="t m0 x8 h6 y57b ff3 fs0 fc0 sc0 ls0 ws0">okres <span class="_ _28"> </span><span class="ff4">przypadają<span class="_ _0"></span>cego <span class="_ _28"> </span>na <span class="_ _2f"> </span>zwykłych <span class="_ _28"> </span>akcjona<span class="_ _0"></span>riuszy <span class="_ _28"> </span>przez <span class="_ _28"> </span>średni<span class="_ _0"></span>ą <span class="_ _28"> </span>ważoną <span class="_ _28"> </span>li<span class="_ _0"></span>czbę </span></div><div class="t m0 x8 h6 y57c ff4 fs0 fc0 sc0 ls0 ws0">wyemitowanych ak<span class="_ _0"></span>cji zwykłych wy<span class="_ _0"></span>stępujących w ciągu okresu.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y57d ff4 fs0 fc0 sc0 ls0 ws0">Zysk rozwodni<span class="_ _0"></span>ony przypa<span class="_ _0"></span>dający na<span class="_ _0"></span> jedną akcję <span class="_ _0"></span>oblicza się <span class="_ _0"></span>poprzez podziel<span class="_ _0"></span>enie zysku n<span class="_ _0"></span>etto za </div><div class="t m0 x8 h6 y57e ff4 fs0 fc0 sc0 ls0 ws0">okres <span class="_ _28"> </span>przypadają<span class="_ _0"></span>cego <span class="_ _28"> </span>na <span class="_ _2f"> </span>zwykłych <span class="_ _28"> </span>akcjona<span class="_ _0"></span>riuszy <span class="_ _28"> </span>przez <span class="_ _28"> </span>średni<span class="_ _0"></span>ą <span class="_ _28"> </span>ważoną <span class="_ _28"> </span>li<span class="_ _0"></span>czbę </div><div class="t m0 x8 h6 y57f ff4 fs0 fc0 sc0 ls0 ws0">wyemitowanych <span class="_ _1a"> </span>a<span class="_ _0"></span>kcji <span class="_ _1a"> </span>zwykły<span class="_ _0"></span>ch <span class="_ _1a"> </span>występujących <span class="_ _1a"> </span>w <span class="_ _1a"> </span>ci<span class="_ _0"></span>ągu <span class="_ _1a"> </span>okresu <span class="_ _1a"> </span>sko<span class="_ _0"></span>rygowaną <span class="_ _1a"> </span>o <span class="_ _1a"> </span>śr<span class="_ _0"></span>ednią </div><div class="t m0 x8 h6 y580 ff4 fs0 fc0 sc0 ls0 ws0">ważoną <span class="_ _6"> </span>liczbę <span class="_ _6"> </span>akcji<span class="_ _0"></span> <span class="_ _6"> </span>zwykłych, <span class="_ _6"> </span>które <span class="_ _6"> </span>zostałyby <span class="_ _6"> </span>wyemi<span class="_ _0"></span>towane <span class="_ _6"> </span>na <span class="_ _6"> </span>konwersji <span class="_ _6"> </span>wszystkic<span class="_ _0"></span>h </div><div class="t m0 x8 h6 y581 ff4 fs0 fc0 sc0 ls0 ws0">rozwadniających<span class="_ _0"></span> poten<span class="_ _0"></span>cjalnych<span class="_ _0"></span> instrumentów<span class="_ _0"></span> k<span class="_ _0"></span>apitałowych <span class="_ _0"></span>w <span class="_ _0"></span>akcje <span class="_ _0"></span>zw<span class="_ _0"></span>ykłe <span class="_ _0"></span>(skorygowaną <span class="_ _0"></span>o </div><div class="t m0 x8 h6 y582 ff4 fs0 fc0 sc0 ls0 ws0">wpływ opcji rozwadnia<span class="_ _0"></span>jących<span class="_ _0"></span>).<span class="ff3"> </span></div><div class="t m0 x8 h6 y583 ff4 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _0"></span>przedsta<span class="_ _0"></span>wione <span class="_ _0"></span>zostały <span class="_ _9"></span>dane <span class="_ _0"></span>dotyc<span class="_ _0"></span>zące <span class="_ _0"></span>zysku <span class="_ _9"></span>oraz <span class="_ _0"></span>akcji, <span class="_ _0"></span>kt<span class="_ _0"></span>óre <span class="_ _0"></span>posłużyły <span class="_ _0"></span>do<span class="_ _0"></span> <span class="_ _0"></span>wyliczeni<span class="_ _0"></span>a </div><div class="t m0 x8 h6 y584 ff4 fs0 fc0 sc0 ls0 ws0">podstawowego i ro<span class="_ _0"></span>zwodnionego zysk<span class="_ _0"></span>u na jedną a<span class="_ _0"></span>kcję<span class="_ _0"></span><span class="ff3">: </span></div><div class="t m0 x8 h6 y585 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y586 w5f h11"><div class="t m0 xd h8 y44a ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa2 y586 w60 h11"><div class="t m0 x5a h14 y1a7 ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x56 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku </div></div><div class="c xa3 y586 w61 h11"><div class="t m0 x5a h14 y9f ff6 fs3 fc0 sc0 ls0 ws0">Rok <span class="ff7">zakończony </span></div><div class="t m0 x56 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku </div><div class="t m0 x29 h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone)<span class="ff2"> </span></div></div><div class="c x8 y4fa w5f h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Podstawowy zysk/strata na jedną akcję <span class="ff6"> </span></div></div><div class="c xa2 y4fa w60 h26"><div class="t m0 x45 h14 y109 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa3 y4fa w61 h26"><div class="t m0 x45 h8 y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y587 w5f h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Zysk netto przyjęty do obliczenia zysku na jedną akcję<span class="ff3"> </span></div></div><div class="c xa2 y587 w60 h26"><div class="t m0 x6c h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">217<span class="ls0"> 126 </span></div></div><div class="c xa3 y587 w61 h26"><div class="t m0 x6c h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 y588 w5f h1f"><div class="t m0 xd h8 yd4 ff4 fs3 fc0 sc0 ls0 ws0">Średnia ważona liczba akcji zwykłych przyjęta do </div><div class="t m0 xd h8 yd5 ff4 fs3 fc0 sc0 ls0 ws0">obliczenia podstawowego zysku na jedną akcję<span class="ff3"> </span></div></div><div class="c xa2 y588 w60 h1f"><div class="t m0 x21 h8 yd6 ff3 fs3 fc0 sc0 ls4 ws0">40<span class="ls0"> </span>800<span class="ls0"> 000<span class="_ _5"></span> </span></div></div><div class="c xa3 y588 w61 h1f"><div class="t m0 x21 h8 yd6 ff3 fs3 fc0 sc0 ls4 ws0">40<span class="ls0"> </span>800<span class="ls0"> 000<span class="_ _5"></span> </span></div></div><div class="c x8 y589 w5f h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Podstawowy zysk/strata na jedną akcję (w PLN na </div><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">akcję)<span class="ff6"> </span></div></div><div class="c xa2 y589 w60 h17"><div class="t m0 x7f h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">5,32 </div></div><div class="c xa3 y589 w61 h17"><div class="t m0 x7f h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">5,17 </div></div><div class="c x8 y58a w5f h1b"><div class="t m0 xd h14 yc5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa2 y58a w60 h1b"><div class="t m0 x45 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa3 y58a w61 h1b"><div class="t m0 x45 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yf0 w5f h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Rozwodniony zysk/strata na jedną akcję <span class="ff6"> </span></div></div><div class="c xa2 yf0 w60 h26"><div class="t m0 x45 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa3 yf0 w61 h26"><div class="t m0 x45 h8 y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y58b w5f h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Zysk netto przyjęty do obliczenia zysku na jedną akcję<span class="ff3"> </span></div></div><div class="c xa2 y58b w60 h26"><div class="t m0 x6c h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">217<span class="ls0"> 126 </span></div></div><div class="c xa3 y58b w61 h26"><div class="t m0 x6c h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 y58c w5f h83"><div class="t m0 xd h8 yd4 ff3 fs3 fc0 sc0 ls0 ws0">Potencjalne akcje <span class="ff4">rozwadniające dotyczące opcji na </span></div><div class="t m0 xd h8 yd5 ff4 fs3 fc0 sc0 ls0 ws0">akcje Programu Opcji Menadżerskich<span class="ff3"> </span></div></div><div class="c xa2 y58c w60 h83"><div class="t m0 x46 h8 yd6 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa3 y58c w61 h83"><div class="t m0 x47 h8 yd6 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y58d w5f h80"><div class="t m0 xd h8 y122 ff4 fs3 fc0 sc0 ls0 ws0">Średnia ważona liczba akcji zwykłych przyjęta do </div><div class="t m0 xd h8 ya6 ff4 fs3 fc0 sc0 ls0 ws0">obliczenia rozwodnionego zysku na jedną akcję<span class="ff3"> </span></div></div><div class="c xa2 y58d w60 h80"><div class="t m0 x21 h8 y123 ff3 fs3 fc0 sc0 ls4 ws0">40<span class="ls0"> </span>800<span class="ls0"> 000<span class="_ _5"></span> </span></div></div><div class="c xa3 y58d w61 h80"><div class="t m0 x21 h8 y123 ff3 fs3 fc0 sc0 ls4 ws0">40<span class="ls0"> </span>800<span class="ls0"> 000<span class="_ _5"></span> </span></div></div><div class="c x8 y58e w5f h84"><div class="t m0 xd h8 y58f ff4 fs3 fc0 sc0 ls0 ws0">Skorygowana średnia ważona liczba akcji zwykłych </div><div class="t m0 xd h8 y590 ff3 fs3 fc0 sc0 ls0 ws0">zastosowana do obliczenia rozwodnionego zysku na </div><div class="t m0 xd h8 ycb ff4 fs3 fc0 sc0 ls0 ws0">jedną akcję<span class="ff3"> </span></div></div><div class="c xa2 y58e w60 h84"><div class="t m0 x21 h8 y590 ff3 fs3 fc0 sc0 ls4 ws0">40<span class="ls0"> </span>800<span class="ls0"> 000<span class="_ _5"></span> </span></div></div><div class="c xa3 y58e w61 h84"><div class="t m0 x21 h8 y590 ff3 fs3 fc0 sc0 ls4 ws0">40<span class="ls0"> </span>800<span class="ls0"> 000<span class="_ _5"></span> </span></div></div><div class="c x8 y591 w5f h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Rozwodniony zysk/strata na jedną akcję (w PLN na </div><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">akcję)<span class="ff6"> </span></div></div><div class="c xa2 y591 w60 h17"><div class="t m0 x7f h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">5,32 </div></div><div class="c xa3 y591 w61 h17"><div class="t m0 x7f h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">5,17 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y592 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf2c" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc2c w0 h0"><img src="data:image/png;base64,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" class="bi x5 y593 w62 h85" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">44<span class="ls0"> </span></div><div class="t m0 x8 h6 y31c ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>Spółce <span class="_ _0"></span>nie <span class="_ _0"></span>wy<span class="_ _0"></span>stępuje <span class="_ _0"></span>działa<span class="_ _0"></span>lność <span class="_ _0"></span>zaniechana<span class="_ _0"></span>, <span class="_ _0"></span>w <span class="_ _0"></span>związku <span class="_ _0"></span>z <span class="_ _0"></span>tym <span class="_ _9"></span>zysk <span class="_ _0"></span>na <span class="_ _9"></span>akcję <span class="_ _0"></span>z <span class="_ _0"></span>dzi<span class="_ _0"></span>ałalności </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">kontynuowanej <span class="_ _13"></span>je<span class="_ _0"></span>st <span class="_ _13"></span>równy <span class="_ _13"> </span>zy<span class="_ _0"></span>skowi <span class="_ _13"></span>na <span class="_ _13"> </span>akc<span class="_ _0"></span>ję <span class="_ _13"></span>wyliczonemu <span class="_ _13"></span>powyżej. <span class="_ _13"> </span>W <span class="_ _10"> </span>okresie <span class="_ _10"> </span>między <span class="_ _13"> </span>dni<span class="_ _0"></span>em </div><div class="t m0 x8 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">bilansowym a dniem sporządzenia nini<span class="_ _0"></span>ejszego <span class="ff3">jed<span class="_ _0"></span>nostkowego sprawozda<span class="_ _0"></span>nia finansowego nie<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">wystąpiły żadne i<span class="_ _0"></span>nne transakcje dotyczące a<span class="_ _0"></span>kcji zwykłych l<span class="_ _0"></span>ub potencjalnych ak<span class="_ _0"></span>cji zwykłych<span class="_ _9"></span><span class="ff3">. </span></div><div class="t m0 x8 h6 y1df ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h41 y245 ff6 fs6 fc0 sc0 ls0 ws0">15.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Dywidendy <span class="_ _5"></span>wypłacone i zapropon<span class="_ _5"></span>owane do wypł<span class="_ _5"></span>aty<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y246 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>roku <span class="_ _10"> </span>zakończony<span class="_ _0"></span>m <span class="_ _13"></span>31<span class="_ _0"></span> <span class="_ _13"></span>grudnia <span class="_ _10"> </span>2023 <span class="_ _10"> </span>roku <span class="_ _13"> </span>sp<span class="_ _0"></span>ółka <span class="_ _10"> </span>wypłaciła <span class="_ _10"> </span>dywiden<span class="_ _0"></span>dę <span class="_ _13"></span>za <span class="_ _13"> </span>rok <span class="_ _10"> </span>2022 <span class="_ _10"> </span>rok <span class="_ _10"> </span>w </div><div class="t m0 x8 h6 y247 ff3 fs0 fc0 sc0 ls0 ws0">kwocie 100 000 tys. <span class="_ _0"></span><span class="ff4">PLN (2,45 PLN na akc<span class="_ _0"></span>ję).</span> </div><div class="t m0 x8 h6 y594 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>roku <span class="_ _11"></span>zakończonym <span class="_ _11"></span>31 <span class="_ _9"></span>grudnia<span class="_ _0"></span> <span class="_ _9"></span>2022 <span class="_ _9"></span>r<span class="_ _0"></span>oku <span class="_ _9"></span>spółk<span class="_ _0"></span>a <span class="_ _9"></span>wypła<span class="_ _0"></span>ciła <span class="_ _9"></span>dywi<span class="_ _0"></span>dendę <span class="_ _9"></span>kwocie <span class="_ _11"></span>278 <span class="_ _9"></span>1<span class="_ _0"></span>97 <span class="_ _9"></span>tys. </div><div class="t m0 x8 h6 y595 ff4 fs0 fc0 sc0 ls0 ws0">PLN (6,82<span class="_ _0"></span> PLN <span class="_ _0"></span>na akcję)<span class="_ _0"></span>. Kwota<span class="_ _0"></span> 200 <span class="_ _0"></span>000 tys.<span class="_ _0"></span> PLN <span class="_ _0"></span>stanowiła <span class="_ _0"></span>dywidendę <span class="_ _0"></span>za 2<span class="_ _0"></span>021 rok, <span class="_ _0"></span>a <span class="_ _0"></span>kwota 7<span class="_ _0"></span>8 </div><div class="t m0 x8 h6 y596 ff4 fs0 fc0 sc0 ls0 ws0">197 tys. PLN dywiden<span class="_ _0"></span>dę za 2017 i 2018 r<span class="_ _0"></span>ok częściowo r<span class="_ _0"></span>ozliczoną bezgotówk<span class="_ _0"></span>owo.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h41 y597 ff6 fs6 fc0 sc0 ls0 ws0">16.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Rzeczowe a<span class="_ _5"></span>ktywa trwałe<span class="ff6"> </span></span></span></div></div><div class="c x8 y598 w32 h11"><div class="t m0 xd h14 y1a7 ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony <span class="ff6"> </span></div><div class="t m0 xd h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku </div></div><div class="c x66 y598 w63 h11"><div class="t m0 x19 h12 y1a7 ff2 fs3 fc0 sc0 ls0 ws0">Grunty i </div><div class="t m0 x2a h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">budynki </div></div><div class="c xa4 y598 w64 h11"><div class="t m0 x5b h12 y1a7 ff2 fs3 fc0 sc0 ls0 ws0">Maszyny i </div><div class="t m0 x14 h12 yb3 ff8 fs3 fc0 sc0 ls0 ws0">urządzenia<span class="ff2"> </span></div></div><div class="c xa5 y598 w63 h11"><div class="t m0 x28 h12 y1a7 ff8 fs3 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 xf h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">transportu </div></div><div class="c x91 y598 w64 h11"><div class="t m0 x28 h12 y9f ff8 fs3 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 x28 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">trwałe </div><div class="t m0 x14 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">w budowie </div></div><div class="c x98 y598 w65 h11"><div class="t m0 x16 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">Pozostałe <span class="ff2"> </span></div></div><div class="c xa6 y598 w66 h11"><div class="t m0 x5b h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y599 w32 h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Wartość brutto na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">1 stycznia 2023 roku </div></div><div class="c x66 y599 w63 h17"><div class="t m0 x9e h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">7 328 </div></div><div class="c xa4 y599 w64 h17"><div class="t m0 x9e h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">2 098 </div></div><div class="c xa5 y599 w63 h17"><div class="t m0 x2b h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">832 </div></div><div class="c x91 y599 w64 h17"><div class="t m0 x21 h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x98 y599 w65 h17"><div class="t m0 x9e h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">2 865 </div></div><div class="c xa6 y599 w66 h17"><div class="t m0 x41 h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">13 123 </div></div><div class="c x8 y3a3 w32 h15"><div class="t m0 xd h14 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Nabycia<span class="ff6"> </span></div></div><div class="c x66 y3a3 w63 h15"><div class="t m0 x28 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">14 028 </div></div><div class="c xa4 y3a3 w64 h15"><div class="t m0 x2b h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">202<span class="ls0"> </span></div></div><div class="c xa5 y3a3 w63 h15"><div class="t m0 x2b h8 yd5 ff3 fs3 fc0 sc0 ls4 ws0">607<span class="ls0"> </span></div></div><div class="c x91 y3a3 w64 h15"><div class="t m0 x1a h8 yd5 ff3 fs3 fc0 sc0 ls4 ws0">91<span class="ls0"> </span></div></div><div class="c x98 y3a3 w65 h15"><div class="t m0 x1a h8 yd5 ff3 fs3 fc0 sc0 ls4 ws0">10<span class="ls0"> </span></div></div><div class="c xa6 y3a3 w66 h15"><div class="t m0 x41 h14 yd5 ff6 fs3 fc0 sc0 ls0 ws0">14 938 </div></div><div class="c x8 y59a w32 h53"><div class="t m0 xd h8 y15c ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż<span class="ff3"> </span></div></div><div class="c x66 y59a w63 h53"><div class="t m0 x18 h8 y15c ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa4 y59a w64 h53"><div class="t m0 x1b h8 y15c ff3 fs3 fc0 sc0 ls0 ws0">(56) </div></div><div class="c xa5 y59a w63 h53"><div class="t m0 x5c h8 y14b ff3 fs3 fc0 sc0 ls0 ws0">(30) </div></div><div class="c x91 y59a w64 h53"><div class="t m0 x18 h8 y14b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y59a w65 h53"><div class="t m0 x18 h8 y14b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa6 y59a w66 h53"><div class="t m0 x9d h14 y14b ff6 fs3 fc0 sc0 ls0 ws0">(86) </div></div><div class="c x8 y4b4 w32 h86"><div class="t m0 xd h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">Likwidacja </div></div><div class="c x66 y4b4 w63 h86"><div class="t m0 x29 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">( 5 611) </div></div><div class="c xa4 y4b4 w64 h86"><div class="t m0 x57 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">(105) </div></div><div class="c xa5 y4b4 w63 h86"><div class="t m0 x57 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">(194) </div></div><div class="c x91 y4b4 w64 h86"><div class="t m0 x18 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y4b4 w65 h86"><div class="t m0 x17 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">(4) </div></div><div class="c xa6 y4b4 w66 h86"><div class="t m0 x32 h14 yb2 ff6 fs3 fc0 sc0 ls24 ws0">(5<span class="ls0"> 914) </span></div></div><div class="c x8 y59c w32 h17"><div class="t m0 xd h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">Przeszacowanie w </div><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">związku z aktualizacją<span class="ff3"> </span></div></div><div class="c x66 y59c w63 h17"><div class="t m0 x2b h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">100<span class="ls0"> </span></div></div><div class="c xa4 y59c w64 h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y59c w63 h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y59c w64 h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y59c w65 h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa6 y59c w66 h17"><div class="t m0 x9e h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">100 </div></div><div class="c x8 y59d w32 h30"><div class="t m0 xd h14 y122 ff7 fs3 fc0 sc0 ls0 ws0">Wartość brutto na dzień </div><div class="t m0 xd h14 ya6 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku <span class="ff3"> </span></div></div><div class="c x66 y59d w63 h30"><div class="t m0 x36 h14 y123 ff6 fs3 fc0 sc0 ls0 ws0">15 845 </div></div><div class="c xa4 y59d w64 h30"><div class="t m0 x9e h14 y123 ff6 fs3 fc0 sc0 ls0 ws0">2 139 </div></div><div class="c xa5 y59d w63 h30"><div class="t m0 x9e h14 y123 ff6 fs3 fc0 sc0 ls0 ws0">1 215 </div></div><div class="c x91 y59d w64 h30"><div class="t m0 x1a h14 y123 ff6 fs3 fc0 sc0 ls0 ws0">91 </div></div><div class="c x98 y59d w65 h30"><div class="t m0 x9e h14 y123 ff6 fs3 fc0 sc0 ls0 ws0">2 871 </div></div><div class="c xa6 y59d w66 h30"><div class="t m0 x41 h14 y59e ff6 fs3 fc0 sc0 ls0 ws0">22 161 </div></div><div class="c x8 y59f w32 h7b"><div class="t m0 xd h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y59f w63 h7b"><div class="t m0 x69 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa4 y59f w64 h7b"><div class="t m0 x25 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y59f w63 h7b"><div class="t m0 x69 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y59f w64 h7b"><div class="t m0 x25 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y59f w65 h7b"><div class="t m0 x69 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa6 y59f w66 h7b"><div class="t m0 x24 h14 ya8 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5a0 w32 h11"><div class="t m0 xd h14 y9f ff6 fs3 fc0 sc0 ls0 ws0">Umorzenie i odpisy </div><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">aktualizujące na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">1 stycznia 2023 roku </div></div><div class="c x66 y5a0 w63 h11"><div class="t m0 x38 h14 y9e ff3 fs3 fc0 sc0 ls7 ws0">(5<span class="ls0"> 718)<span class="ff6"> </span></span></div></div><div class="c xa4 y5a0 w64 h11"><div class="t m0 x38 h14 y1a1 ff3 fs3 fc0 sc0 ls0 ws0">(2 036)<span class="ff6"> </span></div></div><div class="c xa5 y5a0 w63 h11"><div class="t m0 x57 h14 y1a1 ff3 fs3 fc0 sc0 ls0 ws0">(609)<span class="ff6"> </span></div></div><div class="c x91 y5a0 w64 h11"><div class="t m0 x18 h14 y1a1 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="ff6"> </span></div></div><div class="c x98 y5a0 w65 h11"><div class="t m0 x38 h14 y1a1 ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 263)<span class="ff6"> </span></span></div></div><div class="c xa6 y5a0 w66 h11"><div class="t m0 x16 h14 y1a1 ff6 fs3 fc0 sc0 ls0 ws0">(10 626) </div></div><div class="c x8 y17f w32 h17"><div class="t m0 xd h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">Odpis amortyzacyjny za </div><div class="t m0 xd h14 ya0 ff3 fs3 fc0 sc0 ls0 ws0">okres<span class="ff6"> </span></div></div><div class="c x66 y17f w63 h17"><div class="t m0 x38 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(2 115) </div></div><div class="c xa4 y17f w64 h17"><div class="t m0 x1b h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(<span class="ls4">46</span>) </div></div><div class="c xa5 y17f w63 h17"><div class="t m0 x57 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(238) </div></div><div class="c x91 y17f w64 h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y17f w65 h17"><div class="t m0 x57 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(229) </div></div><div class="c xa6 y17f w66 h17"><div class="t m0 x32 h14 y1a0 ff6 fs3 fc0 sc0 ls24 ws0">(2<span class="ls0"> 628) </span></div></div><div class="c x8 y5a1 w32 h87"><div class="t m0 xd h8 y1ba ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż<span class="ff3"> </span></div></div><div class="c x66 y5a1 w63 h87"><div class="t m0 x18 h8 y1ba ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa4 y5a1 w64 h87"><div class="t m0 x1a h8 y576 ff3 fs3 fc0 sc0 ls4 ws0">56<span class="ls0"> </span></div></div><div class="c xa5 y5a1 w63 h87"><div class="t m0 x1a h8 y576 ff3 fs3 fc0 sc0 ls4 ws0">30<span class="ls0"> </span></div></div><div class="c x91 y5a1 w64 h87"><div class="t m0 x18 h8 y576 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5a1 w65 h87"><div class="t m0 x18 h8 y576 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa6 y5a1 w66 h87"><div class="t m0 x5c h14 y576 ff6 fs3 fc0 sc0 ls0 ws0">86 </div></div><div class="c x8 y5a2 w32 h34"><div class="t m0 xd h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">Likwidacja </div></div><div class="c x66 y5a2 w63 h34"><div class="t m0 x9e h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">5 210 </div></div><div class="c xa4 y5a2 w64 h34"><div class="t m0 x2b h8 y9e ff3 fs3 fc0 sc0 ls4 ws0">105<span class="ls0"> </span></div></div><div class="c xa5 y5a2 w63 h34"><div class="t m0 x2b h8 y9e ff3 fs3 fc0 sc0 ls4 ws0">194<span class="ls0"> </span></div></div><div class="c x91 y5a2 w64 h34"><div class="t m0 x18 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5a2 w65 h34"><div class="t m0 x69 h8 y9f ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">4 </div><div class="t m0 x69 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa6 y5a2 w66 h34"><div class="t m0 x28 h14 y1a1 ff6 fs3 fc0 sc0 ls0 ws0">5513 </div></div><div class="c x8 y5a3 w32 h11"><div class="t m0 xd h14 y9f ff6 fs3 fc0 sc0 ls0 ws0">Umorzenie i odpisy </div><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">aktualizujące na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku <span class="ff3"> </span></div></div><div class="c x66 y5a3 w63 h11"><div class="t m0 x38 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">(2 623) </div></div><div class="c xa4 y5a3 w64 h11"><div class="t m0 x38 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">(1 921) </div></div><div class="c xa5 y5a3 w63 h11"><div class="t m0 x57 h8 y1a1 ff3 fs3 fc0 sc0 ls0 ws0">(623) </div></div><div class="c x91 y5a3 w64 h11"><div class="t m0 x18 h8 y1a1 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5a3 w65 h11"><div class="t m0 x38 h8 y1a1 ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 488) </span></div></div><div class="c xa6 y5a3 w66 h11"><div class="t m0 x32 h14 y1a1 ff6 fs3 fc0 sc0 ls0 ws0">(7 655) </div></div><div class="c x8 y27b w32 h15"><div class="t m0 xd h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y27b w63 h15"><div class="t m0 x69 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa4 y27b w64 h15"><div class="t m0 x25 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y27b w63 h15"><div class="t m0 x69 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y27b w64 h15"><div class="t m0 x25 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y27b w65 h15"><div class="t m0 x69 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa6 y27b w66 h15"><div class="t m0 x24 h14 ya8 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y4a2 w32 h7d"><div class="t m0 xd h8 y14a ff4 fs3 fc0 sc0 ls0 ws0">Wartość netto na dzień </div><div class="t m0 xd h14 y107 ff3 fs3 fc0 sc0 ls0 ws0">1 stycznia 2023 roku<span class="ff6"> </span></div></div><div class="c x66 y4a2 w63 h7d"><div class="t m0 x9e h14 y54b ff6 fs3 fc0 sc0 ls0 ws0">1 610 </div></div><div class="c xa4 y4a2 w64 h7d"><div class="t m0 x1a h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">62 </div></div><div class="c xa5 y4a2 w63 h7d"><div class="t m0 x2b h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">223 </div></div><div class="c x91 y4a2 w64 h7d"><div class="t m0 x21 h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y4a2 w65 h7d"><div class="t m0 x2b h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">602 </div></div><div class="c xa6 y4a2 w66 h7d"><div class="t m0 x38 h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">2 497 </div></div><div class="c x8 y5a5 w32 h17"><div class="t m0 xd h14 y5a6 ff7 fs3 fc0 sc0 ls0 ws0">Wartość netto na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku  </div></div><div class="c x66 y5a5 w63 h17"><div class="t m0 x36 h14 y5a7 ff6 fs3 fc0 sc0 ls0 ws0">13 222 </div></div><div class="c xa4 y5a5 w64 h17"><div class="t m0 x2b h14 y5a7 ff6 fs3 fc0 sc0 ls0 ws0">218 </div></div><div class="c xa5 y5a5 w63 h17"><div class="t m0 x2b h14 y5a7 ff6 fs3 fc0 sc0 ls0 ws0">592 </div></div><div class="c x91 y5a5 w64 h17"><div class="t m0 x1a h14 y5a7 ff6 fs3 fc0 sc0 ls0 ws0">91 </div></div><div class="c x98 y5a5 w65 h17"><div class="t m0 x2b h14 y5a7 ff6 fs3 fc0 sc0 ls0 ws0">383 </div></div><div class="c xa6 y5a5 w66 h17"><div class="t m0 x41 h14 y5a8 ff6 fs3 fc0 sc0 ls0 ws0">14 506 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8d h6 y5a9 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf2d" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc2d w0 h0"><img src="data:image/png;base64,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" class="bi x5 y5aa w62 h88" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">45<span class="ls0"> </span></div></div><div class="c x8 y130 w32 h34"><div class="t m0 xd h14 y1a7 ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony <span class="ff6"> </span></div><div class="t m0 xd h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku </div></div><div class="c x66 y130 w63 h34"><div class="t m0 x19 h12 y1a7 ff2 fs3 fc0 sc0 ls0 ws0">Grunty i </div><div class="t m0 x2a h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">budynki </div></div><div class="c xa4 y130 w64 h34"><div class="t m0 x5b h12 y1a7 ff2 fs3 fc0 sc0 ls0 ws0">Maszyny i </div><div class="t m0 x14 h12 yb3 ff8 fs3 fc0 sc0 ls0 ws0">urządzenia<span class="ff2"> </span></div></div><div class="c xa5 y130 w63 h34"><div class="t m0 x28 h12 y1a7 ff8 fs3 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 xf h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">transportu </div></div><div class="c x91 y130 w64 h34"><div class="t m0 x28 h12 y131 ff8 fs3 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 x28 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">trwałe </div><div class="t m0 x14 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">w budowie </div></div><div class="c x98 y130 w65 h34"><div class="t m0 x16 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">Pozostałe <span class="ff2"> </span></div></div><div class="c xa6 y130 w66 h34"><div class="t m0 x5b h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y5ab w32 h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Wartość brutto na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">1 stycznia 2022 roku </div></div><div class="c x66 y5ab w63 h17"><div class="t m0 x9e h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">9 138 </div></div><div class="c xa4 y5ab w64 h17"><div class="t m0 x9e h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">2 294 </div></div><div class="c xa5 y5ab w63 h17"><div class="t m0 x9e h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">1 181 </div></div><div class="c x91 y5ab w64 h17"><div class="t m0 x2b h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">141<span class="ff3"> </span></div></div><div class="c x98 y5ab w65 h17"><div class="t m0 x9e h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">2 453 </div></div><div class="c xa6 y5ab w66 h17"><div class="t m0 x41 h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">15 207 </div></div><div class="c x8 y5ac w32 h7b"><div class="t m0 xd h14 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Nabycia<span class="ff6"> </span></div></div><div class="c x66 y5ac w63 h7b"><div class="t m0 x5c h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">1 <span class="ls5">38<span class="ls0"> </span></span></div></div><div class="c xa4 y5ac w64 h7b"><div class="t m0 x1a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">16 </div></div><div class="c xa5 y5ac w63 h7b"><div class="t m0 x18 h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y5ac w64 h7b"><div class="t m0 x18 h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5ac w65 h7b"><div class="t m0 x2b h8 yd5 ff3 fs3 fc0 sc0 ls4 ws0">428<span class="ls0"> </span></div></div><div class="c xa6 y5ac w66 h7b"><div class="t m0 x9e h14 yd5 ff6 fs3 fc0 sc0 ls0 ws0">582 </div></div><div class="c x8 y5ad w32 h53"><div class="t m0 xd h8 y15c ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż<span class="ff3"> </span></div></div><div class="c x66 y5ad w63 h53"><div class="t m0 x17 h8 y15c ff3 fs3 fc0 sc0 ls0 ws0">(8) </div></div><div class="c xa4 y5ad w64 h53"><div class="t m0 x57 h8 y15c ff3 fs3 fc0 sc0 ls0 ws0">(209) </div></div><div class="c xa5 y5ad w63 h53"><div class="t m0 x18 h8 y14b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y5ad w64 h53"><div class="t m0 x18 h8 y14b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5ad w65 h53"><div class="t m0 x5c h8 y14b ff3 fs3 fc0 sc0 ls0 ws0">(16) </div></div><div class="c xa6 y5ad w66 h53"><div class="t m0 x38 h14 y14b ff6 fs3 fc0 sc0 ls0 ws0">(233) </div></div><div class="c x8 y5ae w32 h89"><div class="t m0 xd h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">Likwidacja </div></div><div class="c x66 y5ae w63 h89"><div class="t m0 x38 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">(2 008) </div></div><div class="c xa4 y5ae w64 h89"><div class="t m0 x18 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y5ae w63 h89"><div class="t m0 x57 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">(349) </div></div><div class="c x91 y5ae w64 h89"><div class="t m0 x18 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5ae w65 h89"><div class="t m0 x18 h8 y59b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa6 y5ae w66 h89"><div class="t m0 x32 h14 yb2 ff6 fs3 fc0 sc0 ls0 ws0">(2 357) </div></div><div class="c x8 y5af w32 h17"><div class="t m0 xd h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">Przeszacowanie w </div><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">związku z aktualizacją<span class="ff3"> </span></div></div><div class="c x66 y5af w63 h17"><div class="t m0 x1a h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">33<span class="ls0"> </span></div></div><div class="c xa4 y5af w64 h17"><div class="t m0 x17 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(3) </div></div><div class="c xa5 y5af w63 h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y5af w64 h17"><div class="t m0 x57 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(106) </div></div><div class="c x98 y5af w65 h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa6 y5af w66 h17"><div class="t m0 x9d h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">(76) </div></div><div class="c x8 y5b0 w32 h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Transfer ze środków </div><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">trwałych w budowie<span class="ff3"> </span></div></div><div class="c x66 y5b0 w63 h17"><div class="t m0 x1a h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">35<span class="ls0"> </span></div></div><div class="c xa4 y5b0 w64 h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y5b0 w63 h17"><div class="t m0 x18 h8 y1a0 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y5b0 w64 h17"><div class="t m0 x1b h8 y1a0 ff3 fs3 fc0 sc0 ls0 ws0">(35) </div></div><div class="c x98 y5b0 w65 h17"><div class="t m0 x18 h8 y1a0 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa6 y5b0 w66 h17"><div class="t m0 x1a h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y5b1 w32 h8a"><div class="t m0 xd h14 y5b2 ff7 fs3 fc0 sc0 ls0 ws0">Wartość brutto na dzień </div><div class="t m0 xd h14 y5b3 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku <span class="ff3"> </span></div></div><div class="c x66 y5b1 w63 h8a"><div class="t m0 x9e h14 y5b4 ff6 fs3 fc0 sc0 ls0 ws0">7 328 </div></div><div class="c xa4 y5b1 w64 h8a"><div class="t m0 x9e h14 y5b4 ff6 fs3 fc0 sc0 ls0 ws0">2 098 </div></div><div class="c xa5 y5b1 w63 h8a"><div class="t m0 x2b h14 y5b4 ff6 fs3 fc0 sc0 ls0 ws0">832 </div></div><div class="c x91 y5b1 w64 h8a"><div class="t m0 x21 h14 y5b4 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5b1 w65 h8a"><div class="t m0 x9e h14 y5b4 ff6 fs3 fc0 sc0 ls0 ws0">2 865 </div></div><div class="c xa6 y5b1 w66 h8a"><div class="t m0 x41 h14 y5b5 ff6 fs3 fc0 sc0 ls0 ws0">13 123 </div></div><div class="c x8 y5b6 w32 h7b"><div class="t m0 xd h8 y114 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y5b6 w63 h7b"><div class="t m0 x69 h8 y114 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa4 y5b6 w64 h7b"><div class="t m0 x25 h8 y114 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y5b6 w63 h7b"><div class="t m0 x69 h8 y114 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y5b6 w64 h7b"><div class="t m0 x25 h8 y114 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y5b6 w65 h7b"><div class="t m0 x69 h8 y114 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa6 y5b6 w66 h7b"><div class="t m0 x24 h14 y114 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5b7 w32 h11"><div class="t m0 xd h14 y9f ff6 fs3 fc0 sc0 ls0 ws0">Umorzenie i odpisy </div><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">aktualizujące na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">1 stycznia 2022 roku </div></div><div class="c x66 y5b7 w63 h11"><div class="t m0 x38 h14 y9e ff3 fs3 fc0 sc0 ls7 ws0">(5<span class="ls0"> 151)<span class="ff6"> </span></span></div></div><div class="c xa4 y5b7 w64 h11"><div class="t m0 x38 h14 y1a1 ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 132)<span class="ff6"> </span></span></div></div><div class="c xa5 y5b7 w63 h11"><div class="t m0 x57 h14 y1a1 ff3 fs3 fc0 sc0 ls0 ws0">(788)<span class="ff6"> </span></div></div><div class="c x91 y5b7 w64 h11"><div class="t m0 x18 h14 y1a1 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="ff6"> </span></div></div><div class="c x98 y5b7 w65 h11"><div class="t m0 x38 h14 y1a1 ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 080)<span class="ff6"> </span></span></div></div><div class="c xa6 y5b7 w66 h11"><div class="t m0 x16 h14 y1a1 ff6 fs3 fc0 sc0 ls0 ws0">(10 151) </div></div><div class="c x8 y5b8 w32 h17"><div class="t m0 xd h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">Odpis amortyzacyjny za </div><div class="t m0 xd h14 ya0 ff3 fs3 fc0 sc0 ls0 ws0">okres<span class="ff6"> </span></div></div><div class="c x66 y5b8 w63 h17"><div class="t m0 x38 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(1 980) </div></div><div class="c xa4 y5b8 w64 h17"><div class="t m0 x57 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(108) </div></div><div class="c xa5 y5b8 w63 h17"><div class="t m0 x57 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(170) </div></div><div class="c x91 y5b8 w64 h17"><div class="t m0 x18 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5b8 w65 h17"><div class="t m0 x57 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(198) </div></div><div class="c xa6 y5b8 w66 h17"><div class="t m0 x32 h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">(2 456) </div></div><div class="c x8 y5b9 w32 h7c"><div class="t m0 xd h14 y5ba ff4 fs3 fc0 sc0 ls0 ws0">Odpis aktualizujący<span class="ff6"> </span></div></div><div class="c x66 y5b9 w63 h7c"><div class="t m0 x18 h8 y5ba ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa4 y5b9 w64 h7c"><div class="t m0 x34 h8 y576 ff3 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c xa5 y5b9 w63 h7c"><div class="t m0 x18 h8 y576 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y5b9 w64 h7c"><div class="t m0 x18 h8 y576 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5b9 w65 h7c"><div class="t m0 x18 h8 y576 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa6 y5b9 w66 h7c"><div class="t m0 x17 h14 y576 ff6 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x8 y5bb w32 h87"><div class="t m0 xd h8 y1ba ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż<span class="ff3"> </span></div></div><div class="c x66 y5bb w63 h87"><div class="t m0 x18 h8 y1ba ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa4 y5bb w64 h87"><div class="t m0 x2b h8 y576 ff3 fs3 fc0 sc0 ls4 ws0">201<span class="ls0"> </span></div></div><div class="c xa5 y5bb w63 h87"><div class="t m0 x18 h8 y576 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y5bb w64 h87"><div class="t m0 x18 h8 y576 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5bb w65 h87"><div class="t m0 x18 h8 y576 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa6 y5bb w66 h87"><div class="t m0 x9e h14 y576 ff6 fs3 fc0 sc0 ls0 ws0">201 </div></div><div class="c x8 y5bc w32 h8b"><div class="t m0 xd h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0">Likwidacja </div></div><div class="c x66 y5bc w63 h8b"><div class="t m0 x9e h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0">1 413 </div></div><div class="c xa4 y5bc w64 h8b"><div class="t m0 x18 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y5bc w63 h8b"><div class="t m0 x2b h8 ya8 ff3 fs3 fc0 sc0 ls4 ws0">349<span class="ls0"> </span></div></div><div class="c x91 y5bc w64 h8b"><div class="t m0 x18 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5bc w65 h8b"><div class="t m0 x1a h8 ya8 ff3 fs3 fc0 sc0 ls4 ws0">15<span class="ls0"> </span></div></div><div class="c xa6 y5bc w66 h8b"><div class="t m0 x38 h14 y114 ff6 fs3 fc0 sc0 ls0 ws0">1 777 </div></div><div class="c x8 y5bd w32 h34"><div class="t m0 xd h14 y131 ff6 fs3 fc0 sc0 ls0 ws0">Umorzenie i odpisy </div><div class="t m0 xd h14 y1ca ff7 fs3 fc0 sc0 ls0 ws0">aktualizujące na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku <span class="ff3"> </span></div></div><div class="c x66 y5bd w63 h34"><div class="t m0 x38 h8 y1ca ff3 fs3 fc0 sc0 ls7 ws0">(5<span class="ls0"> 718) </span></div></div><div class="c xa4 y5bd w64 h34"><div class="t m0 x38 h8 y1ca ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 036) </span></div></div><div class="c xa5 y5bd w63 h34"><div class="t m0 x57 h8 y5be ff3 fs3 fc0 sc0 ls0 ws0">(609) </div></div><div class="c x91 y5bd w64 h34"><div class="t m0 x18 h8 y5be ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y5bd w65 h34"><div class="t m0 x38 h8 y5be ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 263) </span></div></div><div class="c xa6 y5bd w66 h34"><div class="t m0 x16 h14 y5be ff6 fs3 fc0 sc0 ls0 ws0">(10 626) </div></div><div class="c x8 y5bf w32 h7b"><div class="t m0 xd h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y5bf w63 h7b"><div class="t m0 x69 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa4 y5bf w64 h7b"><div class="t m0 x25 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y5bf w63 h7b"><div class="t m0 x69 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y5bf w64 h7b"><div class="t m0 x25 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y5bf w65 h7b"><div class="t m0 x69 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa6 y5bf w66 h7b"><div class="t m0 x24 h14 ya8 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5c0 w32 h8c"><div class="t m0 xd h8 y14a ff4 fs3 fc0 sc0 ls0 ws0">Wartość netto na dzień </div><div class="t m0 xd h14 y107 ff3 fs3 fc0 sc0 ls0 ws0">1 stycznia 2022 roku<span class="ff6"> </span></div></div><div class="c x66 y5c0 w63 h8c"><div class="t m0 x9e h14 y54b ff6 fs3 fc0 sc0 ls0 ws0">3 987 </div></div><div class="c xa4 y5c0 w64 h8c"><div class="t m0 x2b h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">162 </div></div><div class="c xa5 y5c0 w63 h8c"><div class="t m0 x2b h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">393 </div></div><div class="c x91 y5c0 w64 h8c"><div class="t m0 x2b h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">141 </div></div><div class="c x98 y5c0 w65 h8c"><div class="t m0 x2b h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">373 </div></div><div class="c xa6 y5c0 w66 h8c"><div class="t m0 x38 h14 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">5 056 </div></div><div class="c x8 y1c w32 h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Wartość netto na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku  </div></div><div class="c x66 y1c w63 h17"><div class="t m0 x9e h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">1 610 </div></div><div class="c xa4 y1c w64 h17"><div class="t m0 x1a h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">62 </div></div><div class="c xa5 y1c w63 h17"><div class="t m0 x2b h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">223 </div></div><div class="c x91 y1c w64 h17"><div class="t m0 x21 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y1c w65 h17"><div class="t m0 x2b h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">602 </div></div><div class="c xa6 y1c w66 h17"><div class="t m0 x38 h14 y1a0 ff6 fs3 fc0 sc0 ls0 ws0">2 497 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y216 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y5c1 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _10"> </span>dzień <span class="_ _17"> </span>31.12.<span class="ff3 ls2">20<span class="ls0">23 <span class="_ _17"> </span></span></span>roku, <span class="_ _10"> </span>war<span class="_ _0"></span>tość <span class="_ _10"> </span>bilan<span class="_ _0"></span>sowa <span class="_ _13"> </span>r<span class="_ _0"></span>zeczowych <span class="_ _10"> </span>a<span class="_ _0"></span>ktywów <span class="_ _10"> </span>trw<span class="_ _0"></span>ałych <span class="_ _17"> </span>użytkowanych </div><div class="t m0 x8 h6 y5c2 ff3 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _0"></span><span class="ff4">Sp<span class="_ _0"></span>ółkę</span> <span class="_ _0"></span><span class="ff4">na <span class="_ _9"></span>podsta<span class="_ _0"></span>wie <span class="_ _0"></span>um<span class="_ _0"></span>ów <span class="_ _0"></span>leasingu <span class="_ _9"></span>wynosiła<span class="_ _0"></span> <span class="_ _9"></span></span>13 <span class="_ _0"></span>56<span class="_ _0"></span>0 <span class="_ _0"></span><span class="ff4">tys. <span class="_ _9"></span>PLN <span class="_ _9"></span>(na <span class="_ _9"></span>dzień <span class="_ _9"></span>31.12.</span><span class="ls2">20<span class="_ _0"></span></span>22 <span class="_ _0"></span>r<span class="_ _0"></span>oku </div><div class="t m0 x8 h6 y5c3 ff4 fs0 fc0 sc0 ls0 ws0">wyniosła <span class="ff3 ls2">1 284<span class="ls0"> </span></span>tys. PLN), z<span class="_ _0"></span> czego na dzień 31.12.<span class="ff3 ls2">20<span class="_ _0"></span><span class="ls0">23 </span></span>roku wartość<span class="ff3"> </span>umów na<span class="_ _0"></span>jmu rozpoznanych </div><div class="t m0 x8 h6 y5c4 ff4 fs0 fc0 sc0 ls0 ws0">zgodnie <span class="_ _0"></span>z <span class="_ _9"></span>MSSF <span class="_ _9"></span>16 <span class="_ _9"></span>wynos<span class="_ _0"></span>iła <span class="_ _9"></span><span class="ff3">12 <span class="_ _0"></span>974 <span class="_ _9"></span>tys. <span class="_ _9"></span>PLN <span class="_ _9"></span></span>(na <span class="_ _9"></span>dzień <span class="_ _9"></span>31.12.20<span class="_ _0"></span><span class="ff3">22 <span class="_ _0"></span></span>r<span class="_ _0"></span>oku <span class="_ _0"></span>wyniosła <span class="_ _9"></span><span class="ff3">1 <span class="_ _9"></span>071 <span class="_ _9"></span>tys. <span class="_ _9"></span>PLN)<span class="ls26">, </span></span></div><div class="t m0 x8 h6 y5c5 ff4 fs0 fc0 sc0 ls0 ws0">wartość<span class="ff3"> </span>samoch<span class="_ _0"></span>odów w leasin<span class="_ _0"></span>gu wynosiła <span class="ff3 ls2">586<span class="ls0"> </span></span>tys.<span class="_ _0"></span> PLN (na dzień 31.12.<span class="ff3 ls2">20<span class="ls0">22<span class="_ _0"></span> </span></span>roku wyniosła <span class="ff3">213<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y5c6 ff3 fs0 fc0 sc0 ls0 ws0">tys. PLN). </div><div class="t m0 x8 h42 y375 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf2e" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc2e w0 h0"><img src="data:image/png;base64,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" class="bi x5 y5c7 w4 h8d" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">46<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _13"></span>przedstawiono <span class="_ _13"></span>w<span class="_ _0"></span>artości <span class="_ _11"></span>b<span class="_ _0"></span>ilansowe <span class="_ _13"></span>aktywów <span class="_ _13"></span>z <span class="_ _13"></span>tytułu <span class="_ _13"></span>prawa <span class="_ _13"></span>do <span class="_ _13"></span>uż<span class="_ _0"></span>ytkowania <span class="_ _13"></span>oraz <span class="_ _13"></span>ich </div><div class="t m0 x8 h6 y5c8 ff3 fs0 fc0 sc0 ls0 ws0">zmiany w okresie spraw<span class="_ _0"></span>ozdawczym:<span class="_ _0"></span> </div><div class="t m0 x8 h6 y5c9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y5ca ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5cb w67 h8e"><div class="t m0 x11 h14 y5cc ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony dnia </div><div class="t m0 x11 h14 y5cd ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku </div></div><div class="c x60 y5cb w68 h8e"><div class="t m0 x57 h12 y5ce ff2 fs3 fc0 sc0 ls0 ws0">Grunty i </div><div class="t m0 x9d h12 y14a ff2 fs3 fc0 sc0 ls0 ws0">budynki </div></div><div class="c xa7 y5cb w69 h8e"><div class="t m0 x9d h12 y5ce ff2 fs3 fc0 sc0 ls0 ws0">Maszyny </div><div class="t m0 x32 h12 y14a ff2 fs3 fc0 sc0 ls0 ws0">i <span class="ff8">urządzenia</span> </div></div><div class="c xa8 y5cb w20 h8e"><div class="t m0 x54 h12 y5ce ff8 fs3 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 x16 h12 y14a ff2 fs3 fc0 sc0 ls0 ws0">transportu </div></div><div class="c xa9 y5cb w20 h8e"><div class="t m0 x2e h12 y5ce ff8 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff2"> </span></div></div><div class="c xaa y5cb w1f h8e"><div class="t m0 x41 h12 y5ce ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y5cf w67 h17"><div class="t m0 x11 h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Na dzień 1 stycznia </div><div class="t m0 x11 h8 ya0 ff3 fs3 fc0 sc0 ls4 ws0">202<span class="ls0">2 roku  </span></div></div><div class="c x60 y5cf w6a h17"><div class="t m0 x20 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">2 909 </div></div><div class="c xab y5cf w39 h17"><div class="t m0 x1e h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">-  </div><div class="t m0 x74 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa8 y5cf w20 h17"><div class="t m0 x52 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">381 </div></div><div class="c xa9 y5cf w20 h17"><div class="t m0 x24 h8 y9e ff3 fs3 fc0 sc0 ls4 ws0">14<span class="ls0"> </span></div></div><div class="c xaa y5cf w1f h17"><div class="t m0 x57 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">3 304 </div><div class="t m0 x35 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5d0 w67 h17"><div class="t m0 x11 h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Zwiększenia (nowe </div><div class="t m0 x11 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">leasingi) </div></div><div class="c x60 y5d0 w6a h17"><div class="t m0 x35 h8 y9e ff3 fs3 fc0 sc0 ls4 ws0">45<span class="ls0"> </span></div></div><div class="c xab y5d0 w39 h17"><div class="t m0 x5 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5d0 w20 h17"><div class="t m0 x93 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa9 y5d0 w20 h17"><div class="t m0 x93 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y5d0 w1f h17"><div class="t m0 xac h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">45 </div></div><div class="c x8 y5d1 w67 h13"><div class="t m0 x11 h8 yb3 ff4 fs3 fc0 sc0 ls0 ws0">Zmiany umów leasingu <span class="ff3"> </span></div></div><div class="c x60 y5d1 w6a h13"><div class="t m0 x34 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(75) </div></div><div class="c xab y5d1 w39 h13"><div class="t m0 x5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5d1 w20 h13"><div class="t m0 x93 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa9 y5d1 w20 h13"><div class="t m0 x93 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y5d1 w1f h13"><div class="t m0 x2b h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">(75) </div></div><div class="c x8 y5d2 w67 h34"><div class="t m0 x11 h8 y131 ff3 fs3 fc0 sc0 ls0 ws0">Aktualizacja wyceny </div><div class="t m0 x11 h8 y1ca ff4 fs3 fc0 sc0 ls0 ws0">zobowiązań z tytułu </div><div class="t m0 x11 h8 y5d3 ff3 fs3 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c x60 y5d2 w6a h34"><div class="t m0 x6c h8 y131 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xab y5d2 w39 h34"><div class="t m0 x5 h8 y131 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5d2 w20 h34"><div class="t m0 x93 h8 y131 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa9 y5d2 w20 h34"><div class="t m0 x93 h8 y131 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y5d2 w1f h34"><div class="t m0 x18 h14 y131 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y5d4 w67 h13"><div class="t m0 x11 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x60 y5d4 w6a h13"><div class="t m0 x53 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(1 808) </div></div><div class="c xab y5d4 w39 h13"><div class="t m0 x5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5d4 w20 h13"><div class="t m0 x55 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(168) </div></div><div class="c xa9 y5d4 w20 h13"><div class="t m0 x2b h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(1<span class="ls4">4)</span> </div></div><div class="c xaa y5d4 w1f h13"><div class="t m0 x36 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">(1 990) </div></div><div class="c x8 y5d5 w67 h17"><div class="t m0 x11 h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Wartość netto na dzień <span class="ff6"> </span></div><div class="t m0 x11 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku  </div></div><div class="c x60 y5d5 w6a h17"><div class="t m0 x20 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">1 071 </div></div><div class="c xab y5d5 w39 h17"><div class="t m0 x77 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5d5 w20 h17"><div class="t m0 x52 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">213 </div></div><div class="c xa9 y5d5 w20 h17"><div class="t m0 x18 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y5d5 w1f h17"><div class="t m0 x57 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">1 284 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y5d6 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h42 y5d7 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div><div class="c x8 y5d8 w67 h8f"><div class="t m0 x11 h14 y5d9 ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony dnia </div><div class="t m0 x11 h14 y55e ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku </div></div><div class="c x60 y5d8 w68 h8f"><div class="t m0 x57 h12 y5da ff2 fs3 fc0 sc0 ls0 ws0">Grunty i </div><div class="t m0 x9d h12 y5db ff2 fs3 fc0 sc0 ls0 ws0">budynki </div></div><div class="c xa7 y5d8 w69 h8f"><div class="t m0 x9d h12 y5da ff2 fs3 fc0 sc0 ls0 ws0">Maszyny </div><div class="t m0 x32 h12 y5db ff2 fs3 fc0 sc0 ls0 ws0">i <span class="ff8">urządzenia</span> </div></div><div class="c xa8 y5d8 w20 h8f"><div class="t m0 x54 h12 y5da ff8 fs3 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 x16 h12 y5db ff2 fs3 fc0 sc0 ls0 ws0">transportu </div></div><div class="c xa9 y5d8 w20 h8f"><div class="t m0 x2e h12 y5da ff8 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff2"> </span></div></div><div class="c xaa y5d8 w1f h8f"><div class="t m0 x41 h12 y5da ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y5dc w67 h48"><div class="t m0 x11 h8 y49f ff4 fs3 fc0 sc0 ls0 ws0">Na dzień 1 stycznia </div><div class="t m0 x11 h8 ya0 ff3 fs3 fc0 sc0 ls4 ws0">202<span class="ls0">3 roku  </span></div></div><div class="c x60 y5dc w6a h48"><div class="t m0 x20 h14 y5dd ff6 fs3 fc0 sc0 ls0 ws0">1 071 </div></div><div class="c xab y5dc w39 h48"><div class="t m0 x77 h14 y5dd ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5dc w20 h48"><div class="t m0 x52 h14 y5dd ff6 fs3 fc0 sc0 ls0 ws0">213 </div></div><div class="c xa9 y5dc w20 h48"><div class="t m0 x18 h14 y5dd ff6 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xaa y5dc w1f h48"><div class="t m0 x57 h14 y5dd ff6 fs3 fc0 sc0 ls0 ws0">1 284 </div></div><div class="c x8 y5de w67 h17"><div class="t m0 x11 h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Zwiększenia (nowe </div><div class="t m0 x11 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">leasingi) </div></div><div class="c x60 y5de w6a h17"><div class="t m0 x1b h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">13 839 </div></div><div class="c xab y5de w39 h17"><div class="t m0 x5 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5de w20 h17"><div class="t m0 x52 h8 y9e ff3 fs3 fc0 sc0 ls4 ws0">607<span class="ls0"> </span></div></div><div class="c xa9 y5de w20 h17"><div class="t m0 x93 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y5de w1f h17"><div class="t m0 x59 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">14 446 </div></div><div class="c x8 yd3 w67 h13"><div class="t m0 x11 h8 yb3 ff4 fs3 fc0 sc0 ls0 ws0">Zmiany umów leasingu <span class="ff3"> </span></div></div><div class="c x60 yd3 w6a h13"><div class="t m0 x34 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(<span class="ls4">59)</span> </div></div><div class="c xab yd3 w39 h13"><div class="t m0 x5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 yd3 w20 h13"><div class="t m0 x93 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa9 yd3 w20 h13"><div class="t m0 x93 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa yd3 w1f h13"><div class="t m0 x2b h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">(59) </div></div><div class="c x8 y5df w67 h90"><div class="t m0 x11 h8 y5e0 ff3 fs3 fc0 sc0 ls0 ws0">Aktualizacja wyceny </div><div class="t m0 x11 h8 yf6 ff4 fs3 fc0 sc0 ls0 ws0">zobowiązań z tytułu </div><div class="t m0 x11 h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c x60 y5df w6a h90"><div class="t m0 x21 h8 y5e1 ff3 fs3 fc0 sc0 ls4 ws0">100<span class="ls0"> </span></div></div><div class="c xab y5df w39 h90"><div class="t m0 x5 h8 y5e1 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5df w20 h90"><div class="t m0 x93 h8 y5e1 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa9 y5df w20 h90"><div class="t m0 x93 h8 y5e1 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y5df w1f h90"><div class="t m0 x52 h14 y5e1 ff6 fs3 fc0 sc0 ls0 ws0">100 </div></div><div class="c x8 y5e2 w67 h91"><div class="t m0 x11 h8 y1d4 ff3 fs3 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x60 y5e2 w6a h91"><div class="t m0 x53 h8 y1d4 ff3 fs3 fc0 sc0 ls0 ws0">(1 977) </div></div><div class="c xab y5e2 w39 h91"><div class="t m0 x5 h8 y1d4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5e2 w20 h91"><div class="t m0 x55 h8 y1d4 ff3 fs3 fc0 sc0 ls0 ws0">(234) </div></div><div class="c xa9 y5e2 w20 h91"><div class="t m0 x93 h8 y1d4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y5e2 w1f h91"><div class="t m0 x36 h14 y1d4 ff6 fs3 fc0 sc0 ls0 ws0">(2 211) </div></div><div class="c x8 y5e3 w67 h17"><div class="t m0 x11 h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Wartość netto na dzień <span class="ff6"> </span></div><div class="t m0 x11 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku  </div></div><div class="c x60 y5e3 w6a h17"><div class="t m0 x1b h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">12 974 </div></div><div class="c xab y5e3 w39 h17"><div class="t m0 x77 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y5e3 w20 h17"><div class="t m0 x52 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">586 </div></div><div class="c xa9 y5e3 w20 h17"><div class="t m0 x18 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y5e3 w1f h17"><div class="t m0 x59 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">13 560 </div></div></div><div class="pi"></div></div>
<div id="pf2f" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc2f w0 h0"><img src="data:image/png;base64,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" class="bi x5 y1b7 w1a h4d" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">47<span class="ls0"> </span></div><div class="t m0 x8 h41 y37 ff6 fs6 fc0 sc0 ls0 ws0">17.<span class="ffc"> <span class="_ _1b"> </span></span>Leasing<span class="_ _5"></span> </div><div class="t m0 x8 h6 y5e4 ff4 fs0 fc0 sc0 ls0 ws0">Przedmioty leasin<span class="_ _0"></span>gu są ujęte w rzeczo<span class="_ _0"></span>wych aktywach trwał<span class="_ _0"></span>ych<span class="_ _0"></span><span class="ff3">. </span></div><div class="t m0 x8 h6 y5e5 ff4 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _19"> </span>przedstawiono <span class="_ _19"> </span>wartości <span class="_ _19"> </span>bilansowe <span class="_ _19"> </span>zobowią<span class="_ _0"></span>zań <span class="_ _19"> </span>z <span class="_ _a"> </span>tyt<span class="_ _0"></span>ułu <span class="_ _19"> </span>leasingu <span class="_ _19"> </span>oraz <span class="_ _a"> </span>ich <span class="_ _19"> </span>zmian<span class="_ _0"></span>y </div><div class="t m0 x8 h6 y5e6 ff3 fs0 fc0 sc0 ls0 ws0">w okresie sprawo<span class="_ _0"></span>zdawczym.  </div><div class="t m0 x8 h6 y5e7 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5e8 w6b h17"><div class="t m0 x11 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xad y5e8 w6c h17"><div class="t m0 x38 h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x22 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku </div></div><div class="c xae y5e8 w1d h17"><div class="t m0 x36 h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x22 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku </div></div><div class="c x8 y5e9 w6b h27"><div class="t m0 x11 h14 y5ea ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 1 stycznia<span class="ff3"> </span></div></div><div class="c xad y5e9 w6c h27"><div class="t m0 x45 h14 y5ea ff6 fs3 fc0 sc0 ls0 ws0">1 304 </div></div><div class="c xae y5e9 w1d h27"><div class="t m0 x48 h14 y5ea ff6 fs3 fc0 sc0 ls0 ws0">3 430 </div></div><div class="c x8 y5eb w6b h13"><div class="t m0 x11 h8 yb3 ff4 fs3 fc0 sc0 ls0 ws0">Zmiany umów leasingu <span class="ff3"> </span></div></div><div class="c xad y5eb w6c h13"><div class="t m0 xaf h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(6) </div></div><div class="c xae y5eb w1d h13"><div class="t m0 xb0 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(211) </div></div><div class="c x8 y50f w6b h26"><div class="t m0 x11 h8 y49e ff4 fs3 fc0 sc0 ls0 ws0">Nowe umowy leasingów<span class="ff3"> </span></div></div><div class="c xad y50f w6c h26"><div class="t m0 x46 h8 y49e ff3 fs3 fc0 sc0 ls0 ws0">14 446 </div></div><div class="c xae y50f w1d h26"><div class="t m0 x7b h8 y49e ff3 fs3 fc0 sc0 ls4 ws0">45<span class="ls0"> </span></div></div><div class="c x8 y595 w6b h6e"><div class="t m0 x11 h8 y5ec ff3 fs3 fc0 sc0 ls0 ws0">Aktualizacja wyceny </div></div><div class="c xad y595 w6c h6e"><div class="t m0 x5d h8 y5ec ff3 fs3 fc0 sc0 ls4 ws0">100<span class="ls0"> </span></div></div><div class="c xae y595 w1d h6e"><div class="t m0 x6f h8 y5ec ff3 fs3 fc0 sc0 ls4 ws0">199<span class="ls0"> </span></div></div><div class="c x8 y5ed w6b h13"><div class="t m0 x11 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Odsetki </div></div><div class="c xad y5ed w6c h13"><div class="t m0 x5d h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">889<span class="ls0"> </span></div></div><div class="c xae y5ed w1d h13"><div class="t m0 x6f h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">206<span class="ls0"> </span></div></div><div class="c x8 y5ee w6b h26"><div class="t m0 x11 h8 y49e ff4 fs3 fc0 sc0 ls0 ws0">Płatności<span class="ff3"> </span></div></div><div class="c xad y5ee w6c h26"><div class="t m0 x4a h8 y49e ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> <span class="ls5">93</span>4) </span></div></div><div class="c xae y5ee w1d h26"><div class="t m0 x46 h8 y49e ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 363) </span></div></div><div class="c x8 y5ef w6b h26"><div class="t m0 x11 h8 y49e ff3 fs3 fc0 sc0 ls0 ws0">Inne </div></div><div class="c xad y5ef w6c h26"><div class="t m0 xb1 h8 y49e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xae y5ef w1d h26"><div class="t m0 x6d h8 y49e ff3 fs3 fc0 sc0 ls0 ws0">(2) </div></div><div class="c x8 y3fd w6b h92"><div class="t m0 x11 h14 y107 ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudnia<span class="ff6"> </span></div></div><div class="c xad y3fd w6c h92"><div class="t m0 x46 h14 y107 ff6 fs3 fc0 sc0 ls0 ws0">13 799 </div></div><div class="c xae y3fd w1d h92"><div class="t m0 x48 h14 y107 ff6 fs3 fc0 sc0 ls0 ws0">1 304 </div></div><div class="c x8 y57f w6b h27"><div class="t m0 x11 h8 y5ea ff4 fs3 fc0 sc0 ls0 ws0">Krótkoterminowe<span class="ff3"> </span></div></div><div class="c xad y57f w6c h27"><div class="t m0 x47 h8 y5ea ff3 fs3 fc0 sc0 ls0 ws0">2  466 </div></div><div class="c xae y57f w1d h27"><div class="t m0 x6f h8 y5ea ff3 fs3 fc0 sc0 ls4 ws0">974<span class="ls0"> </span></div></div><div class="c x8 y5f0 w6b h26"><div class="t m0 x11 h8 y49e ff4 fs3 fc0 sc0 ls0 ws0">Długoterminowe<span class="ff3"> </span></div></div><div class="c xad y5f0 w6c h26"><div class="t m0 x46 h8 y49e ff3 fs3 fc0 sc0 ls0 ws0">11 333 </div></div><div class="c xae y5f0 w1d h26"><div class="t m0 x6f h8 y49e ff3 fs3 fc0 sc0 ls4 ws0">330<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y5f1 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _11"></span>dzień <span class="_ _13"></span>31 <span class="_ _11"></span>grudnia<span class="_ _0"></span> <span class="_ _11"></span>20<span class="ff3">23 <span class="_ _13"></span>roku <span class="_ _11"></span></span>spółka<span class="ff3"> <span class="_ _13"></span></span>nie <span class="_ _13"></span>rozpoznała <span class="_ _13"></span>kosztów <span class="_ _11"></span>leasingó<span class="_ _0"></span>w <span class="_ _11"></span>krótkoterminowyc<span class="_ _0"></span>h </div><div class="t m0 x8 h6 y5f2 ff4 fs0 fc0 sc0 ls0 ws0">oraz leasingów akty<span class="_ _0"></span>wów o niskiej wa<span class="_ _0"></span>rtości z uwagi na<span class="_ _0"></span> brak takich umów.<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x8 h41 y5f3 ff6 fs6 fc0 sc0 ls0 ws0">18.<span class="ffc"> <span class="_ _1b"> </span></span>Aktywa niemater<span class="_ _5"></span>ialne </div></div><div class="c x8 y5f4 w5d h17"><div class="t m0 xd h14 yb3 ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony 31 grudnia <span class="ff6">2023 roku </span></div></div><div class="c x9f y5f4 w6d h17"><div class="t m0 x21 h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">Licencje na </div><div class="t m0 x36 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">oprogramowanie </div></div><div class="c x87 y5f4 w6e h17"><div class="t m0 x35 h12 yb3 ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y5f5 w5d h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Wartość brutto na 1 stycznia 202<span class="ff6">3 roku </span></div></div><div class="c x9f y5f5 w6d h26"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">4 161 </div></div><div class="c x87 y5f5 w6e h26"><div class="t m0 x74 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">4 161 </div></div><div class="c x8 y5f6 w5d h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Zwiększenia stanu<span class="ff3"> </span></div></div><div class="c x9f y5f6 w6d h26"><div class="t m0 x4e h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">443<span class="ls0"> </span></div></div><div class="c x87 y5f6 w6e h26"><div class="t m0 x7f h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">443<span class="ls0"> </span></div></div><div class="c x8 y5f7 w5d h27"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Zmniejszenie stanu </div></div><div class="c x9f y5f7 w6d h27"><div class="t m0 xb0 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x87 y5f7 w6e h27"><div class="t m0 x4a h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y5f8 w5d h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Wartość bilansowa brutto na dzień 31 grudnia 202<span class="ff6">3 roku </span></div></div><div class="c x9f y5f8 w6d h26"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">4 604 </div></div><div class="c x87 y5f8 w6e h26"><div class="t m0 x74 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">4 604 </div></div><div class="c x8 y1d0 w5d h1b"><div class="t m0 xd h14 yc5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y1d0 w6d h1b"><div class="t m0 xb2 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x87 y1d0 w6e h1b"><div class="t m0 x47 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5f9 w5d h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Umorzenie i odpisy aktualizujące na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">1 stycznia 2023 roku </div></div><div class="c x9f y5f9 w6d h17"><div class="t m0 x12 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">(2 371) </div></div><div class="c x87 y5f9 w6e h17"><div class="t m0 x6c h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">(2 371) </div></div><div class="c x8 y5fa w5d h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Odpis aktualizujący z tytułu utraty wartości<span class="ff3"> </span></div></div><div class="c x9f y5fa w6d h26"><div class="t m0 xb0 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x87 y5fa w6e h26"><div class="t m0 x4c h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y5fb w5d h26"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Umorzenie </div></div><div class="c x9f y5fb w6d h26"><div class="t m0 x31 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(291) </div></div><div class="c x87 y5fb w6e h26"><div class="t m0 x94 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(291) </div></div><div class="c x8 y5fc w5d h2e"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Umorzenia na dzień 31 stycznia 202<span class="ff6">3 roku </span></div></div><div class="c x9f y5fc w6d h2e"><div class="t m0 x12 h14 y104 ff6 fs3 fc0 sc0 ls24 ws0">(2<span class="ls0"> 662) </span></div></div><div class="c x87 y5fc w6e h2e"><div class="t m0 x6c h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">(2 662) </div></div><div class="c x8 y5fd w5d h1b"><div class="t m0 xd h14 yc5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y5fd w6d h1b"><div class="t m0 xb2 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x87 y5fd w6e h1b"><div class="t m0 x47 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5fe w5d h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Wartość bilansowa netto na dzień 1 stycznia 202<span class="ff3">3 roku  </span></div></div><div class="c x9f y5fe w6d h26"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">1 790<span class="ff3"> </span></div></div><div class="c x87 y5fe w6e h26"><div class="t m0 x74 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">1 790 </div></div><div class="c x8 y5ff w5d h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Wartość bilansowa netto na dzień 31 grudnia 202<span class="_ _0"></span><span class="ff6">3 roku  </span></div></div><div class="c x9f y5ff w6d h26"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">1 942 </div></div><div class="c x87 y5ff w6e h26"><div class="t m0 x74 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">1 942 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h2 y600 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h93 y601 ff11 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff1"> </span></div></div></div><div class="pi"></div></div>
<div id="pf30" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc30 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y602 w1a h94" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">48<span class="ls0"> </span></div></div><div class="c x8 y603 w5d h28"><div class="t m0 xd h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">Rok <span class="ff7">zakończony 31 grudnia 2022 roku</span> </div></div><div class="c x9f y603 w6d h28"><div class="t m0 x21 h12 y1ca ff2 fs3 fc0 sc0 ls0 ws0">Licencje na </div><div class="t m0 x36 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">oprogramowanie </div></div><div class="c x87 y603 w6e h28"><div class="t m0 x35 h12 yb3 ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y604 w5d h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Wartość brutto na 1 stycznia 2022 roku<span class="ff6"> </span></div></div><div class="c x9f y604 w6d h26"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">3 396 </div></div><div class="c x87 y604 w6e h26"><div class="t m0 x74 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">3 396 </div></div><div class="c x8 y605 w5d h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Zwiększenia stanu<span class="ff3"> </span></div></div><div class="c x9f y605 w6d h26"><div class="t m0 x4e h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">782<span class="ls0"> </span></div></div><div class="c x87 y605 w6e h26"><div class="t m0 x7f h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">782<span class="ls0"> </span></div></div><div class="c x8 y101 w5d h27"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Zmniejszenie stanu </div></div><div class="c x9f y101 w6d h27"><div class="t m0 x9 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(17) </div></div><div class="c x87 y101 w6e h27"><div class="t m0 x1f h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(17) </div></div><div class="c x8 y606 w5d h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Wartość bilansowa brutto na dzień 31 grudnia 2022 roku<span class="ff6"> </span></div></div><div class="c x9f y606 w6d h26"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">4 161 </div></div><div class="c x87 y606 w6e h26"><div class="t m0 x74 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">4 161 </div></div><div class="c x8 ya1 w5d h1b"><div class="t m0 xd h14 yc5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f ya1 w6d h1b"><div class="t m0 xb2 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x87 ya1 w6e h1b"><div class="t m0 x47 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y607 w5d h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Umorzenie i odpisy aktualizujące na dzień </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">1 stycznia 2022 roku </div></div><div class="c x9f y607 w6d h17"><div class="t m0 x12 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">(2 063) </div></div><div class="c x87 y607 w6e h17"><div class="t m0 x6c h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">(2 063) </div></div><div class="c x8 y415 w5d h26"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Umorzenie </div></div><div class="c x9f y415 w6d h26"><div class="t m0 x31 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(308) </div></div><div class="c x87 y415 w6e h26"><div class="t m0 x94 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">(308) </div></div><div class="c x8 y608 w5d h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Umorzenia na dzień 31 stycznia 2022 roku<span class="ff6"> </span></div></div><div class="c x9f y608 w6d h26"><div class="t m0 x12 h14 y104 ff6 fs3 fc0 sc0 ls24 ws0">(2<span class="ls0"> 371) </span></div></div><div class="c x87 y608 w6e h26"><div class="t m0 x6c h14 y104 ff6 fs3 fc0 sc0 ls24 ws0">(2<span class="ls0"> 371) </span></div></div><div class="c x8 y609 w5d h1b"><div class="t m0 xd h14 yc5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y609 w6d h1b"><div class="t m0 xb2 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x87 y609 w6e h1b"><div class="t m0 x47 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y60a w5d h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Wartość bilansowa netto na dzień 1 stycznia 2022 roku <span class="ff3"> </span></div></div><div class="c x9f y60a w6d h26"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">1 333<span class="ff3"> </span></div></div><div class="c x87 y60a w6e h26"><div class="t m0 x74 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">1 333 </div></div><div class="c x8 y60b w5d h27"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Wartość bilansowa netto na dzień 31 grudnia 2022 roku <span class="ff6"> </span></div></div><div class="c x9f y60b w6d h27"><div class="t m0 x15 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">1 790 </div></div><div class="c x87 y60b w6e h27"><div class="t m0 x74 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">1 790 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h41 y13e ff6 fs6 fc0 sc0 ls0 ws0">19.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Inwestycje <span class="_ _5"></span>w jednostki zależne <span class="_ _5"></span>wyceniane metodą pr<span class="_ _5"></span>aw </span></span></div><div class="t m0 x5d he y60c ff7 fs6 fc0 sc0 ls0 ws0">własności <span class="ff6"> </span></div></div><div class="c x8 y60d w34 h95"><div class="t m0 x24 h14 y556 ff7 fs3 fc0 sc0 ls0 ws0">Inwestycje w spółki zależne<span class="ff6"> </span></div></div><div class="c x50 y60d w6f h95"><div class="t m0 x19 h14 y60e ff6 fs3 fc0 sc0 ls0 ws0">wycena <span class="ff7">metodą praw </span></div><div class="t m0 x53 h14 y556 ff7 fs3 fc0 sc0 ls0 ws0">własności na dzień </div><div class="t m0 x37 h14 y15c ff6 fs3 fc0 sc0 ls0 ws0">31.12.2023  </div></div><div class="c xb3 y60d w70 h95"><div class="t m0 x3e h14 y60e ff6 fs3 fc0 sc0 ls0 ws0">wycena <span class="ff7">metodą praw </span></div><div class="t m0 x19 h14 y556 ff7 fs3 fc0 sc0 ls0 ws0">własności na dzień </div><div class="t m0 x6b h14 y15c ff6 fs3 fc0 sc0 ls0 ws0">31.12.2022  </div></div><div class="c x8 y60f w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Locomotive Management Limited </div></div><div class="c x50 y60f w6f h13"><div class="t m0 x9 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">244<span class="ls0"> 262 </span></div></div><div class="c xb3 y60f w70 h13"><div class="t m0 x8 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 224 019  </div></div><div class="c x8 y610 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Polski Deweloperski FIZ </div></div><div class="c x50 y610 w6f h13"><div class="t m0 x9 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">359<span class="ls0"> 7<span class="ls5">39</span> </span></div></div><div class="c xb3 y610 w70 h13"><div class="t m0 x8 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 336 161  </div></div><div class="c x8 y404 w34 h91"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Real Estate S.A. </div></div><div class="c x50 y404 w6f h91"><div class="t m0 x9 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">352 514 </div></div><div class="c xb3 y404 w70 h91"><div class="t m0 x8 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 174 426  </div></div><div class="c x8 y7f w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt Sp. z o.o. Deweloper Sp. J. </div></div><div class="c x50 y7f w6f h13"><div class="t m0 xb4 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">64 </div></div><div class="c xb3 y7f w70 h13"><div class="t m0 x46 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ls4">62 </span> </div></div><div class="c x8 y537 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Garbarnia Sp. z o.o. Sp. J. </div></div><div class="c x50 y537 w6f h13"><div class="t m0 xb4 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">68<span class="ls0"> </span></div></div><div class="c xb3 y537 w70 h13"><div class="t m0 x4b h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">69<span class="ls0"> </span></div></div><div class="c x8 y611 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Invest Sp. z o.o. GDA S.K.A. </div></div><div class="c x50 y611 w6f h13"><div class="t m0 xb5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">6 009 </div></div><div class="c xb3 y611 w70 h13"><div class="t m0 x15 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 5 731  </div></div><div class="c x8 y32e w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 59 sp. z o.o. </div></div><div class="c x50 y32e w6f h13"><div class="t m0 x46 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">33 376 </div></div><div class="c xb3 y32e w70 h13"><div class="t m0 x83 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 50 597  </div></div><div class="c x8 y612 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Nowe Winogrady Sp. z o.o. Sp. J. </div></div><div class="c x50 y612 w6f h13"><div class="t m0 xb4 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">91<span class="ls0"> </span></div></div><div class="c xb3 y612 w70 h13"><div class="t m0 x46 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ls4">85 </span> </div></div><div class="c x8 y613 w34 h35"><div class="t m0 xd h8 y5dd ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt Sp. z o.o. 3 Sp. J. </div></div><div class="c x50 y613 w6f h35"><div class="t m0 x5d h8 y5dd ff3 fs3 fc0 sc0 ls4 ws0">147<span class="ls0"> </span></div></div><div class="c xb3 y613 w70 h35"><div class="t m0 x4e h8 y5dd ff3 fs3 fc0 sc0 ls0 ws0"> 139  </div></div><div class="c x8 y614 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt Sp. z o.o. 12 Sp. J. </div></div><div class="c x50 y614 w6f h13"><div class="t m0 xb4 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">92<span class="ls0"> </span></div></div><div class="c xb3 y614 w70 h13"><div class="t m0 x46 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ls4">88 </span> </div></div><div class="c x8 y615 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 26 Sp. z o.o. </div></div><div class="c x50 y615 w6f h13"><div class="t m0 xb5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">9 774 </div></div><div class="c xb3 y615 w70 h13"><div class="t m0 x83 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 17 186  </div></div><div class="c x8 y616 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 27 Sp. z o.o. </div></div><div class="c x50 y616 w6f h13"><div class="t m0 xb h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c xb3 y616 w70 h13"><div class="t m0 xb2 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y617 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 34 Sp. z o.o. </div></div><div class="c x50 y617 w6f h13"><div class="t m0 xb5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">4 099 </div></div><div class="c xb3 y617 w70 h13"><div class="t m0 x83 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 17 495  </div></div><div class="c x8 y618 w34 h91"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 35 Sp. z o.o. </div></div><div class="c x50 y618 w6f h91"><div class="t m0 x5d h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">624<span class="ls0"> </span></div></div><div class="c xb3 y618 w70 h91"><div class="t m0 x15 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 8 980  </div></div><div class="c x8 y619 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 37 Sp. z o.o.  </div></div><div class="c x50 y619 w6f h13"><div class="t m0 xb5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">1 888 </div></div><div class="c xb3 y619 w70 h13"><div class="t m0 x83 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 12 998  </div></div><div class="c x8 y25b w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 39 Sp. z o.o.  </div></div><div class="c x50 y25b w6f h13"><div class="t m0 xb5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">4 784 </div></div><div class="c xb3 y25b w70 h13"><div class="t m0 x15 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 4 641  </div></div><div class="c x8 y53f w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 42 Sp. z o.o. </div></div><div class="c x50 y53f w6f h13"><div class="t m0 x5d h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">807<span class="ls0"> </span></div></div><div class="c xb3 y53f w70 h13"><div class="t m0 x15 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 1 458  </div></div><div class="c x8 y61a w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 43 Sp. z o.o.  </div></div><div class="c x50 y61a w6f h13"><div class="t m0 x46 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">30<span class="ls0"> </span>339<span class="ls0"> </span></div></div><div class="c xb3 y61a w70 h13"><div class="t m0 x83 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 22 454  </div></div><div class="c x8 y61b w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 45 Sp. z o.o.  </div></div><div class="c x50 y61b w6f h13"><div class="t m0 x46 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">25 007 </div></div><div class="c xb3 y61b w70 h13"><div class="t m0 x83 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 23 692  </div></div><div class="c x8 y61c w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt Sp. z o.o.  Sp. J. </div></div><div class="c x50 y61c w6f h13"><div class="t m0 xb5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">7 147 </div></div><div class="c xb3 y61c w70 h13"><div class="t m0 x83 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 10 923  </div></div><div class="c x8 y61d w34 h13"><div class="t m0 xd h8 y5a7 ff3 fs3 fc0 sc0 ls0 ws0">Media Deweloper.pl sp. z o.o. </div></div><div class="c x50 y61d w6f h13"><div class="t m0 x48 h8 y5a7 ff3 fs3 fc0 sc0 ls0 ws0">(855) </div></div><div class="c xb3 y61d w70 h13"><div class="t m0 x15 h8 y5a7 ff3 fs3 fc0 sc0 ls0 ws0"> (792) </div></div><div class="c x8 y61e w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt Sp. z o.o. </div></div><div class="c x50 y61e w6f h13"><div class="t m0 x4a h8 yb3 ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 001) </span></div></div><div class="c xb3 y61e w70 h13"><div class="t m0 x12 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> (1 705) </div></div></div><div class="pi"></div></div>
<div id="pf31" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc31 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y61f w4 h96" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">49<span class="ls0"> </span></div></div><div class="c x8 y620 w34 h97"><div class="t m0 x24 h14 y556 ff7 fs3 fc0 sc0 ls0 ws0">Inwestycje w spółki zależne<span class="ff6"> </span></div></div><div class="c x50 y620 w6f h97"><div class="t m0 x19 h14 y60e ff6 fs3 fc0 sc0 ls0 ws0">wycena <span class="ff7">metodą praw </span></div><div class="t m0 x53 h14 y556 ff7 fs3 fc0 sc0 ls0 ws0">własności na dzień </div><div class="t m0 x37 h14 y15c ff6 fs3 fc0 sc0 ls0 ws0">31.12.2023  </div></div><div class="c xb3 y620 w70 h97"><div class="t m0 x3e h14 y60e ff6 fs3 fc0 sc0 ls0 ws0">wycena <span class="ff7">metodą praw </span></div><div class="t m0 x19 h14 y556 ff7 fs3 fc0 sc0 ls0 ws0">własności na dzień </div><div class="t m0 x6b h14 y15c ff6 fs3 fc0 sc0 ls0 ws0">31.12.2022  </div></div><div class="c x8 y621 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">MFM Capital 2 Sp. z o.o. </div></div><div class="c x50 y621 w6f h13"><div class="t m0 x46 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">12<span class="ls0"> </span>036<span class="ls0"> </span></div></div><div class="c xb3 y621 w70 h13"><div class="t m0 x83 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 11 582  </div></div><div class="c x8 y622 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">MFM Capital 3 Sp. z o.o. </div></div><div class="c x50 y622 w6f h13"><div class="t m0 x5d h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">114<span class="ls0"> </span></div></div><div class="c xb3 y622 w70 h13"><div class="t m0 x4e h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 110  </div></div><div class="c x8 y4a8 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">MFM Capital 4 Sp. z o.o. </div></div><div class="c x50 y4a8 w6f h13"><div class="t m0 x5d h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">114<span class="ls0"> </span></div></div><div class="c xb3 y4a8 w70 h13"><div class="t m0 x4e h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 110  </div></div><div class="c x8 y623 w34 h35"><div class="t m0 xd h8 y5dd ff3 fs3 fc0 sc0 ls0 ws0">MFM Capital 5 Sp. z o.o. </div></div><div class="c x50 y623 w6f h35"><div class="t m0 x5d h8 y5dd ff3 fs3 fc0 sc0 ls4 ws0">114<span class="ls0"> </span></div></div><div class="c xb3 y623 w70 h35"><div class="t m0 x4e h8 y5dd ff3 fs3 fc0 sc0 ls0 ws0"> 110  </div></div><div class="c x8 y358 w34 h13"><div class="t m0 xd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">MFM Capital 6 Sp. z o.o. </div></div><div class="c x50 y358 w6f h13"><div class="t m0 x5d h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">114<span class="ls0"> </span></div></div><div class="c xb3 y358 w70 h13"><div class="t m0 x4e h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 110  </div></div><div class="c x8 y624 w34 h13"><div class="t m0 xd h8 yb3 ff4 fs3 fc0 sc0 ls0 ws0">Murapol Nowy Złocień 23 Sp. z o.o.<span class="ff3"> </span></div></div><div class="c x50 y624 w6f h13"><div class="t m0 xb5 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">8 573 </div></div><div class="c xb3 y624 w70 h13"><div class="t m0 x15 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0"> 1 866  </div></div><div class="c x8 y625 w34 h48"><div class="t m0 xd h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">Razem <span class="ff7">–</span> inwestycje w jednostkach </div><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">wycenianych metodą praw własności <span class="ff6"> </span></div></div><div class="c x50 y625 w6f h48"><div class="t m0 x7f h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">1 101 897 </div></div><div class="c xb3 y625 w70 h48"><div class="t m0 x94 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">925 091 </div></div><div class="c x8 y626 w34 h98"><div class="t m0 xd h14 y627 ff6 fs3 fc0 sc0 ls0 ws0">Razem <span class="ff7">–</span> rezerwa na pokrycie strat w </div><div class="t m0 xd h14 y628 ff6 fs3 fc0 sc0 ls0 ws0">jednostkach <span class="ff7">wycenianych metodą praw </span></div><div class="t m0 xd h14 y11d ff7 fs3 fc0 sc0 ls0 ws0">własności<span class="ff6"> </span></div></div><div class="c x50 y626 w6f h98"><div class="t m0 x4a h14 y628 ff6 fs3 fc0 sc0 ls24 ws0">(2<span class="ls0"> 856) </span></div></div><div class="c xb3 y626 w70 h98"><div class="t m0 x83 h14 y628 ff6 fs3 fc0 sc0 ls24 ws0">(2<span class="ls0"> 497) </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 hb y629 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y62a ff4 fs0 fc0 sc0 ls0 ws0">Dla <span class="_ _9"></span>spółek <span class="_ _0"></span>dla <span class="_ _9"></span>których <span class="_ _9"></span>wyc<span class="_ _0"></span>ena <span class="_ _0"></span>na <span class="_ _9"></span>dzień <span class="_ _9"></span>bilansowy <span class="_ _9"></span>jest <span class="_ _0"></span>n<span class="_ _0"></span>egatywna, <span class="_ _9"></span>Spółka <span class="_ _9"></span>zgodnie <span class="_ _0"></span>z <span class="_ _9"></span>MSR <span class="_ _9"></span>28 </div><div class="t m0 x8 h6 y62b ff4 fs0 fc0 sc0 ls0 ws0">rozpoznała <span class="_ _17"> </span>zob<span class="_ _0"></span>owiązanie <span class="_ _17"> </span>n<span class="_ _0"></span>a <span class="_ _17"> </span>pokrycie <span class="_ _18"> </span>strat <span class="_ _17"> </span>w <span class="_ _17"> </span>zak<span class="_ _0"></span>resie, <span class="_ _17"> </span>w <span class="_ _17"> </span>ja<span class="_ _0"></span>kim <span class="_ _17"> </span>Spółka <span class="_ _18"> </span>uważa, <span class="_ _17"> </span>że <span class="_ _18"> </span>posiada </div><div class="t m0 x8 h6 y62c ff3 fs0 fc0 sc0 ls0 ws0">zwyczajowo oczekiwa<span class="_ _0"></span>ny <span class="ff4">obowiązek p<span class="_ _0"></span>okrycia tych strat.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y62d ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _20"> </span>sprawozdan<span class="_ _0"></span>iu <span class="_ _20"> </span>z <span class="_ _27"> </span><span class="ff4">całkowity<span class="_ _0"></span>ch <span class="_ _20"> </span>dochodów<span class="_ _0"></span> <span class="_ _20"> </span>za <span class="_ _27"> </span>rok <span class="_ _20"> </span>zakończ<span class="_ _0"></span>ony <span class="_ _20"> </span>31 <span class="_ _27"> </span>grudnia <span class="_ _20"> </span>20<span class="_ _9"></span></span>23 <span class="_ _20"> </span>r<span class="_ _0"></span>oku<span class="ls26">, </span></div><div class="t m0 x8 h6 y62e ff3 fs0 fc0 sc0 ls0 ws0">zaprezentowano <span class="_ _11"></span><span class="ff4">kwotę <span class="_ _11"></span></span>261 <span class="_ _11"></span>829 <span class="_ _11"></span><span class="ff4">tys. <span class="_ _11"></span>PLN <span class="_ _11"></span>tytułem <span class="_ _11"></span>wyceny <span class="_ _13"></span></span>posiadanych <span class="_ _11"></span><span class="ff4">udziałów <span class="_ _11"></span>w <span class="_ _11"></span>spółkach </span></div><div class="t m0 x8 h6 y62f ff4 fs0 fc0 sc0 ls0 ws0">zależnych metodą pra<span class="_ _0"></span>w własności. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y630 ff3 fs0 fc0 sc0 ls0 ws0">Bilansowa <span class="_ _10"> </span>zmiana <span class="_ _10"> </span><span class="ff4">stanu <span class="_ _13"></span>akty<span class="_ _0"></span>wów: <span class="_ _13"></span>Inwestycje <span class="_ _10"> </span>w <span class="_ _13"></span>jedn<span class="_ _0"></span>ostki <span class="_ _13"></span>zależne <span class="_ _10"> </span>wycenione <span class="_ _10"> </span>metodą <span class="_ _13"> </span>p<span class="_ _0"></span>raw </span></div><div class="t m0 x8 h6 y631 ff4 fs0 fc0 sc0 ls0 ws0">własności oprócz wy<span class="_ _0"></span>mienionej wycen<span class="_ _0"></span>y, <span class="ff3">obejmuje<span class="_ _0"></span> pozycj<span class="ls27">e:</span>  </span></div><div class="t m0 x1e h42 y632 fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">29 <span class="_ _1a"> </span>września <span class="_ _19"> </span>202<span class="_ _0"></span>3 <span class="_ _19"> </span>roku <span class="_ _1a"> </span>jednostka <span class="_ _1a"> </span>zależna <span class="_ _1a"> </span>Polski <span class="_ _19"> </span>De<span class="_ _0"></span>weloperski <span class="_ _19"> </span>FIZ <span class="_ _1a"> </span>dokonał <span class="_ _1a"> </span>wykupu <span class="_ _19"> </span>90<span class="_ _0"></span> </span></span></div><div class="t m0 x8a h6 y633 ff4 fs0 fc0 sc0 ls0 ws0">certyfikatów inwestycyjnyc<span class="_ _0"></span>h serii E <span class="_ _5"></span>funduszu oraz 20 serii <span class="_ _5"></span>C funduszu o łącznej cenie wykupu </div><div class="t m0 x8a h6 y634 ff3 fs0 fc0 sc0 ls2 ws0">3 790<span class="ls0"> tys. PLN, na rzec<span class="_ _0"></span>z uczestnika Murapol S.<span class="_ _0"></span>A. </span></div><div class="t m0 x1e h42 y635 fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff3">w <span class="_ _5"></span>2023 <span class="_ _5"></span>roku <span class="_ _5"></span>Murapol <span class="_ _5"></span>S.A. <span class="ff4">otrzymał <span class="_ _7"></span>dywi<span class="_ _0"></span>dendy <span class="_ _5"></span>od <span class="_ _5"></span>spółek <span class="_ _5"></span>zależnych <span class="_ _5"></span>w <span class="_ _5"></span>kwocie <span class="ff3">81 <span class="_ _7"></span>599 <span class="_ _5"></span>tys. <span class="_ _5"></span>PLN,<span class="_ _0"></span> </span></span></span></span></div><div class="t m0 x1e h42 y636 fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff3">w <span class="_ _20"> </span>2023 <span class="_ _14"> </span><span class="ff4">r<span class="_ _0"></span>oku <span class="_ _14"> </span>dos<span class="_ _0"></span>zło <span class="_ _14"> </span>do <span class="_ _20"> </span></span>zmian <span class="_ _20"> </span>w <span class="_ _14"> </span>strukt<span class="_ _0"></span>urze <span class="_ _14"> </span>grupy<span class="_ _0"></span> <span class="_ _20"> </span>szerzej <span class="_ _14"> </span>opisan<span class="_ _0"></span>ych <span class="_ _14"> </span>w <span class="_ _20"> </span>Nocie <span class="_ _14"> </span>nr <span class="_ _20"> </span><span class="ls10">5, </span></span></span></div><div class="t m0 x8a h42 y2d7 ff3 fs0 fc0 sc0 ls0 ws0">odzwierciedlenie w <span class="_ _0"></span><span class="ff4">wycenie udziałów<span class="_ _0"></span> </span>oraz w akt<span class="_ _0"></span>ywach Murapol S.A.<span class="_ _0"></span><span class="ffe"> </span>w kwocie 5 ty<span class="_ _0"></span>s. PLN. </div><div class="t m0 x8 h6 yed ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff4">Spółka nie zidentyfi<span class="_ _0"></span>kowała p<span class="_ _0"></span>rzesłanek</span> <span class="ff4">utraty wart<span class="_ _0"></span>ości </span>inwestycji<span class="_ _0"></span> w jednostki<span class="_ _0"></span> <span class="ff4">zależne.</span>  </div><div class="t m0 x8 h6 y637 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h41 y276 ff6 fs6 fc0 sc0 ls0 ws0">20.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Pozostałe akty<span class="_ _5"></span>wa<span class="ff6"> </span></span></span></div><div class="t m0 x4a h4f y638 ff6 fs5 fc0 sc0 ls3 ws0">20.1.<span class="ffc ls0"> <span class="_ _1a"> </span></span><span class="ff7">Pozostałe aktywa finansowe</span><span class="ls0"> <span class="ff7">(krótko i długoterminowe)</span> </span></div><div class="t m0 x8 h6 y639 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y63a ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y63b w71 h20"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y63b w72 h20"><div class="t m0 x9d h12 ye3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x51 y63b w46 h20"><div class="t m0 x9e h12 ye3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y63c w71 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Udzielone pożyczki<span class="ff6"> </span></div></div><div class="c xb6 y63c w72 h15"><div class="t m0 x37 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">28 449 </div></div><div class="c x51 y63c w46 h15"><div class="t m0 x37 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">22 944 </div></div><div class="c x8 y63d w71 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">w tym: </div></div><div class="c xb6 y63d w72 h15"><div class="t m0 xb7 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x51 y63d w46 h15"><div class="t m0 xb7 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y63e w71 h15"><div class="t m0 xf h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- <span class="ff4">krótkoterminowe</span> </div></div><div class="c xb6 y63e w72 h15"><div class="t m0 x48 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x51 y63e w46 h15"><div class="t m0 x48 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y63f w71 h15"><div class="t m0 xf h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- <span class="ff4">długoterminowe </span> </div></div><div class="c xb6 y63f w72 h15"><div class="t m0 x37 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">28 4<span class="ls4">49</span> </div></div><div class="c x51 y63f w46 h15"><div class="t m0 x37 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">22<span class="ls0"> </span>944<span class="ls0"> </span></div></div></div><div class="pi"></div></div>
<div id="pf32" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc32 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y640 w4 h99" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">50<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Pożyczki<span class="ff3"> </span>udzielone w<span class="_ _0"></span>edług stanu na dzi<span class="_ _0"></span>eń 31.12.202<span class="_ _0"></span><span class="ff3">3 roku:<span class="_ _0"></span> </span></div></div><div class="c x8 y641 w73 h9a"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y641 w74 h9a"><div class="t m0 x28 h14 y46e ff6 fs3 fc0 sc0 ls0 ws0">Oprocentowanie </div></div><div class="c xb8 y641 w75 h9a"><div class="t m0 x53 h14 y46e ff7 fs3 fc0 sc0 ls0 ws0">Wartość<span class="ff6"> </span></div></div><div class="c x8 y642 w73 h9a"><div class="t m0 xd h8 y46e ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y642 w74 h9a"><div class="t m0 x1e h8 y46e ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y642 w75 h9a"><div class="t m0 x74 h8 y46e ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y643 w73 h9b"><div class="t m0 xd h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Real Estate S.A.  </div></div><div class="c xe y643 w74 h9b"><div class="t m0 x69 h8 y464 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y643 w75 h9b"><div class="t m0 x20 h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">10 604 </div></div><div class="c x8 y644 w73 h9b"><div class="t m0 xd h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">Cross Bud Sp. z o.o. </div></div><div class="c xe y644 w74 h9b"><div class="t m0 x69 h8 y154 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y644 w75 h9b"><div class="t m0 x20 h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">11 437 </div></div><div class="c x8 y134 w73 h9a"><div class="t m0 xd h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 34 Sp. z o.o.  </div></div><div class="c xe y134 w74 h9a"><div class="t m0 x69 h8 y464 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y134 w75 h9a"><div class="t m0 x35 h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">378       </div></div><div class="c x8 y645 w73 h9b"><div class="t m0 xd h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 43 Sp. z o.o. </div></div><div class="c xe y645 w74 h9b"><div class="t m0 x69 h8 y154 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y645 w75 h9b"><div class="t m0 x35 h8 y464 ff3 fs3 fc0 sc0 ls4 ws0">816<span class="ls0"> </span></div></div><div class="c x8 y646 w73 h9a"><div class="t m0 xd h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">Partner S.A. </div></div><div class="c xe y646 w74 h9a"><div class="t m0 x69 h8 y11d ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y646 w75 h9a"><div class="t m0 x73 h8 y464 ff3 fs3 fc0 sc0 ls4 ws0">5 <span class="ls0">239 </span></div></div><div class="c x8 y50c w73 h9b"><div class="t m0 xd h8 y464 ff4 fs3 fc0 sc0 ls0 ws0">Odpis z tytułu spodziewanej utraty wartości (ECL)<span class="ff3"> </span></div></div><div class="c xe y50c w74 h9b"><div class="t m0 x35 h8 y464 ff3 fs3 fc0 sc0 ls28 ws0">n/d<span class="ls0"> </span></div></div><div class="c xb8 y50c w75 h9b"><div class="t m0 x69 h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">(<span class="ls4">80</span>) </div></div><div class="c x8 y647 w73 h9a"><div class="t m0 xd h8 y46e ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c xe y647 w74 h9a"><div class="t m0 x35 h8 y46e ff3 fs3 fc0 sc0 ls28 ws0">n/d<span class="ls0"> </span></div></div><div class="c xb8 y647 w75 h9a"><div class="t m0 x8c h8 y46e ff3 fs3 fc0 sc0 ls4 ws0">55<span class="ls0"> </span></div></div><div class="c x8 y648 w73 h9b"><div class="t m0 x4f h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y648 w74 h9b"><div class="t m0 x1e h8 y284 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y648 w75 h9b"><div class="t m0 x17 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">28 449 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 yd9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y649 ff4 fs0 fc0 sc0 ls0 ws0">Pożyczki<span class="ff3"> </span>udzielone w<span class="_ _0"></span>edług stanu na dzi<span class="_ _0"></span>eń 31.12.2022 rok<span class="_ _0"></span>u:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x8 y64a w76 h9c"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y64a w77 h9c"><div class="t m0 x28 h14 yf7 ff6 fs3 fc0 sc0 ls0 ws0">Oprocentowanie </div></div><div class="c xb8 y64a w78 h9c"><div class="t m0 x53 h14 yf7 ff7 fs3 fc0 sc0 ls0 ws0">Wartość<span class="ff6"> </span></div></div><div class="c x8 y64b w76 h9d"><div class="t m0 xd h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y64b w77 h9d"><div class="t m0 x1e h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y64b w78 h9d"><div class="t m0 x94 h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y485 w76 h9d"><div class="t m0 xd h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Real Estate S.A.  </div></div><div class="c xe y485 w77 h9d"><div class="t m0 x69 h8 yc5 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y485 w78 h9d"><div class="t m0 x58 h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0">9 </div></div><div class="c x8 y76 w76 h9e"><div class="t m0 xd h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Real Estate S.A. </div></div><div class="c xe y76 w77 h9e"><div class="t m0 x69 h8 y10e ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y76 w78 h9e"><div class="t m0 x33 h8 yd5 ff3 fs3 fc0 sc0 ls4 ws0">34<span class="ls0"> </span></div></div><div class="c x8 y4d5 w76 h9d"><div class="t m0 xd h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">Cross Bud Sp. z o.o. </div></div><div class="c xe y4d5 w77 h9d"><div class="t m0 x69 h8 yc5 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y4d5 w78 h9d"><div class="t m0 x20 h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">10 917 </div></div><div class="c x8 y3ff w76 h9d"><div class="t m0 xd h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">Cross Bud Sp. z o.o. </div></div><div class="c xe y3ff w77 h9d"><div class="t m0 x69 h8 yc5 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y3ff w78 h9d"><div class="t m0 x33 h8 yd5 ff3 fs3 fc0 sc0 ls4 ws0">50<span class="ls0"> </span></div></div><div class="c x8 y64c w76 h9d"><div class="t m0 xd h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 34 Sp. z o.o.  </div></div><div class="c xe y64c w77 h9d"><div class="t m0 x69 h8 yf7 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y64c w78 h9d"><div class="t m0 x35 h8 yf7 ff3 fs3 fc0 sc0 ls4 ws0">378<span class="ls0">       </span></div></div><div class="c x8 y64d w76 h9d"><div class="t m0 xd h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0">Murapol Projekt 43 Sp. z o.o. </div></div><div class="c xe y64d w77 h9d"><div class="t m0 x69 h8 yc5 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y64d w78 h9d"><div class="t m0 x73 h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0">5 545 </div></div><div class="c x8 y2ae w76 h9d"><div class="t m0 xd h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0">Partner S.A. </div></div><div class="c xe y2ae w77 h9d"><div class="t m0 x69 h8 yc5 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xb8 y2ae w78 h9d"><div class="t m0 x73 h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0">5 996 </div></div><div class="c x8 y64e w76 h9e"><div class="t m0 xd h8 yd5 ff4 fs3 fc0 sc0 ls0 ws0">Odpis z tytułu spodziewanej utraty wartości (ECL)<span class="ff3"> </span></div></div><div class="c xe y64e w77 h9e"><div class="t m0 x1d h8 yd5 ff3 fs3 fc0 sc0 ls28 ws0">n/d<span class="ls0"> </span></div></div><div class="c xb8 y64e w78 h9e"><div class="t m0 x69 h8 yd5 ff3 fs3 fc0 sc0 ls0 ws0">(<span class="ls4">28</span>) </div></div><div class="c x8 y64f w76 h9f"><div class="t m0 xd h8 y650 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c xe y64f w77 h9f"><div class="t m0 x1d h8 y650 ff3 fs3 fc0 sc0 ls28 ws0">n/d<span class="ls0"> </span></div></div><div class="c xb8 y64f w78 h9f"><div class="t m0 x33 h8 y650 ff3 fs3 fc0 sc0 ls4 ws0">43<span class="ls0"> </span></div></div><div class="c x8 y3bf w76 h9d"><div class="t m0 xb9 h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y3bf w77 h9d"><div class="t m0 x1e h8 y114 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y3bf w78 h9d"><div class="t m0 x20 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">22 944 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y651 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y41e ff4 fs0 fc0 sc0 ls0 ws0">Założenia ECL opisan<span class="_ _0"></span>e są<span class="ff3"> w nocie 3<span class="_ _0"></span>3<span class="ls1">.3.</span> </span></div><div class="t m0 x8 h6 y387 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _26"> </span>nie <span class="_ _26"> </span>zidentyfik<span class="_ _0"></span>owała <span class="_ _26"> </span>przesłanek <span class="_ _26"> </span>utrat<span class="_ _0"></span>y <span class="_ _26"> </span>wartości <span class="_ _26"> </span>pożyczek <span class="_ _16"> </span><span class="ff3">udzielonyc<span class="_ _0"></span>h <span class="_ _26"> </span>i <span class="_ _26"> </span>nie </span></div><div class="t m0 x8 h6 y388 ff4 fs0 fc0 sc0 ls0 ws0">przeprowadziła test<span class="_ _0"></span>ów w zakresie tych in<span class="_ _0"></span>westycji.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y652 ff6 fs5 fc0 sc0 ls3 ws0">20.2<span class="ffc ls0"> <span class="_ _30"> </span></span><span class="ff7">Pozostałe aktywa niefinansowe (krótko i długoterminowe)</span><span class="ls0"> </span></div><div class="t m0 x8 h6 y653 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y159 w79 h20"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xba y159 w7a h20"><div class="t m0 x2e h12 ye3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x30 y159 w7b h20"><div class="t m0 x2e h12 ye3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y654 w79 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Polisy, ubezpieczenia </div></div><div class="c xba y654 w7a h15"><div class="t m0 x5 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">502<span class="ls0"> </span></div></div><div class="c x30 y654 w7b h15"><div class="t m0 x5 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">4<span class="ls4">77</span> </div></div><div class="c x8 y655 w79 h16"><div class="t m0 xd h8 yad ff4 fs3 fc0 sc0 ls0 ws0">Nadpłacone koszty sponsoringu<span class="ff3"> </span></div></div><div class="c xba y655 w7a h16"><div class="t m0 x7f h8 yaf ff3 fs3 fc0 sc0 ls0 ws0">7 </div></div><div class="c x30 y655 w7b h16"><div class="t m0 x7f h8 yaf ff3 fs3 fc0 sc0 ls0 ws0">7 </div></div><div class="c x8 y656 w79 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Usługi informatyczne<span class="ff3"> </span></div></div><div class="c xba y656 w7a h15"><div class="t m0 x5 h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">193<span class="ls0"> </span></div></div><div class="c x30 y656 w7b h15"><div class="t m0 x5 h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">118<span class="ls0"> </span></div></div><div class="c x8 y657 w79 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Licencje na oprogramowanie </div></div><div class="c xba y657 w7a h15"><div class="t m0 x5 h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">831<span class="ls0"> </span></div></div><div class="c x30 y657 w7b h15"><div class="t m0 x5 h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">705<span class="ls0"> </span></div></div><div class="c x8 y658 w79 h18"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Gwarancje, kaucje </div></div><div class="c xba y658 w7a h18"><div class="t m0 x8c h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">1 051 </div></div><div class="c x30 y658 w7b h18"><div class="t m0 x15 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y659 w79 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe RMK<span class="ff3"> </span></div></div><div class="c xba y659 w7a h15"><div class="t m0 x5 h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">140<span class="ls0"> </span></div></div><div class="c x30 y659 w7b h15"><div class="t m0 x5 h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">582<span class="ls0"> </span></div></div><div class="c x8 y3cb w79 h18"><div class="t m0 xd h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xba y3cb w7a h18"><div class="t m0 x8c h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">2 724 </div></div><div class="c x30 y3cb w7b h18"><div class="t m0 x8c h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">1 889 </div></div><div class="c x8 y65a w79 h15"><div class="t m0 xf h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- <span class="ff4">długoterminowe</span> </div></div><div class="c xba y65a w7a h15"><div class="t m0 x8c h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">1 192 </div></div><div class="c x30 y65a w7b h15"><div class="t m0 x5 h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">586<span class="ls0"> </span></div></div><div class="c x8 y65b w79 h18"><div class="t m0 xf h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- <span class="ff4">krótkoterminowe</span> </div></div><div class="c xba y65b w7a h18"><div class="t m0 x8c h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">1 532 </div></div><div class="c x30 y65b w7b h18"><div class="t m0 x8c h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">1 <span class="ls0">303 </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y65c ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf33" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc33 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y476 w4 h6d" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">51<span class="ls0"> </span></div><div class="t m0 x8 h41 y37 ff6 fs6 fc0 sc0 ls0 ws0">21.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Świadczenia </span></span>prac<span class="_ _5"></span>ownicze </div><div class="t m0 x4a h4f y4eb ff6 fs5 fc0 sc0 ls3 ws0">21.1.<span class="ffc ls0"> <span class="_ _1a"> </span></span>Programy akcji pracowniczych<span class="ls0"> </span></div><div class="t m0 x8 h6 y4ec ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"> </span>Spółce<span class="_ _0"></span> <span class="_ _14"> </span>istnieje <span class="_ _20"> </span>prog<span class="_ _0"></span>ram <span class="_ _14"> </span>dług<span class="_ _0"></span>oterminowej <span class="_ _20"> </span>premii <span class="_ _20"> </span>motywacyjnej <span class="_ _20"> </span>pomiędzy <span class="_ _20"> </span>niektórym<span class="_ _0"></span>i </div><div class="t m0 x8 h6 y4ed ff4 fs0 fc0 sc0 ls0 ws0">członkami <span class="_ _0"></span>Zarządu <span class="_ _0"></span>Murap<span class="_ _0"></span>ol S.<span class="_ _0"></span>A., a <span class="_ _0"></span>AEREF<span class="_ _0"></span> V<span class="_ _0"></span> PL <span class="_ _0"></span>Inv<span class="_ _0"></span>estment <span class="_ _0"></span>S.a.r.l. <span class="_ _0"></span>i <span class="_ _0"></span>AEREF <span class="_ _0"></span>V <span class="_ _0"></span>PL <span class="_ _0"></span>Master <span class="_ _0"></span>S.a.r.l. <span class="_ _0"></span>(tj. </div><div class="t m0 x8 h6 y4ee ff4 fs0 fc0 sc0 ls0 ws0">podmiot bezpośrednio kontrolujący AEREF <span class="_ _5"></span>V PL Investment S.a.r.l<span class="ff3">) opisany w nocie <span class="_ _5"></span>31.4.1.<span class="_ _0"></span> Poza </span></div><div class="t m0 x8 h6 y65d ff4 fs0 fc0 sc0 ls0 ws0">tym Grupa nie p<span class="_ _0"></span>rowadziła inny<span class="_ _0"></span>ch programów akcji pra<span class="_ _0"></span>cowniczych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h41 y65e ff6 fs6 fc0 sc0 ls0 ws0">22.<span class="ffc"> <span class="_ _1b"> </span></span>Zapasy </div></div><div class="c x8 y65f w7c h20"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbb y65f w7d h20"><div class="t m0 x5b h12 ycb ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c xbc y65f w7e h20"><div class="t m0 x5b h12 ycb ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y72 w7c h20"><div class="t m0 xd h8 ycb ff4 fs3 fc0 sc0 ls0 ws0">Towary (według ceny nabycia)<span class="ff3"> </span></div></div><div class="c xbb y72 w7d h20"><div class="t m0 x58 h8 ycb ff3 fs3 fc0 sc0 ls4 ws0">155<span class="ls0"> </span></div></div><div class="c xbc y72 w7e h20"><div class="t m0 x58 h8 ycb ff3 fs3 fc0 sc0 ls4 ws0">155<span class="ls0"> </span></div></div><div class="c x8 y459 w7c h20"><div class="t m0 xd h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">Wyroby gotowe: </div></div><div class="c xbb y459 w7d h20"><div class="t m0 x31 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y459 w7e h20"><div class="t m0 x31 h8 y5dd ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y28d w7c h20"><div class="t m0 xf h74 ycb ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">według kosztu </span>wytworzenia </div></div><div class="c xbb y28d w7d h20"><div class="t m0 x8b h8 y27e ff3 fs3 fc0 sc0 ls0 ws0">2 266 </div></div><div class="c xbc y28d w7e h20"><div class="t m0 x8b h8 y27e ff3 fs3 fc0 sc0 ls4 ws0">2 <span class="ls0">266 </span></div></div><div class="c x8 y660 w7c h20"><div class="t m0 xf h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- <span class="ff4">według wartości netto możliwej do uzyskania</span> </div></div><div class="c xbb y660 w7d h20"><div class="t m0 x58 h8 y27e ff3 fs3 fc0 sc0 ls0 ws0">8<span class="ls4">34</span> </div></div><div class="c xbc y660 w7e h20"><div class="t m0 x58 h8 y27e ff3 fs3 fc0 sc0 ls4 ws0">827<span class="ls0"> </span></div></div><div class="c x8 y661 w7c h4b"><div class="t m0 xd h14 y5cc ff7 fs3 fc0 sc0 ls0 ws0">Zapasy ogółem, według niższej z dwóch wartości: ceny </div><div class="t m0 xd h14 y49f ff7 fs3 fc0 sc0 ls0 ws0">nabycia (kosztu wytworzenia) oraz wartości netto możliwej do </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">uzyskania </div></div><div class="c xbb y661 w7d h4b"><div class="t m0 x58 h14 y49f ff6 fs3 fc0 sc0 ls0 ws0">989 </div></div><div class="c xbc y661 w7e h4b"><div class="t m0 x58 h14 y49f ff6 fs3 fc0 sc0 ls0 ws0">982 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y662 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y4b ff4 fs0 fc0 sc0 ls0 ws0">W roku zakończonym d<span class="_ _0"></span>nia<span class="ff3"> </span>31 grudni<span class="_ _0"></span>a 2023 roku ora<span class="_ _0"></span>z okresie porównawczy<span class="_ _0"></span>m zakończonym<span class="_ _0"></span><span class="ff3"> 31<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y663 ff3 fs0 fc0 sc0 ls0 ws0">grudnia <span class="_ _19"> </span><span class="ls2">20</span>22  rok<span class="_ _0"></span>u <span class="_ _a"> </span><span class="ff4">sp<span class="_ _0"></span>ółka</span> <span class="_ _19"> </span><span class="ls12">nie</span>  <span class="ff4">zwięk<span class="_ _0"></span>szyła</span> <span class="_ _a"> </span><span class="ff4">odpi<span class="_ _0"></span>sów  a<span class="_ _0"></span>ktualizujących <span class="_ _19"> </span>zapasów</span> <span class="_ _19"> </span><span class="ff4">dotyczących </span></div><div class="t m0 x8 h6 y664 ff4 fs0 fc0 sc0 ls0 ws0">nakładów na projekty<span class="_ _0"></span> deweloperskie we <span class="_ _0"></span>wczesnym stadi<span class="_ _0"></span>um realizacji<span class="_ _0"></span><span class="ff3">. </span></div><div class="t m0 x8 h6 y665 ff4 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _11"></span>zapasó<span class="_ _0"></span>w <span class="_ _11"></span>ujętyc<span class="_ _0"></span>h <span class="_ _11"></span>w <span class="_ _11"></span>koszcie <span class="_ _11"></span>wła<span class="_ _0"></span>snym <span class="_ _11"></span>sprzeda<span class="_ _0"></span>ży <span class="_ _11"></span>w <span class="_ _13"></span><span class="ff3 ls2">20<span class="ls0">23 <span class="_ _13"></span>roku <span class="_ _11"></span>wynosi <span class="_ _13"></span> <span class="_ _11"></span></span>337<span class="ls0"> <span class="_ _13"></span>tys. <span class="_ _11"></span>PLN, <span class="_ _11"></span>w<span class="_ _0"></span> </span></span></div><div class="t m0 x8 h6 y666 ff3 fs0 fc0 sc0 ls2 ws0">20<span class="ls0">22 roku wynosi <span class="_ _0"></span></span>2 120<span class="ls0"> tys. PLN.<span class="_ _0"></span> </span></div><div class="t m0 x8 h41 y667 ff6 fs6 fc0 sc0 ls0 ws0">23.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Należności z<span class="_ _5"></span> tytułu dostaw i usług<span class="ff6"> <span class="_ _5"></span><span class="ff7">oraz pozostałe nal<span class="_ _5"></span>eżności<span class="ff6"> </span></span></span></span></span></div><div class="t m0 x5d he y668 ff7 fs6 fc0 sc0 ls0 ws0">długo i krótkoter<span class="_ _5"></span>minowe<span class="ff6"> </span></div></div><div class="c x8 y669 w5d ha0"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y669 w7f ha0"><div class="t m0 x85 h12 y11e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x98 y669 w80 ha0"><div class="t m0 x85 h12 y11e ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y4e3 w5d ha1"><div class="t m0 xd h14 y109 ff7 fs3 fc0 sc0 ls0 ws0">Należności z tytułu dostaw i usług<span class="ff6"> </span></div></div><div class="c x9f y4e3 w7f ha1"><div class="t m0 x58 h14 y109 ff6 fs3 fc0 sc0 ls0 ws0">21 493 </div></div><div class="c x98 y4e3 w80 ha1"><div class="t m0 x58 h14 y109 ff6 fs3 fc0 sc0 ls0 ws0">10 600 </div></div><div class="c x8 y22 w5d h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe należności, w tym:<span class="ff6"> </span></div></div><div class="c x9f y22 w7f h15"><div class="t m0 x58 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">30 911 </div></div><div class="c x98 y22 w80 h15"><div class="t m0 x58 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">12 713 </div></div><div class="c x8 y66a w5d h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Rozrachunki publicznoprawne </div></div><div class="c x9f y66a w7f h15"><div class="t m0 x58 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">18 628 </div></div><div class="c x98 y66a w80 h15"><div class="t m0 x4c h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x8 y46d w5d h16"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Kaucje na najem lokali </div></div><div class="c x9f y46d w7f h16"><div class="t m0 x2f h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">69 </div></div><div class="c x98 y46d w80 h16"><div class="t m0 x2f h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">68 </div></div><div class="c x8 y66b w5d h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Rozrachunki spółki w Grupie<span class="ff3"> </span></div></div><div class="c x9f y66b w7f h15"><div class="t m0 xbd h8 ya6 ff3 fs3 fc0 sc0 ls4 ws0">52<span class="ls0">1 </span></div></div><div class="c x98 y66b w80 h15"><div class="t m0 xbd h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">9<span class="ls4">31</span> </div></div><div class="c x8 y2fb w5d h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Należności z tyt. sprzedaży akcji i udziałów<span class="ff3"> </span></div></div><div class="c x9f y2fb w7f h15"><div class="t m0 xbe h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y2fb w80 h15"><div class="t m0 xbe h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y23d w5d h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Należności od akcjonariuszy<span class="ff3"> </span></div></div><div class="c x9f y23d w7f h15"><div class="t m0 x58 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">11 685 </div></div><div class="c x98 y23d w80 h15"><div class="t m0 x58 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">11 707 </div></div><div class="c x8 yf9 w5d h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x9f yf9 w7f h15"><div class="t m0 x4c h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">8 </div></div><div class="c x98 yf9 w80 h15"><div class="t m0 x4c h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x8 yfa w5d h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Należności ogółem netto<span class="ff6"> </span></div></div><div class="c x9f yfa w7f h15"><div class="t m0 x58 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">52 404 </div></div><div class="c x98 yfa w80 h15"><div class="t m0 x58 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">23 313 </div></div><div class="c x8 y66c w5d h15"><div class="t m0 x4a h74 ya5 ffd fs3 fc0 sc0 ls0 ws0">długoterminowe<span class="ff1"> </span></div></div><div class="c x9f y66c w7f h15"><div class="t m0 xbe h74 ya6 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y66c w80 h15"><div class="t m0 xbe h74 ya6 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y66d w5d h15"><div class="t m0 x4c h74 ya5 ffd fs3 fc0 sc0 ls0 ws0">krótkoterminowe<span class="ff1"> </span></div></div><div class="c x9f y66d w7f h15"><div class="t m0 x58 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">52 404 </div></div><div class="c x98 y66d w80 h15"><div class="t m0 x58 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">23 313 </div></div><div class="c x8 y66e w5d h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Odpis aktualizujący należności<span class="ff3"> </span></div></div><div class="c x9f y66e w7f h15"><div class="t m0 xbd h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">810<span class="ls0"> </span></div></div><div class="c x98 y66e w80 h15"><div class="t m0 xbd h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">828<span class="ls0"> </span></div></div><div class="c x8 y66f w5d h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Należności ogółem brutto<span class="ff6"> </span></div></div><div class="c x9f y66f w7f h26"><div class="t m0 x58 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">53 214 </div></div><div class="c x98 y66f w80 h26"><div class="t m0 x58 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">24 141 </div></div></div><div class="pi"></div></div>
<div id="pf34" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc34 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y670 w4 ha2" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">52<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Należności <span class="_ _0"></span>z <span class="_ _0"></span>tytułu d<span class="_ _0"></span>ostaw <span class="_ _0"></span>i <span class="_ _0"></span>usług ni<span class="_ _0"></span>e są <span class="_ _0"></span>oprocent<span class="_ _0"></span>owane <span class="_ _0"></span>i ma<span class="_ _0"></span>ją zaz<span class="_ _0"></span>wyczaj <span class="_ _0"></span>termin <span class="_ _0"></span>płatności <span class="_ _0"></span>w<span class="_ _0"></span> </div><div class="t m0 x8 h6 y189 ff3 fs0 fc0 sc0 ls0 ws0">przedziale od 14 do <span class="_ _0"></span>90 dni.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1dd ff3 fs0 fc0 sc0 ls0 ws0">Rozrachunki <span class="_ _24"> </span>publi<span class="_ _0"></span>cznoprawne<span class="_ _0"></span> <span class="_ _24"> </span><span class="ff4">dotyczą <span class="_ _23"> </span>zapłaconego <span class="_ _24"> </span>p<span class="_ _0"></span>odatku <span class="_ _24"> </span>u <span class="_ _24"> </span>źródła<span class="_ _0"></span> <span class="_ _24"> </span>w <span class="_ _24"> </span>związku <span class="_ _24"> </span>z<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y1de ff4 fs0 fc0 sc0 ls0 ws0">wypłaconą dywi<span class="_ _0"></span>dendą w roku 2023.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y3b3 ff3 fs0 fc0 sc0 ls0 ws0">W<span class="ff4">artość księgowa n<span class="_ _0"></span>etto należności jest <span class="_ _0"></span>zbliżona do<span class="_ _0"></span></span> <span class="ff4">ich wartości godziwej.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y671 ff4 fs0 fc0 sc0 ls0 ws0">Rozrachunki z akcjonari<span class="_ _0"></span>uszami stanowią pozostałe należności<span class="_ _0"></span> od akcjonariuszy<span class="_ _0"></span>, których termin<span class="_ _0"></span> </div><div class="t m0 x8 h6 y245 ff3 fs0 fc0 sc0 ls0 ws0">realizacji <span class="_ _a"> </span><span class="ff4">został <span class="_ _a"> </span>odrocz<span class="_ _0"></span>ony  do <span class="_ _a"> </span>dnia<span class="_ _0"></span>  31 <span class="_ _a"> </span></span>grudnia <span class="_ _a"> </span><span class="ls2">202</span>4 <span class="_ _a"> </span>roku  na <span class="_ _a"> </span>pods<span class="_ _0"></span>tawie <span class="_ _a"> </span>porozumienia<span class="_ _0"></span> <span class="_ _a"> </span>(z </div><div class="t m0 x8 h6 y31d ff4 fs0 fc0 sc0 ls0 ws0">późniejszym anekse<span class="_ _0"></span>m)<span class="ff3"> </span>zawartego <span class="_ _0"></span>między akcjona<span class="_ _0"></span>riuszami a spółką<span class="_ _0"></span><span class="ff3">.   </span></div><div class="t m0 x8 h6 y3b5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y31f ff4 fs0 fc0 sc0 ls0 ws0">Zmiany w stanie odpi<span class="_ _0"></span>su z tytułu utraty wa<span class="_ _0"></span>rtości należności prze<span class="_ _0"></span>dstawiają się<span class="_ _0"></span> następująco:<span class="_ _9"></span><span class="ff3"> </span></div></div><div class="c x8 y672 w81 h2f"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y672 w82 h2f"><div class="t m0 x6f h12 y673 ff2 fs3 fc0 sc0 ls0 ws0">2023 </div></div><div class="c x98 y672 w80 h2f"><div class="t m0 x37 h12 y673 ff2 fs3 fc0 sc0 ls0 ws0">2022 </div></div><div class="c x8 y674 w81 h16"><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 1 stycznia<span class="ff6"> </span></div></div><div class="c x26 y674 w82 h16"><div class="t m0 x7b h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">828 </div></div><div class="c x98 y674 w80 h16"><div class="t m0 x94 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">1 104 </div></div><div class="c x8 y675 w81 h15"><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff3"> </span></div></div><div class="c x26 y675 w82 h15"><div class="t m0 xbf h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y675 w80 h15"><div class="t m0 xbe h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y676 w81 h15"><div class="t m0 xf h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">Odpis aktualizujący należności handlowe<span class="ff3"> </span></div></div><div class="c x26 y676 w82 h15"><div class="t m0 xbf h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y676 w80 h15"><div class="t m0 xbe h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y677 w81 h15"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x26 y677 w82 h15"><div class="t m0 x6d h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(<span class="ls4">18</span>) </div></div><div class="c x98 y677 w80 h15"><div class="t m0 x12 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">(276) </div></div><div class="c x8 y678 w81 h15"><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudnia<span class="ff6"> </span></div></div><div class="c x26 y678 w82 h15"><div class="t m0 x7b h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">810 </div></div><div class="c x98 y678 w80 h15"><div class="t m0 x7f h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">828 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y679 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h41 y67a ff6 fs6 fc0 sc0 ls0 ws0">24.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Środki pieniężne<span class="_ _5"></span> i ich ekwiwalenty<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y67b ff4 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _0"></span>pien<span class="_ _0"></span>iężne <span class="_ _0"></span>w <span class="_ _9"></span>banku <span class="_ _9"></span>są <span class="_ _0"></span>opr<span class="_ _0"></span>ocentowane <span class="_ _9"></span>według <span class="_ _9"></span>zmiennych <span class="_ _9"></span>stóp <span class="_ _0"></span>pr<span class="_ _0"></span>ocentowych. <span class="_ _9"></span>Lokaty </div><div class="t m0 x8 h6 y41c ff4 fs0 fc0 sc0 ls0 ws0">krótkoterminowe <span class="_ _10"> </span>są <span class="_ _10"> </span>d<span class="_ _0"></span>okonywan<span class="_ _0"></span>e <span class="_ _10"> </span>na <span class="_ _10"> </span>różne <span class="_ _10"> </span>okre<span class="_ _0"></span>sy, <span class="_ _10"> </span>od <span class="_ _10"> </span>jednego <span class="_ _10"> </span>dni<span class="_ _0"></span>a <span class="_ _10"> </span>do <span class="_ _10"> </span>jednego <span class="_ _18"> </span>miesiąca<span class="_ _0"></span>, </div><div class="t m0 x8 h6 y4f ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">zależności <span class="_ _0"></span>od <span class="_ _0"></span>ak<span class="_ _0"></span>tualnego <span class="_ _0"></span>zap<span class="_ _0"></span>otrzebowania <span class="_ _9"></span>Spółki <span class="_ _0"></span>na <span class="_ _9"></span>środki <span class="_ _0"></span>pieniężne <span class="_ _9"></span>i <span class="_ _0"></span>są <span class="_ _0"></span>opr<span class="_ _0"></span>ocentowane </span></div><div class="t m0 x8 h6 y67c ff4 fs0 fc0 sc0 ls0 ws0">według <span class="_ _9"></span>ustalonych <span class="_ _9"></span>dla <span class="_ _9"></span>nich <span class="_ _9"></span>stóp <span class="_ _0"></span>procent<span class="_ _0"></span>owych. <span class="_ _9"></span>Wartość <span class="_ _0"></span>g<span class="_ _0"></span>odziwa <span class="_ _9"></span>środków <span class="_ _9"></span>pieni<span class="_ _0"></span>ężnych <span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _0"></span>ich </div><div class="t m0 x8 h6 y67d ff4 fs0 fc0 sc0 ls0 ws0">ekwiwalentów na po<span class="_ _0"></span>szczególne daty bi<span class="_ _0"></span>lansowe prezent<span class="_ _0"></span>uje się następując<span class="_ _0"></span><span class="ff3 ls13">o:<span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x8 h6 y67e ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yc9 w83 h20"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 yc9 w84 h20"><div class="t m0 x43 h12 ycb ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023<span class="ff6"> </span></div></div><div class="c xa0 yc9 w85 h20"><div class="t m0 x43 h12 ycb ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022<span class="ff6"> </span></div></div><div class="c x8 y67f w83 h20"><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">Środki pieniężne w banku i w kasie<span class="ff3"> </span></div></div><div class="c xc0 y67f w84 h20"><div class="t m0 x35 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">1 469 </div></div><div class="c xa0 y67f w85 h20"><div class="t m0 x18 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">60 997 </div></div><div class="c x8 y680 w83 h20"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ffd">w tym o ograniczonej możliwości dysponowania<span class="ff1"> </span></span></div></div><div class="c xc0 y680 w84 h20"><div class="t m0 x49 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y680 w85 h20"><div class="t m0 x1f h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y681 w83 ha3"><div class="t m0 x3f h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y681 w84 ha3"><div class="t m0 x35 h14 y46e ff6 fs3 fc0 sc0 ls0 ws0">1 469 </div></div><div class="c xa0 y681 w85 ha3"><div class="t m0 x18 h14 y46e ff6 fs3 fc0 sc0 ls0 ws0">60 997 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y682 ff4 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _1d"> </span>p<span class="_ _0"></span>ieniężne <span class="_ _6"> </span>o <span class="_ _6"> </span>ograniczonej <span class="_ _6"> </span>możliwości <span class="_ _6"> </span>dy<span class="_ _0"></span>sponowania <span class="_ _6"> </span>obejmują <span class="_ _6"> </span>środki <span class="_ _6"> </span>pieniężne </div><div class="t m0 x8 h6 y683 ff4 fs0 fc0 sc0 ls0 ws0">zgromadzone <span class="_ _13"></span>na <span class="_ _10"> </span>rachunk<span class="_ _0"></span>ach <span class="_ _13"></span>VAT, <span class="_ _13"></span>które <span class="_ _13"> </span>w <span class="_ _10"> </span>ocenie <span class="_ _10"> </span>Zarządu <span class="_ _13"></span>jedno<span class="_ _0"></span>stki <span class="_ _13"></span>dominującej <span class="_ _10"> </span>spełniają </div><div class="t m0 x8 h6 y684 ff4 fs0 fc0 sc0 ls0 ws0">definicję środków p<span class="_ _0"></span>ieniężnych i i<span class="_ _0"></span>ch ekwiwalentów.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y685 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf35" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc35 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y686 w4 ha4" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">53<span class="ls0"> </span></div><div class="t m0 x8 h41 y37 ff6 fs6 fc0 sc0 ls0 ws0">25.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Kapitał wła<span class="_ _5"></span>sny<span class="ff6"> </span></span></span></div><div class="t m0 x4a h4f y4eb ff6 fs5 fc0 sc0 ls3 ws0">25.1.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Kapitał podstawowy<span class="ff6"> </span></span></span></div><div class="t m0 xbd h66 y687 ff2 fs1 fc0 sc0 ls0 ws0">25.1.1<span class="ff10"> <span class="_ _17"> </span><span class="ff7">Wa<span class="_ _0"></span>rtość no<span class="_ _5"></span>minalna akcji<span class="ff6"> </span></span></span></div><div class="t m0 x8d h6 y688 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yd2 w34 h26"><div class="t m0 xd hb y689 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 yd2 w86 h26"><div class="t m0 x6b h54 y501 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 </div></div><div class="c xa0 yd2 w5e h26"><div class="t m0 x43 h54 y501 ff2 fs0 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>22 </div></div><div class="c x8 y68a w34 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Liczba akcji w szt<span class="_ _0"></span>ukach  </div></div><div class="c x50 y68a w86 h26"><div class="t m0 x9 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">40<span class="ls0"> 800 000<span class="_ _0"></span> </span></div></div><div class="c xa0 y68a w5e h26"><div class="t m0 x53 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">40<span class="ls0"> 800 000<span class="_ _0"></span> </span></div></div><div class="c x8 y68b w34 h26"><div class="t m0 xd h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">Wartość nominal<span class="_ _0"></span>na akcji ( PLN/akcję)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x50 y68b w86 h26"><div class="t m0 xc1 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">0,05<span class="ls0"> </span></div></div><div class="c xa0 y68b w5e h26"><div class="t m0 x77 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">0,05<span class="ls0"> </span></div></div><div class="c x8 y68c w34 h27"><div class="t m0 xd h59 y46e ff7 fs0 fc0 sc0 ls0 ws0">Wartość bilansowa na<span class="_ _0"></span> koniec okresu <span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x50 y68c w86 h27"><div class="t m0 xc2 h59 y46e ff6 fs0 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c xa0 y68c w5e h27"><div class="t m0 x33 h59 y46e ff6 fs0 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y68d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbd h66 y68e ff2 fs1 fc0 sc0 ls0 ws0">25.1.2<span class="ff10"> <span class="_ _17"> </span><span class="ff6">P<span class="_ _0"></span>rawa akcjon<span class="_ _5"></span>ariuszy <span class="ff7">/ Struktura kapi<span class="_ _5"></span>tału podstawowego<span class="ff6"> </span></span></span></span></div><div class="t m0 x8 h59 y68f ff7 fs0 fc0 sc0 ls0 ws0">Struktura kapitału pods<span class="_ _0"></span>tawowego na dzi<span class="_ _0"></span>eń 31.12.<span class="_ _0"></span><span class="ff6 ls22">20<span class="ls0">23 roku </span></span></div></div><div class="c x8 y690 w87 ha5"><div class="t m0 xd h54 y36 ff8 fs0 fc0 sc0 ls0 ws0">Wyszczególnienie<span class="_ _0"></span> </div><div class="t m0 x2a h54 y508 ff2 fs0 fc0 sc0 ls0 ws0">serii/emisji </div></div><div class="c xc3 y690 w88 ha5"><div class="t m0 x4 h54 y691 ff2 fs0 fc0 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c xc4 y690 w89 ha5"><div class="t m0 xd h54 y36 ff2 fs0 fc0 sc0 ls0 ws0">Rodzaj ograniczenia pr<span class="_ _0"></span>aw do </div><div class="t m0 x33 h54 y508 ff2 fs0 fc0 sc0 ls0 ws0">akcji </div></div><div class="c xc5 y690 w8a ha5"><div class="t m0 x11 h54 y36 ff2 fs0 fc0 sc0 ls0 ws0">Liczba akcji </div><div class="t m0 xd h54 y508 ff2 fs0 fc0 sc0 ls0 ws0">(w sztukach) </div></div><div class="c xc6 y690 w8b ha5"><div class="t m0 x5b h54 y692 ff8 fs0 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x14 h54 y36 ff2 fs0 fc0 sc0 ls0 ws0">serii/emisji </div><div class="t m0 x11 h54 y508 ff8 fs0 fc0 sc0 ls0 ws0">wg wartości </div><div class="t m0 x56 h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">nominalnej<span class="_ _0"></span> </div></div><div class="c x8 y693 w87 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii A1 </div></div><div class="c xc3 y693 w88 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">na okaziciela <span class="_ _0"></span> </div></div><div class="c xc4 y693 w89 h26"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe<span class="ff3"> </span></div></div><div class="c xc5 y693 w8a h26"><div class="t m0 x2a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">8 200 000<span class="ls0"> </span></div></div><div class="c xc6 y693 w8b h26"><div class="t m0 x1a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">410<span class="ls0"> </span></div></div><div class="c x8 y694 w87 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii A2 </div></div><div class="c xc3 y694 w88 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">na okaziciela <span class="_ _0"></span> </div></div><div class="c xc4 y694 w89 h26"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe <span class="ff3"> </span></div></div><div class="c xc5 y694 w8a h26"><div class="t m0 x2a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">2 000 000<span class="ls0"> </span></div></div><div class="c xc6 y694 w8b h26"><div class="t m0 x1a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">100<span class="ls0"> </span></div></div><div class="c x8 ybb w87 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii B </div></div><div class="c xc3 ybb w88 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">na okaziciela <span class="_ _0"></span> </div></div><div class="c xc4 ybb w89 h27"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe<span class="ff3"> </span></div></div><div class="c xc5 ybb w8a h27"><div class="t m0 x2a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">9 800<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xc6 ybb w8b h27"><div class="t m0 x1a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">490<span class="ls0"> </span></div></div><div class="c x8 y5f3 w87 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii C1<span class="_ _0"></span> </div></div><div class="c xc3 y5f3 w88 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">na okaziciela<span class="_ _0"></span> </div></div><div class="c xc4 y5f3 w89 h26"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe<span class="ff3"> </span></div></div><div class="c xc5 y5f3 w8a h26"><div class="t m0 x16 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">16 000<span class="ls0"> 000 </span></div></div><div class="c xc6 y5f3 w8b h26"><div class="t m0 x1a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">800<span class="ls0"> </span></div></div><div class="c x8 y695 w87 h2e"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii C2<span class="_ _0"></span> </div></div><div class="c xc3 y695 w88 h2e"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">na okaziciela <span class="_ _0"></span> </div></div><div class="c xc4 y695 w89 h2e"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe   <span class="ff3"> </span></div></div><div class="c xc5 y695 w8a h2e"><div class="t m0 x2a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">4 000 000<span class="ls0"> </span></div></div><div class="c xc6 y695 w8b h2e"><div class="t m0 x1a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">200<span class="ls0"> </span></div></div><div class="c x8 y696 w87 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii D<span class="_ _0"></span> </div></div><div class="c xc3 y696 w88 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">na okaziciela<span class="_ _0"></span> </div></div><div class="c xc4 y696 w89 h27"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe <span class="ff3"> </span></div></div><div class="c xc5 y696 w8a h27"><div class="t m0 x36 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">800 000<span class="ls0"> </span></div></div><div class="c xc6 y696 w8b h27"><div class="t m0 x21 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">40<span class="ls0"> </span></div></div><div class="c x8 y697 w87 h27"><div class="t m0 xd hc yc5 ffa fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc3 y697 w88 h27"><div class="t m0 xd hc yc5 ffa fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y697 w89 h27"><div class="t m0 xc7 hc yc5 ffa fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y697 w8a h27"><div class="t m0 x16 h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">40 800 000 </div></div><div class="c xc6 y697 w8b h27"><div class="t m0 x53 h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y698 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _5"></span>dzień <span class="_ _5"></span>bilansowy <span class="_ _5"></span>przypadający 31 <span class="_ _7"></span>grudnia <span class="_ _5"></span>2023 <span class="_ _5"></span>roku <span class="_ _7"></span>ws<span class="_ _0"></span>zyscy <span class="_ _5"></span>akcjonariusze <span class="_ _5"></span>posiadają<span class="_ _0"></span> <span class="_ _7"></span>równe<span class="_ _0"></span> </div><div class="t m0 x8 h6 y699 ff4 fs0 fc0 sc0 ls0 ws0">prawa, <span class="_ _6"> </span>nie <span class="_ _1d"> </span>wy<span class="_ _0"></span>stępują <span class="_ _6"> </span>akcje <span class="_ _1d"> </span>uprzywi<span class="_ _0"></span>lejowane. <span class="_ _6"> </span>Akcjonariusze <span class="_ _6"> </span>Spółki <span class="_ _6"> </span>uprawnieni <span class="_ _6"> </span>są <span class="_ _6"> </span>do </div><div class="t m0 x8 h6 y69a ff4 fs0 fc0 sc0 ls0 ws0">otrzymywania <span class="_ _0"></span>dy<span class="_ _0"></span>widendy <span class="_ _0"></span>w <span class="_ _0"></span>zadekl<span class="_ _0"></span>arowanej <span class="_ _0"></span>wysokości. <span class="_ _0"></span>Na <span class="_ _0"></span>jedną <span class="_ _9"></span>akcję <span class="_ _0"></span>przypa<span class="_ _0"></span>da <span class="_ _0"></span>jeden <span class="_ _0"></span>głos<span class="_ _0"></span> </div><div class="t m0 x8 h6 y69b ff3 fs0 fc0 sc0 ls0 ws0">na Wal<span class="ff4">ny<span class="_ _0"></span>m Zgromadzeniu Akcjonariuszy<span class="_ _0"></span> Spółki.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y69c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y69d ff4 fs0 fc0 sc0 ls0 ws0">Występują  następujące  ograniczenia  dotyczące  przenoszenia <span class="_ _1c"> </span>prawa  własności  papierów </div><div class="t m0 x8 h6 y69e ff4 fs0 fc0 sc0 ls0 ws0">wartościowych emi<span class="_ _0"></span>tenta:<span class="ff3"> </span></div><div class="t m0 x8 h6 y1a9 ff4 fs0 fc0 sc0 ls0 ws0">Według wiedzy <span class="_ _5"></span>Spółki, na dzień <span class="_ _5"></span>sporząd<span class="_ _0"></span>zenia niniejszego <span class="_ _5"></span>sprawozdani<span class="_ _0"></span>a, <span class="_ _5"></span>3<span class="_ _0"></span>0 <span class="_ _5"></span>243 939 <span class="_ _5"></span>akcji spółki </div><div class="t m0 x8 h6 y69f ff4 fs0 fc0 sc0 ls0 ws0">posiada <span class="_ _9"></span>ograni<span class="_ _0"></span>czenia <span class="_ _9"></span>d<span class="_ _0"></span>otyczące <span class="_ _9"></span>przen<span class="_ _0"></span>oszenia <span class="_ _11"></span>ich <span class="_ _9"></span>prawa<span class="_ _0"></span> <span class="_ _9"></span>własności <span class="_ _9"></span>wy<span class="_ _0"></span>nikające <span class="_ _11"></span>z <span class="_ _9"></span>zawartych </div><div class="t m0 x8 h6 y6a0 ff4 fs0 fc0 sc0 ls0 ws0">umów <span class="_ _a"> </span>lock<span class="ff3">-<span class="_ _0"></span></span>up,  k<span class="_ _0"></span>tórych <span class="_ _a"> </span>opi<span class="_ _0"></span>s  znajd<span class="_ _0"></span>uje  się <span class="_ _19"> </span>w  pk<span class="_ _0"></span>t. <span class="_ _a"> </span>17.3 <span class="_ _a"> </span>" <span class="_ _19"> </span>Umowy <span class="_ _a"> </span>lock<span class="_ _0"></span><span class="ff3">-<span class="_ _0"></span>up" <span class="_ _a"> </span>prospe</span>k<span class="_ _0"></span>tu <span class="_ _a"> </span>Spółki </div><div class="t m0 x8 h6 y6a1 ff4 fs0 fc0 sc0 ls0 ws0">zatwierdzonego <span class="_ _23"> </span>w <span class="_ _6"> </span>dn<span class="_ _0"></span>iu <span class="_ _6"> </span>27 <span class="_ _23"> </span>listopada <span class="_ _24"> </span>2023 <span class="_ _23"> </span>r. <span class="_ _24"> </span>przez <span class="_ _24"> </span>Komisję <span class="_ _23"> </span>Nadzoru <span class="_ _24"> </span>Finanso<span class="_ _0"></span>wego <span class="_ _24"> </span>i<span class="_ _0"></span> </div><div class="t m0 x8 h6 y6a2 ff4 fs0 fc0 sc0 ls0 ws0">opublikowanego <span class="_ _1d"> </span>na <span class="_ _1d"> </span>stronie <span class="_ _27"> </span>Spółki <span class="_ _1d"> </span>www.mura<span class="_ _0"></span>pol.pl <span class="_ _27"> </span>w <span class="_ _1d"> </span>zakładce <span class="_ _1d"> </span>"Relacje <span class="_ _1d"> </span>Inwestorskie", </div><div class="t m0 x8 h6 y61a ff4 fs0 fc0 sc0 ls0 ws0">natomiast  533.3<span class="_ _0"></span>34  akcje <span class="_ _a"> </span>spółki <span class="_ _a"> </span>posiada<span class="_ _0"></span>  ograniczenie <span class="_ _a"> </span>dotycząc<span class="_ _0"></span>e  przenoszenia <span class="_ _a"> </span>ic<span class="_ _0"></span>h  praw<span class="_ _9"></span><span class="ff3 ls17">a </span></div><div class="t m0 x8 h6 y6a3 ff4 fs0 fc0 sc0 ls0 ws0">własności <span class="_ _11"></span>wynikające <span class="_ _11"></span>z <span class="_ _11"></span>postanowienia <span class="_ _11"></span>Sądu <span class="_ _11"></span>Okręgowego <span class="_ _11"></span>z <span class="_ _11"></span>dnia <span class="_ _11"></span>31 <span class="_ _9"></span>sier<span class="_ _0"></span>pnia <span class="_ _11"></span>2020 <span class="_ _11"></span>r. <span class="_ _11"></span>(sygn. <span class="_ _11"></span>IX </div><div class="t m0 x8 h6 y6a4 ff4 fs0 fc0 sc0 ls0 ws0">GCo 110/20) o zabe<span class="_ _0"></span>zpieczeniu roszczeni<span class="_ _0"></span>a przed wszczęciem<span class="_ _0"></span> postępowani<span class="_ _0"></span>a.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y6a5 ff3 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x8 h59 y6a6 ff6 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf36" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc36 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y6a7 w4 ha6" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">54<span class="ls0"> </span></div><div class="t m0 x8 h59 y65 ff7 fs0 fc0 sc0 ls0 ws0">Struktura kapitału pods<span class="_ _0"></span>tawowego na dzi<span class="_ _0"></span>eń 31.12.202<span class="_ _0"></span>2 roku<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x8 y6a8 w87 ha7"><div class="t m0 xd h54 y6a9 ff8 fs0 fc0 sc0 ls0 ws0">Wyszczególnienie<span class="_ _0"></span> </div><div class="t m0 x2a h54 y12e ff2 fs0 fc0 sc0 ls0 ws0">serii/emisji </div></div><div class="c xc3 y6a8 w88 ha7"><div class="t m0 x4 h54 y6aa ff2 fs0 fc0 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c xc4 y6a8 w89 ha7"><div class="t m0 xd h54 y6a9 ff2 fs0 fc0 sc0 ls0 ws0">Rodzaj ograniczenia pr<span class="_ _0"></span>aw do </div><div class="t m0 x33 h54 y12e ff2 fs0 fc0 sc0 ls0 ws0">akcji </div></div><div class="c xc5 y6a8 w8a ha7"><div class="t m0 x11 h54 y6a9 ff2 fs0 fc0 sc0 ls0 ws0">Liczba akcji </div><div class="t m0 xd h54 y12e ff2 fs0 fc0 sc0 ls0 ws0">(w sztukach) </div></div><div class="c xc6 y6a8 w8b ha7"><div class="t m0 x5b h54 y6ab ff8 fs0 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x14 h54 y6a9 ff2 fs0 fc0 sc0 ls0 ws0">serii/emisji </div><div class="t m0 x11 h54 y12e ff2 fs0 fc0 sc0 ls0 ws0">wg <span class="ff8">wartości </span></div><div class="t m0 x56 h54 y4ff ff2 fs0 fc0 sc0 ls0 ws0">nominalnej<span class="_ _0"></span> </div></div><div class="c x8 y6ac w87 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii A1 </div></div><div class="c xc3 y6ac w88 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">imienne  </div></div><div class="c xc4 y6ac w89 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">uprzywilejowane c<span class="_ _0"></span>o <span class="ff4">do głos<span class="_ _0"></span>u</span> </div></div><div class="c xc5 y6ac w8a h27"><div class="t m0 x2a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">8 200 000<span class="ls0"> </span></div></div><div class="c xc6 y6ac w8b h27"><div class="t m0 x1a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">410<span class="ls0"> </span></div></div><div class="c x8 y6ad w87 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii A2 </div></div><div class="c xc3 y6ad w88 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">na okaziciela <span class="_ _0"></span> </div></div><div class="c xc4 y6ad w89 h26"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe<span class="ff3"> </span></div></div><div class="c xc5 y6ad w8a h26"><div class="t m0 x36 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">800 000<span class="ls0"> </span></div></div><div class="c xc6 y6ad w8b h26"><div class="t m0 x21 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">40<span class="ls0"> </span></div></div><div class="c x8 y6ae w87 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii A2 </div></div><div class="c xc3 y6ae w88 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">imienne  </div></div><div class="c xc4 y6ae w89 h26"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe<span class="ff3"> </span></div></div><div class="c xc5 y6ae w8a h26"><div class="t m0 x2a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">1 200 000<span class="ls0"> </span></div></div><div class="c xc6 y6ae w8b h26"><div class="t m0 x21 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">60<span class="ls0"> </span></div></div><div class="c x8 y6af w87 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii B </div></div><div class="c xc3 y6af w88 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">imienne  </div></div><div class="c xc4 y6af w89 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Uprzywilejowane <span class="ls29">co</span> <span class="ff4">do głosu<span class="_ _0"></span></span> </div></div><div class="c xc5 y6af w8a h27"><div class="t m0 x2a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">9 800 000<span class="ls0"> </span></div></div><div class="c xc6 y6af w8b h27"><div class="t m0 x1a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">490<span class="ls0"> </span></div></div><div class="c x8 y6b0 w87 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii C1<span class="_ _0"></span> </div></div><div class="c xc3 y6b0 w88 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">imienne  </div></div><div class="c xc4 y6b0 w89 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Uprzywilejowane <span class="ls29">co</span> <span class="ff4">do głosu<span class="_ _0"></span></span> </div></div><div class="c xc5 y6b0 w8a h26"><div class="t m0 x16 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">16 000 000<span class="ls0"> </span></div></div><div class="c xc6 y6b0 w8b h26"><div class="t m0 x1a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">800<span class="ls0"> </span></div></div><div class="c x8 y6b1 w87 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii C2<span class="_ _0"></span> </div></div><div class="c xc3 y6b1 w88 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">na okaziciela <span class="_ _0"></span> </div></div><div class="c xc4 y6b1 w89 h26"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe<span class="ff3"> </span></div></div><div class="c xc5 y6b1 w8a h26"><div class="t m0 x2a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">1 600 000<span class="ls0"> </span></div></div><div class="c xc6 y6b1 w8b h26"><div class="t m0 x21 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">80<span class="ls0"> </span></div></div><div class="c x8 y6b2 w87 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii C2<span class="_ _0"></span> </div></div><div class="c xc3 y6b2 w88 h27"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">imienne  </div></div><div class="c xc4 y6b2 w89 h27"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe<span class="ff3"> </span></div></div><div class="c xc5 y6b2 w8a h27"><div class="t m0 x2a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">2 400 000<span class="ls0"> </span></div></div><div class="c xc6 y6b2 w8b h27"><div class="t m0 x1a h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">120<span class="ls0"> </span></div></div><div class="c x8 y6b3 w87 h2e"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Akcje serii D<span class="_ _0"></span> </div></div><div class="c xc3 y6b3 w88 h2e"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">na okaziciela<span class="_ _0"></span> </div></div><div class="c xc4 y6b3 w89 h2e"><div class="t m0 x35 h6 y501 ff4 fs0 fc0 sc0 ls0 ws0">zwykłe<span class="ff3"> </span></div></div><div class="c xc5 y6b3 w8a h2e"><div class="t m0 x36 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">800 000<span class="ls0"> </span></div></div><div class="c xc6 y6b3 w8b h2e"><div class="t m0 x21 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">40<span class="ls0"> </span></div></div><div class="c x8 y28c w87 h26"><div class="t m0 xd h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc3 y28c w88 h26"><div class="t m0 xd h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y28c w89 h26"><div class="t m0 xc7 h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y28c w8a h26"><div class="t m0 x16 h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">40 800 000 </div></div><div class="c xc6 y28c w8b h26"><div class="t m0 x53 h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">2 040 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y6b4 ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"></span>okresie <span class="_ _13"></span><span class="ff4">porównawczy<span class="_ _0"></span>m <span class="_ _11"></span>zakońc<span class="_ _0"></span>zonym <span class="_ _11"></span>31 <span class="_ _13"></span>grudnia<span class="_ _0"></span> <span class="_ _11"></span>2022 <span class="_ _11"></span>roku <span class="_ _13"></span>a<span class="_ _0"></span></span>kcje <span class="_ _11"></span>serii<span class="_ _0"></span> <span class="_ _11"></span>A1, <span class="_ _13"></span>C1 <span class="_ _11"></span>ora<span class="_ _0"></span>z <span class="_ _11"></span>B <span class="_ _13"></span><span class="ff4">były<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y6b5 ff3 fs0 fc0 sc0 ls0 ws0">uprzywilejowane <span class="_ _17"> </span> <span class="_ _13"></span><span class="ls2a">co</span> <span class="_ _10"> </span><span class="ff4">do <span class="_ _10"> </span>głosu <span class="_ _10"> </span>w <span class="_ _10"> </span>ten <span class="_ _10"> </span>spos<span class="_ _0"></span>ób, <span class="_ _13"> </span>ż<span class="_ _0"></span>e <span class="_ _10"> </span>na <span class="_ _10"> </span>jedną <span class="_ _10"> </span>akcję <span class="_ _10"> </span>przypad<span class="_ _0"></span>a<span class="_ _0"></span>ły</span> <span class="_ _13"> </span><span class="ff4">2 <span class="_ _10"> </span>głosy.</span> <span class="_ _17"> </span>Akcje </div><div class="t m0 x8 h6 y6b6 ff4 fs0 fc0 sc0 ls0 ws0">wszystkich serii były<span class="_ _0"></span> jednakowo uprzywilejowan<span class="_ _0"></span>e co do dywidendy<span class="_ _0"></span> oraz zwrotu z kapitału<span class="_ _0"></span>.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y6b7 ff4 fs0 fc0 sc0 ls0 ws0">W okresie <span class="_ _0"></span>porównawczy<span class="_ _0"></span>m zakończ<span class="_ _0"></span>onym 31<span class="_ _0"></span> grud<span class="_ _0"></span>nia 2022 <span class="_ _0"></span>roku <span class="_ _9"></span><span class="ff3">w </span>zakre<span class="_ _0"></span>sie ogran<span class="_ _0"></span>iczeń praw <span class="_ _0"></span>do </div><div class="t m0 x8 h6 y6b8 ff3 fs0 fc0 sc0 ls0 ws0">akcji, <span class="_ _0"></span>akcje <span class="_ _0"></span>serii <span class="_ _0"></span>D: nr <span class="_ _0"></span>od 1 <span class="_ _0"></span>do <span class="_ _0"></span>666 <span class="_ _0"></span>667 <span class="_ _0"></span><span class="ff4">były<span class="_ _0"></span></span> <span class="ff4">objęte <span class="_ _0"></span>określonym <span class="_ _0"></span>zakazem <span class="_ _0"></span>skła<span class="_ _0"></span>dania <span class="_ _0"></span>oświadczeń </span></div><div class="t m0 x8 h6 y6b9 ff4 fs0 fc0 sc0 ls0 ws0">i podejmowania<span class="_ _0"></span> czynności prowadząc<span class="_ _0"></span>ych do r<span class="_ _0"></span>ozporządzenia tymi<span class="_ _0"></span> akcjami. <span class="_ _0"></span><span class="ff3">Akcje s<span class="_ _0"></span>erii A1, A2,<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y6ba ff3 fs0 fc0 sc0 ls0 ws0">B, C1, C2 <span class="ff4">by<span class="_ _0"></span>ły objęte zastawem fina<span class="_ _0"></span>nsowym oraz rejestr<span class="_ _0"></span>owym na podstawi<span class="_ _0"></span>e umowy kredytu.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y6bb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbd h66 y6bc ff2 fs1 fc0 sc0 ls0 ws0">25.1.3<span class="ff10"> <span class="_ _17"> </span><span class="ff7">Akcjonariusze o znaczącym<span class="_ _5"></span> udziale<span class="ff6"> </span></span></span></div><div class="t m0 x8 h59 y6bd ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _24"> </span>dzień <span class="_ _23"> </span>publikacji <span class="_ _23"> </span>niniejszego <span class="_ _23"> </span>sprawozdania <span class="_ _23"> </span>struktura <span class="_ _23"> </span>akcjonariatu <span class="_ _23"> </span>przedstawia <span class="_ _24"> </span>się<span class="_ _0"></span> </div><div class="t m0 x8 h59 y6be ff7 fs0 fc0 sc0 ls0 ws0">następująco:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x8 h6 y6bf ff4 fs0 fc0 sc0 ls0 ws0">* W dniu 1 marca 2024 r. AEREF V PL Investm<span class="_ _0"></span>ent S.à r.l<span class="_ _0"></span><span class="ff3"> </span>i AEREF V PL Inwestycje sp. z o.o. zawarły<span class="_ _0"></span> </div><div class="t m0 x8 h6 y6c0 ff4 fs0 fc0 sc0 ls0 ws0">umowę wniesienia <span class="_ _5"></span>aportu, na <span class="_ _7"></span>p<span class="_ _0"></span>odstawie której <span class="_ _5"></span>AE<span class="_ _0"></span>REF <span class="_ _5"></span>V PL <span class="_ _5"></span>Investment S.à <span class="_ _5"></span>r.l <span class="_ _5"></span>przeniósł<span class="_ _0"></span> <span class="_ _5"></span>na AEREF </div><div class="t m0 x8 h6 y61d ff4 fs0 fc0 sc0 ls0 ws0">V <span class="_ _0"></span>PL <span class="_ _0"></span>In<span class="_ _0"></span>westycje <span class="_ _9"></span>sp. <span class="_ _9"></span>z <span class="_ _0"></span>o.o.<span class="_ _0"></span> <span class="_ _0"></span>wszystkie <span class="_ _9"></span>posiada<span class="_ _0"></span>ne <span class="_ _0"></span>przez <span class="_ _9"></span>siebie <span class="_ _9"></span>akcje <span class="_ _9"></span>w <span class="_ _9"></span>Spółce, <span class="_ _9"></span>tj. <span class="_ _9"></span>27.760.000 <span class="_ _9"></span>akcji </div><div class="t m0 x8 h6 y6c1 ff3 fs0 fc0 sc0 ls0 ws0">oraz wszystkie prawa <span class="_ _0"></span><span class="ff4">z nimi związan<span class="_ _0"></span>e.  </span> </div></div><div class="c x8 y6c2 w86 ha8"><div class="t m0 xd h54 y5db ff8 fs0 fc0 sc0 ls0 ws0">Imię i Nazwisko (naz<span class="_ _0"></span>wa) <span class="ff2"> </span></div></div><div class="c xc8 y6c2 w8c ha8"><div class="t m0 x2a h54 y5d9 ff2 fs0 fc0 sc0 ls0 ws0">Liczba akcji </div><div class="t m0 xd h54 y5ea ff2 fs0 fc0 sc0 ls0 ws0">uprzywilejowanych<span class="_ _0"></span> </div></div><div class="c xc9 y6c2 w8d ha8"><div class="t m0 x11 h54 y5d9 ff2 fs0 fc0 sc0 ls0 ws0">Liczba akcji </div><div class="t m0 x43 h54 y5ea ff8 fs0 fc0 sc0 ls0 ws0">zwykłych<span class="ff2"> </span></div></div><div class="c xca y6c2 w8e ha8"><div class="t m0 xd h54 y5db ff8 fs0 fc0 sc0 ls0 ws0">Liczba głosów<span class="ff2"> </span></div></div><div class="c xcb y6c2 w8f ha8"><div class="t m0 xd h54 y5d9 ff8 fs0 fc0 sc0 ls0 ws0">% <span class="_ _16"> </span>gł<span class="_ _0"></span>osów </div><div class="t m0 xd h54 y5ea ff2 fs0 fc0 sc0 ls0 ws0">na WZA </div></div><div class="c x8 y6c3 w86 h84"><div class="t m0 xd h6 y6c4 ff3 fs0 fc0 sc0 ls0 ws0">AEREF <span class="_ _28"> </span>V <span class="_ _2f"> </span>PL <span class="_ _2f"> </span>Inwestycje          </div><div class="t m0 xd h6 y284 ff3 fs0 fc0 sc0 ls0 ws0">sp. z o.o. * </div></div><div class="c xc8 y6c3 w8c h84"><div class="t m0 xac h6 y5db ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc9 y6c3 w8d h84"><div class="t m0 x16 h6 y5db ff3 fs0 fc0 sc0 ls2 ws0">27<span class="ls0"> 760 000<span class="_ _0"></span> </span></div></div><div class="c xca y6c3 w8e h84"><div class="t m0 x36 h6 y5db ff3 fs0 fc0 sc0 ls2 ws0">27<span class="ls0"> 760 000<span class="_ _0"></span> </span></div></div><div class="c xcb y6c3 w8f h84"><div class="t m0 x5a h6 y5db ff3 fs0 fc0 sc0 ls2 ws0">68,04%<span class="ls0"> </span></div></div><div class="c x8 y685 w86 ha9"><div class="t m0 xd h6 y6c5 ff3 fs0 fc0 sc0 ls0 ws0">Nationale-Nederlanden<span class="_ _0"></span> </div><div class="t m0 xd h6 y6c6 ff3 fs0 fc0 sc0 ls0 ws0">Powszechne <span class="_ _2c"> </span>Towarzyst<span class="_ _0"></span>wo </div><div class="t m0 xd h6 y6c7 ff3 fs0 fc0 sc0 ls0 ws0">Emerytalne S.A.<span class="_ _0"></span> </div></div><div class="c xc8 y685 w8c ha9"><div class="t m0 xac h6 y6c6 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc9 y685 w8d ha9"><div class="t m0 x32 h6 y6c6 ff3 fs0 fc0 sc0 ls0 ws0">2 <span class="ls2">960 000</span> </div></div><div class="c xca y685 w8e ha9"><div class="t m0 x9e h6 y6c6 ff3 fs0 fc0 sc0 ls0 ws0">2 <span class="ls2">960 000</span> </div></div><div class="c xcb y685 w8f ha9"><div class="t m0 x59 h6 y6c6 ff3 fs0 fc0 sc0 ls2 ws0">7,25%<span class="ls0"> </span></div></div><div class="c x8 y6c8 w86 h89"><div class="t m0 xd h6 y6c9 ff3 fs0 fc0 sc0 ls0 ws0">Hampont sp. z o.<span class="_ _0"></span>o. </div></div><div class="c xc8 y6c8 w8c h89"><div class="t m0 xac h6 y6c9 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc9 y6c8 w8d h89"><div class="t m0 x32 h6 y6c9 ff3 fs0 fc0 sc0 ls0 ws0">2 <span class="ls2">040 000</span> </div></div><div class="c xca y6c8 w8e h89"><div class="t m0 x9e h6 y6c9 ff3 fs0 fc0 sc0 ls0 ws0">2 <span class="ls2">040 000</span> </div></div><div class="c xcb y6c8 w8f h89"><div class="t m0 x59 h6 y6c9 ff3 fs0 fc0 sc0 ls2 ws0">5,00%<span class="ls0"> </span></div></div><div class="c x8 y6ca w86 h64"><div class="t m0 xd h6 y5ea ff3 fs0 fc0 sc0 ls0 ws0">Pozostali </div></div><div class="c xc8 y6ca w8c h64"><div class="t m0 xac h6 y5ea ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc9 y6ca w8d h64"><div class="t m0 x32 h6 y5ea ff3 fs0 fc0 sc0 ls0 ws0">8 <span class="ls2">040 000</span> </div></div><div class="c xca y6ca w8e h64"><div class="t m0 x9e h6 y5ea ff3 fs0 fc0 sc0 ls0 ws0">8 <span class="ls2">040 000</span> </div></div><div class="c xcb y6ca w8f h64"><div class="t m0 x5a h6 y5ea ff3 fs0 fc0 sc0 ls2 ws0">19,71%<span class="ls0"> </span></div></div><div class="c x8 y6cb w86 haa"><div class="t m0 xd h6 y54b ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y6cb w8c haa"><div class="t m0 x1c h59 y284 ff6 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc9 y6cb w8d haa"><div class="t m0 x5b h59 y284 ff6 fs0 fc0 sc0 ls22 ws0">40<span class="ls0"> 800 000 </span></div></div><div class="c xca y6cb w8e haa"><div class="t m0 x36 h59 y284 ff6 fs0 fc0 sc0 ls22 ws0">40<span class="ls0"> 800 000 </span></div></div><div class="c xcb y6cb w8f haa"><div class="t m0 x9d h59 y284 ff6 fs0 fc0 sc0 ls22 ws0">100%<span class="ls0"> </span></div></div></div><div class="pi"></div></div>
<div id="pf37" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc37 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y6cc w90 hab" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">55<span class="ls0"> </span></div><div class="t m0 x8 h59 y6cd ff7 fs0 fc0 sc0 ls0 ws0">Akcjonariusze posiada<span class="_ _0"></span>jący powyżej 5% głos<span class="_ _0"></span>ów na WZA na d<span class="_ _0"></span>zień 31.12.<span class="_ _0"></span><span class="ff6 ls22">20<span class="ls0">23 roku </span></span></div><div class="t m0 x8 h59 y52d ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h59 y6ce ff6 fs0 fc0 sc0 ls0 ws0">Akcjonariusze <span class="ff7">pos<span class="_ _0"></span>iadający powyżej 5%<span class="_ _0"></span> głosów na WZA na d<span class="_ _0"></span>zień 31.12.202<span class="_ _0"></span>2 roku<span class="_ _0"></span></span> </div></div><div class="c x8 y6cf w91 h77"><div class="t m0 x56 h54 ya3 ff8 fs0 fc0 sc0 ls0 ws0">Imię i Nazwisko (naz<span class="_ _0"></span>wa)<span class="ff2"> </span></div></div><div class="c xcc y6cf w92 h77"><div class="t m0 x41 h54 y508 ff2 fs0 fc0 sc0 ls0 ws0">Liczba akcji </div><div class="t m0 x11 h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">uprzywilejowanych<span class="_ _0"></span> </div></div><div class="c x8e y6cf w93 h77"><div class="t m0 x3e h54 y508 ff2 fs0 fc0 sc0 ls0 ws0">Liczba akcji </div><div class="t m0 x2e h54 y1a2 ff8 fs0 fc0 sc0 ls0 ws0">zwykłych<span class="ff2"> </span></div></div><div class="c xca y6cf w94 h77"><div class="t m0 x56 h54 ya3 ff2 fs0 fc0 sc0 ls0 ws0">Liczba <span class="ff8">głosów</span> </div></div><div class="c xcb y6cf w95 h77"><div class="t m0 x4 h54 y508 ff8 fs0 fc0 sc0 ls0 ws0">% głosów </div><div class="t m0 xf h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">na WZA </div></div><div class="c x8 y6d0 w91 h77"><div class="t m0 xd h6 y508 ff3 fs0 fc0 sc0 ls0 ws0">AEREF V PL INVESTMEN<span class="_ _0"></span>T </div><div class="t m0 xd h6 y1a2 ff3 fs0 fc0 sc0 ls0 ws0">S.A.R.L. </div></div><div class="c xcc y6d0 w92 h77"><div class="t m0 xac h6 ya3 ff3 fs0 fc0 sc0 ls2 ws0">34<span class="ls0"> 000 000<span class="_ _0"></span> </span></div></div><div class="c x8e y6d0 w93 h77"><div class="t m0 x59 h6 ya3 ff3 fs0 fc0 sc0 ls0 ws0">6 <span class="ls2">000 000</span> </div></div><div class="c xca y6d0 w94 h77"><div class="t m0 x28 h6 ya3 ff3 fs0 fc0 sc0 ls2 ws0">74<span class="ls0"> 000 000<span class="_ _0"></span> </span></div></div><div class="c xcb y6d0 w95 h77"><div class="t m0 x19 h6 ya3 ff3 fs0 fc0 sc0 ls2 ws0">98,93 %<span class="ls0"> </span></div></div><div class="c x8 y269 w91 h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Pozostali </div></div><div class="c xcc y269 w92 h26"><div class="t m0 x47 h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y269 w93 h26"><div class="t m0 x53 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">800 000<span class="ls0"> </span></div></div><div class="c xca y269 w94 h26"><div class="t m0 x52 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">800 000<span class="ls0"> </span></div></div><div class="c xcb y269 w95 h26"><div class="t m0 x59 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">1,07%<span class="ls0"> </span></div></div><div class="c x8 y6d1 w91 h26"><div class="t m0 xcd h6 y109 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y6d1 w92 h26"><div class="t m0 xac h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">34 000 000 </div></div><div class="c x8e y6d1 w93 h26"><div class="t m0 x28 h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">6 800 000 </div></div><div class="c xca y6d1 w94 h26"><div class="t m0 x36 h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">74 800 000 </div></div><div class="c xcb y6d1 w95 h26"><div class="t m0 x9d h59 y501 ff6 fs0 fc0 sc0 ls22 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4a h4f y6d2 ff6 fs5 fc0 sc0 ls3 ws0">25.2.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Zyski zatrzymane/niepokryte straty oraz </span></span>ograniczenia zakresie<span class="ls0"> </span></div><div class="t m0 x70 hf y6d3 ff7 fs5 fc0 sc0 ls0 ws0">wypłaty dywidendy<span class="ff6"> </span></div><div class="t m0 x8d h42 y295 ffe fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y6d4 ff4 fs0 fc0 sc0 ls0 ws0">Struktura zysków zatr<span class="_ _0"></span>zymanych/ni<span class="_ _0"></span>epokrytych strat przedstawia się na<span class="_ _0"></span>stępująco:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x8 y6d5 w96 hac"><div class="t m0 xd h8 y6d6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y6d5 w97 hac"><div class="t m0 x2e h74 y6d7 ffd fs3 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 xd h74 y5cc ff1 fs3 fc0 sc0 ls0 ws0">zapasowy </div></div><div class="c xce y6d5 w98 hac"><div class="t m0 x14 h74 y6d8 ffd fs3 fc0 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x2e h74 y6d9 ffd fs3 fc0 sc0 ls0 ws0">kapitały </div><div class="t m0 xd h74 y6da ff1 fs3 fc0 sc0 ls0 ws0">rezerwowe </div></div><div class="c x96 y6d5 w99 hac"><div class="t m0 x11 h74 y6db ffd fs3 fc0 sc0 ls0 ws0">Kapitał z </div><div class="t m0 x43 h74 y6dc ffd fs3 fc0 sc0 ls0 ws0">tytułu </div><div class="t m0 xd h74 y6d7 ff1 fs3 fc0 sc0 ls0 ws0">transakcji </div><div class="t m0 xd h74 y5cc ffd fs3 fc0 sc0 ls0 ws0">płatności </div><div class="t m0 x11 h74 y49f ff1 fs3 fc0 sc0 ls0 ws0">w formie </div><div class="t m0 x5b h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0">akcji </div></div><div class="c xcf y6d5 w9a hac"><div class="t m0 xd h74 y6d8 ff1 fs3 fc0 sc0 ls0 ws0">Niepodzielony </div><div class="t m0 x43 h74 y6d9 ff1 fs3 fc0 sc0 ls0 ws0">zysk(strata) z </div><div class="t m0 x4 h74 y6da ffd fs3 fc0 sc0 ls0 ws0">lat ubiegłych<span class="ff1"> </span></div></div><div class="c x30 y6d5 w9b hac"><div class="t m0 x8a h12 y6d8 ff2 fs3 fc0 sc0 ls0 ws0">Zyski </div><div class="t m0 xd h12 y6d9 ff2 fs3 fc0 sc0 ls0 ws0">zatrzymane/niepokryte </div><div class="t m0 x15 h12 y6da ff2 fs3 fc0 sc0 ls0 ws0">straty </div></div><div class="c x8 y6dd w96 h20"><div class="t m0 xd h14 ye3 ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 1 stycznia 202<span class="ff6">3 roku </span></div></div><div class="c xc8 y6dd w97 h20"><div class="t m0 x16 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">452 507 </div></div><div class="c xce y6dd w98 h20"><div class="t m0 x19 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">25 700 </div></div><div class="c x96 y6dd w99 h20"><div class="t m0 x41 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">4 675 </div></div><div class="c xcf y6dd w9a h20"><div class="t m0 x85 h14 ye3 ff6 fs3 fc0 sc0 ls24 ws0">(2<span class="ls0">54 402) </span></div></div><div class="c x30 y6dd w9b h20"><div class="t m0 x74 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">228 480 </div></div><div class="c x8 y6de w96 h20"><div class="t m0 xd h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">wynik finansowy za 2022 rok </div></div><div class="c xc8 y6de w97 h20"><div class="t m0 x17 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xce y6de w98 h20"><div class="t m0 x1c h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y6de w99 h20"><div class="t m0 x2b h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xcf y6de w9a h20"><div class="t m0 x9d h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x30 y6de w9b h20"><div class="t m0 x74 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">210 990 </div></div><div class="c x8 y159 w96 h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">wycena programu płatności </div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">na bazie akcji* </div></div><div class="c xc8 y159 w97 h17"><div class="t m0 x17 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xce y159 w98 h17"><div class="t m0 x1c h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y159 w99 h17"><div class="t m0 x41 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">1 900 </div></div><div class="c xcf y159 w9a h17"><div class="t m0 x8c h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y159 w9b h17"><div class="t m0 x31 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">1 900 </div></div><div class="c x8 y6df w96 h20"><div class="t m0 xd h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">dywidenda </div></div><div class="c xc8 y6df w97 h20"><div class="t m0 x17 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xce y6df w98 h20"><div class="t m0 x1c h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y6df w99 h20"><div class="t m0 x2b h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xcf y6df w9a h20"><div class="t m0 x85 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">(100 000) </div></div><div class="c x30 y6df w9b h20"><div class="t m0 x6c h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">(100 000) </div></div><div class="c x8 y6e0 w96 h6c"><div class="t m0 xd h8 y457 ff4 fs3 fc0 sc0 ls0 ws0">transfer między kapitałami<span class="ff3"> </span></div></div><div class="c xc8 y6e0 w97 h6c"><div class="t m0 x14 h8 y457 ff3 fs3 fc0 sc0 ls0 ws0">(238 737) </div></div><div class="c xce y6e0 w98 h6c"><div class="t m0 x22 h8 y457 ff3 fs3 fc0 sc0 ls4 ws0">100<span class="ls0"> 000 </span></div></div><div class="c x96 y6e0 w99 h6c"><div class="t m0 x2b h8 y457 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xcf y6e0 w9a h6c"><div class="t m0 x9d h8 y457 ff3 fs3 fc0 sc0 ls4 ws0">138<span class="ls0"> 737 </span></div></div><div class="c x30 y6e0 w9b h6c"><div class="t m0 xd0 h14 y457 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y6e1 w96 h20"><div class="t m0 xd h14 ye3 ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudnia 202<span class="ff6">3 roku </span></div></div><div class="c xc8 y6e1 w97 h20"><div class="t m0 x16 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">213 770 </div></div><div class="c xce y6e1 w98 h20"><div class="t m0 x22 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">125 700 </div></div><div class="c x96 y6e1 w99 h20"><div class="t m0 x41 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">6 575 </div></div><div class="c xcf y6e1 w9a h20"><div class="t m0 x57 h14 ye3 ff6 fs3 fc0 sc0 ls24 ws0">(4<span class="ls0"> 675) </span></div></div><div class="c x30 y6e1 w9b h20"><div class="t m0 x74 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">341 370 </div></div><div class="c x8 y428 w96 h1b"><div class="t m0 xd1 h14 yc5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y428 w97 h1b"><div class="t m0 x1c h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xce y428 w98 h1b"><div class="t m0 x34 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y428 w99 h1b"><div class="t m0 x17 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y428 w9a h1b"><div class="t m0 x6c h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y428 w9b h1b"><div class="t m0 x5d h14 yc5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y6e2 w96 h17"><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 1 stycznia 2022 roku<span class="ff6"> </span></div><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">(przekształcone<span class="ff6">) </span></div></div><div class="c xc8 y6e2 w97 h17"><div class="t m0 x16 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">527 987 </div></div><div class="c xce y6e2 w98 h17"><div class="t m0 x19 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">25 700 </div></div><div class="c x96 y6e2 w99 h17"><div class="t m0 x41 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">2 975 </div></div><div class="c xcf y6e2 w9a h17"><div class="t m0 x85 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">(252 702) </div></div><div class="c x30 y6e2 w9b h17"><div class="t m0 x74 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">303 960 </div></div><div class="c x8 y6e3 w96 h20"><div class="t m0 xd h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">wynik finansowy za 2021 rok </div></div><div class="c xc8 y6e3 w97 h20"><div class="t m0 x17 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xce y6e3 w98 h20"><div class="t m0 x1c h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y6e3 w99 h20"><div class="t m0 x2b h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xcf y6e3 w9a h20"><div class="t m0 x9d h8 ycb ff3 fs3 fc0 sc0 ls4 ws0">201<span class="ls0"> 018 </span></div></div><div class="c x30 y6e3 w9b h20"><div class="t m0 x74 h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">201 018 </div></div><div class="c x8 y6e4 w96 h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">wycena programu płatności </div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">na bazie akcji* </div></div><div class="c xc8 y6e4 w97 h17"><div class="t m0 x17 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xce y6e4 w98 h17"><div class="t m0 x1c h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y6e4 w99 h17"><div class="t m0 x41 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c xcf y6e4 w9a h17"><div class="t m0 x8c h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x30 y6e4 w9b h17"><div class="t m0 x31 h14 yb3 ff6 fs3 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x8 y6e5 w96 h20"><div class="t m0 xd h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">dywidenda </div></div><div class="c xc8 y6e5 w97 h20"><div class="t m0 x5b h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">(78 198) </div></div><div class="c xce y6e5 w98 h20"><div class="t m0 x1c h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y6e5 w99 h20"><div class="t m0 x17 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y6e5 w9a h20"><div class="t m0 x85 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">(200 000) </div></div><div class="c x30 y6e5 w9b h20"><div class="t m0 x6c h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">(278 198) </div></div><div class="c x8 y6e6 w96 h20"><div class="t m0 xd h8 ycb ff4 fs3 fc0 sc0 ls0 ws0">transfer między kapitałami<span class="ff3"> </span></div></div><div class="c xc8 y6e6 w97 h20"><div class="t m0 x29 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">2 718 </div></div><div class="c xce y6e6 w98 h20"><div class="t m0 x1c h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y6e6 w99 h20"><div class="t m0 x17 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y6e6 w9a h20"><div class="t m0 x55 h8 ycb ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 718) </span></div></div><div class="c x30 y6e6 w9b h20"><div class="t m0 xd0 h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y6e7 w96 h20"><div class="t m0 xd h14 ycb ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudnia 2022 roku<span class="ff3"> </span></div></div><div class="c xc8 y6e7 w97 h20"><div class="t m0 x16 h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">452 507<span class="ff3"> </span></div></div><div class="c xce y6e7 w98 h20"><div class="t m0 x19 h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">25 700<span class="ff3"> </span></div></div><div class="c x96 y6e7 w99 h20"><div class="t m0 x41 h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">4 675<span class="ff3"> </span></div></div><div class="c xcf y6e7 w9a h20"><div class="t m0 x85 h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">(254 402)<span class="ff3"> </span></div></div><div class="c x30 y6e7 w9b h20"><div class="t m0 x74 h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">228 480 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y6e8 ff4 fs0 fc0 sc0 ls0 ws0">*płatności w formie ak<span class="_ _0"></span>cji dotyczą premii mo<span class="_ _0"></span>tywacyjnej opi<span class="_ _0"></span>sanej w <span class="_ _0"></span><span class="ff3">nocie 31<span class="ls1">.4.1.<span class="_ _0"></span></span> </span></div></div><div class="c x8 y5e4 w9c h77"><div class="t m0 x14 h54 ya3 ff8 fs0 fc0 sc0 ls0 ws0">Imię i Nazwisko (naz<span class="_ _0"></span>wa)<span class="ff2"> </span></div></div><div class="c xd2 y5e4 w9d h77"><div class="t m0 x19 h54 y508 ff2 fs0 fc0 sc0 ls0 ws0">Liczba akcji </div><div class="t m0 x11 h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">uprzywilejowanych<span class="_ _0"></span> </div></div><div class="c xd3 y5e4 w57 h77"><div class="t m0 x43 h54 y508 ff2 fs0 fc0 sc0 ls0 ws0">Liczba akcji </div><div class="t m0 xd4 h54 y1a2 ff8 fs0 fc0 sc0 ls0 ws0">zwykłych<span class="ff2"> </span></div></div><div class="c x79 y5e4 w9e h77"><div class="t m0 x32 h54 y508 ff2 fs0 fc0 sc0 ls0 ws0">Liczba </div><div class="t m0 xd4 h54 y1a2 ff8 fs0 fc0 sc0 ls0 ws0">głosów<span class="ff2"> </span></div></div><div class="c xaa y5e4 w9f h77"><div class="t m0 x14 h54 y508 ff8 fs0 fc0 sc0 ls0 ws0">% głosów </div><div class="t m0 x5b h54 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">na WZA </div></div><div class="c x8 y6e9 w9c had"><div class="t m0 xd h6 y5e1 ff3 fs0 fc0 sc0 ls0 ws0">AEREF V PL INVESTMEN<span class="_ _0"></span>T </div><div class="t m0 xd h6 y10e ff3 fs0 fc0 sc0 ls0 ws0">S.A.R.L. </div></div><div class="c xd2 y6e9 w9d had"><div class="t m0 x45 h6 y155 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xd3 y6e9 w57 had"><div class="t m0 x85 h6 y155 ff3 fs0 fc0 sc0 ls2 ws0">27<span class="ls0"> 760 000<span class="_ _0"></span> </span></div></div><div class="c x79 y6e9 w9e had"><div class="t m0 xd4 h6 y155 ff3 fs0 fc0 sc0 ls2 ws0">27<span class="ls0"> 760 000<span class="_ _0"></span> </span></div></div><div class="c xaa y6e9 w9f had"><div class="t m0 x38 h6 y155 ff3 fs0 fc0 sc0 ls2 ws0">68,04%<span class="ls0"> </span></div></div><div class="c x8 y6ea w9c hae"><div class="t m0 xd h6 y6eb ff3 fs0 fc0 sc0 ls0 ws0">Nationale-Nederlanden<span class="_ _0"></span> </div><div class="t m0 xd h6 y6ec ff3 fs0 fc0 sc0 ls0 ws0">Powszechne Towarzy<span class="_ _0"></span>stwo </div><div class="t m0 xd h6 y557 ff3 fs0 fc0 sc0 ls0 ws0">Emerytalne S.A.<span class="_ _0"></span> </div></div><div class="c xd2 y6ea w9d hae"><div class="t m0 x45 h6 y6ec ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xd3 y6ea w57 hae"><div class="t m0 x54 h6 y6ec ff3 fs0 fc0 sc0 ls0 ws0">2 <span class="ls2">960 000</span> </div></div><div class="c x79 y6ea w9e hae"><div class="t m0 x19 h6 y6ec ff3 fs0 fc0 sc0 ls0 ws0">2 <span class="ls2">960 000</span> </div></div><div class="c xaa y6ea w9f hae"><div class="t m0 x9d h6 y6ec ff3 fs0 fc0 sc0 ls2 ws0">7,25%<span class="ls0"> </span></div></div><div class="c x8 y6ed w9c h89"><div class="t m0 xd h6 y54b ff3 fs0 fc0 sc0 ls0 ws0">Hampont sp. z o.<span class="_ _0"></span>o. </div></div><div class="c xd2 y6ed w9d h89"><div class="t m0 x45 h6 y54b ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xd3 y6ed w57 h89"><div class="t m0 x54 h6 y54b ff3 fs0 fc0 sc0 ls0 ws0">2 <span class="ls2">040 000</span> </div></div><div class="c x79 y6ed w9e h89"><div class="t m0 x19 h6 y54b ff3 fs0 fc0 sc0 ls0 ws0">2 <span class="ls2">040 000</span> </div></div><div class="c xaa y6ed w9f h89"><div class="t m0 x9d h6 y54b ff3 fs0 fc0 sc0 ls2 ws0">5,00%<span class="ls0"> </span></div></div><div class="c x8 y6ee w9c h26"><div class="t m0 xd h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">Pozostali </div></div><div class="c xd2 y6ee w9d h26"><div class="t m0 x45 h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xd3 y6ee w57 h26"><div class="t m0 x54 h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">8 <span class="ls2">040 000</span> </div></div><div class="c x79 y6ee w9e h26"><div class="t m0 x19 h6 y501 ff3 fs0 fc0 sc0 ls0 ws0">8 <span class="ls2">040 000</span> </div></div><div class="c xaa y6ee w9f h26"><div class="t m0 x38 h6 y501 ff3 fs0 fc0 sc0 ls2 ws0">19,71%<span class="ls0"> </span></div></div><div class="c x8 y6ef w9c h26"><div class="t m0 x53 h42 y109 ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y6ef w9d h26"><div class="t m0 x4b h59 y501 ff6 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xd3 y6ef w57 h26"><div class="t m0 x85 h59 y501 ff6 fs0 fc0 sc0 ls22 ws0">40<span class="ls0"> 800 000 </span></div></div><div class="c x79 y6ef w9e h26"><div class="t m0 x2e h59 y501 ff6 fs0 fc0 sc0 ls22 ws0">40<span class="ls0"> 800 000 </span></div></div><div class="c xaa y6ef w9f h26"><div class="t m0 x9e h59 y501 ff6 fs0 fc0 sc0 ls22 ws0">100%<span class="ls0"> </span></div></div></div><div class="pi"></div></div>
<div id="pf38" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc38 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y6f0 w4 haf" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">56<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Pozostały <span class="_ _11"></span>kap<span class="_ _0"></span>itał <span class="_ _11"></span>rez<span class="_ _0"></span>erwowy <span class="_ _11"></span>obejm<span class="_ _0"></span>uje <span class="_ _11"></span>kap<span class="_ _0"></span>itał <span class="_ _11"></span>pr<span class="_ _0"></span>zeznaczony <span class="_ _13"></span>na <span class="_ _11"></span>wyp<span class="_ _0"></span>łatę <span class="_ _11"></span>zaliczek<span class="_ _0"></span> <span class="_ _11"></span>na <span class="_ _13"></span>poczet </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">dywidendy <span class="_ _20"> </span>lub <span class="_ _14"> </span>dywidendy <span class="_ _14"> </span>z <span class="_ _14"> </span>uwzględnien<span class="_ _0"></span>iem <span class="_ _14"> </span>regulacji <span class="_ _14"> </span>wyn<span class="_ _0"></span>ikających <span class="_ _14"> </span>z <span class="_ _14"> </span>kodeksu <span class="_ _14"> </span>spółek<span class="_ _0"></span> </div><div class="t m0 x8 h6 y18a ff3 fs0 fc0 sc0 ls0 ws0">handlowych.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1de ff3 fs0 fc0 sc0 ls0 ws0">P<span class="ff4">ozycja <span class="_ _a"> </span>Zy<span class="_ _0"></span>ski <span class="_ _19"> </span>zatrzymane/niepokryte <span class="_ _19"> </span>straty <span class="_ _19"> </span>obejmuje <span class="_ _19"> </span>również <span class="_ _a"> </span>kw<span class="_ _0"></span>oty, <span class="_ _a"> </span>kt<span class="_ _0"></span>óre <span class="_ _a"> </span>nie<span class="_ _0"></span> <span class="_ _a"> </span>podl<span class="_ _0"></span>egają </span></div><div class="t m0 x8 h6 y1df ff4 fs0 fc0 sc0 ls0 ws0">podziałowi, to znac<span class="_ _0"></span>zy nie mogą zostać <span class="_ _0"></span>wypłacone w formie dy<span class="_ _0"></span>widendy<span class="_ _0"></span><span class="ff3">. </span></div><div class="t m0 x8 h6 y1e0 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y245 ff4 fs0 fc0 sc0 ls0 ws0">Informacje <span class="_ _18"> </span>na <span class="_ _18"> </span>temat <span class="_ _18"> </span>dywi<span class="_ _0"></span>dend <span class="_ _18"> </span>wypłaconych <span class="_ _18"> </span>oraz <span class="_ _18"> </span>zapr<span class="_ _0"></span>oponowanych <span class="_ _18"> </span>do <span class="_ _18"> </span>wypłaty <span class="_ _18"> </span>zostały<span class="_ _0"></span> </div><div class="t m0 x8 h6 y31d ff3 fs0 fc0 sc0 ls0 ws0">zaprezentowane w n<span class="_ _0"></span>ocie 15.<span class="_ _0"></span> </div><div class="t m0 x8 h41 y31f ff6 fs6 fc0 sc0 ls0 ws0">26.<span class="ffc"> <span class="_ _1b"> </span></span> Oprocento<span class="_ _5"></span>wane kredyty ban<span class="_ _5"></span>kowe<span class="ls2b">, </span><span class="ff7">pożyczki</span> <span class="ff7">oraz po<span class="_ _5"></span>zostałe </span></div><div class="t m0 x5d he y6f1 ff7 fs6 fc0 sc0 ls0 ws0">zobowiązania <span class="_ _5"></span>finansowe<span class="ff6"> </span></div></div><div class="c x8 y6f2 wa0 h27"><div class="t m0 xd h8 y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y6f2 wa1 h27"><div class="t m0 x12 h12 y104 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x8f y6f2 wa2 h27"><div class="t m0 x1a h12 y104 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y6f3 wa0 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Krótkoterminowe<span class="ff6"> </span></div></div><div class="c xd5 y6f3 wa1 h15"><div class="t m0 xb h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">72 054 </div></div><div class="c x8f y6f3 wa2 h15"><div class="t m0 x9 h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">50 194 </div></div><div class="c x8 y439 wa0 h26"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Kredyty </div></div><div class="c xd5 y439 wa1 h26"><div class="t m0 xb h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">63 398 </div></div><div class="c x8f y439 wa2 h26"><div class="t m0 x9 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">46 675 </div></div><div class="c x8 y6f4 wa0 hb0"><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">Pożyczki<span class="ff3"> </span></div></div><div class="c xd5 y6f4 wa1 hb0"><div class="t m0 xa h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">3 093 </div></div><div class="c x8f y6f4 wa2 hb0"><div class="t m0 xbe h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">3 093 </div></div><div class="c x8 y6f5 wa0 hb1"><div class="t m0 xd h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">Wycena instrumentu pochodnego IRS </div></div><div class="c xd5 y6f5 wa1 hb1"><div class="t m0 xa h8 y10e ff3 fs3 fc0 sc0 ls4 ws0">4 <span class="ls0">095 </span></div></div><div class="c x8f y6f5 wa2 hb1"><div class="t m0 x7b h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y112 wa0 h84"><div class="t m0 xd h8 y12e ff4 fs3 fc0 sc0 ls0 ws0">Wycena udzielonych poręczeń, </div><div class="t m0 xd h8 yf1 ff4 fs3 fc0 sc0 ls0 ws0">zabezpieczeń, gwarancji<span class="ff3"> </span></div></div><div class="c xd5 y112 wa1 h84"><div class="t m0 xa h8 y6f6 ff3 fs3 fc0 sc0 ls0 ws0">1 468 </div></div><div class="c x8f y112 wa2 h84"><div class="t m0 xb0 h8 y6f6 ff3 fs3 fc0 sc0 ls4 ws0">426<span class="ls0"> </span></div></div><div class="c x8 y6f7 wa0 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Długoterminowe<span class="ff6"> </span></div></div><div class="c xd5 y6f7 wa1 h15"><div class="t m0 xb4 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">558 040 </div></div><div class="c x8f y6f7 wa2 h15"><div class="t m0 x31 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">534 866 </div></div><div class="c x8 y6f8 wa0 h2e"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Kredyty </div></div><div class="c xd5 y6f8 wa1 h2e"><div class="t m0 x7b h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0">391 452 </div></div><div class="c x8f y6f8 wa2 h2e"><div class="t m0 x31 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0">365 669 </div></div><div class="c x8 y6f9 wa0 h27"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Pożyczki<span class="ff3"> </span></div></div><div class="c xd5 y6f9 wa1 h27"><div class="t m0 x7b h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">163 636 </div></div><div class="c x8f y6f9 wa2 h27"><div class="t m0 x31 h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">169 197 </div></div><div class="c x8 y586 wa0 h26"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Wycena instrumentu pochodnego IRS </div></div><div class="c xd5 y586 wa1 h26"><div class="t m0 xa h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0">2 952 </div></div><div class="c x8f y586 wa2 h26"><div class="t m0 x7b h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y6fa wa0 h15"><div class="t m0 xd h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xd5 y6fa wa1 h15"><div class="t m0 xb4 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">630 094 </div></div><div class="c x8f y6fa wa2 h15"><div class="t m0 x31 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">585 060 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y6fb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y6fc ff3 fs0 fc0 sc0 ls0 ws0">Wycena <span class="_ _11"></span>udzielonych <span class="_ _11"></span><span class="ff4">poręczeń, <span class="_ _11"></span>zabezpieczeń <span class="_ _11"></span>i <span class="_ _9"></span>gwa<span class="_ _0"></span>rancji <span class="_ _9"></span>jest <span class="_ _11"></span>przygotowywa<span class="_ _0"></span>na <span class="_ _9"></span>w <span class="_ _11"></span>oparciu <span class="_ _9"></span>o<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y6fd ff3 fs0 fc0 sc0 ls0 ws0">udzielone <span class="_ _13"></span><span class="ff4">pr<span class="_ _0"></span>zez <span class="_ _13"></span>Spółkę<span class="_ _0"></span></span> <span class="_ _13"></span><span class="ff4">poręczenia, <span class="_ _10"> </span>zabezpi<span class="_ _0"></span>eczenia <span class="_ _10"> </span>i <span class="_ _13"></span>gwaranc<span class="_ _0"></span>je <span class="_ _13"></span>w <span class="_ _13"></span>Grup<span class="_ _0"></span>ie <span class="_ _13"></span>(dla <span class="_ _10"> </span>zobowiązań </span></div><div class="t m0 x8 h6 y6fe ff3 fs0 fc0 sc0 ls0 ws0">finansowych oraz handl<span class="_ _0"></span>owych)<span class="_ _0"></span>.  </div><div class="t m0 x8 h6 y6ff ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h54 y700 ff2 fs0 fc0 sc0 ls0 ws0">Kredyty </div><div class="t m0 x8 h6 y1a9 ff3 fs0 fc0 sc0 ls0 ws0">Umowy kredytowe <span class="_ _0"></span>udzielone <span class="ff4">Sp<span class="_ _0"></span>ółce </span>na 31.12.<span class="ls2">20</span>2<span class="_ _0"></span>3 roku: </div></div><div class="c x8 y701 wa3 hb2"><div class="t m0 xd h3d y489 ff6 fs9 fc0 sc0 ls0 ws0">Bank </div></div><div class="c xd6 y701 wa4 hb2"><div class="t m0 xd h3d y489 ff6 fs9 fc0 sc0 ls0 ws0">Kredytobiorca<span class="_ _5"></span> </div></div><div class="c xd7 y701 wa5 hb2"><div class="t m0 xd h3d y6d9 ff6 fs9 fc0 sc0 ls0 ws0">Maksymalna </div><div class="t m0 x28 h3d y489 ff6 fs9 fc0 sc0 ls0 ws0">kwota </div><div class="t m0 x29 h3d y702 ff6 fs9 fc0 sc0 ls0 ws0">kredytu </div></div><div class="c xd8 y701 wa6 hb2"><div class="t m0 x38 h3d y6d9 ff7 fs9 fc0 sc0 ls0 ws0">Bieżące </div><div class="t m0 xd h3d y489 ff6 fs9 fc0 sc0 ls0 ws0">wykorzystanie<span class="_ _5"></span> </div><div class="t m0 x36 h3d y702 ff6 fs9 fc0 sc0 ls0 ws0">kredytu </div></div><div class="c xd9 y701 wa5 hb2"><div class="t m0 x3e h3d y6d9 ff6 fs9 fc0 sc0 ls0 ws0">Ostateczny </div><div class="t m0 x28 h3d y489 ff6 fs9 fc0 sc0 ls0 ws0">termin </div><div class="t m0 x28 h3d y702 ff7 fs9 fc0 sc0 ls0 ws0">spłaty<span class="ff6"> </span></div></div><div class="c xda y701 wa7 hb2"><div class="t m0 xd h3d y489 ff6 fs9 fc0 sc0 ls0 ws0">Oprocentowanie<span class="_ _5"></span> </div></div><div class="c x8 y703 wa3 hb3"><div class="t m0 xd h39 y704 ff4 fs9 fc0 sc0 ls0 ws0">Konsorcjum ba<span class="_ _5"></span>nków: </div><div class="t m0 xd h39 y705 ff3 fs9 fc0 sc0 ls0 ws0">PEKAO </div><div class="t m0 xd h39 y706 ff3 fs9 fc0 sc0 ls0 ws0">S.A./SANTA<span class="_ _5"></span>NDER Bank </div><div class="t m0 xd h39 y48d ff3 fs9 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c xd6 y703 wa4 hb3"><div class="t m0 x3e h39 y707 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c xd7 y703 wa5 hb3"><div class="t m0 x29 h39 y707 ff3 fs9 fc0 sc0 ls0 ws0">550 000 </div></div><div class="c xd8 y703 wa6 hb3"><div class="t m0 x28 h39 y707 ff3 fs9 fc0 sc0 ls0 ws0">478 300 </div></div><div class="c xd9 y703 wa5 hb3"><div class="t m0 x5b h39 y707 ff3 fs9 fc0 sc0 ls0 ws0">30.06.2026 </div></div><div class="c xda y703 wa7 hb3"><div class="t m0 x41 h39 y705 ff3 fs9 fc0 sc0 ls0 ws0">WIBOR 3M + </div><div class="t m0 x17 h39 y706 ff4 fs9 fc0 sc0 ls0 ws0">marża<span class="ff3 fc4"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y1db ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h42 y1dc ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf39" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc39 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y708 w4 hb4" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">57<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Główne zabezpieczeni<span class="_ _0"></span>a kredytów na 31.1<span class="_ _0"></span>2.202<span class="ff3">3<span class="_ _0"></span> r.: </span></div></div><div class="c x8 y709 wa8 hb5"><div class="t m0 xd h8 y70a ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h6 y70b ff4 fs0 fc0 sc0 ls0 ws0">1. Hipoteka łączna do k<span class="_ _0"></span>woty 825.000.00<span class="_ _0"></span>0 PLN<span class="ff3"> </span></div><div class="t m0 xd h6 y70c ff4 fs0 fc0 sc0 ls0 ws0">2. <span class="_ _13"></span>umowy <span class="_ _13"> </span>ustan<span class="_ _0"></span>owienia <span class="_ _13"> </span>zastaw<span class="_ _0"></span>ów <span class="_ _13"></span>rejestrowych<span class="_ _0"></span> <span class="_ _13"></span>i <span class="_ _13"></span>finansowych <span class="_ _10"> </span>na <span class="_ _13"></span>prawach <span class="_ _10"> </span>do <span class="_ _13"></span>rachunków </div><div class="t m0 xd h6 y70d ff4 fs0 fc0 sc0 ls0 ws0">bankowych <span class="_ _17"> </span>zawarte <span class="_ _17"> </span>p<span class="_ _0"></span>omiędzy <span class="_ _18"> </span>kredytobiorcą <span class="_ _17"> </span>oraz <span class="_ _17"> </span>każdą<span class="_ _0"></span> <span class="_ _10"> </span>spółk<span class="_ _0"></span>ą <span class="_ _17"> </span>przystępującą <span class="_ _17"> </span>do <span class="_ _17"> </span>dług<span class="_ _0"></span>u </div><div class="t m0 xd h6 y70e ff3 fs0 fc0 sc0 ls0 ws0">jako <span class="_ _5"></span>zastawca<span class="_ _0"></span>mi <span class="_ _5"></span>a <span class="_ _5"></span>Ban<span class="_ _0"></span>k <span class="_ _5"></span>Polska Kasa <span class="_ _5"></span>Opieki S.A. <span class="_ _7"></span>ja<span class="_ _0"></span>ko <span class="_ _5"></span>zastawn<span class="_ _0"></span>ikiem <span class="_ _5"></span>i administratorem <span class="_ _5"></span>zastaw<span class="_ _0"></span>u </div><div class="t m0 xd h6 y70f ff3 fs0 fc0 sc0 ls0 ws0">rejestrowego ora<span class="_ _0"></span>z Santander Bank Polska<span class="_ _0"></span> S.A. jako zastawn<span class="_ _0"></span>ikiem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y710 ff4 fs0 fc0 sc0 ls0 ws0">3. <span class="_ _19"> </span>umowy<span class="_ _0"></span> <span class="_ _19"> </span>ustanowien<span class="_ _0"></span>ia <span class="_ _19"> </span>zastaw<span class="_ _0"></span>u <span class="_ _19"> </span>rejestroweg<span class="_ _0"></span>o <span class="_ _1a"> </span>i <span class="_ _19"> </span>zastawów <span class="_ _1a"> </span>finansowyc<span class="_ _0"></span>h <span class="_ _19"> </span>na <span class="_ _1a"> </span>akcjach <span class="_ _1a"> </span>w </div><div class="t m0 xd h6 y711 ff4 fs0 fc0 sc0 ls0 ws0">Murapol  S.A.,  Murapol  Real  Estate <span class="_ _1c"> </span>S.A.,  Cross  Bud  S.A.  i <span class="_ _1c"> </span>Partner  S.A.  zawarte  pomiędzy </div><div class="t m0 xd h6 y712 ff3 fs0 fc0 sc0 ls0 ws0">akcjonariuszami <span class="_ _1a"> </span>jako <span class="_ _1a"> </span>za<span class="_ _0"></span>stawcami <span class="_ _1a"> </span>a <span class="_ _19"> </span>Ba<span class="_ _0"></span>nk <span class="_ _1a"> </span>Polska <span class="_ _1a"> </span>Kasa <span class="_ _1a"> </span>Opieki <span class="_ _1a"> </span>S.A. <span class="_ _1a"> </span>jako <span class="_ _1a"> </span>zastawniki<span class="_ _0"></span>em <span class="_ _19"> </span>i </div><div class="t m0 xd h6 y713 ff3 fs0 fc0 sc0 ls0 ws0">administratorem <span class="_ _0"></span>zastawu rejestroweg<span class="_ _0"></span>o oraz Santander B<span class="_ _0"></span>ank Polska S.A. jak<span class="_ _0"></span>o zastawnikiem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y714 ff4 fs0 fc0 sc0 ls0 ws0">4.  u<span class="_ _5"></span>mowa  ustanowieni<span class="_ _0"></span>a  zastawu <span class="_ _1c"> </span>rejestroweg<span class="_ _0"></span>o <span class="_ _1c"> </span>i<span class="_ _0"></span> <span class="_ _1c"> </span>zastawów<span class="_ _0"></span> <span class="_ _1c"> </span>finansowych<span class="_ _0"></span>  na <span class="_ _1c"> </span>udziałach  w </div><div class="t m0 xd h6 y715 ff4 fs0 fc0 sc0 ls0 ws0">spółkach <span class="_ _c"> </span>przystępujących<span class="_ _0"></span> <span class="_ _31"> </span>do <span class="_ _31"> </span>długu <span class="_ _31"> </span>(b<span class="_ _0"></span>ędących <span class="_ _31"> </span>spółk<span class="_ _0"></span>ami <span class="_ _31"> </span>z <span class="_ _31"> </span>ogranicz<span class="_ _0"></span>oną </div><div class="t m0 xd h6 y716 ff4 fs0 fc0 sc0 ls0 ws0">odpowiedzialności<span class="_ _0"></span>ą) <span class="_ _13"></span>zawarta <span class="_ _13"> </span>pomi<span class="_ _0"></span>ędzy <span class="_ _13"></span>wspólni<span class="_ _0"></span>kami <span class="_ _13"></span>jako <span class="_ _10"> </span>zastawcami <span class="_ _13"> </span>a<span class="_ _0"></span> <span class="_ _13"></span>Bank <span class="_ _10"> </span>Polska <span class="_ _13"></span>Kasa </div><div class="t m0 xd h6 y717 ff3 fs0 fc0 sc0 ls0 ws0">Opieki <span class="_ _9"></span>S.A. <span class="_ _9"></span>jako<span class="_ _0"></span> <span class="_ _9"></span>zastawn<span class="_ _0"></span>ikiem <span class="_ _9"></span>i <span class="_ _9"></span>admini<span class="_ _0"></span>stratorem <span class="_ _9"></span>za<span class="_ _0"></span>stawu <span class="_ _9"></span>rejestrowego<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>San<span class="_ _0"></span>tander <span class="_ _9"></span>Bank<span class="_ _0"></span> </div><div class="t m0 xd h6 y718 ff3 fs0 fc0 sc0 ls0 ws0">Polska S.A jako zasta<span class="_ _0"></span>wnikiem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y719 ff4 fs0 fc0 sc0 ls0 ws0">5. <span class="_ _11"></span>umowa <span class="_ _13"></span>ustanowienia <span class="_ _13"></span>zastawów <span class="_ _13"></span>rejestrowych <span class="_ _13"></span>i <span class="_ _11"></span>zastawów <span class="_ _13"></span>zwykłych <span class="_ _13"></span>na <span class="_ _11"></span>wierzyteln<span class="_ _0"></span>ościach </div><div class="t m0 xd h6 y71a ff4 fs0 fc0 sc0 ls0 ws0">pieniężnyc<span class="_ _0"></span>h <span class="_ _20"> </span>wspólni<span class="_ _0"></span>ków <span class="_ _20"> </span>w <span class="_ _27"> </span>spółkac<span class="_ _0"></span>h <span class="_ _20"> </span>przystęp<span class="_ _0"></span>ującyc<span class="_ _0"></span>h <span class="_ _20"> </span>do <span class="_ _27"> </span>długu <span class="_ _27"> </span>(będą<span class="_ _0"></span>cych <span class="_ _27"> </span>spółkami </div><div class="t m0 xd h6 y71b ff4 fs0 fc0 sc0 ls0 ws0">jawnymi) <span class="_ _10"> </span>zawarta <span class="_ _13"> </span>pomię<span class="_ _0"></span>dzy <span class="_ _13"></span>wspólnik<span class="_ _0"></span>ami <span class="_ _13"></span>jako <span class="_ _13"> </span>za<span class="_ _0"></span>stawcami <span class="_ _13"> </span>a<span class="_ _0"></span> <span class="_ _13"></span>Bank <span class="_ _13"> </span>Polska<span class="_ _0"></span> <span class="_ _13"></span>Kasa <span class="_ _13"> </span>Opi<span class="_ _0"></span>eki <span class="_ _13"></span>S.A. </div><div class="t m0 xd h6 y71c ff3 fs0 fc0 sc0 ls0 ws0">jako <span class="_ _11"></span>zastawni<span class="_ _0"></span>kiem <span class="_ _11"></span>i <span class="_ _11"></span>adm<span class="_ _0"></span>inistratorem <span class="_ _11"></span>zasta<span class="_ _0"></span>wu <span class="_ _11"></span>rejestrow<span class="_ _0"></span>ego <span class="_ _11"></span>oraz <span class="_ _13"></span>Santander <span class="_ _11"></span>Ba<span class="_ _0"></span>nk <span class="_ _11"></span>Polska <span class="_ _11"></span>S.<span class="_ _0"></span>A </div><div class="t m0 xd h6 y71d ff3 fs0 fc0 sc0 ls0 ws0">jako zastawnikiem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y71e ff4 fs0 fc0 sc0 ls0 ws0">6. <span class="_ _13"></span>umowa <span class="_ _13"></span>ustanowieni<span class="_ _0"></span>a <span class="_ _11"></span>zastaw<span class="_ _0"></span>u <span class="_ _11"></span>reje<span class="_ _0"></span>strowego <span class="_ _13"></span>na <span class="_ _13"></span>zbiorze <span class="_ _13"></span>rzeczy <span class="_ _13"> </span>i <span class="_ _13"> </span>pra<span class="_ _0"></span>w <span class="_ _13"></span>zawarta <span class="_ _13"></span>pomiędzy<span class="_ _0"></span> </div><div class="t m0 xd h6 y71f ff4 fs0 fc0 sc0 ls0 ws0">kredytobiorcą <span class="_ _11"></span>jako <span class="_ _9"></span>zas<span class="_ _0"></span>tawcą <span class="_ _9"></span>a <span class="_ _11"></span>Bank <span class="_ _9"></span>Polska<span class="_ _0"></span> <span class="_ _9"></span>Kasa<span class="_ _0"></span> <span class="_ _9"></span>Opieki <span class="_ _11"></span>S.A. <span class="_ _9"></span>jako<span class="_ _0"></span> <span class="_ _9"></span>admini<span class="_ _0"></span>stratorem <span class="_ _9"></span>zastaw<span class="_ _0"></span>u </div><div class="t m0 xd h6 y720 ff3 fs0 fc0 sc0 ls0 ws0">rejestrowego;<span class="_ _0"></span> </div><div class="t m0 xd h6 y721 ff4 fs0 fc0 sc0 ls0 ws0">7. <span class="_ _5"></span>umowa u<span class="_ _5"></span>stan<span class="_ _0"></span>owienia <span class="_ _5"></span>zastawó<span class="_ _0"></span>w <span class="_ _5"></span>zwykłych i <span class="_ _5"></span>zastawu <span class="_ _5"></span>rejestrowego <span class="_ _5"></span>na prawach o<span class="_ _5"></span>chronny<span class="_ _0"></span>ch </div><div class="t m0 xd h6 y722 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _18"> </span>znaki <span class="_ _18"> </span>towarowe <span class="_ _18"> </span>zawarta <span class="_ _18"> </span>pomiędzy<span class="_ _0"></span> <span class="_ _17"> </span>kredy<span class="_ _0"></span>tobiorcą <span class="_ _18"> </span>jako <span class="_ _18"> </span>zastawc<span class="_ _0"></span>ą <span class="_ _17"> </span>a <span class="_ _1c"> </span>Bank <span class="_ _18"> </span>Polska <span class="_ _18"> </span>Kasa </div><div class="t m0 xd h6 y723 ff3 fs0 fc0 sc0 ls0 ws0">Opieki <span class="_ _9"></span>S.A. <span class="_ _9"></span>jako<span class="_ _0"></span> <span class="_ _9"></span>zastawnikiem <span class="_ _11"></span>i <span class="_ _0"></span>a<span class="_ _0"></span>dministratorem <span class="_ _11"></span>zastawu <span class="_ _9"></span>rejestro<span class="_ _0"></span>wego <span class="_ _9"></span>oraz <span class="_ _9"></span>Santander<span class="_ _0"></span> <span class="_ _9"></span>Bank </div><div class="t m0 xd h6 y724 ff3 fs0 fc0 sc0 ls0 ws0">Polska S.A jako zasta<span class="_ _0"></span>wnikiem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y725 ff4 fs0 fc0 sc0 ls0 ws0">8. <span class="_ _12"> </span>umowa <span class="_ _8"> </span>p<span class="_ _0"></span>odporzą<span class="_ _0"></span>dkowania <span class="_ _12"> </span>wierzytelności <span class="_ _12"> </span>oraz <span class="_ _12"> </span>przelewu <span class="_ _12"> </span>podporządkowany<span class="_ _0"></span>ch </div><div class="t m0 xd h6 y726 ff4 fs0 fc0 sc0 ls0 ws0">wierzytelności <span class="_ _11"></span>zawarta <span class="_ _9"></span>p<span class="_ _0"></span>omiędzy <span class="_ _9"></span>k<span class="_ _0"></span>redytobiorcą <span class="_ _11"></span>oraz <span class="_ _9"></span>ka<span class="_ _0"></span>żdą <span class="_ _9"></span>sp<span class="_ _0"></span>ółką <span class="_ _9"></span>przys<span class="_ _0"></span>tępującą <span class="_ _9"></span>do<span class="_ _0"></span> <span class="_ _9"></span>dł<span class="_ _0"></span>ugu </div><div class="t m0 xd h6 y727 ff4 fs0 fc0 sc0 ls0 ws0">jako <span class="_ _9"></span>pożyczkobiorcą<span class="_ _0"></span>, <span class="_ _9"></span>wierzyc<span class="_ _0"></span>ielami <span class="_ _9"></span>podporządk<span class="_ _0"></span>owanymi <span class="_ _9"></span>oraz <span class="_ _9"></span>Ban<span class="_ _0"></span>k <span class="_ _9"></span>Polska <span class="_ _9"></span>Ka<span class="_ _0"></span>sa <span class="_ _9"></span>Opieki <span class="_ _9"></span>S.<span class="_ _0"></span>A. </div><div class="t m0 xd h6 y728 ff3 fs0 fc0 sc0 ls0 ws0">jako banki<span class="_ _0"></span>em; </div><div class="t m0 xd h6 y729 ff4 fs0 fc0 sc0 ls0 ws0">9. <span class="_ _9"></span>umowa <span class="_ _11"></span>przelewu <span class="_ _9"></span>wierzy<span class="_ _0"></span>telności <span class="_ _9"></span>zawarta <span class="_ _11"></span>dnia <span class="_ _9"></span>27 <span class="_ _11"></span>września <span class="_ _9"></span>2022 <span class="_ _11"></span>r. <span class="_ _9"></span>pomi<span class="_ _0"></span>ędzy <span class="_ _9"></span>Murapol <span class="_ _11"></span>S.A., </div><div class="t m0 xd h6 y72a ff4 fs0 fc0 sc0 ls0 ws0">Murapol <span class="_ _0"></span>Real <span class="_ _0"></span>Estat<span class="_ _0"></span>e <span class="_ _0"></span>S.A., <span class="_ _0"></span>Murap<span class="_ _0"></span>ol <span class="_ _0"></span>Projekt <span class="_ _0"></span>sp<span class="_ _0"></span>ółka <span class="_ _0"></span>z <span class="_ _0"></span>ograniczoną <span class="_ _9"></span>odpowiedz<span class="_ _0"></span>ialnością <span class="_ _0"></span>23 <span class="_ _9"></span>sp.j., </div><div class="t m0 xd h6 y72b ff3 fs0 fc0 sc0 ls0 ws0">Murapol <span class="_ _13"></span>Projekt <span class="_ _13"></span>43 <span class="_ _13"> </span>sp. <span class="_ _13"></span>z <span class="_ _13"> </span>o.o. <span class="_ _13"> </span>oraz<span class="_ _0"></span> <span class="_ _11"></span>M<span class="_ _0"></span>urapol <span class="_ _13"></span>Projekt <span class="_ _13"></span>59 <span class="_ _13"></span>sp. <span class="_ _13"></span>z <span class="_ _13"> </span>o.o., <span class="_ _13"> </span>jak<span class="_ _0"></span>o <span class="_ _11"></span>ced<span class="_ _0"></span>e<span class="_ _0"></span>ntami <span class="_ _13"></span>oraz <span class="_ _13"></span>Bank </div><div class="t m0 xd h6 y72c ff3 fs0 fc0 sc0 ls0 ws0">Polska Kasa Opiek<span class="_ _0"></span>i S.A. jako cesjonari<span class="_ _0"></span>uszem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y72d ff4 fs0 fc0 sc0 ls0 ws0">10. <span class="_ _9"></span>oświadczenie <span class="_ _11"></span>Murapol <span class="_ _9"></span>Real <span class="_ _9"></span>Esta<span class="_ _0"></span>te <span class="_ _9"></span>S.A., <span class="_ _9"></span>Mura<span class="_ _0"></span>pol <span class="_ _9"></span>Projekt <span class="_ _9"></span>43 <span class="_ _9"></span>sp. <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _9"></span>o.o., <span class="_ _9"></span>Murapol <span class="_ _9"></span>Pr<span class="_ _0"></span>ojekt <span class="_ _9"></span>59 </div><div class="t m0 xd h6 y72e ff4 fs0 fc0 sc0 ls0 ws0">sp. <span class="_ _13"></span>z <span class="_ _13"></span>o.o., <span class="_ _10"> </span>Murapol <span class="_ _10"> </span>Projekt <span class="_ _13"> </span>spółka <span class="_ _10"> </span>z <span class="_ _13"> </span>ogran<span class="_ _0"></span>iczoną <span class="_ _13"> </span>odpowied<span class="_ _0"></span>zialnością <span class="_ _10"> </span>23 <span class="_ _13"></span>sp.j. <span class="_ _10"> </span>oraz <span class="_ _13"></span>Murap<span class="_ _0"></span>ol </div><div class="t m0 xd h6 y72f ff4 fs0 fc0 sc0 ls0 ws0">Projekt spółka z ogran<span class="_ _0"></span>iczoną odpowiedzi<span class="_ _0"></span>alnością Garbarn<span class="_ _0"></span>ia sp.j., <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd h6 y730 ff4 fs0 fc0 sc0 ls0 ws0">11. <span class="_ _0"></span>oświa<span class="_ _0"></span>dczenie <span class="_ _0"></span>kredy<span class="_ _0"></span>tobiorcy <span class="_ _9"></span>o <span class="_ _0"></span>p<span class="_ _0"></span>oddaniu <span class="_ _9"></span>się <span class="_ _9"></span>egzekucji <span class="_ _9"></span>na <span class="_ _0"></span>pod<span class="_ _0"></span>stawie <span class="_ _9"></span>art. <span class="_ _0"></span>777 <span class="_ _9"></span>§ <span class="_ _9"></span>1 <span class="_ _9"></span>punkt <span class="_ _9"></span>5 </div><div class="t m0 xd h6 y731 ff4 fs0 fc0 sc0 ls0 ws0">Kodeksu <span class="_ _9"></span>Postępowani<span class="_ _0"></span>a <span class="_ _0"></span>C<span class="_ _0"></span>ywilnego <span class="_ _9"></span>złożone <span class="_ _9"></span>na <span class="_ _9"></span>Ba<span class="_ _0"></span>nk <span class="_ _9"></span>Polska <span class="_ _9"></span>Kasa <span class="_ _9"></span>Opieki <span class="_ _9"></span>S.A. <span class="_ _9"></span>oraz <span class="_ _9"></span>Santan<span class="_ _0"></span>der </div><div class="t m0 xd h6 y732 ff4 fs0 fc0 sc0 ls0 ws0">Bank Polska S.A jako kred<span class="_ _0"></span>ytodawców; <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd h6 y733 ff4 fs0 fc0 sc0 ls0 ws0">12. <span class="_ _19"> </span>oświ<span class="_ _0"></span>adczenie <span class="_ _1a"> </span>każdej <span class="_ _1a"> </span>spółki <span class="_ _1a"> </span>przystępującej <span class="_ _1a"> </span>do <span class="_ _1a"> </span>długu <span class="_ _1a"> </span>o <span class="_ _19"> </span>p<span class="_ _0"></span>oddaniu <span class="_ _1a"> </span>się <span class="_ _1a"> </span>egzekucji <span class="_ _1a"> </span>na </div><div class="t m0 xd h6 y734 ff4 fs0 fc0 sc0 ls0 ws0">podstawie <span class="_ _10"> </span>a<span class="_ _0"></span>rt. <span class="_ _10"> </span>777 <span class="_ _17"> </span>§ <span class="_ _17"> </span>1 <span class="_ _17"> </span>punkt <span class="_ _10"> </span>5 <span class="_ _17"> </span>Kodeks<span class="_ _0"></span>u <span class="_ _10"> </span>Postępowan<span class="_ _0"></span>ia <span class="_ _10"> </span>Cy<span class="_ _0"></span>wilnego <span class="_ _10"> </span>złoż<span class="_ _0"></span>one <span class="_ _10"> </span>n<span class="_ _0"></span>a <span class="_ _10"> </span>rzecz <span class="_ _17"> </span>Bank </div><div class="t m0 xd h6 y735 ff4 fs0 fc0 sc0 ls0 ws0">Polska Kasa Opiek<span class="_ _0"></span>i S.A. oraz Santander Ban<span class="_ _0"></span>k Polska S.A jako kredy<span class="_ _0"></span>todawców;<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd h6 y736 ff4 fs0 fc0 sc0 ls0 ws0">13. <span class="_ _1a"> </span>oświadc<span class="_ _0"></span>zenia <span class="_ _1a"> </span>wsp<span class="_ _0"></span>ólników/akcjonariuszy<span class="_ _0"></span> <span class="_ _1a"> </span>(będący<span class="_ _0"></span>ch <span class="_ _1a"> </span>jednocześnie <span class="_ _14"> </span>kredytobiorcą <span class="_ _14"> </span>lub </div><div class="t m0 xd h6 y737 ff4 fs0 fc0 sc0 ls0 ws0">spółką <span class="_ _0"></span>przystęp<span class="_ _0"></span>ującą <span class="_ _0"></span>do <span class="_ _0"></span>długu) <span class="_ _0"></span>spółek<span class="_ _0"></span> <span class="_ _0"></span>przystęp<span class="_ _0"></span>ujących <span class="_ _0"></span>do <span class="_ _0"></span>dług<span class="_ _0"></span>u <span class="_ _0"></span>o <span class="_ _0"></span>podda<span class="_ _0"></span>niu <span class="_ _0"></span>się <span class="_ _0"></span>egzekucji </div><div class="t m0 xd h6 y738 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>p<span class="_ _0"></span>odstawie <span class="_ _0"></span>art. <span class="_ _9"></span>777 <span class="_ _0"></span>§ <span class="_ _9"></span>1 <span class="_ _0"></span>p<span class="_ _0"></span>unkt <span class="_ _0"></span>5 <span class="_ _0"></span>Kodeks<span class="_ _0"></span>u <span class="_ _0"></span>Postęp<span class="_ _0"></span>owania <span class="_ _0"></span>Cy<span class="_ _0"></span>wilnego <span class="_ _0"></span>złożone <span class="_ _9"></span>na <span class="_ _0"></span>rzecz <span class="_ _9"></span>Ban<span class="_ _9"></span><span class="ff3 ls2c">k </span></div><div class="t m0 xd h6 y739 ff4 fs0 fc0 sc0 ls0 ws0">Polska Kasa Opiek<span class="_ _0"></span>i S.A. oraz Santander Ban<span class="_ _0"></span>k Polska S.A jako kredy<span class="_ _0"></span>todawców;<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd h6 y73a ff4 fs0 fc0 sc0 ls0 ws0">14. <span class="_ _23"> </span>oświadczenia <span class="_ _23"> </span>wsp<span class="_ _0"></span>ólników <span class="_ _23"> </span>(ni<span class="_ _0"></span>ebędących <span class="_ _23"> </span>jednocześnie <span class="_ _22"> </span>kredytobi<span class="_ _0"></span>orcą <span class="_ _23"> </span>lub <span class="_ _23"> </span>spółką </div><div class="t m0 xd h6 y73b ff4 fs0 fc0 sc0 ls0 ws0">przystępującą <span class="_ _18"> </span>do <span class="_ _18"> </span>dł<span class="_ _0"></span>ugu) <span class="_ _18"> </span>spółek <span class="_ _18"> </span>przystępującyc<span class="_ _0"></span>h <span class="_ _18"> </span>do <span class="_ _18"> </span>długu <span class="_ _18"> </span>o <span class="_ _18"> </span>poddaniu<span class="_ _0"></span> <span class="_ _18"> </span>się <span class="_ _18"> </span>egzekucji <span class="_ _18"> </span>na </div><div class="t m0 xd h6 y12e ff4 fs0 fc0 sc0 ls0 ws0">podstawie <span class="_ _10"> </span>a<span class="_ _0"></span>rt. <span class="_ _10"> </span>777 <span class="_ _17"> </span>§ <span class="_ _17"> </span>1 <span class="_ _17"> </span>punkt <span class="_ _10"> </span>6 <span class="_ _17"> </span>Kodeks<span class="_ _0"></span>u <span class="_ _10"> </span>Postępowan<span class="_ _0"></span>ia <span class="_ _10"> </span>Cy<span class="_ _0"></span>wilnego <span class="_ _10"> </span>złoż<span class="_ _0"></span>one <span class="_ _10"> </span>n<span class="_ _0"></span>a <span class="_ _10"> </span>rzecz <span class="_ _17"> </span>Bank </div><div class="t m0 xd h6 y4ff ff3 fs0 fc0 sc0 ls0 ws0">Polska Ka<span class="ff4">sa Opiek<span class="_ _0"></span>i S.A. oraz Santander Ba<span class="_ _0"></span>nk Polska S.A jak<span class="_ _0"></span>o kredytodawców;<span class="_ _0"></span></span> </div></div></div><div class="pi"></div></div>
<div id="pf3a" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3a w0 h0"><img src="data:image/png;base64,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" class="bi x5 y73c w4 hb6" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">58<span class="ls0"> </span></div></div><div class="c x8 y73d wa8 hb7"><div class="t m0 xd h6 y73e ff4 fs0 fc0 sc0 ls0 ws0">15. oświadczenia M<span class="_ _0"></span>urapol Projekt spółka <span class="_ _0"></span>z ograniczoną odp<span class="_ _0"></span>owiedzialnością Garb<span class="_ _0"></span>arnia sp.j. </div><div class="t m0 xd h6 y6a9 ff4 fs0 fc0 sc0 ls0 ws0">o poddaniu się egzek<span class="_ _0"></span>ucji (z nieruchom<span class="_ _0"></span>ości obciążonyc<span class="_ _0"></span>h hipoteką) na p<span class="_ _0"></span>odstawie art. 777 § 1 </div><div class="t m0 xd h6 y12e ff4 fs0 fc0 sc0 ls0 ws0">punkt 6 Kodeksu P<span class="_ _0"></span>ostępowania C<span class="_ _0"></span>ywilnego złożone na rzecz Ban<span class="_ _0"></span>k Polska Ka<span class="_ _0"></span>sa Opie<span class="_ _0"></span><span class="ff3">ki S.A. </span></div><div class="t m0 xd h6 y1a2 ff3 fs0 fc0 sc0 ls0 ws0">jako administratora hip<span class="_ _0"></span>oteki<span class="fs3"> </span></div><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y73f ff3 fs0 fc0 sc0 ls0 ws0">Dnia <span class="ls2">14</span> <span class="_ _7"></span><span class="ff4">września<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span><span class="ls2">202<span class="ls0">2 <span class="_ _5"></span><span class="ff4">roku <span class="_ _5"></span>Murapol zawarł <span class="_ _7"></span>um<span class="_ _0"></span>owę <span class="_ _5"></span>kredytów obejmującą <span class="_ _5"></span>kredyt terminowy <span class="_ _5"></span>do </span></span></span></span></span></div><div class="t m0 x8 h6 y740 ff3 fs0 fc0 sc0 ls0 ws0">maksymalnej <span class="_ _0"></span>kwoty <span class="_ _0"></span>5<span class="ff4">00 <span class="_ _0"></span>ml<span class="_ _0"></span>n zł <span class="_ _0"></span>oraz <span class="_ _0"></span>kredyt <span class="_ _0"></span>obroto<span class="_ _0"></span>wy ni<span class="_ _0"></span>eprzekraczający <span class="_ _0"></span>kwoty <span class="_ _0"></span>50 <span class="_ _0"></span>mln <span class="_ _0"></span>zł. <span class="_ _0"></span>Środki </span></div><div class="t m0 x8 h6 y741 ff4 fs0 fc0 sc0 ls0 ws0">przeznaczono na spłatę <span class="_ _0"></span>dotychczasoweg<span class="_ _0"></span>o zadłużenia.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y398 ff3 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _5"></span>31 grudnia 2022 <span class="_ _5"></span><span class="ff4">roku Spółka była<span class="ff3"> <span class="_ _5"></span><span class="ff4">stroną umowy kredytowej <span class="_ _5"></span>zawartej we wrześniu<span class="ff3"> <span class="_ _5"></span><span class="ls2">202<span class="ls0">2 roku </span></span></span></span></span></span></div><div class="t m0 x8 h6 y399 ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">konsorcjum  banków. <span class="_ _1c"> </span>Spółce  udostępnione  zostały  (i)  kredyt <span class="_ _1c"> </span>terminowy  do <span class="_ _18"> </span>ma<span class="_ _0"></span>ksymalnej </span></div><div class="t m0 x8 h6 y39a ff4 fs0 fc0 sc0 ls0 ws0">wysokości <span class="_ _13"></span><span class="ff3">5</span>00.0<span class="_ _0"></span>00 <span class="_ _11"></span>tys.<span class="_ _0"></span> <span class="_ _13"></span>złotych<span class="ff3"> <span class="_ _13"> </span></span>z <span class="_ _13"></span>c<span class="_ _0"></span>zego <span class="_ _13"></span>uruchomiono <span class="_ _13"> </span>389.50<span class="_ _0"></span>0 <span class="_ _13"></span>tys. <span class="_ _13"></span>zł<span class="ff3"> <span class="_ _13"> </span>oraz<span class="_ _0"></span> <span class="_ _11"></span>(<span class="_ _0"></span>ii) <span class="_ _13"></span>kredyt <span class="_ _13"></span>obrotowy<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y742 ff4 fs0 fc0 sc0 ls0 ws0">nieprzekraczając<span class="_ _0"></span>y  kwoty  50.000 <span class="_ _1c"> </span>tys.  złotych.  Przezna<span class="_ _0"></span>czeniem  kredytu  było  refinansowanie </div><div class="t m0 x8 h6 y743 ff4 fs0 fc0 sc0 ls0 ws0">istniejącego <span class="_ _1e"> </span>zadłużenia <span class="_ _1e"> </span>Grupy <span class="_ _22"> </span>oraz <span class="_ _1e"> </span>finansow<span class="_ _0"></span>anie <span class="_ _22"> </span>ogólny<span class="_ _0"></span>ch <span class="_ _22"> </span>celów <span class="_ _1e"> </span>korporacyjn<span class="_ _0"></span>ych <span class="_ _22"> </span>i </div><div class="t m0 x8 h6 y744 ff4 fs0 fc0 sc0 ls0 ws0">finansowanie <span class="_ _20"> </span>kapitału <span class="_ _20"> </span>obrotowego.<span class="_ _0"></span><span class="ff3"> <span class="_ _20"> </span></span>21 <span class="_ _14"> </span>g<span class="_ _0"></span>rudnia <span class="_ _20"> </span>2023 <span class="_ _20"> </span>zawarty <span class="_ _20"> </span>został <span class="_ _20"> </span>aneks <span class="_ _14"> </span>d<span class="_ _0"></span>o <span class="_ _20"> </span>u<span class="ff3">m<span class="_ _0"></span>owy </span></div><div class="t m0 x8 h6 y745 ff4 fs0 fc0 sc0 ls0 ws0">kredytowej, <span class="_ _9"></span>zgodnie <span class="_ _9"></span>z <span class="_ _9"></span>k<span class="_ _0"></span>tórym <span class="_ _9"></span>nastąp<span class="_ _0"></span>iło <span class="_ _0"></span>p<span class="_ _0"></span>rzedłużeni<span class="_ _0"></span>e <span class="_ _0"></span>termi<span class="_ _0"></span>nu <span class="_ _0"></span>spła<span class="_ _0"></span>ty <span class="_ _9"></span>kredytów <span class="_ _9"></span>do <span class="_ _9"></span>30 <span class="_ _9"></span>c<span class="_ _0"></span>zerwca </div><div class="t m0 x8 h6 y746 ff4 fs0 fc0 sc0 ls0 ws0">2026 <span class="_ _11"></span>r<span class="_ _0"></span>oku. <span class="_ _11"></span>Na <span class="_ _13"></span>podstawie<span class="_ _0"></span> <span class="_ _11"></span>anek<span class="_ _0"></span>su <span class="_ _11"></span>została <span class="_ _13"></span>również<span class="_ _0"></span> <span class="_ _11"></span>zwięk<span class="_ _0"></span>szona <span class="_ _11"></span>trans<span class="_ _0"></span>za <span class="_ _11"></span>kredy<span class="_ _0"></span>tu <span class="_ _13"></span>o <span class="_ _11"></span>mak<span class="_ _0"></span>symalnie </div><div class="t m0 x8 h6 y747 ff4 fs0 fc0 sc0 ls0 ws0">71.700 <span class="_ _26"> </span>tys. <span class="_ _26"> </span>złotych<span class="_ _0"></span>. <span class="_ _26"> </span> <span class="_ _26"> </span>Spłata <span class="_ _26"> </span>kredy<span class="_ _0"></span>tu <span class="_ _26"> </span>terminowego <span class="_ _26"> </span>nas<span class="_ _0"></span>tępuje <span class="_ _26"> </span>zgodni<span class="_ _0"></span>e <span class="_ _26"> </span>z <span class="_ _26"> </span>przy<span class="_ _0"></span>jętym </div><div class="t m0 x8 h6 y2cd ff4 fs0 fc0 sc0 ls0 ws0">harmonogramem spłat, z <span class="_ _7"></span>c<span class="_ _0"></span>zego <span class="_ _5"></span>397.705<span class="_ _0"></span> <span class="_ _5"></span>tys. złotych <span class="_ _5"></span>będzie spłacone <span class="_ _5"></span>j<span class="_ _0"></span>ednorazowo, najpóźniej </div><div class="t m0 x8 h6 y748 ff4 fs0 fc0 sc0 ls0 ws0">w <span class="_ _5"></span>dniu <span class="_ _7"></span>30 czerwca <span class="_ _7"></span>2026 <span class="_ _5"></span>r<span class="_ _0"></span>oku. <span class="_ _7"></span>Kre<span class="_ _0"></span>dyt <span class="_ _5"></span>obrotowy <span class="_ _5"></span>został <span class="_ _5"></span>udostępniony <span class="_ _5"></span>Spółce do <span class="_ _7"></span>dnia <span class="_ _5"></span>30 <span class="_ _5"></span>czerwca </div><div class="t m0 x8 h6 y749 ff3 fs0 fc0 sc0 ls0 ws0">2026 rok<span class="_ _0"></span>u<span class="ls1">. <span class="_ _0"></span></span><span class="ff4">Na dzi<span class="_ _0"></span>eń 31 <span class="_ _9"></span>grudnia <span class="_ _0"></span>2023 <span class="_ _0"></span>roku <span class="_ _0"></span>wykorzystan<span class="_ _0"></span>o 462 <span class="_ _0"></span>140 <span class="_ _0"></span>tys. <span class="_ _0"></span>PL<span class="_ _0"></span></span>N <span class="_ _0"></span>przyzna<span class="_ _0"></span>nego <span class="_ _0"></span>nowego </div><div class="t m0 x8 h6 y291 ff3 fs0 fc0 sc0 ls0 ws0">limitu kredytowego. <span class="ff4">Oprocentowanie mające zastosowan<span class="_ _0"></span>ie do <span class="_ _5"></span>każdeg<span class="_ _0"></span>o kredytu dla <span class="_ _5"></span>każdeg<span class="_ _0"></span>o </span></div><div class="t m0 x8 h6 y292 ff4 fs0 fc0 sc0 ls0 ws0">okresu  odsetkowego  stan<span class="_ _0"></span>owi  roczną  stopę  procentową  stanowiącą  sumę  marzy  i  stawki </div><div class="t m0 x8 h6 y293 ff3 fs0 fc0 sc0 ls0 ws0">WIBOR. </div><div class="t m0 x8 h6 y294 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y74a ff4 fs0 fc0 sc0 ls0 ws0">Umowy kredytowe <span class="_ _0"></span>udzielone Spółce na<span class="_ _0"></span> 31.12.20<span class="ff3">2<span class="_ _0"></span>2 roku: </span></div></div><div class="c x8 y74b wa3 hb8"><div class="t m0 xd h3d y706 ff6 fs9 fc0 sc0 ls0 ws0">Bank </div></div><div class="c xd6 y74b wa4 hb8"><div class="t m0 xd h3d y706 ff6 fs9 fc0 sc0 ls0 ws0">Kredytobiorca<span class="_ _5"></span> </div></div><div class="c xd7 y74b wa5 hb8"><div class="t m0 xd h3d y705 ff6 fs9 fc0 sc0 ls0 ws0">Maksymalna </div><div class="t m0 x28 h3d y706 ff6 fs9 fc0 sc0 ls0 ws0">kwota </div><div class="t m0 x29 h3d y48d ff6 fs9 fc0 sc0 ls0 ws0">kredytu </div></div><div class="c xd8 y74b wa6 hb8"><div class="t m0 x38 h3d y705 ff7 fs9 fc0 sc0 ls0 ws0">Bieżące </div><div class="t m0 xd h3d y706 ff6 fs9 fc0 sc0 ls0 ws0">wykorzystanie<span class="_ _5"></span> </div><div class="t m0 x36 h3d y48d ff6 fs9 fc0 sc0 ls0 ws0">kredytu </div></div><div class="c xd9 y74b wa5 hb8"><div class="t m0 x3e h3d y705 ff6 fs9 fc0 sc0 ls0 ws0">Ostateczny </div><div class="t m0 x28 h3d y706 ff6 fs9 fc0 sc0 ls0 ws0">termin </div><div class="t m0 x28 h3d y48d ff7 fs9 fc0 sc0 ls0 ws0">spłaty<span class="ff6"> </span></div></div><div class="c xda y74b wa7 hb8"><div class="t m0 xd h3d y706 ff6 fs9 fc0 sc0 ls0 ws0">Oprocentowanie<span class="_ _5"></span> </div></div><div class="c x8 y74c wa3 hb3"><div class="t m0 xd h39 y74d ff4 fs9 fc0 sc0 ls0 ws0">Konsorcjum ba<span class="_ _5"></span>nków: </div><div class="t m0 xd h39 y705 ff3 fs9 fc0 sc0 ls0 ws0">PEKAO </div><div class="t m0 xd h39 y706 ff3 fs9 fc0 sc0 ls0 ws0">S.A./SANTA<span class="_ _5"></span>NDER Bank </div><div class="t m0 xd h39 y48d ff3 fs9 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c xd6 y74c wa4 hb3"><div class="t m0 x3e h39 y707 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c xd7 y74c wa5 hb3"><div class="t m0 x29 h39 y707 ff3 fs9 fc0 sc0 ls0 ws0">550 000 </div></div><div class="c xd8 y74c wa6 hb3"><div class="t m0 x28 h39 y707 ff3 fs9 fc0 sc0 ls0 ws0">439 500 </div></div><div class="c xd9 y74c wa5 hb3"><div class="t m0 x5b h39 y707 ff3 fs9 fc0 sc0 ls0 ws0">30.06.2025 </div></div><div class="c xda y74c wa7 hb3"><div class="t m0 x41 h39 y705 ff3 fs9 fc0 sc0 ls0 ws0">WIBOR 3M + </div><div class="t m0 x17 h39 y706 ff4 fs9 fc0 sc0 ls0 ws0">marża<span class="ff3 fc4"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y74e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y74f ff4 fs0 fc0 sc0 ls0 ws0">Główne zabezpieczeni<span class="_ _0"></span>a kredytów na 31.1<span class="_ _0"></span>2.202<span class="ff3">2<span class="_ _0"></span> r.: </span></div></div><div class="c x8 y750 wa8 hb9"><div class="t m0 xd h8 y751 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h6 y730 ff3 fs0 fc0 sc0 ls2 ws0">1. <span class="ff4 ls0">Hipoteka łączna do k<span class="_ _0"></span>woty 825.000.00<span class="_ _0"></span>0 PLN<span class="ff3"> </span></span></div><div class="t m0 xd h6 y752 ff4 fs0 fc0 sc0 ls0 ws0">2. <span class="_ _13"></span>umowy <span class="_ _13"> </span>ustan<span class="_ _0"></span>owienia <span class="_ _13"> </span>zastaw<span class="_ _0"></span>ów <span class="_ _13"></span>rejestrowych<span class="_ _0"></span> <span class="_ _13"></span>i <span class="_ _13"></span>finansowych <span class="_ _10"> </span>na <span class="_ _13"></span>prawach <span class="_ _10"> </span>do <span class="_ _13"></span>rachunków </div><div class="t m0 xd h6 y753 ff4 fs0 fc0 sc0 ls0 ws0">bankowych <span class="_ _17"> </span>zawarte <span class="_ _17"> </span>p<span class="_ _0"></span>omiędzy <span class="_ _17"> </span>kredytobiorcą<span class="_ _0"></span> <span class="_ _10"> </span>or<span class="_ _0"></span>az <span class="_ _17"> </span>każdą <span class="_ _17"> </span>spółką <span class="_ _17"> </span>przystę<span class="_ _0"></span>pującą <span class="_ _17"> </span>do <span class="_ _17"> </span>długu </div><div class="t m0 xd h6 y733 ff3 fs0 fc0 sc0 ls0 ws0">jako <span class="_ _5"></span>zastawca<span class="_ _0"></span>mi <span class="_ _5"></span>a <span class="_ _5"></span>Ban<span class="_ _0"></span>k <span class="_ _5"></span>Polska Kasa <span class="_ _5"></span>Opieki S.A. <span class="_ _7"></span>ja<span class="_ _0"></span>ko <span class="_ _5"></span>zastawn<span class="_ _0"></span>ikiem <span class="_ _5"></span>i administratorem <span class="_ _5"></span>zastaw<span class="_ _0"></span>u </div><div class="t m0 xd h6 y734 ff3 fs0 fc0 sc0 ls0 ws0">rejestrowego ora<span class="_ _0"></span>z Santander Bank Polska<span class="_ _0"></span> S.A. jako zastawn<span class="_ _0"></span>ikiem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y754 ff4 fs0 fc0 sc0 ls0 ws0">3. <span class="_ _19"> </span>umowy<span class="_ _0"></span> <span class="_ _19"> </span>ustanowien<span class="_ _0"></span>ia <span class="_ _19"> </span>zastaw<span class="_ _0"></span>u <span class="_ _19"> </span>rejestroweg<span class="_ _0"></span>o <span class="_ _1a"> </span>i <span class="_ _19"> </span>zastawów <span class="_ _1a"> </span>finansowyc<span class="_ _0"></span>h <span class="_ _19"> </span>na <span class="_ _1a"> </span>akcjach <span class="_ _1a"> </span>w </div><div class="t m0 xd h6 y736 ff4 fs0 fc0 sc0 ls0 ws0">Murapol  S.A.,  Murapol  Real  Estate <span class="_ _1c"> </span>S.A.,  Cross  Bud  S.A.  i <span class="_ _1c"> </span>Partner  S.A.  zawarte  pomiędzy </div><div class="t m0 xd h6 y755 ff3 fs0 fc0 sc0 ls0 ws0">akcjonariuszami <span class="_ _1a"> </span>jako <span class="_ _1a"> </span>za<span class="_ _0"></span>stawcami <span class="_ _1a"> </span>a <span class="_ _19"> </span>Ba<span class="_ _0"></span>nk <span class="_ _1a"> </span>Polska <span class="_ _1a"> </span>Kasa <span class="_ _1a"> </span>Opieki <span class="_ _1a"> </span>S.A. <span class="_ _1a"> </span>jako <span class="_ _1a"> </span>zastawniki<span class="_ _0"></span>em <span class="_ _19"> </span>i </div><div class="t m0 xd h6 y738 ff3 fs0 fc0 sc0 ls0 ws0">administratorem <span class="_ _0"></span>zastawu rejestroweg<span class="_ _0"></span>o oraz Santander B<span class="_ _0"></span>ank Polska S.A. jak<span class="_ _0"></span>o zastawnikiem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y756 ff4 fs0 fc0 sc0 ls0 ws0">4.  u<span class="_ _5"></span>mowa  ustanowieni<span class="_ _0"></span>a  zastawu <span class="_ _1c"> </span>rejestroweg<span class="_ _0"></span>o <span class="_ _1c"> </span>i<span class="_ _0"></span> <span class="_ _1c"> </span>zastawów<span class="_ _0"></span> <span class="_ _1c"> </span>finansowych<span class="_ _0"></span>  na <span class="_ _1c"> </span>udziałach  w </div><div class="t m0 xd h6 y73a ff4 fs0 fc0 sc0 ls0 ws0">spółkach <span class="_ _31"> </span>przystęp<span class="_ _0"></span>ujących<span class="_ _0"></span> <span class="_ _31"> </span>do <span class="_ _31"> </span>długu <span class="_ _31"> </span>(b<span class="_ _0"></span>ędących <span class="_ _c"> </span>spółkami <span class="_ _31"> </span>z <span class="_ _31"> </span>ogranicz<span class="_ _0"></span>oną </div><div class="t m0 xd h6 y73b ff4 fs0 fc0 sc0 ls0 ws0">odpowiedzialności<span class="_ _0"></span>ą) <span class="_ _13"></span>zawarta <span class="_ _13"> </span>pomi<span class="_ _0"></span>ędzy <span class="_ _13"></span>wspólni<span class="_ _0"></span>kami <span class="_ _13"></span>jako <span class="_ _10"> </span>zastawcami <span class="_ _13"> </span>a<span class="_ _0"></span> <span class="_ _13"></span>Bank <span class="_ _10"> </span>Polska <span class="_ _13"></span>Kasa </div><div class="t m0 xd h6 y12e ff3 fs0 fc0 sc0 ls0 ws0">Opieki <span class="_ _9"></span>S.A. <span class="_ _9"></span>jako<span class="_ _0"></span> <span class="_ _9"></span>zastawn<span class="_ _0"></span>ikiem <span class="_ _9"></span>i <span class="_ _9"></span>admini<span class="_ _0"></span>stratorem <span class="_ _9"></span>za<span class="_ _0"></span>stawu <span class="_ _9"></span>rejestrowego<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>San<span class="_ _0"></span>tander <span class="_ _9"></span>Bank<span class="_ _0"></span> </div><div class="t m0 xd h6 y1a2 ff3 fs0 fc0 sc0 ls0 ws0">Polska S.A jako zasta<span class="_ _0"></span>wnikiem;<span class="_ _0"></span> </div></div></div><div class="pi"></div></div>
<div id="pf3b" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3b w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAUfCAIAAACj2vF6AAAACXBIWXMAABYlAAAWJQFJUiTwAAAVFElEQVR42u3aIY5DQQxEwfRq7n/lDhkZRVq0krO/ChkbWA/49QIAgN3S1hYAANjsxwoAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA+EpnpiTWAQDAHm1vqc4EAAA7+Q0AAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAPB/nZmSWAcAAHu0vaU6EwAA7OQ3AAAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAAPjkzJTEOgAA2KPtLdWZAABgJ78BAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAAH5zZkpiHQAA7NH2lupMAACwk98AAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAgGc7VgDAfkksAR6o7T0CMwEAwE5+AwAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAPytYwUALJfEEuCZ2t47MBMAAOzkNwAAgO38BgCwnd8AeKz5CHgDlhQ0L2Dk+D0AAAAASUVORK5CYII=" class="bi x5 y757 w4 hba" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">59<span class="ls0"> </span></div></div><div class="c x8 y3c7 wa8 hbb"><div class="t m0 xd h6 y758 ff4 fs0 fc0 sc0 ls0 ws0">5. <span class="_ _11"></span>umowa <span class="_ _13"></span>ustanowienia <span class="_ _13"></span>zastawów <span class="_ _13"></span>rejestrowych <span class="_ _13"></span>i <span class="_ _11"></span>zastawów <span class="_ _13"></span>zwykłych <span class="_ _13"></span>na <span class="_ _11"></span>wierzyteln<span class="_ _0"></span>ościach </div><div class="t m0 xd h6 y759 ff4 fs0 fc0 sc0 ls0 ws0">pieniężnyc<span class="_ _0"></span>h <span class="_ _20"> </span>wspólni<span class="_ _0"></span>ków <span class="_ _20"> </span>w <span class="_ _27"> </span>spółkac<span class="_ _0"></span>h <span class="_ _20"> </span>przystęp<span class="_ _0"></span>ującyc<span class="_ _0"></span>h <span class="_ _20"> </span>do <span class="_ _27"> </span>długu <span class="_ _27"> </span>(będą<span class="_ _0"></span>cych <span class="_ _27"> </span>spółkami </div><div class="t m0 xd h6 y75a ff4 fs0 fc0 sc0 ls0 ws0">jawnymi) <span class="_ _10"> </span>zawarta <span class="_ _13"> </span>pomię<span class="_ _0"></span>dzy <span class="_ _13"></span>wspólnik<span class="_ _0"></span>ami <span class="_ _13"></span>jako <span class="_ _13"> </span>za<span class="_ _0"></span>stawcami <span class="_ _13"> </span>a<span class="_ _0"></span> <span class="_ _13"></span>Bank <span class="_ _13"> </span>Polska<span class="_ _0"></span> <span class="_ _13"></span>Kasa <span class="_ _13"> </span>Opi<span class="_ _0"></span>eki <span class="_ _13"></span>S.A. </div><div class="t m0 xd h6 y75b ff3 fs0 fc0 sc0 ls0 ws0">jako <span class="_ _11"></span>zastawni<span class="_ _0"></span>kiem <span class="_ _11"></span>i <span class="_ _11"></span>adm<span class="_ _0"></span>inistratorem <span class="_ _11"></span>zasta<span class="_ _0"></span>wu <span class="_ _11"></span>rejestrow<span class="_ _0"></span>ego <span class="_ _11"></span>oraz <span class="_ _13"></span>Santander <span class="_ _11"></span>Ba<span class="_ _0"></span>nk <span class="_ _11"></span>Polska <span class="_ _11"></span>S.<span class="_ _0"></span>A </div><div class="t m0 xd h6 y75c ff3 fs0 fc0 sc0 ls0 ws0">jako zastawnikiem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y75d ff4 fs0 fc0 sc0 ls0 ws0">6. <span class="_ _13"></span>umowa <span class="_ _13"></span>ustanowieni<span class="_ _0"></span>a <span class="_ _11"></span>zastaw<span class="_ _0"></span>u <span class="_ _11"></span>reje<span class="_ _0"></span>strowego <span class="_ _13"></span>na <span class="_ _13"></span>zbiorze <span class="_ _13"></span>rzeczy <span class="_ _13"> </span>i <span class="_ _13"> </span>pra<span class="_ _0"></span>w <span class="_ _13"></span>zawarta <span class="_ _13"></span>pomiędzy<span class="_ _0"></span> </div><div class="t m0 xd h6 y75e ff4 fs0 fc0 sc0 ls0 ws0">kredytobiorcą <span class="_ _11"></span>jako <span class="_ _9"></span>zas<span class="_ _0"></span>tawcą <span class="_ _9"></span>a <span class="_ _11"></span>Bank <span class="_ _9"></span>Polska<span class="_ _0"></span> <span class="_ _9"></span>Kasa<span class="_ _0"></span> <span class="_ _9"></span>Opieki <span class="_ _11"></span>S.A. <span class="_ _9"></span>jako<span class="_ _0"></span> <span class="_ _9"></span>admini<span class="_ _0"></span>stratorem <span class="_ _9"></span>zastaw<span class="_ _0"></span>u </div><div class="t m0 xd h6 y75f ff3 fs0 fc0 sc0 ls0 ws0">rejestrowego;<span class="_ _0"></span> </div><div class="t m0 xd h6 y760 ff4 fs0 fc0 sc0 ls0 ws0">7. <span class="_ _5"></span>umowa u<span class="_ _5"></span>stan<span class="_ _0"></span>owienia <span class="_ _5"></span>zastawó<span class="_ _0"></span>w <span class="_ _5"></span>zwykłych i <span class="_ _5"></span>zastawu <span class="_ _5"></span>rejestrowego <span class="_ _5"></span>na prawach o<span class="_ _5"></span>chronny<span class="_ _0"></span>ch </div><div class="t m0 xd h6 y761 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _18"> </span>znaki <span class="_ _18"> </span>towarowe <span class="_ _18"> </span>zawarta <span class="_ _18"> </span>pomiędzy<span class="_ _0"></span> <span class="_ _17"> </span>kredy<span class="_ _0"></span>tobiorcą <span class="_ _18"> </span>jako <span class="_ _18"> </span>zastawc<span class="_ _0"></span>ą <span class="_ _17"> </span>a <span class="_ _1c"> </span>Bank <span class="_ _18"> </span>Polska <span class="_ _18"> </span>Kasa </div><div class="t m0 xd h6 y762 ff3 fs0 fc0 sc0 ls0 ws0">Opieki <span class="_ _9"></span>S.A. <span class="_ _9"></span>jako<span class="_ _0"></span> <span class="_ _9"></span>zastawnikiem <span class="_ _11"></span>i <span class="_ _0"></span>a<span class="_ _0"></span>dministratorem <span class="_ _11"></span>zastawu <span class="_ _9"></span>rejestro<span class="_ _0"></span>wego <span class="_ _9"></span>oraz <span class="_ _9"></span>Santander<span class="_ _0"></span> <span class="_ _9"></span>Bank </div><div class="t m0 xd h6 y763 ff3 fs0 fc0 sc0 ls0 ws0">Polska S.A jako zasta<span class="_ _0"></span>wnikiem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y67d ff4 fs0 fc0 sc0 ls0 ws0">8. <span class="_ _12"> </span>umowa <span class="_ _8"> </span>p<span class="_ _0"></span>odporzą<span class="_ _0"></span>dkowania <span class="_ _12"> </span>wierzytelności <span class="_ _12"> </span>oraz <span class="_ _12"> </span>przelewu <span class="_ _12"> </span>podporządkowany<span class="_ _0"></span>ch </div><div class="t m0 xd h6 y5f5 ff4 fs0 fc0 sc0 ls0 ws0">wierzytelności <span class="_ _11"></span>zawarta <span class="_ _9"></span>p<span class="_ _0"></span>omiędzy <span class="_ _9"></span>k<span class="_ _0"></span>redytobiorcą <span class="_ _11"></span>oraz <span class="_ _9"></span>ka<span class="_ _0"></span>żdą <span class="_ _9"></span>sp<span class="_ _0"></span>ółką <span class="_ _9"></span>przys<span class="_ _0"></span>tępującą <span class="_ _9"></span>do<span class="_ _0"></span> <span class="_ _9"></span>dł<span class="_ _0"></span>ugu </div><div class="t m0 xd h6 y764 ff4 fs0 fc0 sc0 ls0 ws0">jako <span class="_ _9"></span>pożyczkobiorcą<span class="_ _0"></span>, <span class="_ _9"></span>wierzyc<span class="_ _0"></span>ielami <span class="_ _9"></span>podporządk<span class="_ _0"></span>owanymi <span class="_ _9"></span>oraz <span class="_ _9"></span>Ban<span class="_ _0"></span>k <span class="_ _9"></span>Polska <span class="_ _9"></span>Ka<span class="_ _0"></span>sa <span class="_ _9"></span>Opieki <span class="_ _9"></span>S.<span class="_ _0"></span>A. </div><div class="t m0 xd h6 y765 ff3 fs0 fc0 sc0 ls0 ws0">jako banki<span class="_ _0"></span>em; </div><div class="t m0 xd h6 y766 ff4 fs0 fc0 sc0 ls0 ws0">9. <span class="_ _9"></span>umowa <span class="_ _11"></span>przelewu <span class="_ _9"></span>wierzy<span class="_ _0"></span>telności <span class="_ _9"></span>zawarta <span class="_ _11"></span>dnia <span class="_ _9"></span>27 <span class="_ _11"></span>września <span class="_ _9"></span>2022 <span class="_ _11"></span>r. <span class="_ _9"></span>pomi<span class="_ _0"></span>ędzy <span class="_ _9"></span>Murapol <span class="_ _11"></span>S.A., </div><div class="t m0 xd h6 y767 ff4 fs0 fc0 sc0 ls0 ws0">Murapol <span class="_ _0"></span>Real <span class="_ _0"></span>Estat<span class="_ _0"></span>e <span class="_ _0"></span>S.A., <span class="_ _0"></span>Murap<span class="_ _0"></span>ol <span class="_ _0"></span>Projekt <span class="_ _0"></span>sp<span class="_ _0"></span>ółka <span class="_ _0"></span>z <span class="_ _0"></span>ograniczoną <span class="_ _9"></span>odpowiedz<span class="_ _0"></span>ialnością <span class="_ _0"></span>23 <span class="_ _9"></span>sp.j., </div><div class="t m0 xd h6 y768 ff3 fs0 fc0 sc0 ls0 ws0">Murapol <span class="_ _13"></span>Projekt <span class="_ _13"></span>43 <span class="_ _13"> </span>sp. <span class="_ _13"></span>z <span class="_ _13"> </span>o.o. <span class="_ _13"> </span>oraz<span class="_ _0"></span> <span class="_ _11"></span>M<span class="_ _0"></span>urapol <span class="_ _13"></span>Projekt <span class="_ _13"></span>59 <span class="_ _13"></span>sp. <span class="_ _13"></span>z <span class="_ _13"> </span>o.o., <span class="_ _13"> </span>jak<span class="_ _0"></span>o <span class="_ _11"></span>ced<span class="_ _0"></span>e<span class="_ _0"></span>ntami <span class="_ _13"></span>oraz <span class="_ _13"></span>Bank </div><div class="t m0 xd h6 y769 ff3 fs0 fc0 sc0 ls0 ws0">Polska Kasa Opiek<span class="_ _0"></span>i S.A. jako cesjonari<span class="_ _0"></span>uszem;<span class="_ _0"></span> </div><div class="t m0 xd h6 y76a ff4 fs0 fc0 sc0 ls0 ws0">10. <span class="_ _9"></span>oświadczenie <span class="_ _11"></span>Murapol <span class="_ _9"></span>Real <span class="_ _9"></span>Esta<span class="_ _0"></span>te <span class="_ _9"></span>S.A., <span class="_ _9"></span>Mura<span class="_ _0"></span>pol <span class="_ _9"></span>Projekt <span class="_ _9"></span>43 <span class="_ _9"></span>sp. <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _9"></span>o.o., <span class="_ _9"></span>Murapol <span class="_ _9"></span>Pr<span class="_ _0"></span>ojekt <span class="_ _9"></span>59 </div><div class="t m0 xd h6 y76b ff4 fs0 fc0 sc0 ls0 ws0">sp. <span class="_ _13"></span>z <span class="_ _13"></span>o.o., <span class="_ _10"> </span>Murapol <span class="_ _10"> </span>Projekt <span class="_ _13"> </span>spółka <span class="_ _10"> </span>z <span class="_ _13"> </span>ogran<span class="_ _0"></span>iczoną <span class="_ _13"> </span>odpowied<span class="_ _0"></span>zialnością <span class="_ _10"> </span>23 <span class="_ _13"></span>sp.j. <span class="_ _10"> </span>oraz <span class="_ _13"></span>Murap<span class="_ _0"></span>ol </div><div class="t m0 xd h6 y76c ff4 fs0 fc0 sc0 ls0 ws0">Projekt spółka z ogran<span class="_ _0"></span>iczoną odpowiedzi<span class="_ _0"></span>alnością Garbarn<span class="_ _0"></span>ia sp.j., <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd h6 y76d ff4 fs0 fc0 sc0 ls0 ws0">11. <span class="_ _0"></span>oświa<span class="_ _0"></span>dczenie <span class="_ _0"></span>kredy<span class="_ _0"></span>tobiorcy <span class="_ _9"></span>o <span class="_ _0"></span>p<span class="_ _0"></span>oddaniu <span class="_ _9"></span>się <span class="_ _9"></span>egzekucji <span class="_ _9"></span>na <span class="_ _0"></span>pod<span class="_ _0"></span>stawie <span class="_ _9"></span>art. <span class="_ _0"></span>777 <span class="_ _9"></span>§ <span class="_ _9"></span>1 <span class="_ _9"></span>punkt <span class="_ _9"></span>5 </div><div class="t m0 xd h6 y76e ff4 fs0 fc0 sc0 ls0 ws0">Kodeksu <span class="_ _9"></span>Postępowani<span class="_ _0"></span>a <span class="_ _0"></span>C<span class="_ _0"></span>ywilnego <span class="_ _9"></span>złożone <span class="_ _9"></span>na <span class="_ _9"></span>Ba<span class="_ _0"></span>nk <span class="_ _9"></span>Polska <span class="_ _9"></span>Kasa <span class="_ _9"></span>Opieki <span class="_ _9"></span>S.A. <span class="_ _9"></span>oraz <span class="_ _9"></span>Santan<span class="_ _0"></span>der </div><div class="t m0 xd h6 y76f ff4 fs0 fc0 sc0 ls0 ws0">Bank Polska S.A jako kred<span class="_ _0"></span>ytodawców; <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd h6 y770 ff4 fs0 fc0 sc0 ls0 ws0">12. <span class="_ _19"> </span>oświ<span class="_ _0"></span>adczenie <span class="_ _1a"> </span>każdej <span class="_ _1a"> </span>spółki <span class="_ _1a"> </span>przystępującej <span class="_ _1a"> </span>do <span class="_ _1a"> </span>długu <span class="_ _1a"> </span>o <span class="_ _19"> </span>p<span class="_ _0"></span>oddaniu <span class="_ _1a"> </span>się <span class="_ _1a"> </span>egzekucji <span class="_ _1a"> </span>na </div><div class="t m0 xd h6 y771 ff4 fs0 fc0 sc0 ls0 ws0">podstawie <span class="_ _10"> </span>a<span class="_ _0"></span>rt. <span class="_ _10"> </span>777 <span class="_ _17"> </span>§ <span class="_ _17"> </span>1 <span class="_ _17"> </span>punkt <span class="_ _10"> </span>5 <span class="_ _17"> </span>Kodeks<span class="_ _0"></span>u <span class="_ _10"> </span>Postępowan<span class="_ _0"></span>ia <span class="_ _10"> </span>Cy<span class="_ _0"></span>wilnego <span class="_ _10"> </span>złoż<span class="_ _0"></span>one <span class="_ _10"> </span>n<span class="_ _0"></span>a <span class="_ _10"> </span>rzecz <span class="_ _17"> </span>Bank </div><div class="t m0 xd h6 y772 ff4 fs0 fc0 sc0 ls0 ws0">Polska Kasa Opiek<span class="_ _0"></span>i S.A. oraz Santander Ban<span class="_ _0"></span>k Polska S.A jako kredy<span class="_ _0"></span>todawców;<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd h6 y773 ff4 fs0 fc0 sc0 ls0 ws0">13. <span class="_ _1a"> </span>oświadc<span class="_ _0"></span>zenia <span class="_ _1a"> </span>wsp<span class="_ _0"></span>ólników/akcjonariuszy<span class="_ _0"></span> <span class="_ _1a"> </span>(będący<span class="_ _0"></span>ch <span class="_ _1a"> </span>jednocześnie <span class="_ _14"> </span>kredytobiorcą <span class="_ _14"> </span>lub </div><div class="t m0 xd h6 y774 ff4 fs0 fc0 sc0 ls0 ws0">spółką <span class="_ _0"></span>przystęp<span class="_ _0"></span>ującą <span class="_ _0"></span>do <span class="_ _0"></span>długu) <span class="_ _0"></span>spółek<span class="_ _0"></span> <span class="_ _0"></span>przystęp<span class="_ _0"></span>ujących <span class="_ _0"></span>do <span class="_ _0"></span>dług<span class="_ _0"></span>u <span class="_ _0"></span>o <span class="_ _0"></span>podda<span class="_ _0"></span>niu <span class="_ _0"></span>się <span class="_ _0"></span>egzekucji </div><div class="t m0 xd h6 y775 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>p<span class="_ _0"></span>odstawie <span class="_ _0"></span>art. <span class="_ _9"></span>777 <span class="_ _0"></span>§ <span class="_ _9"></span>1 <span class="_ _0"></span>p<span class="_ _0"></span>unkt <span class="_ _0"></span>5 <span class="_ _0"></span>Kodeks<span class="_ _0"></span>u <span class="_ _0"></span>Postęp<span class="_ _0"></span>owania <span class="_ _0"></span>Cy<span class="_ _0"></span>wilnego <span class="_ _0"></span>złożone <span class="_ _9"></span>na <span class="_ _0"></span>rzecz <span class="_ _9"></span>Ban<span class="_ _9"></span><span class="ff3 ls2c">k </span></div><div class="t m0 xd h6 y776 ff4 fs0 fc0 sc0 ls0 ws0">Polska Kasa Opiek<span class="_ _0"></span>i S.A. oraz Santander Ban<span class="_ _0"></span>k Polska S.A jako kredy<span class="_ _0"></span>todawców;<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd h6 y777 ff4 fs0 fc0 sc0 ls0 ws0">14. <span class="_ _23"> </span>oświadczenia <span class="_ _23"> </span>wsp<span class="_ _0"></span>ólników <span class="_ _23"> </span>(ni<span class="_ _0"></span>ebędących <span class="_ _23"> </span>jednocześnie <span class="_ _22"> </span>kredytobi<span class="_ _0"></span>orcą <span class="_ _23"> </span>lub <span class="_ _23"> </span>spółką </div><div class="t m0 xd h6 y778 ff4 fs0 fc0 sc0 ls0 ws0">przystępującą <span class="_ _18"> </span>do <span class="_ _18"> </span>dł<span class="_ _0"></span>ugu) <span class="_ _18"> </span>spółek <span class="_ _18"> </span>przystępującyc<span class="_ _0"></span>h <span class="_ _18"> </span>do <span class="_ _18"> </span>długu <span class="_ _18"> </span>o <span class="_ _18"> </span>poddaniu<span class="_ _0"></span> <span class="_ _18"> </span>się <span class="_ _18"> </span>egzekucji <span class="_ _18"> </span>na </div><div class="t m0 xd h6 y779 ff4 fs0 fc0 sc0 ls0 ws0">podstawie <span class="_ _10"> </span>a<span class="_ _0"></span>rt. <span class="_ _10"> </span>777 <span class="_ _17"> </span>§ <span class="_ _17"> </span>1 <span class="_ _17"> </span>punkt <span class="_ _10"> </span>6 <span class="_ _17"> </span>Kodeks<span class="_ _0"></span>u <span class="_ _10"> </span>Postępowan<span class="_ _0"></span>ia <span class="_ _10"> </span>Cy<span class="_ _0"></span>wilnego <span class="_ _10"> </span>złoż<span class="_ _0"></span>one <span class="_ _10"> </span>n<span class="_ _0"></span>a <span class="_ _10"> </span>rzecz <span class="_ _17"> </span>Bank </div><div class="t m0 xd h6 y77a ff3 fs0 fc0 sc0 ls0 ws0">Polska Ka<span class="ff4">sa Opiek<span class="_ _0"></span>i S.A. oraz Santander Ba<span class="_ _0"></span>nk Polska S.A jak<span class="_ _0"></span>o kredytodawców;<span class="_ _0"></span></span> </div><div class="t m0 xd h6 y6ab ff4 fs0 fc0 sc0 ls0 ws0">15. oświadczenia M<span class="_ _0"></span>urapol Projekt spółka <span class="_ _0"></span>z ograniczoną odp<span class="_ _0"></span>owiedzialnością Garb<span class="_ _0"></span>arnia sp.j. </div><div class="t m0 xd h6 y36 ff4 fs0 fc0 sc0 ls0 ws0">o poddaniu się egzek<span class="_ _0"></span>ucji (z nieruchom<span class="_ _0"></span>ości obciążonyc<span class="_ _0"></span>h hipoteką) na p<span class="_ _0"></span>odstawie art. 777 § 1 </div><div class="t m0 xd h6 y508 ff4 fs0 fc0 sc0 ls0 ws0">punkt 6 Kodeksu P<span class="_ _0"></span>ostępowania C<span class="_ _0"></span>ywilnego złożone na rzecz Ban<span class="_ _0"></span>k Polska Ka<span class="_ _0"></span>sa Opie<span class="_ _0"></span><span class="ff3">ki S.A. </span></div><div class="t m0 xd h6 y1a2 ff3 fs0 fc0 sc0 ls0 ws0">jako administratora hip<span class="_ _0"></span>oteki<span class="fs3"> </span></div><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h54 y1a9 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h54 y77b ff8 fs0 fc0 sc0 ls0 ws0">Pożyczki<span class="ff2"> </span></div><div class="t m0 x8 h6 y77c ff4 fs0 fc0 sc0 ls0 ws0">Pożyczki na 31.12.<span class="_ _0"></span><span class="ff3 ls2">20<span class="ls0">23 roku:<span class="_ _0"></span> </span></span></div></div><div class="c x8 y77d wa9 ha0"><div class="t m0 xd h12 y11e ff8 fs3 fc0 sc0 ls0 ws0">Pożyczkodawca<span class="ff2"> </span></div></div><div class="c xdb y77d waa ha0"><div class="t m0 x43 h12 y11e ff2 fs3 fc0 sc0 ls0 ws0">Oprocentowanie </div></div><div class="c x27 y77d wab ha0"><div class="t m0 x11 h12 y11e ff8 fs3 fc0 sc0 ls0 ws0">Długoterminowe<span class="ff2"> </span></div></div><div class="c xdc y77d wac ha0"><div class="t m0 xf h12 y11e ff8 fs3 fc0 sc0 ls0 ws0">Krótkoterminowe<span class="ff2"> </span></div></div><div class="c x8 y1d9 wa9 h20"><div class="t m0 xd h8 ye3 ff4 fs3 fc0 sc0 ls0 ws0">Jednostki powiązane<span class="ff3"> </span></div></div><div class="c xdb y1d9 waa h20"><div class="t m0 x33 h8 ye3 ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c x27 y1d9 wab h20"><div class="t m0 x17 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">163 636  </div></div><div class="c xdc y1d9 wac h20"><div class="t m0 x2 h8 ye3 ff3 fs3 fc0 sc0 ls4 ws0">3 <span class="ls0">093 </span></div></div><div class="c x8 y2fd wa9 h15"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xdb y2fd waa h15"><div class="t m0 x8a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 y2fd wab h15"><div class="t m0 x52 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">163 636 </div></div><div class="c xdc y2fd wac h15"><div class="t m0 x33 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">3 093 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h42 y77e ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf3c" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3c w0 h0"><img src="data:image/png;base64,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" class="bi x5 y572 w4 h82" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">60<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Pożyczki na 31.12.20<span class="_ _0"></span><span class="ff3">22 roku:<span class="_ _0"></span> </span></div></div><div class="c x8 y77f w1b ha0"><div class="t m0 xd h12 y11e ff8 fs3 fc0 sc0 ls0 ws0">Pożyczkodawca<span class="ff2"> </span></div></div><div class="c x4f y77f wad ha0"><div class="t m0 x5a h12 y11e ff2 fs3 fc0 sc0 ls0 ws0">Oprocentowanie </div></div><div class="c xd9 y77f wae ha0"><div class="t m0 x5b h12 y11e ff8 fs3 fc0 sc0 ls0 ws0">Długoterminowe<span class="ff2"> </span></div></div><div class="c x87 y77f waf ha0"><div class="t m0 x5b h12 y11e ff8 fs3 fc0 sc0 ls0 ws0">Krótkoterminowe<span class="ff2"> </span></div></div><div class="c x8 y780 w1b h20"><div class="t m0 xd h8 ycb ff4 fs3 fc0 sc0 ls0 ws0">Jednostki powiązane<span class="ff3"> </span></div></div><div class="c x4f y780 wad h20"><div class="t m0 x1f h8 ycb ff4 fs3 fc0 sc0 ls0 ws0">stałe<span class="ff3"> </span></div></div><div class="c xd9 y780 wae h20"><div class="t m0 x18 h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">169 197 </div></div><div class="c x87 y780 waf h20"><div class="t m0 x6c h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">3 093 </div></div><div class="c x8 y781 w1b h15"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y781 wad h15"><div class="t m0 x48 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y781 wae h15"><div class="t m0 x18 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">169 197 </div></div><div class="c x87 y781 waf h15"><div class="t m0 x6c h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">3 093 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h41 y96 ff6 fs6 fc0 sc0 ls0 ws0">27.<span class="ffc"> <span class="_ _1b"> </span></span>Rezerwy </div><div class="t m0 x4a h4f y782 ff6 fs5 fc0 sc0 ls3 ws0">27.1.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Zmiany stanu rezerw </span></span></div></div><div class="c x8 y783 wb0 h17"><div class="t m0 xd h8 yb2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y783 wb1 h17"><div class="t m0 x1b h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">Rezerwy na sprawy </div><div class="t m0 x5c h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">sądowe i pozostałe<span class="ff2"> </span></div></div><div class="c x51 y783 w80 h17"><div class="t m0 x59 h12 yb3 ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y784 wb0 h20"><div class="t m0 xd h14 ycb ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 1 stycznia 202<span class="ff6">3 roku </span></div></div><div class="c x50 y784 wb1 h20"><div class="t m0 xd0 h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">4 750 </div></div><div class="c x51 y784 w80 h20"><div class="t m0 x94 h12 ycb ff6 fs3 fc0 sc0 ls0 ws0">4 750<span class="ff2"> </span></div></div><div class="c x8 y785 wb0 hbc"><div class="t m0 xd h8 y5b3 ff4 fs3 fc0 sc0 ls0 ws0">Utworzone w ciągu roku obrotowego<span class="ff3"> </span></div></div><div class="c x50 y785 wb1 hbc"><div class="t m0 xaf h8 y5b3 ff3 fs3 fc0 sc0 ls4 ws0">223<span class="ls0"> </span></div></div><div class="c x51 y785 w80 hbc"><div class="t m0 x7f h14 y5b3 ff6 fs3 fc0 sc0 ls0 ws0">223 </div></div><div class="c x8 y786 wb0 h1b"><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">Rozwiązane<span class="ff3"> </span></div></div><div class="c x50 y786 wb1 h1b"><div class="t m0 xd0 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">(535)<span class="ff3"> </span></div></div><div class="c x51 y786 w80 h1b"><div class="t m0 x94 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">(535) </div></div><div class="c x8 y787 wb0 h20"><div class="t m0 xd h14 ye3 ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudnia 202<span class="ff6">3 roku  </span></div></div><div class="c x50 y787 wb1 h20"><div class="t m0 xd0 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">4 438 </div></div><div class="c x51 y787 w80 h20"><div class="t m0 x94 h14 y27e ff6 fs3 fc0 sc0 ls0 ws0">4 438 </div></div><div class="c x8 y28d wb0 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Krótkoterminowe na dzień 31<span class="ff3"> grudnia 2023 roku </span></div></div><div class="c x50 y28d wb1 h15"><div class="t m0 x48 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> 4 438 </div></div><div class="c x51 y28d w80 h15"><div class="t m0 x94 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">4 438 </div></div><div class="c x8 y2cd wb0 h48"><div class="t m0 xd h8 y5dd ff4 fs3 fc0 sc0 ls0 ws0">Długoterminowe na dzień 31<span class="ff3"> grudnia 2023 roku </span></div></div><div class="c x50 y2cd wb1 h48"><div class="t m0 xdd h8 y5dd ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x51 y2cd w80 h48"><div class="t m0 x47 h14 y49f ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h14 y1a2 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff6">- </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y788 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y789 w34 h17"><div class="t m0 xd h8 yb2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y789 w1d h17"><div class="t m0 x1b h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">Rezerwy na sprawy </div><div class="t m0 x5c h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">sądowe i pozostałe<span class="ff2"> </span></div></div><div class="c x51 y789 w7f h17"><div class="t m0 x59 h12 yb3 ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y78a w34 h20"><div class="t m0 xd h14 ycb ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 1 stycznia 2022 <span class="ff6">roku </span></div></div><div class="c x50 y78a w1d h20"><div class="t m0 xaf h14 ycb ff6 fs3 fc0 sc0 ls0 ws0">232 </div></div><div class="c x51 y78a w7f h20"><div class="t m0 xbd h12 ycb ff6 fs3 fc0 sc0 ls0 ws0">232<span class="ff2"> </span></div></div><div class="c x8 y1ed w34 hbd"><div class="t m0 xd h8 ya6 ff4 fs3 fc0 sc0 ls0 ws0">Utworzone w ciągu roku obrotowego<span class="ff3"> </span></div></div><div class="c x50 y1ed w1d hbd"><div class="t m0 xd0 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">4 519 </div></div><div class="c x51 y1ed w7f hbd"><div class="t m0 x94 h14 ya6 ff6 fs3 fc0 sc0 ls0 ws0">4 519 </div></div><div class="c x8 y78b w34 h1b"><div class="t m0 xd h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">Rozwiązane<span class="ff3"> </span></div></div><div class="c x50 y78b w1d h1b"><div class="t m0 xd0 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">4 750<span class="ff3"> </span></div></div><div class="c x51 y78b w7f h1b"><div class="t m0 x94 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">4 750 </div></div><div class="c x8 y78c w34 h20"><div class="t m0 xd h14 ye3 ff7 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudnia 2022 roku <span class="ff6"> </span></div></div><div class="c x50 y78c w1d h20"><div class="t m0 xd0 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">4 750 </div></div><div class="c x51 y78c w7f h20"><div class="t m0 x94 h14 y15c ff6 fs3 fc0 sc0 ls0 ws0">4 750 </div></div><div class="c x8 y78d w34 h16"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Krótkoterminowe na dzień 31<span class="ff3"> grudnia 2022 roku </span></div></div><div class="c x50 y78d w1d h16"><div class="t m0 xd0 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">4 750 </div></div><div class="c x51 y78d w7f h16"><div class="t m0 x94 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">4 750 </div></div><div class="c x8 y78e w34 h48"><div class="t m0 xd h8 yb3 ff4 fs3 fc0 sc0 ls0 ws0">Długoterminowe na dzień 31<span class="ff3"> grudnia 2022 roku </span></div></div><div class="c x50 y78e w1d h48"><div class="t m0 xdd h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x51 y78e w7f h48"><div class="t m0 x47 h14 y49f ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h14 y1a2 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff6">- </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h41 y78f ff6 fs6 fc0 sc0 ls0 ws0">28.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Zobowiązania<span class="_ _5"></span> z tytułu dosta<span class="_ _5"></span>w i usług, pozostałe<span class="_ _5"></span> </span></span></div><div class="t m0 x5d he y790 ff7 fs6 fc0 sc0 ls0 ws0">zobowiązania i<span class="_ _5"></span> rozliczenia międzyo<span class="_ _5"></span>kresowe (krótko i </div><div class="t m0 x5d he y791 ff7 fs6 fc0 sc0 ls0 ws0">długoterminow<span class="_ _5"></span>e)<span class="ff6"> </span></div></div><div class="c x8 y69d wb2 h20"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y69d wb3 h20"><div class="t m0 x9d h12 ye3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c xde y69d wb3 h20"><div class="t m0 x9d h12 ye3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y792 wb2 hbe"><div class="t m0 xd h14 y557 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu dostaw i usług<span class="ff6"> </span></div></div><div class="c xe y792 wb3 hbe"><div class="t m0 x94 h14 y557 ff6 fs3 fc0 sc0 ls0 ws0">17 098 </div></div><div class="c xde y792 wb3 hbe"><div class="t m0 x1f h14 y557 ff6 fs3 fc0 sc0 ls0 ws0">7 714 </div></div><div class="c x8 y793 wb2 h16"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe zobowiązania, w tym:<span class="ff6"> </span></div></div><div class="c xe y793 wb3 h16"><div class="t m0 x1f h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">7 585 </div></div><div class="c xde y793 wb3 h16"><div class="t m0 x94 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">11 695 </div></div><div class="c x8 y3c9 wb2 h15"><div class="t m0 xf h74 ya5 ff1 fs3 fc0 sc0 ls0 ws0">Rozrachunki publicznoprawne </div></div><div class="c xe y3c9 wb3 h15"><div class="t m0 x7e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">717<span class="ls0"> </span></div></div><div class="c xde y3c9 wb3 h15"><div class="t m0 x1f h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">1 474 </div></div><div class="c x8 y23c wb2 h15"><div class="t m0 xf h74 ya5 ffd fs3 fc0 sc0 ls0 ws0">Rozrachunki z tyt. wynagrodzeń<span class="ff1"> </span></div></div><div class="c xe y23c wb3 h15"><div class="t m0 x7e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">202<span class="ls0"> </span></div></div><div class="c xde y23c wb3 h15"><div class="t m0 x7e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">187<span class="ls0"> </span></div></div><div class="c x8 y794 wb2 h15"><div class="t m0 xf h74 ya5 ff1 fs3 fc0 sc0 ls0 ws0">Kaucje zatrzymane </div></div><div class="c xe y794 wb3 h15"><div class="t m0 x7e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">228<span class="ls0"> </span></div></div><div class="c xde y794 wb3 h15"><div class="t m0 x7e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">280<span class="ls0"> </span></div></div><div class="c x8 y185 wb2 h17"><div class="t m0 xf h74 y9e ffd fs3 fc0 sc0 ls0 ws0">Zobowiązania ze spółkami wewnątrz grupy z </div><div class="t m0 xd h74 ya0 ffd fs3 fc0 sc0 ls0 ws0">realizacji projektów deweloperskich<span class="ff1"> </span></div></div><div class="c xe y185 wb3 h17"><div class="t m0 x1f h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">1 057 </div></div><div class="c xde y185 wb3 h17"><div class="t m0 x4a h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">98<span class="ls0"> </span></div></div><div class="c x8 y795 wb2 h15"><div class="t m0 xf h74 ya5 ffd fs3 fc0 sc0 ls0 ws0">Zobowiązanie z tytułu zakupu udziałów<span class="ff1"> </span></div></div><div class="c xe y795 wb3 h15"><div class="t m0 x1f h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">5 208 </div></div><div class="c xde y795 wb3 h15"><div class="t m0 x1f h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">9 608 </div></div><div class="c x8 y796 wb2 h15"><div class="t m0 xf h74 ya5 ff1 fs3 fc0 sc0 ls0 ws0">Inne </div></div><div class="c xe y796 wb3 h15"><div class="t m0 x7e h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">173<span class="ls0"> </span></div></div><div class="c xde y796 wb3 h15"><div class="t m0 x4a h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">48<span class="ls0"> </span></div></div><div class="c x8 y797 wb2 h15"><div class="t m0 xf h74 y1 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y797 wb3 h15"><div class="t m0 x94 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">24 683 </div></div><div class="c xde y797 wb3 h15"><div class="t m0 x94 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">19 409 </div></div></div><div class="pi"></div></div>
<div id="pf3d" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3d w0 h0"><img src="data:image/png;base64,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" class="bi x5 y798 w4 hbf" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">61<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Zarząd Sp<span class="_ _0"></span>ółki<span class="ff3"> </span>uwa<span class="_ _0"></span>ża, że <span class="_ _0"></span>wartość <span class="_ _0"></span>księgowa z<span class="_ _0"></span>obowią<span class="_ _0"></span>zań jest <span class="_ _0"></span>zbliżona d<span class="_ _0"></span>o ich <span class="_ _0"></span>wartości god<span class="_ _0"></span>ziwej. </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">Zobowiązania z tytułu dostaw i usług nie są <span class="_ _5"></span>opr<span class="_ _0"></span>ocentowane i mają zazwyczaj termin płatności </div><div class="t m0 x8 h6 y18a ff3 fs0 fc0 sc0 ls0 ws0">w przedziale od 7 d<span class="_ _0"></span>o <span class="ls2">30</span> dni.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y1de ff4 fs0 fc0 sc0 ls0 ws0">Pozycja zo<span class="_ _5"></span>b<span class="_ _0"></span>owiązania z <span class="_ _5"></span>tytułu zakupu <span class="_ _5"></span>udziałów <span class="ff3">dotyczy </span>zakupu <span class="_ _5"></span>przez Murapol S.A. <span class="_ _5"></span>udziałów w </div><div class="t m0 x8 h6 y1df ff4 fs0 fc0 sc0 ls0 ws0">spółce MFM Capital 2 Sp. z o.o., gdzie ostateczny termin zapłaty przypada<span class="_ _0"></span> na dzień 2<span class="ff3">9<span class="_ _0"></span> marca </span></div><div class="t m0 x8 h6 y300 ff3 fs0 fc0 sc0 ls2 ws0">202<span class="ls0">7 roku. </span></div><div class="t m0 x8 h6 y1bd ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h41 y105 ff6 fs6 fc0 sc0 ls0 ws0">29.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Przyczyny w<span class="_ _5"></span>ystępowania różnic p<span class="_ _5"></span>omiędzy<span class="ff6"> zmianami<span class="_ _5"></span> </span></span></span></div><div class="t m0 x5d he y799 ff7 fs6 fc0 sc0 ls0 ws0">wynikającymi <span class="_ _5"></span>ze sprawozdania z sytuacj<span class="_ _5"></span>i finansowej<span class="ff6"> oraz </span></div><div class="t m0 x5d he y785 ff7 fs6 fc0 sc0 ls0 ws0">zmianami wyni<span class="_ _5"></span>kającymi ze sprawoz<span class="_ _5"></span>dania z przepływów </div><div class="t m0 x5d he y79a ff7 fs6 fc0 sc0 ls0 ws0">pieniężnych<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x8 h6 y79b ff4 fs0 fc0 sc0 ls0 ws0">Przyczyny występowania<span class="_ _0"></span> różnic pomiędzy <span class="_ _0"></span>zmianami wyn<span class="_ _0"></span>ikającymi ze sprawozdania z <span class="_ _0"></span>sytuacji </div><div class="t m0 x8 h6 y79c ff4 fs0 fc0 sc0 ls0 ws0">finansowej oraz zmiana<span class="_ _0"></span>mi wyni<span class="_ _0"></span>kającymi z sprawozdania<span class="_ _0"></span> z przepływów pieni<span class="_ _0"></span>ężnych </div><div class="t m0 x8 h6 y77 ff4 fs0 fc0 sc0 ls0 ws0">przedstawiają poniż<span class="_ _0"></span>sze tabele:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y79d ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 ye2 wb4 h64"><div class="t m0 x11 h8 y353 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf ye2 wb5 h64"><div class="t m0 x3e h14 y353 ff7 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff6"> </span></div><div class="t m0 x3e h14 y35e ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023  </div></div><div class="c x13 ye2 wb6 h64"><div class="t m0 x3e h14 y353 ff7 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff6"> </span></div><div class="t m0 x3e h14 y35e ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y79e wb4 hc0"><div class="t m0 x11 h8 y489 ff4 fs3 fc0 sc0 ls0 ws0">Zmiana stanu należności wynikająca ze sprawozdania z </div><div class="t m0 x11 h8 y2e9 ff3 fs3 fc0 sc0 ls0 ws0">sytuacji finansowej </div></div><div class="c xdf y79e wb5 hc0"><div class="t m0 x17 h8 y496 ff3 fs3 fc0 sc0 ls0 ws0">(<span class="ls4">29</span> 090) </div></div><div class="c x13 y79e wb6 hc0"><div class="t m0 x34 h8 y496 ff3 fs3 fc0 sc0 ls0 ws0">18 727 </div></div><div class="c x8 y79f wb4 hc1"><div class="t m0 x11 h8 y35b ff4 fs3 fc0 sc0 ls0 ws0">Zmiana stanu odpisu na należności<span class="ff3"> </span></div></div><div class="c xdf y79f wb5 hc1"><div class="t m0 x37 h8 y35b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x13 y79f wb6 hc1"><div class="t m0 x2 h8 y35b ff3 fs3 fc0 sc0 ls4 ws0">827<span class="ls0"> </span></div></div><div class="c x8 y7a0 wb4 hc2"><div class="t m0 x11 h8 y35b ff4 fs3 fc0 sc0 ls0 ws0">Zmiana stanu z tytułu kompensaty<span class="ff3"> </span></div></div><div class="c xdf y7a0 wb5 hc2"><div class="t m0 x37 h8 y35b ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x13 y7a0 wb6 hc2"><div class="t m0 x73 h8 y35b ff3 fs3 fc0 sc0 ls7 ws0">(6<span class="ls0"> 277) </span></div></div><div class="c x8 y7a1 wb4 hc0"><div class="t m0 x11 h14 y489 ff6 fs3 fc0 sc0 ls0 ws0">Zmiana <span class="ff7">stanu należności wynikająca ze sprawozdania z </span></div><div class="t m0 x11 h14 y2e9 ff7 fs3 fc0 sc0 ls0 ws0">przepływów pieniężnych<span class="ff3"> </span></div></div><div class="c xdf y7a1 wb5 hc0"><div class="t m0 x17 h14 y496 ff6 fs3 fc0 sc0 ls0 ws0">(29 090) </div></div><div class="c x13 y7a1 wb6 hc0"><div class="t m0 x34 h14 y496 ff6 fs3 fc0 sc0 ls0 ws0">13 277 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y5f7 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y7a2 wb4 h64"><div class="t m0 x11 h8 y353 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y7a2 wb5 h64"><div class="t m0 x3e h14 y353 ff7 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff6"> </span></div><div class="t m0 x3e h14 y35e ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023  </div></div><div class="c x13 y7a2 wb6 h64"><div class="t m0 x3e h14 y353 ff7 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff6"> </span></div><div class="t m0 x3e h14 y35e ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022  </div></div><div class="c x8 y349 wb4 hc0"><div class="t m0 x11 h8 y489 ff4 fs3 fc0 sc0 ls0 ws0">Zmiana stanu zobowiązań wynikająca ze sprawozdania z </div><div class="t m0 x11 h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">sytuacji finansowej </div></div><div class="c xdf y349 wb5 hc0"><div class="t m0 x69 h14 y7a3 ff6 fs3 fc0 sc0 ls0 ws0">5 128<span class="ff3"> </span></div></div><div class="c x13 y349 wb6 hc0"><div class="t m0 x17 h14 y7a3 ff6 fs3 fc0 sc0 ls0 ws0">(20 128)<span class="ff3"> </span></div></div><div class="c x8 y7a4 wb4 hc0"><div class="t m0 x11 h8 y489 ff3 fs3 fc0 sc0 ls0 ws0">Zmiana <span class="ff4">stanu z tytułu sprzedaży/nabycia udziałów w spółkach </span></div><div class="t m0 x11 h8 y10e ff4 fs3 fc0 sc0 ls0 ws0">zależnych<span class="ff3"> </span></div></div><div class="c xdf y7a4 wb5 hc0"><div class="t m0 x25 h8 y7a3 ff3 fs3 fc0 sc0 ls0 ws0">4 400 </div></div><div class="c x13 y7a4 wb6 hc0"><div class="t m0 x37 h8 y7a3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y7a5 wb4 ha1"><div class="t m0 x11 h14 y7a6 ff7 fs3 fc0 sc0 ls0 ws0">Zmiana stanu zobowiązań wynikająca ze sprawozdania z </div><div class="t m0 x11 h14 yf1 ff7 fs3 fc0 sc0 ls0 ws0">przepływów pieniężnych<span class="ff6"> </span></div></div><div class="c xdf y7a5 wb5 ha1"><div class="t m0 x69 h14 y557 ff6 fs3 fc0 sc0 ls0 ws0">9 528 </div></div><div class="c x13 y7a5 wb6 ha1"><div class="t m0 x17 h14 y557 ff6 fs3 fc0 sc0 ls0 ws0">(20 128) </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y34d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 he y7a7 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff6 fs6"> </span></div></div></div><div class="pi"></div></div>
<div id="pf3e" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3e w0 h0"><img src="data:image/png;base64,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" class="bi x5 y7a8 wb7 hc3" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">62<span class="ls0"> </span></div><div class="t m0 x8 h41 y37 ff6 fs6 fc0 sc0 ls0 ws0">30.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Zobowiązania<span class="_ _5"></span> warunkowe<span class="ff6"> </span></span></span></div><div class="t m0 x4a h4f y4eb ff6 fs5 fc0 sc0 ls3 ws0">30.1.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6"> U<span class="ff7">dzielone poręczenia i gwarancje</span> </span></span></div><div class="t m0 x8d h6 y7a9 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y7aa wb8 hc4"><div class="t m0 xd h3b ya3 ff2 fs9 fc0 sc0 ls0 ws0">Gwarant </div></div><div class="c x61 y7aa wb9 hc4"><div class="t m0 xd h3b ya3 ff2 fs9 fc0 sc0 ls0 ws0">Wykonawca </div></div><div class="c x26 y7aa wba hc4"><div class="t m0 xd h3b ya3 ff2 fs9 fc0 sc0 ls0 ws0">Przedmiot g<span class="_ _5"></span>warancji </div></div><div class="c xa9 y7aa wbb hc4"><div class="t m0 xe0 h3b y1a1 ff2 fs9 fc0 sc0 ls2d ws0">Do </div><div class="t m0 x3e h3b y673 ff2 fs9 fc0 sc0 ls0 ws0">kwoty </div></div><div class="c x87 y7aa wbc hc4"><div class="t m0 x22 h3b ya3 ff2 fs9 fc0 sc0 ls2e ws0">Od<span class="ls0"> </span></div></div><div class="c x64 y7aa wbd hc4"><div class="t m0 x5a h3b ya3 ff2 fs9 fc0 sc0 ls2d ws0">Do<span class="ls0"> </span></div></div><div class="c x8 y7ab wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7ab wb9 h57"><div class="t m0 xd h39 y1a1 ff4 fs9 fc0 sc0 ls0 ws0">Biuro Inwestycj<span class="_ _5"></span>i Kapitałowych </div><div class="t m0 xd h39 y673 ff3 fs9 fc0 sc0 ls0 ws0">Sosnowiec 2 Sp<span class="_ _5"></span>. z o.o. </div></div><div class="c x26 y7ab wba h57"><div class="t m0 xd h39 y1a1 ff4 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _5"></span>z tytułu </div><div class="t m0 xd h39 y673 ff4 fs9 fc0 sc0 ls0 ws0">dostaw i usług<span class="ff3"> </span></div></div><div class="c xa9 y7ab wbb h57"><div class="t m0 xd4 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0"> 700     </div></div><div class="c x87 y7ab wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2019<span class="ls0">-</span>05<span class="ls0">-</span>13<span class="ls0"> </span></div></div><div class="c x64 y7ab wbd h57"><div class="t m0 x4 h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">nieokreślony<span class="_ _5"></span><span class="ff3"> </span></div></div><div class="c x8 y262 wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A<span class="_ _5"></span> </div></div><div class="c x61 y262 wb9 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Leier Polska S.<span class="_ _5"></span>A. </div></div><div class="c x26 y262 wba h57"><div class="t m0 xd h39 y1a1 ff4 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _5"></span>z tytułu </div><div class="t m0 xd h39 y673 ff4 fs9 fc0 sc0 ls0 ws0">dostaw i usług<span class="ff3"> </span></div></div><div class="c xa9 y262 wbb h57"><div class="t m0 x5b h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">2 000 </div></div><div class="c x87 y262 wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2020<span class="ls0">-</span>10<span class="ls0">-</span>08<span class="ls0"> </span></div></div><div class="c x64 y262 wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2023<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x8 y7ac wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7ac wb9 h57"><div class="t m0 xd h39 y9e ff4 fs9 fc0 sc0 ls0 ws0">Zakład Górnic<span class="_ _5"></span>zo<span class="_ _0"></span><span class="ff3">-</span>Hutn<span class="_ _5"></span>iczy "Bolesław" </div><div class="t m0 xd h39 y673 ff3 fs9 fc0 sc0 ls0 ws0">SA. </div></div><div class="c x26 y7ac wba h57"><div class="t m0 xd h39 y9e ff4 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _5"></span>z tytułu </div><div class="t m0 xd h39 y673 ff4 fs9 fc0 sc0 ls0 ws0">dostaw i usług<span class="ff3"> </span></div></div><div class="c xa9 y7ac wbb h57"><div class="t m0 xd4 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0"> 703     </div></div><div class="c x87 y7ac wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2019<span class="ls0">-</span>07<span class="ls0">-</span>19<span class="ls0"> </span></div></div><div class="c x64 y7ac wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2024<span class="ls0">-</span>08<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x8 y7ad wb8 h57"><div class="t m0 xd h39 y7ae ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7ad wb9 h57"><div class="t m0 xd h39 y9e ff4 fs9 fc0 sc0 ls0 ws0">Sopockie Towar<span class="_ _5"></span>zystwo Ubezpiecze<span class="_ _5"></span>ń </div><div class="t m0 xd h39 y673 ff3 fs9 fc0 sc0 ls0 ws0">ERGO HESTIA<span class="_ _5"></span> S.A. </div></div><div class="c x26 y7ad wba h57"><div class="t m0 xd h39 y9e ff4 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _5"></span>z tytułu </div><div class="t m0 xd h39 y673 ff4 fs9 fc0 sc0 ls0 ws0">dostaw i usług<span class="ff3"> </span></div></div><div class="c xa9 y7ad wbb h57"><div class="t m0 x32 h39 y7ae ff3 fs9 fc0 sc0 ls0 ws0">650     </div></div><div class="c x87 y7ad wbc h57"><div class="t m0 xd h39 y7ae ff3 fs9 fc0 sc0 ls8 ws0">2019<span class="ls0">-</span>05<span class="ls0">-</span>28<span class="ls0"> </span></div></div><div class="c x64 y7ad wbd h57"><div class="t m0 x43 h39 y7ae ff3 fs9 fc0 sc0 ls8 ws0">2024<span class="ls0">-</span>09<span class="ls0">-</span>24<span class="ls0"> </span></div></div><div class="c x8 y5b6 wb8 hc5"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y5b6 wb9 hc5"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">Student Depot<span class="_ _5"></span> Łódź 2 Sp. z o.o.<span class="ff3"> </span></div></div><div class="c x26 y5b6 wba hc5"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">Umowa poręc<span class="_ _5"></span>zenia<span class="ff3"> </span></div></div><div class="c xa9 y5b6 wbb hc5"><div class="t m0 x5b h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">6 500 </div></div><div class="c x87 y5b6 wbc hc5"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2021<span class="ls0">-</span>05<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x64 y5b6 wbd hc5"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2025<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x8 y676 wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y676 wb9 h57"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">Student Depot<span class="_ _5"></span> Łódź 2 Sp. z o.o.<span class="ff3"> </span></div></div><div class="c x26 y676 wba h57"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">Umowa poręc<span class="_ _5"></span>zenia<span class="ff3"> </span></div></div><div class="c xa9 y676 wbb h57"><div class="t m0 x5b h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">1 967<span class="ls0"> </span></div></div><div class="c x87 y676 wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2021<span class="ls0">-</span>11<span class="ls0">-</span>30<span class="ls0"> </span></div></div><div class="c x64 y676 wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2028<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x8 y7af wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7af wb9 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Stena Sp. z o.o<span class="_ _5"></span>. </div></div><div class="c x26 y7af wba h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Umowa <span class="ff4">poręc<span class="_ _5"></span>zenia<span class="ff3"> </span></span></div></div><div class="c xa9 y7af wbb h57"><div class="t m0 x14 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">32 074 </div></div><div class="c x87 y7af wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2021<span class="ls0">-</span>11<span class="ls0">-</span>02<span class="ls0"> </span></div></div><div class="c x64 y7af wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2032<span class="ls0">-</span>05<span class="ls0">-</span>20<span class="ls0"> </span></div></div><div class="c x8 y43a wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y43a wb9 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Stena Sp. z o.o<span class="_ _5"></span>. </div></div><div class="c x26 y43a wba h57"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">Umowa poręc<span class="_ _5"></span>zenia<span class="ff3"> </span></div></div><div class="c xa9 y43a wbb h57"><div class="t m0 x14 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">48 678 </div></div><div class="c x87 y43a wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2021<span class="ls0">-</span>11<span class="ls0">-</span>02<span class="ls0"> </span></div></div><div class="c x64 y43a wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2032<span class="ls0">-</span>12<span class="ls0">-</span>18<span class="ls0"> </span></div></div><div class="c x8 y7b0 wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7b0 wb9 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Stena Sp. z o.o<span class="_ _5"></span>. </div></div><div class="c x26 y7b0 wba h57"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">Umowa poręc<span class="_ _5"></span>zenia<span class="ff3"> </span></div></div><div class="c xa9 y7b0 wbb h57"><div class="t m0 x11 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">141 209 </div></div><div class="c x87 y7b0 wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2021<span class="ls0">-</span>11<span class="ls0">-</span>02<span class="ls0"> </span></div></div><div class="c x64 y7b0 wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2033<span class="ls0">-</span>06<span class="ls0">-</span>30<span class="ls0"> </span></div></div><div class="c x8 y7b1 wb8 h57"><div class="t m0 xd h39 y7ae ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7b1 wb9 h57"><div class="t m0 xd h39 y7ae ff3 fs9 fc0 sc0 ls0 ws0">Aceno Sp. z o.o<span class="_ _5"></span>. </div></div><div class="c x26 y7b1 wba h57"><div class="t m0 xd h39 y7ae ff4 fs9 fc0 sc0 ls0 ws0">Umowa poręc<span class="_ _5"></span>zenia<span class="ff3"> </span></div></div><div class="c xa9 y7b1 wbb h57"><div class="t m0 x14 h39 y7ae ff3 fs9 fc0 sc0 ls0 ws0">51 406 </div></div><div class="c x87 y7b1 wbc h57"><div class="t m0 xd h39 y7ae ff3 fs9 fc0 sc0 ls8 ws0">2021<span class="ls0">-</span>11<span class="ls0">-</span>02<span class="ls0"> </span></div></div><div class="c x64 y7b1 wbd h57"><div class="t m0 x43 h39 y7ae ff3 fs9 fc0 sc0 ls8 ws0">2032<span class="ls0">-</span>07<span class="ls0">-</span>22<span class="ls0"> </span></div></div><div class="c x8 ybd wb8 hb7"><div class="t m0 xd h39 y7b2 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 ybd wb9 hb7"><div class="t m0 xd h39 y7b2 ff3 fs9 fc0 sc0 ls0 ws0">Stena Sp. z o.o<span class="_ _5"></span>. </div><div class="t m0 xd h39 y44b ff3 fs9 fc0 sc0 ls0 ws0">Samaki Sp. z o.<span class="_ _5"></span> o.,  </div><div class="t m0 xd h39 y7b3 ff3 fs9 fc0 sc0 ls0 ws0">Soro Sp. z o. o.,<span class="_ _5"></span>  </div><div class="t m0 xd h39 y7b4 ff3 fs9 fc0 sc0 ls0 ws0">Moeda Sp. z o<span class="_ _5"></span>. o.,  </div><div class="t m0 xd h39 yfc ff3 fs9 fc0 sc0 ls0 ws0">Bank Pekao S.<span class="_ _5"></span>A. </div></div><div class="c x26 ybd wba hb7"><div class="t m0 xd h39 y7b2 ff4 fs9 fc0 sc0 ls0 ws0">Umowa poręc<span class="_ _5"></span>zenia<span class="ff3"> </span></div></div><div class="c xa9 ybd wbb hb7"><div class="t m0 x14 h39 y7b2 ff3 fs9 fc0 sc0 ls0 ws0">33 500 </div></div><div class="c x87 ybd wbc hb7"><div class="t m0 xd h39 y7b2 ff3 fs9 fc0 sc0 ls8 ws0">2021<span class="ls0">-</span>10<span class="ls0">-</span>28<span class="ls0"> </span></div></div><div class="c x64 ybd wbd hb7"><div class="t m0 x43 h39 y7b2 ff3 fs9 fc0 sc0 ls8 ws0">2027<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x8 y519 wb8 h57"><div class="t m0 xd h39 y48c ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y519 wb9 h57"><div class="t m0 xd h39 y48c ff3 fs9 fc0 sc0 ls0 ws0">Aceno Sp. z o.o<span class="_ _5"></span>. </div><div class="t m0 xd h39 ya2 ff3 fs9 fc0 sc0 ls0 ws0">Santander Bank<span class="_ _5"></span> Polska S.A. </div></div><div class="c x26 y519 wba h57"><div class="t m0 xd h39 y48c ff3 fs9 fc0 sc0 ls0 ws0">Umowa <span class="ff4">poręc<span class="_ _5"></span>zenie<span class="ff3"> </span></span></div></div><div class="c xa9 y519 wbb h57"><div class="t m0 x5b h39 y48c ff3 fs9 fc0 sc0 ls0 ws0">5 462 </div></div><div class="c x87 y519 wbc h57"><div class="t m0 xd h39 y48c ff3 fs9 fc0 sc0 ls8 ws0">2022<span class="ls0">-</span>02<span class="ls0">-</span>03<span class="ls0"> </span></div></div><div class="c x64 y519 wbd h57"><div class="t m0 x43 h39 y48c ff3 fs9 fc0 sc0 ls8 ws0">2032<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x8 y586 wb8 h57"><div class="t m0 xd h39 y48c ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y586 wb9 h57"><div class="t m0 xd h39 y48c ff3 fs9 fc0 sc0 ls0 ws0">Life Spot Sp. z o.<span class="_ _5"></span>o </div><div class="t m0 xd h39 ya2 ff3 fs9 fc0 sc0 ls0 ws0">Santander Bank<span class="_ _5"></span> Polska S.A. </div></div><div class="c x26 y586 wba h57"><div class="t m0 xd h39 y48c ff4 fs9 fc0 sc0 ls0 ws0">Umowa poręc<span class="_ _5"></span>zenie<span class="ff3"> </span></div></div><div class="c xa9 y586 wbb h57"><div class="t m0 x14 h39 y48c ff3 fs9 fc0 sc0 ls0 ws0">22 000 </div></div><div class="c x87 y586 wbc h57"><div class="t m0 xd h39 y48c ff3 fs9 fc0 sc0 ls8 ws0">202<span class="ls0">3-</span>02<span class="ls0">-07 </span></div></div><div class="c x64 y586 wbd h57"><div class="t m0 x43 h39 y48c ff3 fs9 fc0 sc0 ls8 ws0">203<span class="ls0">3-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x8 y7b5 wb8 hc4"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7b5 wb9 hc4"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">mBank S.A.<span class="_ _5"></span> </div></div><div class="c x26 y7b5 wba hc4"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">Poręczenie <span class="_ _5"></span>wekslowe<span class="ff3"> </span></div></div><div class="c xa9 y7b5 wbb hc4"><div class="t m0 x14 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">10 000 </div></div><div class="c x87 y7b5 wbc hc4"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2021<span class="ls0">-</span>05<span class="ls0">-</span>19<span class="ls0"> </span></div></div><div class="c x64 y7b5 wbd hc4"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">202<span class="ls0">6-</span>06<span class="ls0">-</span>30<span class="ls0"> </span></div></div><div class="c x8 y7b6 wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7b6 wb9 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Life Spot Katow<span class="_ _5"></span>ice Graniczna Sp.<span class="_ _5"></span> z o.o. </div></div><div class="c x26 y7b6 wba h57"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">Umowa poręc<span class="_ _5"></span>zenie<span class="ff3"> </span></div></div><div class="c xa9 y7b6 wbb h57"><div class="t m0 x14 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">62 591 </div></div><div class="c x87 y7b6 wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2023<span class="ls0">-</span>02<span class="ls0">-</span>01<span class="ls0"> </span></div></div><div class="c x64 y7b6 wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2035<span class="ls0">-</span>01<span class="ls0">-</span>22<span class="ls0"> </span></div></div><div class="c x8 y7b7 wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7b7 wb9 h57"><div class="t m0 xd h39 y1a1 ff4 fs9 fc0 sc0 ls0 ws0">Life Spot Kraków<span class="_ _5"></span> Czerwone Ma<span class="_ _5"></span>ki Sp.. z </div><div class="t m0 xd h39 y673 ff3 fs9 fc0 sc0 ls0 ws0">o.o. </div></div><div class="c x26 y7b7 wba h57"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">Umowa poręc<span class="_ _5"></span>zenie<span class="ff3"> </span></div></div><div class="c xa9 y7b7 wbb h57"><div class="t m0 x14 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">93 402 </div></div><div class="c x87 y7b7 wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2023<span class="ls0">-06-</span>27<span class="ls0"> </span></div></div><div class="c x64 y7b7 wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2026<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x8 y3ac wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y3ac wb9 h57"><div class="t m0 xd h39 y1a1 ff4 fs9 fc0 sc0 ls0 ws0">SCG Spółka z ogra<span class="_ _5"></span>niczoną </div><div class="t m0 xd h39 y673 ff4 fs9 fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _5"></span>ią Sp. k.<span class="ff3"> </span></div></div><div class="c x26 y3ac wba h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Umowa <span class="ff4">poręc<span class="_ _5"></span>zenia<span class="ff3"> </span></span></div></div><div class="c xa9 y3ac wbb h57"><div class="t m0 x14 h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">21 500 </div></div><div class="c x87 y3ac wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2023<span class="ls0">-</span>06<span class="ls0">-</span>27<span class="ls0"> </span></div></div><div class="c x64 y3ac wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2026<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x8 y7b8 wb8 h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7b8 wb9 h57"><div class="t m0 xd h39 ya3 ff4 fs9 fc0 sc0 ls0 ws0">ING Bank Śląsk<span class="_ _5"></span>i <span class="_ _0"></span>S.A.<span class="ff3"> </span></div></div><div class="c x26 y7b8 wba h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">Gwarancja ban<span class="_ _5"></span>kowa </div></div><div class="c xa9 y7b8 wbb h57"><div class="t m0 x5b h39 ya3 ff3 fs9 fc0 sc0 ls0 ws0">2 421 </div></div><div class="c x87 y7b8 wbc h57"><div class="t m0 xd h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2023<span class="ls0">-</span>10<span class="ls0">-</span>05<span class="ls0"> </span></div></div><div class="c x64 y7b8 wbd h57"><div class="t m0 x43 h39 ya3 ff3 fs9 fc0 sc0 ls8 ws0">2024<span class="ls0">-</span>10<span class="ls0">-</span>05<span class="ls0"> </span></div></div><div class="c x8 y7b9 wb8 hc6"><div class="t m0 xd h39 y7ba ff3 fs9 fc0 sc0 ls0 ws0">Murapol S.A. </div></div><div class="c x61 y7b9 wb9 hc6"><div class="t m0 xd h39 y7ba ff3 fs9 fc0 sc0 ls0 ws0">Cross Bud S.A. </div></div><div class="c x26 y7b9 wba hc6"><div class="t m0 xd h39 y13b ff4 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _5"></span>z tytułu </div><div class="t m0 xd h39 y11e ff4 fs9 fc0 sc0 ls0 ws0">dostaw i usług<span class="ff3"> </span></div></div><div class="c xa9 y7b9 wbb hc6"><div class="t m0 x5b h39 y7ba ff3 fs9 fc0 sc0 ls0 ws0">8 000 </div></div><div class="c x87 y7b9 wbc hc6"><div class="t m0 xd h39 y7ba ff3 fs9 fc0 sc0 ls8 ws0">2019<span class="ls0">-</span>07<span class="ls0">-</span>18<span class="ls0"> </span></div></div><div class="c x64 y7b9 wbd hc6"><div class="t m0 xd h39 y7ba ff3 fs9 fc0 sc0 ls0 ws0">bezterminowo<span class="_ _5"></span> </div></div><div class="c x8 y7bb wb8 h69"><div class="t m0 xd h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x61 y7bb wb9 h69"><div class="t m0 xd h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y7bb wba h69"><div class="t m0 xd h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xa9 y7bb wbb h69"><div class="t m0 x9d h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x87 y7bb wbc h69"><div class="t m0 x19 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y7bb wbd h69"><div class="t m0 x59 h39 yfc ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h8 y657 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y7bc ff3 fs0 fc0 sc0 ls0 ws0">Gwarancje  u<span class="_ _0"></span>dzielone  pr<span class="_ _0"></span>zez <span class="_ _a"> </span><span class="ff4">Spółkę <span class="_ _a"> </span>tytułem <span class="_ _19"> </span>zabezpieczenia  k<span class="_ _0"></span>redytów  ba<span class="_ _0"></span>nkowych  zostały<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y7bd ff4 fs0 fc0 sc0 ls0 ws0">szczegółowo opisan<span class="_ _0"></span>e w Nocie 2<span class="ff3">6<span class="_ _0"></span> do niniejszego sp<span class="_ _0"></span>rawozdania finansowego.<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y7be ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf3f" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3f w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">63<span class="ls0"> </span></div><div class="t m0 x4a h4f y392 ff6 fs5 fc0 sc0 ls3 ws0">30.2.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Sprawy sądowe<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y393 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _17"> </span>d<span class="_ _0"></span>zień <span class="_ _18"> </span>31 <span class="_ _17"> </span>g<span class="_ _0"></span>rudnia <span class="_ _18"> </span><span class="ff3 ls10">20<span class="ls0">23 <span class="_ _18"> </span></span></span>roku <span class="_ _18"> </span>łąc<span class="_ _0"></span>zna <span class="_ _17"> </span>wart<span class="_ _0"></span>ość <span class="_ _18"> </span>postępowań <span class="_ _18"> </span>toc<span class="_ _0"></span>zących <span class="_ _18"> </span>się <span class="_ _18"> </span>przed <span class="_ _18"> </span>sądami, </div><div class="t m0 x8 h6 y394 ff3 fs0 fc0 sc0 ls0 ws0">organami <span class="_ _1d"> </span><span class="ff4">właściwymi <span class="_ _1d"> </span>i <span class="_ _1d"> </span>organami <span class="_ _1d"> </span>administracji <span class="_ _1d"> </span>publicznej, <span class="_ _1d"> </span>dotyczących <span class="_ _1d"> </span>potencjaln<span class="_ _0"></span>ych </span></div><div class="t m0 x8 h6 y395 ff4 fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _0"></span>Sp<span class="_ _0"></span>ółki <span class="_ _0"></span>wyniosła<span class="_ _0"></span><span class="ff3 fc4"> <span class="_ _0"></span><span class="fc0 ls2">11,<span class="ls0">7<span class="_ _0"></span>mln <span class="_ _0"></span>PLN. <span class="_ _9"></span>W </span></span></span>odniesien<span class="_ _0"></span>iu <span class="_ _0"></span>do <span class="_ _0"></span>roszczeń<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>Spółk<span class="_ _0"></span>a<span class="ff3"> <span class="_ _0"></span><span class="ls15">za</span></span>wią<span class="_ _0"></span>zała <span class="_ _0"></span>rezerw<span class="_ _0"></span> </div><div class="t m0 x8 h6 y396 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>spra<span class="_ _0"></span>wy <span class="_ _0"></span>sądowe<span class="ff3"> <span class="_ _9"></span></span>w <span class="_ _9"></span>wysokości <span class="_ _9"></span>4,5 <span class="_ _9"></span>mln <span class="_ _9"></span>PLN<span class="ff3 ls1">. <span class="_ _9"></span></span>Na <span class="_ _9"></span>zawiązaną <span class="_ _9"></span>rezerwę <span class="_ _9"></span>składa <span class="_ _9"></span>się <span class="_ _9"></span>wiele <span class="_ _0"></span>spra<span class="_ _0"></span>w, <span class="_ _9"></span>z </div><div class="t m0 x8 h6 y397 ff4 fs0 fc0 sc0 ls0 ws0">których 5 największyc<span class="_ _0"></span>h składa się n<span class="_ _0"></span>a łączną kwotę 4,2 mln PL<span class="_ _0"></span>N.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y6c ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _18"> </span>dzień  31 <span class="_ _18"> </span>grudnia <span class="_ _1c"> </span>2022 <span class="_ _1c"> </span>roku <span class="_ _1c"> </span>łączna<span class="_ _0"></span> <span class="_ _18"> </span>wartość<span class="_ _0"></span> <span class="_ _18"> </span>postęp<span class="_ _0"></span>owań <span class="_ _18"> </span>toczący<span class="_ _0"></span>ch <span class="_ _1c"> </span>się <span class="_ _18"> </span>p<span class="_ _0"></span>rzed <span class="_ _18"> </span>sąda<span class="_ _0"></span>mi </div><div class="t m0 x8 h6 y7bf ff4 fs0 fc0 sc0 ls0 ws0">dotyczących potencjalnych zobowiązań Spółki<span class="ff3"> <span class="_ _5"></span><span class="ff4">wy<span class="_ _0"></span>niosła <span class="_ _5"></span>około <span class="ff3 ls2">11<span class="ls0">,0 <span class="_ _5"></span>mln PLN. <span class="_ _5"></span>W odniesieniu <span class="_ _5"></span>do </span></span></span></span></div><div class="t m0 x8 h6 y7c0 ff4 fs0 fc0 sc0 ls0 ws0">roszczeń, <span class="_ _0"></span>które <span class="_ _0"></span>Sp<span class="_ _0"></span>ółka<span class="ff3"> </span>u<span class="_ _0"></span>znała <span class="_ _0"></span>za <span class="_ _0"></span>zasadne <span class="_ _0"></span>zawią<span class="_ _0"></span>zano <span class="_ _0"></span>rezerwy <span class="_ _0"></span>o <span class="_ _0"></span>łącznej <span class="_ _0"></span>wa<span class="_ _0"></span>rtości <span class="_ _0"></span>około <span class="_ _9"></span><span class="ff3">4,5mln<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y7c1 ff4 fs0 fc0 sc0 ls0 ws0">PLN. <span class="_ _10"> </span>Na <span class="_ _10"> </span>zawi<span class="_ _0"></span>ązaną <span class="_ _10"> </span>rezerwę <span class="_ _17"> </span>składa <span class="_ _10"> </span>się <span class="_ _10"> </span>wiel<span class="_ _0"></span>e <span class="_ _10"> </span>spraw, <span class="_ _17"> </span>z <span class="_ _13"> </span>k<span class="_ _0"></span>tórych <span class="_ _10"> </span>5 <span class="_ _10"> </span>najwięk<span class="_ _0"></span>szych <span class="_ _10"> </span>skła<span class="_ _0"></span>da <span class="_ _10"> </span>się <span class="_ _10"> </span>na </div><div class="t m0 x8 h6 y39b ff4 fs0 fc0 sc0 ls0 ws0">łączną kwotę <span class="ff3">4,4 ml<span class="_ _0"></span>n PLN. </span></div><div class="t m0 x8 h6 y7c2 ff4 fs0 fc0 sc0 ls0 ws0">Rezerwy <span class="_ _1d"> </span>na <span class="_ _6"> </span>sprawy <span class="_ _1d"> </span>sądowe <span class="_ _1d"> </span>tw<span class="_ _0"></span>orzone <span class="_ _6"> </span>są,<span class="ff3"> <span class="_ _1d"> </span>gdy<span class="_ _0"></span> <span class="_ _1d"> </span>szacowane <span class="_ _1d"> </span>ryzyk<span class="_ _0"></span>o <span class="_ _1d"> </span>przegrani<span class="_ _0"></span>a <span class="_ _1d"> </span>sprawy <span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y7c3 ff4 fs0 fc0 sc0 ls0 ws0">i <span class="_ _8"> </span>zasądzenia <span class="_ _8"> </span>kwoty <span class="_ _12"> </span>na <span class="_ _2b"> </span>rzecz <span class="_ _8"> </span>pow<span class="_ _0"></span>oda <span class="_ _8"> </span>przekracza <span class="_ _8"> </span>50%<span class="_ _0"></span><span class="ff3"> <span class="_ _8"> </span>(prz<span class="_ _0"></span>egranie <span class="_ _8"> </span>spra<span class="_ _0"></span>wy <span class="_ _8"> </span>jest </span></div><div class="t m0 x8 h6 y7c4 ff3 fs0 fc0 sc0 ls0 ws0">prawdopodobne)<span class="_ _0"></span>. <span class="_ _14"> </span><span class="ff4">W <span class="_ _20"> </span>przypadku <span class="_ _20"> </span>sporów <span class="_ _14"> </span>co <span class="_ _20"> </span>do <span class="_ _20"> </span>których <span class="_ _20"> </span></span>S<span class="ff4">półka <span class="_ _20"> </span>nie <span class="_ _14"> </span>z<span class="_ _0"></span>awiązała <span class="_ _14"> </span>rezerwy<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y7c5 ff4 fs0 fc0 sc0 ls0 ws0">prawdopodobień<span class="_ _0"></span>stwo <span class="_ _0"></span>pr<span class="_ _0"></span>zegranej <span class="_ _0"></span>oszac<span class="_ _0"></span>owane <span class="_ _0"></span>zo<span class="_ _0"></span>stało <span class="_ _0"></span>na <span class="_ _9"></span>poniżej <span class="_ _0"></span>50<span class="_ _0"></span>%. <span class="_ _0"></span>Wa<span class="_ _0"></span>rtość <span class="_ _0"></span>jedn<span class="_ _0"></span>ostkowa </div><div class="t m0 x8 h6 y7c6 ff4 fs0 fc0 sc0 ls0 ws0">tych sporów jest nieist<span class="_ _0"></span>otna.<span class="ff3"> </span></div><div class="t m0 x8 h6 y7c7 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff4">Wartość <span class="_ _11"></span>zobowiązań <span class="_ _11"></span>warunkowych <span class="_ _11"></span>dotyczącyc<span class="_ _0"></span>h <span class="_ _11"></span>spraw <span class="_ _11"></span>sądowych <span class="_ _11"></span>nie <span class="_ _9"></span>objęty<span class="_ _0"></span>ch <span class="_ _11"></span>rezerwą <span class="_ _9"></span>na </span></div><div class="t m0 x8 h6 y7c8 ff4 fs0 fc0 sc0 ls0 ws0">dzień 31 grudnia<span class="_ _0"></span> 2023 wynosi <span class="ff3 ls2">7,2<span class="ls0"> ml<span class="_ _0"></span>n PLN. </span></span></div><div class="t m0 x8 h6 y7c9 ff4 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _13"></span>zobowiązań <span class="_ _13"></span>warunkowych <span class="_ _13"></span>dotyczącyc<span class="_ _0"></span>h <span class="_ _11"></span>spraw <span class="_ _13"></span>sądowych <span class="_ _13"></span>nie <span class="_ _13"></span>objętych <span class="_ _13"></span>rezerwą <span class="_ _11"></span>n<span class="_ _0"></span>a </div><div class="t m0 x8 h6 y7ca ff4 fs0 fc0 sc0 ls0 ws0">dzień 31 grudnia<span class="_ _0"></span> 2022 wynosi <span class="ff3 ls2">6,5 <span class="ls0">ml<span class="_ _0"></span>n PLN. </span></span></div><div class="t m0 x8 h6 y7cb ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _11"></span>dzień <span class="_ _13"></span>31 <span class="_ _11"></span>grudnia<span class="_ _0"></span> <span class="_ _11"></span>2023 <span class="_ _11"></span>roku <span class="_ _13"></span>łączna <span class="_ _13"></span>wartość <span class="_ _11"></span>sporny<span class="_ _0"></span>ch <span class="_ _11"></span>należności<span class="_ _0"></span> <span class="_ _11"></span>co <span class="_ _11"></span>do <span class="_ _11"></span>k<span class="_ _0"></span>tórych <span class="_ _11"></span>toczą <span class="_ _13"></span>się </div><div class="t m0 x8 h6 y26e ff4 fs0 fc0 sc0 ls0 ws0">postępowania <span class="_ _11"></span>p<span class="_ _0"></span>rzed <span class="_ _11"></span>sądami<span class="_ _0"></span> <span class="_ _11"></span>wynosiła <span class="_ _11"></span>okoł<span class="_ _0"></span>o <span class="_ _11"></span>1<span class="ff3">,1<span class="_ _0"></span> <span class="_ _11"></span>mln <span class="_ _11"></span>PLN <span class="_ _13"></span>z <span class="_ _11"></span>czego <span class="_ _11"></span>k<span class="_ _0"></span>wota <span class="_ _11"></span>ok. <span class="_ _13"></span><span class="ls2">0,8</span> <span class="_ _11"></span>ml<span class="_ _0"></span>n <span class="_ _11"></span>PLN <span class="_ _11"></span>je<span class="_ _0"></span>st </span></div><div class="t m0 x8 h6 y26f ff4 fs0 fc0 sc0 ls0 ws0">objęta odpisem ak<span class="_ _0"></span>tualizującym.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y19 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _11"></span>dzień <span class="_ _13"></span>31 <span class="_ _11"></span>grudnia<span class="_ _0"></span> <span class="_ _11"></span>2022 <span class="_ _11"></span>roku <span class="_ _13"></span>łączna <span class="_ _13"></span>wartość <span class="_ _11"></span>sporny<span class="_ _0"></span>ch <span class="_ _11"></span>należności<span class="_ _0"></span> <span class="_ _11"></span>co <span class="_ _11"></span>do <span class="_ _11"></span>k<span class="_ _0"></span>tórych <span class="_ _11"></span>toczą <span class="_ _13"></span>się </div><div class="t m0 x8 h6 y2b2 ff4 fs0 fc0 sc0 ls0 ws0">postępowania <span class="_ _10"> </span>przed <span class="_ _13"></span>sądami <span class="_ _10"> </span>wynosiła <span class="_ _13"> </span>około <span class="_ _10"> </span><span class="ff3">2,7<span class="_ _0"></span> <span class="_ _13"></span>mln <span class="_ _13"> </span>PLN <span class="_ _13"></span>z <span class="_ _13"> </span>czego <span class="_ _10"> </span>kwota <span class="_ _10"> </span>ok. <span class="_ _10"> </span><span class="ls2">0,8</span>mln <span class="_ _13"> </span>PLN <span class="_ _13"> </span>jest<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y2b3 ff4 fs0 fc0 sc0 ls0 ws0">objęta odpisem ak<span class="_ _0"></span>tualizującym.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y7cc ff3 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x4a h4f y7cd ff6 fs5 fc0 sc0 ls3 ws0">30.3.<span class="ffc ls0"> <span class="_ _1a"> </span></span><span class="ff7">Postępowania administracyjne</span><span class="ls0"> </span></div><div class="t m0 x8 h6 y1d1 ff4 fs0 fc0 sc0 ls0 ws0">Urząd <span class="_ _1c"> </span>Komisji<span class="_ _0"></span>  Nadzoru <span class="_ _1c"> </span>Finan<span class="_ _0"></span>sowego <span class="_ _1c"> </span>wszczął  w  dniu <span class="_ _1c"> </span>30  kwietnia <span class="_ _1c"> </span>2019  roku <span class="_ _1c"> </span>p<span class="_ _0"></span>ostępowanie </div><div class="t m0 x8 h6 y7ce ff4 fs0 fc0 sc0 ls0 ws0">administracyjn<span class="_ _0"></span>e <span class="_ _5"></span>w <span class="_ _5"></span>przedmiocie nałożenia <span class="_ _5"></span>na <span class="_ _5"></span>Murap<span class="_ _0"></span>ol <span class="_ _5"></span>S.A. <span class="_ _5"></span>kary <span class="_ _5"></span>pien<span class="_ _0"></span>iężnej <span class="_ _5"></span>na podstawie <span class="_ _7"></span>a<span class="_ _0"></span>rt. <span class="_ _5"></span>97 </div><div class="t m0 x8 h6 y7cf ff3 fs0 fc0 sc0 ls0 ws0">ust. <span class="_ _13"></span>1 <span class="_ _11"></span>p<span class="_ _0"></span>kt <span class="_ _11"></span>5<span class="_ _0"></span> <span class="_ _13"></span>ustawy <span class="_ _13"></span>o <span class="_ _13"></span>ofercie <span class="_ _13"></span>public<span class="_ _0"></span>znej <span class="_ _11"></span>oraz<span class="_ _0"></span> <span class="_ _13"></span>na <span class="_ _13"></span>podstawie <span class="_ _13"></span>art. <span class="_ _13"></span>97 <span class="_ _13"></span>ust. <span class="_ _13"></span>1a <span class="_ _13"> </span>pk<span class="_ _0"></span>t <span class="_ _10"> </span>2 <span class="_ _13"></span>albo <span class="_ _13"> </span>ust. <span class="_ _13"> </span>1<span class="_ _0"></span>b  </div><div class="t m0 x8 h6 y7d0 ff4 fs0 fc0 sc0 ls0 ws0">ustawy <span class="_ _9"></span>o <span class="_ _11"></span>ofercie <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _9"></span>związ<span class="_ _0"></span>ku <span class="_ _9"></span>z <span class="_ _9"></span>p<span class="_ _0"></span>odejrzeniem <span class="_ _11"></span>naruszenia <span class="_ _11"></span>art. <span class="_ _9"></span>69 <span class="_ _11"></span>w <span class="_ _9"></span>zw. <span class="_ _11"></span>z <span class="_ _9"></span>art.<span class="_ _0"></span> <span class="_ _9"></span>87 <span class="_ _11"></span>ust. <span class="_ _9"></span>1 <span class="_ _9"></span>p<span class="_ _0"></span>kt <span class="_ _9"></span>3 <span class="_ _11"></span>lit. <span class="_ _9"></span>a<span class="_ _0"></span> </div><div class="t m0 x8 h6 y49b ff3 fs0 fc0 sc0 ls0 ws0">oraz art. <span class="_ _5"></span>73 ust. 2 w zw. <span class="_ _5"></span>z art. 87 ust. 1 <span class="_ _5"></span>pkt 3 lit a. <span class="_ _5"></span>ustawy z dnia 29 <span class="_ _5"></span>lipca 2005 o ofercie pu<span class="_ _5"></span>bli<span class="_ _0"></span>cznej </div><div class="t m0 x8 h6 y7d1 ff4 fs0 fc0 sc0 ls0 ws0">(Dz.U. <span class="_ _9"></span>z <span class="_ _9"></span>2019 <span class="_ _9"></span>r. <span class="_ _9"></span>poz. <span class="_ _11"></span>623) <span class="_ _9"></span>w <span class="_ _9"></span>związk<span class="_ _0"></span>u <span class="_ _0"></span>z<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>transakcjami<span class="_ _0"></span> <span class="_ _9"></span> <span class="_ _9"></span>na <span class="_ _9"></span>akcjac<span class="_ _0"></span>h <span class="_ _9"></span>spółki <span class="_ _9"></span>Skarbiec <span class="_ _9"></span>Holdi<span class="_ _0"></span>ng <span class="_ _9"></span>S.A. <span class="_ _0"></span>w<span class="_ _0"></span> </div><div class="t m0 x8 h6 y27a ff3 fs0 fc0 sc0 ls0 ws0">latach  2017-<span class="ff4">2018. <span class="_ _18"> </span>P<span class="_ _0"></span>ostępowanie  sankcyjne <span class="_ _1c"> </span>prowadzone  przez <span class="_ _1c"> </span>KNF <span class="_ _1c"> </span>wo<span class="_ _0"></span>bec <span class="_ _1c"> </span>Murapol  S<span class="_ _5"></span>.<span class="_ _0"></span>A. <span class="_ _1c"> </span>z </span></div><div class="t m0 x8 h6 y7d2 ff4 fs0 fc0 sc0 ls0 ws0">uwagi <span class="_ _13"> </span>n<span class="_ _0"></span>a <span class="_ _13"></span>p<span class="_ _0"></span>odejrzenie <span class="_ _10"> </span>del<span class="_ _0"></span>iktu <span class="_ _13"></span>admin<span class="_ _0"></span>istracyjnego <span class="_ _10"> </span>sprowa<span class="_ _0"></span>dzającego <span class="_ _10"> </span>się <span class="_ _10"> </span>d<span class="_ _0"></span>o <span class="_ _13"></span>sto<span class="_ _0"></span>sowania <span class="_ _13"> </span>pr<span class="_ _0"></span>zez </div><div class="t m0 x8 h6 y12a ff3 fs0 fc0 sc0 ls0 ws0">Murapol <span class="_ _0"></span>S.A. pr<span class="_ _0"></span>ocederu <span class="_ _0"></span>tzw. p<span class="_ _0"></span>arkowania <span class="_ _0"></span>akcji <span class="_ _0"></span>Skarbiec <span class="_ _0"></span>Holding <span class="_ _0"></span>S.A. <span class="_ _0"></span>na p<span class="_ _0"></span>odmiotach <span class="_ _0"></span>trzecich; </div><div class="t m0 x8 h6 y1b1 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>dniu <span class="_ _9"></span>20 <span class="_ _9"></span>sierpn<span class="_ _0"></span>ia <span class="_ _9"></span>2019 <span class="_ _9"></span>r. <span class="_ _9"></span>Komi<span class="_ _0"></span>sja <span class="_ _9"></span>Nadzoru <span class="_ _11"></span>Finansowego <span class="_ _9"></span>nało<span class="_ _0"></span>żyła <span class="_ _9"></span>na <span class="_ _9"></span>Mur<span class="_ _0"></span>apol <span class="_ _9"></span>S.A. <span class="_ _9"></span>dwie <span class="_ _9"></span>ka<span class="_ _0"></span>ry </div><div class="t m0 x8 h6 y7d3 ff4 fs0 fc0 sc0 ls0 ws0">pieniężne o łącznej wy<span class="_ _0"></span>sokości 10,4 mln<span class="_ _0"></span> PLN, n<span class="_ _0"></span>a którą utworzono re<span class="_ _0"></span>zerwę w 2019 r<span class="_ _0"></span>oku<span class="ff3"> </span></div><div class="t m0 x8 h6 y7d4 ff4 fs0 fc0 sc0 ls0 ws0">Kara  w  wysokości  9,9  mln  PLN  nałożona  zo<span class="_ _0"></span>stała  za  mające <span class="_ _19"> </span><span class="ff3">-  w  ocenie  Komisji  Nadzoru </span></div><div class="t m0 x8 h6 y6e8 ff3 fs0 fc0 sc0 ls0 ws0">Finansowego - <span class="ff4">miejsce w <span class="_ _5"></span>2017<span class="_ _0"></span> <span class="_ _5"></span>r. naruszenie obowiązku odnośnie do ogłoszenia tzw. <span class="_ _5"></span>wezwani<span class="_ _0"></span>a </span></div></div></div><div class="pi"></div></div>
<div id="pf40" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc40 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">64<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">następczego <span class="_ _19"> </span>do <span class="_ _19"> </span>zapisywania <span class="_ _19"> </span>się <span class="_ _19"> </span>na <span class="_ _19"> </span>sprzedaż <span class="_ _19"> </span>lub <span class="_ _19"> </span>zamianę <span class="_ _19"> </span>akcji <span class="_ _a"> </span>w<span class="_ _0"></span> <span class="_ _19"> </span>liczbie <span class="_ _19"> </span>powodującej </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">osiągnięcie <span class="_ _10"> </span>66% <span class="_ _10"> </span>ogólnej<span class="_ _0"></span> <span class="_ _13"></span>lic<span class="_ _0"></span>zby <span class="_ _13"> </span>głosów <span class="_ _10"> </span>w <span class="_ _10"> </span>Skarbiec <span class="_ _10"> </span>Holdi<span class="_ _0"></span>ng <span class="_ _13"> </span>S.A. <span class="_ _10"> </span>w <span class="_ _13"> </span>z<span class="_ _0"></span>wiązku <span class="_ _13"> </span>z <span class="_ _10"> </span>przekr<span class="_ _0"></span>oczeniem </div><div class="t m0 x8 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _9"></span>Murapol <span class="_ _9"></span>S.A. <span class="_ _9"></span>wraz <span class="_ _9"></span>z <span class="_ _9"></span>Venture <span class="_ _9"></span>Fund<span class="_ _0"></span>uszem <span class="_ _9"></span>Inwestycyjny<span class="_ _0"></span>m <span class="_ _9"></span>Zamkniętym <span class="_ _9"></span>zarządzanym <span class="_ _9"></span>p<span class="_ _0"></span>rz<span class="_ _0"></span><span class="ff3">ez </span></div><div class="t m0 x8 h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">Trigon <span class="_ _5"></span>TFI S.A. <span class="_ _7"></span>(obec<span class="_ _0"></span>nie <span class="_ _5"></span>Lartiq<span class="_ _0"></span> <span class="_ _5"></span>TFI <span class="_ _5"></span>S.A.) <span class="_ _5"></span>33<span class="_ _0"></span>% <span class="_ _5"></span>ogólnej <span class="_ _5"></span>lic<span class="_ _0"></span>zby <span class="_ _5"></span>głosów <span class="_ _5"></span>w spółce <span class="_ _5"></span>Skarbiec<span class="_ _0"></span> <span class="_ _5"></span>Holding S.A<span class="_ _5"></span>. </div><div class="t m0 x8 h6 y18c ff4 fs0 fc0 sc0 ls0 ws0">albo <span class="_ _0"></span>niedokonaniem <span class="_ _0"></span>zbycia<span class="_ _0"></span> w <span class="_ _0"></span>tym <span class="_ _0"></span>terminie <span class="_ _0"></span>akcji <span class="_ _0"></span>Skarbiec <span class="_ _0"></span>Holding <span class="_ _0"></span>S.A. w <span class="_ _0"></span>liczbie <span class="_ _0"></span>powodującej </div><div class="t m0 x8 h6 y18d ff4 fs0 fc0 sc0 ls0 ws0">osiągnięcie <span class="_ _11"></span>ni<span class="_ _0"></span>e <span class="_ _11"></span>więcej <span class="_ _11"></span>ni<span class="_ _0"></span>ż <span class="_ _11"></span>33% <span class="_ _11"></span>og<span class="_ _0"></span>ólnej <span class="_ _11"></span>liczby <span class="_ _11"></span>głos<span class="_ _0"></span>ów <span class="_ _11"></span>w <span class="_ _11"></span>tej <span class="_ _13"></span>spół<span class="_ _0"></span>ce <span class="_ _11"></span>(w<span class="_ _0"></span> <span class="_ _11"></span>terminie <span class="_ _13"></span>3 <span class="_ _11"></span>miesięcy <span class="_ _11"></span>od<span class="_ _0"></span> </div><div class="t m0 x8 h6 y18e ff4 fs0 fc0 sc0 ls0 ws0">przekroczenia 33% <span class="_ _0"></span>ogólnej lic<span class="_ _0"></span>zby głosów).<span class="ff3"> </span></div><div class="t m0 x8 h6 y18f ff4 fs0 fc0 sc0 ls0 ws0">Kara  w  wysokości  500  tys.  PLN  nałożona  została  za  mające  <span class="ff3">-  w  ocen<span class="_ _0"></span>ie  Komisji  Nadzoru </span></div><div class="t m0 x8 h6 y190 ff3 fs0 fc0 sc0 ls0 ws0">Finansowego <span class="_ _1f"> </span>- <span class="_ _1f"> </span><span class="ff4">mi<span class="_ _0"></span>ejsce <span class="_ _1f"> </span>cztery <span class="_ _1f"> </span>naruszenia <span class="_ _1f"> </span>obowią<span class="_ _0"></span>zków <span class="_ _1e"> </span>no<span class="_ _0"></span>tyfikacyjnych <span class="_ _1f"> </span>dotycząc<span class="_ _0"></span>ych </span></div><div class="t m0 x8 h6 y191 ff4 fs0 fc0 sc0 ls0 ws0">znacznych <span class="_ _13"></span>paki<span class="_ _0"></span>etów <span class="_ _11"></span>akc<span class="_ _0"></span>ji <span class="_ _13"></span>Skarbiec <span class="_ _13"></span>Holding <span class="_ _13"></span>S.A. <span class="_ _13"></span>w <span class="_ _13"></span>związku <span class="_ _13"> </span>z<span class="_ _0"></span><span class="ff3"> </span>„<span class="_ _0"></span>parkowaniem <span class="_ _13"></span>akcji” <span class="_ _13"> </span>w <span class="_ _13"></span>okresi<span class="_ _0"></span>e </div><div class="t m0 x8 h6 y192 ff3 fs0 fc0 sc0 ls2 ws0">2017<span class="ls0">-</span>2018 r. <span class="ls0"> </span></div><div class="t m0 x8 h6 y7d5 ff4 fs0 fc0 sc0 ls0 ws0">10 <span class="_ _10"> </span>września <span class="_ _17"> </span>2019 <span class="_ _10"> </span>r<span class="_ _0"></span>oku <span class="_ _10"> </span>został <span class="_ _17"> </span>złożony <span class="_ _10"> </span>do<span class="_ _0"></span> <span class="_ _10"> </span>Komisji <span class="_ _17"> </span>Nadzoru <span class="_ _10"> </span>Fin<span class="_ _0"></span>ansowego <span class="_ _10"> </span>w<span class="_ _0"></span>niosek <span class="_ _10"> </span>o <span class="_ _10"> </span>p<span class="_ _0"></span>onowne </div><div class="t m0 x8 h6 y7d6 ff3 fs0 fc0 sc0 ls0 ws0">rozpatrzenie <span class="_ _0"></span>decy<span class="_ _0"></span>zji <span class="_ _0"></span>w <span class="_ _0"></span>sp<span class="_ _0"></span>rawie <span class="_ _0"></span>naruszeni<span class="_ _0"></span>a <span class="_ _0"></span>przez <span class="_ _0"></span>Murapol <span class="_ _9"></span>S.A. <span class="_ _0"></span>ustawy <span class="_ _9"></span>o <span class="_ _0"></span>ofer<span class="_ _0"></span>cie <span class="_ _0"></span>publicznej. <span class="_ _11"></span>We<span class="_ _0"></span> </div><div class="t m0 x8 h6 y7d7 ff3 fs0 fc0 sc0 ls0 ws0">wniosku <span class="_ _10"> </span>M<span class="_ _0"></span>urapol <span class="_ _10"> </span>S.A. <span class="_ _10"> </span><span class="ff4">pr<span class="_ _0"></span>zedstawiła <span class="_ _10"> </span>swoje<span class="_ _0"></span> <span class="_ _10"> </span>stano<span class="_ _0"></span>wisko <span class="_ _10"> </span>co <span class="_ _10"> </span>do <span class="_ _10"> </span>n<span class="_ _0"></span>ieprawidłowo<span class="_ _0"></span>ści <span class="_ _10"> </span>w/w <span class="_ _10"> </span>decy<span class="_ _0"></span>zji <span class="_ _10"> </span>i </span></div><div class="t m0 x8 h6 y7d8 ff4 fs0 fc0 sc0 ls0 ws0">oparciu  jej  na <span class="_ _1c"> </span>niepra<span class="_ _0"></span>widłowej  interpretacji  przepisów  ustawy  o  ofercie  dotyczących  tzw. </div><div class="t m0 x8 h6 y485 ff4 fs0 fc0 sc0 ls0 ws0">parkowania <span class="_ _18"> </span>akcji<span class="_ _0"></span>. <span class="_ _17"> </span>Spółka <span class="_ _18"> </span>podniosła <span class="_ _18"> </span>też <span class="_ _18"> </span>liczne <span class="_ _18"> </span>z<span class="_ _0"></span>arzuty <span class="_ _17"> </span>n<span class="_ _0"></span>aruszenia <span class="_ _18"> </span>przepisów <span class="_ _18"> </span>postęp<span class="_ _0"></span>owania </div><div class="t m0 x8 h6 y7d9 ff3 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _5"></span>KNF, w <span class="_ _7"></span><span class="ff4">ty<span class="_ _0"></span>m <span class="_ _5"></span>w szczególności <span class="_ _5"></span>polegają<span class="_ _0"></span>ce <span class="_ _5"></span>na przyjmowaniu <span class="_ _5"></span>przez KNF <span class="_ _5"></span>licznych domniemań </span></div><div class="t m0 x8 h6 y661 ff4 fs0 fc0 sc0 ls0 ws0">faktycznych  na  niekorzyść  Murapol  S. <span class="_ _1c"> </span>A.,  na  pozyskiwaniu  części  dowodów <span class="_ _1c"> </span>poza  tokiem </div><div class="t m0 x8 h6 y7da ff4 fs0 fc0 sc0 ls0 ws0">postępowania <span class="_ _7"></span>a<span class="_ _0"></span>dministracy<span class="_ _0"></span>jnego <span class="_ _7"></span>bez <span class="_ _7"></span>zapewn<span class="_ _0"></span>ienia <span class="_ _7"></span>Spółce <span class="_ _7"></span>prawa<span class="_ _0"></span> <span class="_ _7"></span>do <span class="_ _7"></span>c<span class="_ _0"></span>zynnego <span class="_ _5"></span>udziału <span class="_ _7"></span>w <span class="_ _7"></span>tyc<span class="_ _0"></span>h </div><div class="t m0 x8 h6 y7db ff4 fs0 fc0 sc0 ls0 ws0">czynnościach<span class="_ _0"></span> dowodowych, a tak<span class="_ _0"></span>że na oddalaniu niemal wszystkich wniosków dowodowy<span class="_ _0"></span>ch </div><div class="t m0 x8 h6 y7dc ff4 fs0 fc0 sc0 ls0 ws0">Murapol <span class="_ _13"> </span>S. <span class="_ _10"> </span>A. <span class="_ _13"> </span>d<span class="_ _0"></span>otyczący<span class="_ _0"></span>ch <span class="_ _13"></span>kwestii <span class="_ _10"> </span>o <span class="_ _13"></span>fundamen<span class="_ _0"></span>talnym <span class="_ _10"> </span>znaczeniu <span class="_ _13"> </span>dla<span class="_ _0"></span> <span class="_ _13"></span>spr<span class="_ _0"></span>awy. <span class="_ _13"></span>Murapol <span class="_ _10"> </span>S. <span class="_ _10"> </span>A. </div><div class="t m0 x8 h6 y7dd ff4 fs0 fc0 sc0 ls0 ws0">zwróciła również uwagę <span class="_ _0"></span>na naruszenie prze<span class="_ _0"></span>z KNF zasad proporcj<span class="_ _0"></span>onalności przy wy<span class="_ _0"></span>miarze kary, </div><div class="t m0 x8 h6 y7de ff3 fs0 fc0 sc0 ls0 ws0">a t<span class="ff4">akże na niepra<span class="_ _0"></span>widłowe zastosowani<span class="_ _0"></span>e przesłanek warunkując<span class="_ _0"></span>ych jej wysokość<span class="_ _0"></span></span>.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y7df ff4 fs0 fc0 sc0 ls0 ws0">26 <span class="_ _5"></span>lutego <span class="_ _5"></span>2021 <span class="_ _5"></span>roku <span class="_ _5"></span>Komis<span class="_ _0"></span>ja <span class="_ _5"></span>Nadzoru <span class="_ _5"></span>Finansoweg<span class="_ _0"></span>o <span class="_ _5"></span>uchyliła <span class="_ _5"></span>w <span class="_ _5"></span>całości <span class="_ _5"></span>decyzj<span class="_ _0"></span>ę <span class="_ _5"></span>z<span class="ff3"> dn<span class="_ _0"></span>ia <span class="_ _5"></span>20 <span class="_ _5"></span>sierpnia </span></div><div class="t m0 x8 h6 y7e0 ff4 fs0 fc0 sc0 ls0 ws0">2019 <span class="_ _5"></span>roku. Jednocześnie, <span class="_ _5"></span>Komisja nałożyła <span class="_ _5"></span>na <span class="_ _5"></span>Mura<span class="_ _0"></span>pol <span class="_ _5"></span>S.A. <span class="_ _5"></span>karę <span class="_ _5"></span>pien<span class="_ _0"></span>iężną <span class="_ _5"></span>w<span class="_ _0"></span><span class="ff3"> </span>łącznej wysokości </div><div class="t m0 x8 h6 y7a0 ff4 fs0 fc0 sc0 ls0 ws0">9.137 <span class="_ _0"></span>tys.<span class="_ _0"></span> <span class="_ _0"></span>PLN <span class="_ _9"></span>w <span class="_ _9"></span>związku <span class="_ _9"></span>z <span class="_ _0"></span>k<span class="_ _0"></span>westiami <span class="_ _9"></span>opisanymi <span class="_ _9"></span>powyżej, <span class="_ _9"></span>która <span class="_ _9"></span>została<span class="_ _9"></span><span class="ff3"> <span class="_ _9"></span>uregulowana <span class="_ _9"></span>w <span class="_ _0"></span>ma<span class="_ _0"></span>rcu </span></div><div class="t m0 x8 h6 y7e1 ff3 fs0 fc0 sc0 ls0 ws0">2021 roku.  </div><div class="t m0 x8 h6 y1c ff4 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _7"></span>Spółki<span class="_ _0"></span>, <span class="_ _7"></span>podtrzymuj<span class="_ _0"></span>ąc <span class="_ _7"></span>zarzuty <span class="_ _5"></span>sformułowane we <span class="_ _7"></span>wniosku <span class="_ _7"></span>o <span class="_ _5"></span>ponowne <span class="_ _5"></span>rozpatrzenie <span class="_ _5"></span>decyzji </div><div class="t m0 x8 h6 y7e2 ff4 fs0 fc0 sc0 ls0 ws0">KNF o<span class="_ _5"></span>pisan<span class="_ _0"></span>e powyżej, w kwietniu <span class="_ _5"></span>2021 roku, złożył do <span class="_ _5"></span>Wojewódzkiego<span class="_ _0"></span> <span class="_ _5"></span>Sąd<span class="_ _0"></span>u A<span class="_ _5"></span>dmini<span class="_ _0"></span>stracyjnego </div><div class="t m0 x8 h6 y4e1 ff4 fs0 fc0 sc0 ls0 ws0">w Warszawie skargę na decy<span class="_ _0"></span>zję Komisji Nadzoru Finansoweg<span class="_ _0"></span>o. Skarga zost<span class="_ _0"></span>ała oddalona przez </div><div class="t m0 x8 h6 y7e3 ff4 fs0 fc0 sc0 ls0 ws0">Wojewódzki <span class="_ _9"></span>Sąd <span class="_ _11"></span>Administracyjn<span class="_ _0"></span>y <span class="_ _9"></span>w <span class="_ _9"></span>czerwcu <span class="_ _0"></span>20<span class="_ _0"></span>21 <span class="_ _9"></span>r. <span class="_ _9"></span>W <span class="_ _9"></span>dni<span class="_ _0"></span>u <span class="_ _0"></span>26 <span class="_ _9"></span>sierpn<span class="_ _0"></span>ia <span class="_ _9"></span>2021 <span class="_ _9"></span>r. <span class="_ _9"></span>Spółka <span class="_ _9"></span>wni<span class="_ _0"></span>osła </div><div class="t m0 x8 h6 y7e4 ff4 fs0 fc0 sc0 ls0 ws0">skargę <span class="_ _6"> </span>kasacyjną<span class="_ _0"></span> <span class="_ _6"> </span>do <span class="_ _6"> </span>Naczelnego <span class="_ _6"> </span>Sądu <span class="_ _6"> </span>Admi<span class="_ _0"></span>nistracyjnego <span class="_ _6"> </span>w<span class="_ _0"></span><span class="ff3"> </span>prze<span class="_ _0"></span>dmiocie <span class="_ _6"> </span>zaskarżenia </div><div class="t m0 x8 h6 y7e5 ff4 fs0 fc0 sc0 ls0 ws0">orzeczenia Wojew<span class="_ _0"></span>ódzkiego Sądu <span class="_ _0"></span>Administracyjnego oddalaj<span class="_ _0"></span>ąceg<span class="_ _0"></span>o skargę.<span class="ff3">  </span></div><div class="t m0 x8 h6 y7e6 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _9"></span>grudnia <span class="_ _0"></span>2<span class="_ _0"></span>023<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>całość <span class="_ _0"></span>ka<span class="_ _0"></span>ry <span class="_ _0"></span>została <span class="_ _0"></span>za<span class="_ _0"></span>płacona, <span class="_ _0"></span>w <span class="_ _9"></span>związku <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>czym <span class="_ _11"></span>Spółka<span class="ff3"> <span class="_ _0"></span></span>nie <span class="_ _9"></span>miała </div><div class="t m0 x8 h6 y7e7 ff4 fs0 fc0 sc0 ls0 ws0">zobowiązania warunko<span class="_ _0"></span>wego związan<span class="_ _0"></span>ego z powyższą sprawą.<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y7e8 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y5fe ff4 fs0 fc0 sc0 ls0 ws0">Od  2021  rok<span class="_ _0"></span>u,  Prezes  U<span class="_ _0"></span>rzędu  Ochrony <span class="_ _a"> </span>Konkure<span class="_ _0"></span>ncji  i  Konsument<span class="_ _0"></span>ów  prowadził <span class="_ _a"> </span>łączni<span class="_ _0"></span>e  trzy </div><div class="t m0 x8 h6 y2fc ff4 fs0 fc0 sc0 ls0 ws0">postępowania <span class="_ _11"></span>wyjaśniając<span class="_ _0"></span>e, <span class="_ _9"></span>które <span class="_ _11"></span>miały <span class="_ _9"></span>na<span class="_ _0"></span> <span class="_ _9"></span>celu <span class="_ _11"></span>wstępne <span class="_ _9"></span>u<span class="_ _0"></span>stalenie <span class="_ _9"></span>czy<span class="_ _0"></span> <span class="_ _9"></span>nastąp<span class="_ _0"></span>iły <span class="_ _9"></span>naruszen<span class="_ _0"></span>ia </div><div class="t m0 x8 h6 y29 ff4 fs0 fc0 sc0 ls0 ws0">uzasadniające wszczęci<span class="_ _0"></span>e postępowani<span class="_ _0"></span>a w sprawie o uznanie po<span class="_ _0"></span>stanowień wzorca umo<span class="_ _0"></span>wy<span class="_ _0"></span><span class="ff3"> za </span></div><div class="t m0 x8 h6 y2fd ff4 fs0 fc0 sc0 ls0 ws0">niedozwolone <span class="_ _24"> </span>lub <span class="_ _24"> </span>p<span class="_ _0"></span>ostępowania <span class="_ _24"> </span>w <span class="_ _24"> </span>sprawie <span class="_ _24"> </span>pra<span class="_ _0"></span>ktyk <span class="_ _24"> </span>naruszających <span class="_ _24"> </span>zbiorow<span class="_ _0"></span>e <span class="_ _6"> </span>intere<span class="_ _0"></span>sy </div><div class="t m0 x8 h6 y2fe ff4 fs0 fc0 sc0 ls0 ws0">konsumentów <span class="_ _14"> </span>(które <span class="_ _14"> </span>dotyczyły <span class="_ _14"> </span>m.in. <span class="_ _14"> </span>badan<span class="_ _0"></span>ia <span class="_ _14"> </span>rynku <span class="_ _1a"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _14"> </span>sto<span class="_ _0"></span>sowania <span class="_ _14"> </span>tzw. <span class="_ _14"> </span>klauzul </div><div class="t m0 x8 h6 y7e9 ff4 fs0 fc0 sc0 ls0 ws0">waloryzacyjny<span class="_ _0"></span>ch przez przedsiębiorców dzia<span class="_ _0"></span>łającyc<span class="_ _0"></span>h w branży deweloper<span class="_ _0"></span>skiej).<span class="_ _0"></span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf41" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc41 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">65<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Postępowania wyjaśniają<span class="_ _0"></span>ce nie są <span class="_ _5"></span>prowadzone przeciwko jakiemukolwiek podmiot<span class="_ _0"></span>owi, mogą </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">jednak <span class="_ _23"> </span>skutkować <span class="_ _24"> </span>wsz<span class="_ _0"></span>częciem <span class="_ _24"> </span>jedn<span class="_ _0"></span>ego <span class="_ _24"> </span>z <span class="_ _24"> </span>w<span class="_ _0"></span>yżej <span class="_ _24"> </span>wska<span class="_ _0"></span>zanych <span class="_ _23"> </span>postępowań <span class="_ _24"> </span>przeci<span class="_ _0"></span>wko </div><div class="t m0 x8 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">podmiotowi, którego <span class="_ _0"></span>działaln<span class="_ _0"></span>ości dotyczyło dane postęp<span class="_ _0"></span>owanie wyjaśniają<span class="_ _0"></span>ce. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y18b ff4 fs0 fc0 sc0 ls0 ws0">Ponadto, Prezes Urzęd<span class="_ _0"></span>u Ochrony Konkurenc<span class="_ _0"></span>ji i Konsumentów w toku podej<span class="_ _0"></span>mowanych działa<span class="_ _0"></span>ń </div><div class="t m0 x8 h6 y18c ff4 fs0 fc0 sc0 ls0 ws0">w <span class="_ _11"></span>ramach <span class="_ _11"></span>swoich <span class="_ _11"></span>ustaw<span class="_ _0"></span>owych <span class="_ _11"></span>kompetencji <span class="_ _11"></span>n<span class="_ _0"></span>a <span class="_ _9"></span>p<span class="_ _0"></span>łaszczyźnie <span class="_ _11"></span>zbierania <span class="_ _13"></span>informacji <span class="_ _11"></span>i <span class="_ _11"></span>danych <span class="_ _11"></span>o </div><div class="t m0 x8 h6 y18d ff4 fs0 fc0 sc0 ls0 ws0">rynkowych <span class="_ _14"> </span>działaniach <span class="_ _14"> </span>przedsiębiorców <span class="_ _14"> </span>względem <span class="_ _14"> </span>konsumentów, <span class="_ _14"> </span>wystąpił <span class="_ _14"> </span>do <span class="_ _1a"> </span>Spółki <span class="_ _14"> </span>w </div><div class="t m0 x8 h6 y18e ff3 fs0 fc0 sc0 ls2f ws0">sp<span class="ff4 ls0">rawach <span class="_ _13"></span>z <span class="_ _11"></span>zakres<span class="_ _0"></span>u <span class="_ _11"></span>ochrony <span class="_ _13"></span>konkurencji <span class="_ _13"></span>i <span class="_ _11"></span>konsumen<span class="_ _0"></span>tów, <span class="_ _11"></span>bez <span class="_ _13"></span>wszczynan<span class="_ _0"></span>ia <span class="_ _11"></span>postępowa<span class="_ _0"></span>nia, <span class="_ _11"></span>w </span></div><div class="t m0 x8 h6 y18f ff3 fs0 fc0 sc0 ls0 ws0">lutym 2021 r. <span class="_ _0"></span> </div><div class="t m0 x8 h6 y190 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>zakresie większości <span class="_ _5"></span>z ww. <span class="_ _5"></span>postępowań<span class="_ _0"></span>, <span class="_ _5"></span>zgodnie z <span class="_ _5"></span>wiedzą S<span class="_ _5"></span>p<span class="_ _0"></span>ółki, <span class="_ _5"></span>nie są <span class="_ _7"></span>p<span class="_ _0"></span>odejmowane dalsze </div><div class="t m0 x8 h6 y191 ff4 fs0 fc0 sc0 ls0 ws0">formalne kroki ze str<span class="_ _0"></span>ony Prezesa Urzędu Och<span class="_ _0"></span>rony Konkurencji i Kons<span class="_ _0"></span>umenta.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y192 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _19"> </span>dniu <span class="_ _19"> </span>18 <span class="_ _1a"> </span>kwietnia <span class="_ _19"> </span>2023 <span class="_ _1a"> </span>r. <span class="_ _19"> </span>Prezes <span class="_ _19"> </span>Urzęd<span class="_ _0"></span>u <span class="_ _19"> </span>Ochrony <span class="_ _1a"> </span>Konkurencji <span class="_ _19"> </span>i <span class="_ _19"> </span>Kon<span class="_ _0"></span>sumentów <span class="_ _19"> </span>wszczął<span class="_ _0"></span> </div><div class="t m0 x8 h6 y193 ff4 fs0 fc0 sc0 ls0 ws0">postępowanie  w <span class="_ _18"> </span>sprawie  o <span class="_ _18"> </span>uznanie <span class="_ _1c"> </span>postan<span class="_ _0"></span>owień  wzo<span class="_ _5"></span>rca  u<span class="_ _5"></span>m<span class="_ _0"></span>owy <span class="_ _1c"> </span>za <span class="_ _1c"> </span>niedozwolone  (sygn. </div><div class="t m0 x8 h6 y4d0 ff3 fs0 fc0 sc0 ls0 ws0">DOZIK-<span class="ff4 ls2">1.611.3.2023.P<span class="_ _0"></span>L) <span class="_ _0"></span>w <span class="_ _9"></span>związku <span class="_ _0"></span>ze <span class="_ _0"></span>st<span class="_ _0"></span>osowaniem <span class="_ _0"></span>przez <span class="_ _9"></span>Murapol <span class="_ _9"></span>SA <span class="_ _0"></span>określon<span class="_ _0"></span>ych <span class="_ _0"></span>postanowień </span></div><div class="t m0 x8 h6 y4d1 ff3 fs0 fc0 sc0 ls0 ws0">umo<span class="ff4">wnych. <span class="_ _1a"> </span>Ostatnie <span class="_ _19"> </span>pi<span class="_ _0"></span>smo <span class="_ _19"> </span>do <span class="_ _19"> </span>Pre<span class="_ _0"></span>zesa <span class="_ _19"> </span>UOKi<span class="_ _0"></span>K <span class="_ _19"> </span>wysłano <span class="_ _1a"> </span>19 <span class="_ _19"> </span>maja<span class="_ _0"></span> <span class="_ _19"> </span>2023 <span class="_ _1a"> </span>roku. <span class="_ _19"> </span>D<span class="_ _0"></span>otychczas </span></div><div class="t m0 x8 h6 y4d2 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">komunikacji<span class="_ _0"></span> <span class="_ _1c"> </span>z  UOKiK <span class="_ _18"> </span>ni<span class="_ _0"></span>e <span class="_ _1c"> </span>otrzymano  dodatkowych  informacji  w <span class="_ _1c"> </span>sprawie <span class="_ _1c"> </span>dalszego  ciągu </span></div><div class="t m0 x8 h6 y4d3 ff4 fs0 fc0 sc0 ls0 ws0">postępowania. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4d4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y4d5 ff3 fs0 fc0 sc0 ls0 ws0"> J<span class="ff4">eżeli <span class="_ _14"> </span>w</span> przypadk<span class="_ _0"></span>u <span class="_ _14"> </span><span class="ff4">wsz<span class="_ _0"></span>częcia <span class="_ _14"> </span>postępowani<span class="_ _0"></span>a <span class="_ _14"> </span>w<span class="_ _0"></span></span> sprawie <span class="_ _14"> </span>o <span class="ff4">u<span class="_ _0"></span>znanie <span class="_ _14"> </span>postanowień<span class="_ _0"></span> <span class="_ _14"> </span>wzorca </span></div><div class="t m0 x8 h6 y4d6 ff4 fs0 fc0 sc0 ls0 ws0">umowy <span class="_ _14"> </span>za <span class="_ _14"> </span>niedozwolone <span class="_ _14"> </span>lub <span class="_ _14"> </span>postępo<span class="_ _0"></span>wania <span class="_ _14"> </span>w<span class="_ _0"></span><span class="ff3"> </span>sprawie <span class="_ _14"> </span>praktyk <span class="_ _14"> </span>narusz<span class="_ _0"></span>ających <span class="_ _14"> </span>zbiorowe </div><div class="t m0 x8 h6 y4d7 ff4 fs0 fc0 sc0 ls0 ws0">interesy <span class="_ _1a"> </span>konsumentów <span class="_ _1a"> </span>na <span class="_ _1a"> </span>skutek <span class="_ _19"> </span>postęp<span class="_ _0"></span>owania <span class="_ _1a"> </span>wyjaśniają<span class="_ _0"></span>cego, <span class="_ _19"> </span>Prezes <span class="_ _1a"> </span>Urzędu <span class="_ _1a"> </span>Ochrony<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4d8 ff4 fs0 fc0 sc0 ls0 ws0">Konkurencji <span class="_ _27"> </span>i<span class="_ _0"></span> <span class="_ _1d"> </span>Konsumentów <span class="_ _1d"> </span>uzna, <span class="_ _1d"> </span>że<span class="_ _0"></span> <span class="_ _27"> </span>pod<span class="_ _0"></span>miot, <span class="_ _27"> </span>c<span class="_ _0"></span>hoćby <span class="_ _27"> </span>ni<span class="_ _0"></span>eumyślnie, <span class="_ _1d"> </span>stosował <span class="_ _1d"> </span>praktyki<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4d9 ff4 fs0 fc0 sc0 ls0 ws0">naruszające zbiorowe interesy <span class="_ _5"></span>konsument<span class="_ _0"></span>ów <span class="_ _5"></span>lub niedozwolone postanowienia wzorca u<span class="_ _5"></span>m<span class="_ _0"></span>owy </div><div class="t m0 x8 h6 y4da ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">związku <span class="_ _22"> </span>z</span> <span class="ff4">handlem <span class="_ _22"> </span>konsumenc<span class="_ _0"></span>kim, <span class="_ _23"> </span>wówcza<span class="_ _0"></span>s <span class="_ _23"> </span>Prezes <span class="_ _22"> </span>Urzędu <span class="_ _22"> </span>Ochrony <span class="_ _22"> </span>Konkurencji <span class="_ _22"> </span>i<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y4db ff4 fs0 fc0 sc0 ls0 ws0">Konsumentów <span class="_ _10"> </span>m<span class="_ _0"></span>oże, <span class="_ _10"> </span>od<span class="_ _0"></span>powiednio, <span class="_ _10"> </span>wydać<span class="_ _0"></span> <span class="_ _10"> </span>decyz<span class="_ _0"></span>ję <span class="_ _10"> </span>o<span class="ff3"> <span class="_ _0"></span></span>uznaniu <span class="_ _10"> </span>takiej <span class="_ _17"> </span>praktyk<span class="_ _0"></span>i <span class="_ _10"> </span>za <span class="_ _10"> </span>bezprawną<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4dc ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">nakazać <span class="_ _10"> </span>zaniechania<span class="_ _0"></span> <span class="_ _13"></span>jej <span class="_ _13"></span>stosowania, <span class="_ _10"> </span>jeżeli <span class="_ _13"> </span>na<span class="_ _0"></span> <span class="_ _13"></span>moment <span class="_ _10"> </span>wydani<span class="_ _0"></span>a <span class="_ _13"></span>decyzji <span class="_ _10"> </span>danej <span class="_ _13"></span>prak<span class="_ _0"></span>tyki <span class="_ _13"></span>nie </span></div><div class="t m0 x8 h6 y4dd ff4 fs0 fc0 sc0 ls0 ws0">zaniechano, <span class="_ _14"> </span>lub <span class="_ _1a"> </span>uznać <span class="_ _1a"> </span>postanowien<span class="_ _0"></span>ia <span class="_ _1a"> </span>wzorca <span class="_ _14"> </span>umowy <span class="_ _1a"> </span>za <span class="_ _1a"> </span>niedo<span class="_ _0"></span>zwolone <span class="_ _14"> </span>i<span class="_ _0"></span><span class="ff3"> </span>zakazać <span class="_ _1a"> </span>jego </div><div class="t m0 x8 h6 y4de ff3 fs0 fc0 sc0 ls0 ws0">wykorzystywania. <span class="_ _16"> </span>W <span class="_ _16"> </span>p<span class="_ _0"></span>rzypadku <span class="_ _16"> </span>uznania<span class="_ _0"></span> <span class="_ _16"> </span>praktyk<span class="_ _0"></span><span class="ff4">i <span class="_ _16"> </span>za <span class="_ _16"> </span>narus<span class="_ _0"></span>zającą <span class="_ _16"> </span>zbiorowe <span class="_ _16"> </span>i<span class="_ _0"></span>nteresy </span></div><div class="t m0 x8 h6 y4df ff4 fs0 fc0 sc0 ls0 ws0">konsumentów  lub  postanowień  wzorca  umowy<span class="_ _0"></span>  za  niedozwolone,  Prezes  Urzędu  Ochrony<span class="_ _0"></span> </div><div class="t m0 x8 h6 y4e0 ff4 fs0 fc0 sc0 ls0 ws0">Konkurencji <span class="_ _19"> </span>i <span class="_ _19"> </span>Konsumentów <span class="_ _19"> </span>może <span class="_ _19"> </span>także: <span class="_ _19"> </span>(i) <span class="_ _a"> </span>okr<span class="_ _0"></span>eślić <span class="_ _19"> </span>środki <span class="_ _19"> </span>usunięcia <span class="_ _19"> </span>trwających <span class="_ _19"> </span>skutków </div><div class="t m0 x8 h6 y7ea ff3 fs0 fc0 sc0 ls0 ws0">naruszenia <span class="_ _13"></span>i <span class="ff4">(<span class="_ _0"></span>ii) <span class="_ _13"></span>nałożyć <span class="_ _13"></span>na <span class="_ _10"> </span>podmiot <span class="_ _13"></span>karę <span class="_ _10"> </span>pieniężną <span class="_ _10"> </span>w<span class="_ _0"></span></span> <span class="ff4">wysokości <span class="_ _13"></span>nie <span class="_ _13"> </span>wi<span class="_ _0"></span>ększej <span class="_ _13"></span>niż <span class="_ _13"></span>10% <span class="_ _13"> </span>obr<span class="_ _0"></span>otu </span></div><div class="t m0 x8 h6 y7eb ff4 fs0 fc0 sc0 ls0 ws0">osiągniętego pr<span class="_ _0"></span>zez pod<span class="_ _0"></span>miot w<span class="ff3"> </span>r<span class="_ _0"></span>oku obrotowym <span class="_ _0"></span>poprzedzają<span class="_ _0"></span>cym r<span class="_ _0"></span>ok nałożenia <span class="_ _0"></span>kary. Ponadt<span class="_ _0"></span>o </div><div class="t m0 x8 h6 y7ec ff4 fs0 fc0 sc0 ls0 ws0">Prezes <span class="_ _23"> </span>Urzędu <span class="_ _23"> </span>Ochrony <span class="_ _23"> </span>Konkurencji <span class="_ _23"> </span>i <span class="_ _24"> </span>Konsu<span class="_ _0"></span>mentów <span class="_ _24"> </span>m<span class="_ _0"></span>oże <span class="_ _24"> </span>tak<span class="_ _0"></span>że <span class="_ _23"> </span>nałożyć <span class="_ _24"> </span>n<span class="_ _0"></span>a <span class="_ _23"> </span>osobę </div><div class="t m0 x8 h6 y7ed ff4 fs0 fc0 sc0 ls0 ws0">zarządzającą <span class="_ _1d"> </span>karę <span class="_ _27"> </span>p<span class="_ _0"></span>ieniężną <span class="_ _1d"> </span>w<span class="ff3"> </span>wysokości <span class="_ _1d"> </span>do <span class="_ _27"> </span>2.000.000 <span class="_ _1d"> </span>zł, <span class="_ _1d"> </span>jeżeli <span class="_ _1d"> </span>osoba <span class="_ _1d"> </span>ta, <span class="_ _27"> </span>w<span class="_ _0"></span><span class="ff3"> ramach </span></div><div class="t m0 x8 h6 y7ee ff3 fs0 fc0 sc0 ls0 ws0">sprawowania <span class="_ _17"> </span>swojej <span class="_ _17"> </span>funkcji<span class="_ _0"></span> <span class="_ _10"> </span>w<span class="_ _0"></span> <span class="ff4">czasie <span class="_ _17"> </span>trwania <span class="_ _17"> </span>stwierdzoneg<span class="_ _0"></span>o <span class="_ _10"> </span>naruszeni<span class="_ _0"></span>a, <span class="_ _17"> </span>umyślnie <span class="_ _17"> </span>dopuściła </span></div><div class="t m0 x8 h6 y7ef ff4 fs0 fc0 sc0 ls0 ws0">przez s<span class="_ _0"></span>woje d<span class="_ _0"></span>ziałanie <span class="_ _0"></span>lub <span class="_ _0"></span>zaniechanie <span class="_ _0"></span>do <span class="_ _0"></span>takiego <span class="_ _0"></span>naruszenia. <span class="_ _0"></span>Jednak<span class="_ _0"></span>że, <span class="_ _0"></span>jeżeli <span class="_ _0"></span>podmiot, <span class="_ _0"></span>przed </div><div class="t m0 x8 h6 y7f0 ff3 fs0 fc0 sc0 ls0 ws0">wydaniem  decy<span class="_ _0"></span>zji  o stwierdzeniu  naruszenia,  zo<span class="_ _0"></span><span class="ff4">bowiąże  się  do  podjęc<span class="_ _0"></span>ia  lub  zaniechania<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y7f1 ff4 fs0 fc0 sc0 ls0 ws0">określonych <span class="_ _17"> </span>dzi<span class="_ _0"></span>ałań <span class="_ _18"> </span>zmierzających <span class="_ _18"> </span>do <span class="_ _17"> </span>zakończe<span class="_ _0"></span>nia <span class="_ _17"> </span>domni<span class="_ _0"></span>emanego <span class="_ _18"> </span>lub <span class="_ _17"> </span>usunięc<span class="_ _0"></span>ia <span class="_ _17"> </span>sk<span class="_ _0"></span>utków </div><div class="t m0 x8 h6 y7f2 ff4 fs0 fc0 sc0 ls0 ws0">tego <span class="_ _17"> </span>nar<span class="_ _0"></span>uszenia, <span class="_ _17"> </span>zamia<span class="_ _0"></span>st <span class="_ _17"> </span>wydać <span class="_ _18"> </span>decyzję <span class="_ _18"> </span>o<span class="ff3"> </span>st<span class="_ _0"></span>wierdzeniu <span class="_ _18"> </span>naruszenia <span class="_ _18"> </span>Prezes <span class="_ _17"> </span>Ur<span class="_ _0"></span>zędu <span class="_ _17"> </span>Ochr<span class="_ _0"></span>ony </div><div class="t m0 x8 h6 y7f3 ff4 fs0 fc0 sc0 ls0 ws0">Konkurencji <span class="_ _0"></span>i <span class="_ _0"></span>Konsumen<span class="_ _0"></span>tów <span class="_ _0"></span>może <span class="_ _0"></span>wydać <span class="_ _9"></span>decyzję <span class="_ _9"></span>zobowiązującą <span class="_ _9"></span>ten <span class="_ _0"></span>podmiot <span class="_ _0"></span>do <span class="_ _0"></span>wy<span class="_ _0"></span>konania </div><div class="t m0 x8 h6 y7f4 ff4 fs0 fc0 sc0 ls0 ws0">tych <span class="_ _9"></span>zobowiązań <span class="_ _9"></span>(<span class="_ _0"></span>w <span class="_ _0"></span>tak<span class="_ _0"></span>im <span class="_ _9"></span>przypa<span class="_ _0"></span>dku <span class="_ _9"></span>Prezes <span class="_ _9"></span>Urzę<span class="_ _0"></span>du <span class="_ _9"></span>Ochrony <span class="_ _9"></span>Konk<span class="_ _0"></span>urencji <span class="_ _9"></span>i <span class="_ _9"></span>Konsument<span class="_ _0"></span>ów <span class="_ _9"></span>nie </div><div class="t m0 x8 h6 y7f5 ff4 fs0 fc0 sc0 ls0 ws0">nakłada kary<span class="_ _0"></span>).<span class="ff3"> </span></div><div class="t m0 x8 h6 y7f6 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff4">Spółka</span> <span class="_ _19"> </span><span class="ff4">nie  utworzyła<span class="_ _0"></span> <span class="_ _a"> </span>rezerwy<span class="_ _0"></span> <span class="_ _a"> </span>na <span class="_ _19"> </span>powyższe <span class="_ _a"> </span>p<span class="_ _0"></span>odstępowanie, <span class="_ _19"> </span>ponieważ <span class="_ _a"> </span>szaco<span class="_ _0"></span>wane <span class="_ _a"> </span>p<span class="_ _0"></span>rzez </span></div><div class="t m0 x8 h6 y7f7 ff4 fs0 fc0 sc0 ls0 ws0">Spółkę<span class="ff3"> <span class="_ _19"> </span></span>p<span class="_ _0"></span>rawdopodobień<span class="_ _0"></span>stwo <span class="_ _19"> </span>nałożenia<span class="_ _0"></span> <span class="_ _19"> </span>kary<span class="_ _0"></span> <span class="_ _19"> </span>przez <span class="_ _19"> </span>Pre<span class="_ _0"></span>zesa <span class="_ _1a"> </span>Urzędu <span class="_ _19"> </span>Oc<span class="_ _0"></span>hrony <span class="_ _19"> </span>Konkurencji<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y7f8 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff4">i <span class="_ _0"></span>Konsumentów <span class="_ _0"></span>wynosi <span class="_ _0"></span>poniżej <span class="_ _0"></span>50% <span class="_ _0"></span>i s<span class="_ _0"></span>tanowi <span class="_ _0"></span>zobowiązani<span class="_ _0"></span>e warunkowe <span class="_ _11"></span>Spółki. <span class="_ _0"></span>Ze <span class="_ _0"></span>względu <span class="_ _0"></span>na </span></div></div></div><div class="pi"></div></div>
<div id="pf42" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc42 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">66<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">aktualny <span class="_ _17"> </span>etap <span class="_ _17"> </span>po<span class="_ _0"></span>stępowani<span class="_ _0"></span>a, <span class="_ _17"> </span>o <span class="_ _17"> </span>czym <span class="_ _17"> </span>m<span class="_ _0"></span>owa <span class="_ _17"> </span>powyżej <span class="_ _18"> </span>Spółka<span class="_ _0"></span><span class="ff3"> <span class="_ _17"> </span></span>nie <span class="_ _17"> </span>jest <span class="_ _18"> </span>w <span class="_ _17"> </span>stanie <span class="_ _17"> </span>os<span class="_ _0"></span>zacować </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">wartości tego zob<span class="_ _0"></span>owiązania wa<span class="_ _0"></span>runkowego.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y7f9 ff6 fs5 fc0 sc0 ls3 ws0">30.4.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Rozliczenia podatkowe </span></span></div><div class="t m0 x8 h6 y7fa ff4 fs0 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _11"></span>podatkowe <span class="_ _11"></span>oraz <span class="_ _11"></span>inne <span class="_ _11"></span>obszary <span class="_ _11"></span>d<span class="_ _0"></span>ziałalności <span class="_ _11"></span>podlegające <span class="_ _11"></span>regul<span class="_ _0"></span>acjom <span class="_ _11"></span>prawnym <span class="_ _11"></span>są </div><div class="t m0 x8 h6 y47a ff4 fs0 fc0 sc0 ls0 ws0">przedmiotem kontroli organów administrac<span class="_ _0"></span>yjnych, które u<span class="_ _5"></span>prawni<span class="_ _0"></span>one są do nakładania kar lub </div><div class="t m0 x8 h6 y7fb ff3 fs0 fc0 sc0 ls0 ws0">sankcji.  </div><div class="t m0 x8 h6 y7fc ff3 fs0 fc0 sc0 ls0 ws0">Z <span class="_ _5"></span><span class="ff4">uwagi na <span class="_ _7"></span>dy<span class="_ _0"></span>namicznie zmieniający <span class="_ _5"></span>się system <span class="_ _7"></span>pr<span class="_ _0"></span>awa mogą <span class="_ _5"></span>występowa<span class="_ _0"></span>ć<span class="ff3"> <span class="_ _5"></span><span class="ff4">różnice w <span class="_ _5"></span>opiniach, </span></span></span></div><div class="t m0 x8 h6 y7fd ff4 fs0 fc0 sc0 ls0 ws0">co <span class="_ _26"> </span>do <span class="_ _16"> </span>interpretacji <span class="_ _16"> </span>prawnej <span class="_ _26"> </span>p<span class="_ _0"></span>rzepisów <span class="_ _26"> </span>pod<span class="_ _0"></span>atkowych <span class="_ _16"> </span>zarówno <span class="_ _26"> </span>wewn<span class="_ _0"></span>ątrz <span class="_ _26"> </span>organó<span class="_ _0"></span>w </div><div class="t m0 x8 h6 y454 ff4 fs0 fc0 sc0 ls0 ws0">państwowych, <span class="_ _20"> </span>jak <span class="_ _20"> </span>i <span class="_ _20"> </span>p<span class="_ _0"></span>omiędzy <span class="_ _20"> </span>organami<span class="_ _0"></span> <span class="_ _14"> </span>pa<span class="_ _0"></span>ństwowymi <span class="_ _20"> </span>i <span class="_ _20"> </span>pr<span class="_ _0"></span>zedsiębiorstwami<span class="_ _0"></span>, <span class="_ _14"> </span>pow<span class="_ _0"></span>odują </div><div class="t m0 x8 h6 y7fe ff4 fs0 fc0 sc0 ls0 ws0">powstawanie obszar<span class="_ _0"></span>ów niepewności i k<span class="_ _0"></span>onfliktów. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y7ff ff4 fs0 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _10"> </span>p<span class="_ _0"></span>odatkowe <span class="_ _10"> </span>mogą <span class="_ _17"> </span>być <span class="_ _10"> </span>p<span class="_ _0"></span>rzedmiotem <span class="_ _10"> </span>k<span class="_ _0"></span>ontroli <span class="_ _10"> </span>przez <span class="_ _10"> </span>okre<span class="_ _0"></span>s <span class="_ _13"> </span>c<span class="_ _0"></span>o <span class="_ _10"> </span>na<span class="_ _0"></span>jmniej <span class="_ _10"> </span>pięci<span class="_ _0"></span>u <span class="_ _13"> </span>l<span class="_ _0"></span>at, </div><div class="t m0 x8 h6 y4ac ff4 fs0 fc0 sc0 ls0 ws0">począwszy od końca roku, w którym nastąpiła zapłata podatku. W ocenie Zarządu rozliczenia </div><div class="t m0 x8 h6 y800 ff3 fs0 fc0 sc0 ls0 ws0">podatkowe <span class="ff4">Sp<span class="_ _0"></span>ółki dokonywan<span class="_ _0"></span>e są w sposób prawi<span class="_ _0"></span>dłowy. </span> </div><div class="t m0 x8 h6 y801 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"></span>roku <span class="_ _11"></span>2022 <span class="_ _11"></span>Sp<span class="_ _0"></span>ółka <span class="_ _11"></span>wypłac<span class="_ _0"></span>iła <span class="_ _11"></span>dywidendę, <span class="_ _13"></span>jak <span class="_ _11"></span>opisano <span class="_ _11"></span>w <span class="_ _13"></span>nocie <span class="_ _11"></span>1<span class="_ _0"></span><span class="ff3">5. <span class="_ _13"></span>W <span class="_ _11"></span>opa<span class="_ _0"></span>rciu <span class="_ _11"></span>o <span class="_ _11"></span>posiadane<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y802 ff3 fs0 fc0 sc0 ls0 ws0">analizy <span class="_ _19"> </span>prawno-<span class="ff4">p<span class="_ _0"></span>odatkowe <span class="_ _19"> </span>oraz <span class="_ _19"> </span>posiadaną <span class="_ _19"> </span>dokumentację <span class="_ _19"> </span>Spółka<span class="_ _0"></span></span> <span class="_ _19"> </span><span class="ff4">stoi <span class="_ _19"> </span>na <span class="_ _a"> </span>stano<span class="_ _0"></span>wisku, <span class="_ _19"> </span>iż </span></div><div class="t m0 x8 h6 y1c5 ff4 fs0 fc0 sc0 ls0 ws0">płatność ta nie podlega<span class="_ _0"></span>ła podatkowi <span class="_ _0"></span>u źródła.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h41 y2ac ff6 fs6 fc0 sc0 ls0 ws0">31.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7 fs5">Informacje o podmiotach powiązanych<span class="ff6"> </span></span></span></div><div class="t m0 x4a h4f y803 ff6 fs5 fc0 sc0 ls3 ws0">31.1.<span class="ffc ls0"> <span class="_ _1a"> </span></span><span class="ls16">Jed</span>nostka <span class="ff7 ls0">dominująca wobec Murapol S.A.<span class="ff6"> </span></span></div><div class="t m0 x8 h6 y4e ff4 fs0 fc0 sc0 ls0 ws0">Jednostką be<span class="_ _0"></span>zpośrednio <span class="_ _0"></span>dominującą wobec<span class="_ _0"></span> M<span class="_ _0"></span>urapol S.A. je<span class="_ _0"></span>st AEREF <span class="_ _0"></span>V PL I<span class="_ _0"></span>NVESTMENT <span class="_ _0"></span>S.A.R.L. </div><div class="t m0 x8 h6 y695 ff4 fs0 fc0 sc0 ls0 ws0">posiadająca <span class="ff3 ls2">68,04<span class="_ _0"></span></span>% głosów na WZA <span class="_ _0"></span>oraz<span class="ff3"> </span>udzi<span class="_ _0"></span>ałów w kapital<span class="_ _0"></span>e. <span class="ff3"> </span></div><div class="t m0 x8 h6 yc1 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _18"> </span>dzień <span class="_ _18"> </span>p<span class="_ _0"></span>ublikacji <span class="_ _1c"> </span>niniejszego <span class="_ _1c"> </span>sprawozdani<span class="_ _0"></span>a <span class="_ _18"> </span>jednostką<span class="_ _0"></span> <span class="_ _18"> </span>bezpośrednio<span class="_ _0"></span> <span class="_ _18"> </span>dominującą  wo<span class="_ _5"></span>bec<span class="_ _0"></span> </div><div class="t m0 x8 h6 y804 ff3 fs0 fc0 sc0 ls0 ws0">Murapol <span class="_ _5"></span>S.A. <span class="_ _7"></span>jest<span class="_ _0"></span> <span class="_ _7"></span>AE<span class="_ _0"></span>REF <span class="_ _7"></span>V <span class="_ _5"></span>PL <span class="_ _7"></span>Inwe<span class="_ _0"></span>stycje <span class="_ _5"></span>sp. <span class="_ _7"></span>z<span class="_ _0"></span> <span class="_ _7"></span>o.o.<span class="_ _0"></span> <span class="_ _7"></span>Szerzej <span class="_ _5"></span>o <span class="_ _7"></span>i<span class="_ _0"></span>stocie <span class="_ _5"></span>zmiany <span class="_ _5"></span>opisano <span class="_ _5"></span>w <span class="_ _7"></span>noci<span class="_ _0"></span>e<span class="_ _0"></span> <span class="_ _7"></span>25.1.3.<span class="_ _0"></span> </div><div class="t m0 x4a h4f y805 ff6 fs5 fc0 sc0 ls3 ws0">31.2.<span class="ffc ls0"> <span class="_ _1a"> </span></span><span class="ls16">Jednostka <span class="ff7 ls0">dominująca najwyższego szczebla<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y32f ff4 fs0 fc0 sc0 ls0 ws0">Jednostką dominującą<span class="_ _0"></span> najwyższeg<span class="_ _0"></span>o szczebla jest Ares Partn<span class="_ _0"></span>ers HoldCo LLC<span class="_ _0"></span><span class="ff3">.  </span></div><div class="t m0 x4a h4f y806 ff6 fs5 fc0 sc0 ls3 ws0">31.3.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Warunki transakcji z podmiotami powiązanymi<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y6ff ff4 fs0 fc0 sc0 ls0 ws0">Wszystkie transakcje z<span class="_ _0"></span> podmiotami powiązan<span class="_ _0"></span>ymi zostały zawar<span class="_ _0"></span>te na warunkach<span class="_ _0"></span> rynkowych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y807 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf43" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc43 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y808 wbe hc7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">67<span class="ls0"> </span></div><div class="t m0 x4a h4f y392 ff6 fs5 fc0 sc0 ls3 ws0">31.4.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Wynagrodzenie kadry kierowniczej Spółki<span class="ff6"> </span></span></span></div><div class="t m0 xbd h66 y809 ff2 fs1 fc0 sc0 ls0 ws0">31.4.1<span class="ff10"> <span class="_ _17"> </span><span class="ff8">Wynagrodzenie wypła<span class="_ _5"></span>cone lub należne czł<span class="_ _5"></span>onkom Zarządu oraz <span class="_ _5"></span>członkom </span></span></div><div class="t m0 xb h3 y80a ff8 fs1 fc0 sc0 ls0 ws0">Rady Nadzorcze<span class="_ _5"></span>j Spółki<span class="ff2"> </span></div></div><div class="c x8 y578 wbf hc8"><div class="t m0 xd h8 y352 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe1 y578 wc0 hc8"><div class="t m0 xd h12 y80b ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony </div><div class="t m0 xd h12 y1a7 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x18 h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">roku </div></div><div class="c x75 y578 wc1 hc8"><div class="t m0 x4 h12 y80c ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony </div><div class="t m0 x4 h12 y9f ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x25 h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">roku </div><div class="t m0 xd h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">(przekształcone<span class="ff2">) </span></div></div><div class="c x8 y80d wbf h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Zarząd<span class="ff6"> </span></div></div><div class="c xe1 y80d wc0 h26"><div class="t m0 x8 h12 y104 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y80d wc1 h26"><div class="t m0 x12 h12 y104 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y80e wbf h13"><div class="t m0 xd h8 ya2 ff4 fs3 fc0 sc0 ls0 ws0">Krótkoterminowe świadczenia pracownicze z Murapol S.A.<span class="ff3"> </span></div></div><div class="c xe1 y80e wc0 h13"><div class="t m0 x73 h8 ya2 ff3 fs3 fc0 sc0 ls4 ws0">4 <span class="ls0">731 </span></div></div><div class="c x75 y80e wc1 h13"><div class="t m0 x18 h8 ya2 ff3 fs3 fc0 sc0 ls0 ws0">2 994 </div></div><div class="c x8 y80f wbf h26"><div class="t m0 xd h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">Premia motywacyjna </div></div><div class="c xe1 y80f wc0 h26"><div class="t m0 x73 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">1 900 </div></div><div class="c x75 y80f wc1 h26"><div class="t m0 x18 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x8 y480 wbf h27"><div class="t m0 xd h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">Rada Nadzorcza </div></div><div class="c xe1 y480 wc0 h27"><div class="t m0 x94 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y480 wc1 h27"><div class="t m0 x83 h14 y532 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y57a wbf h9f"><div class="t m0 xd h8 yf7 ff4 fs3 fc0 sc0 ls0 ws0">Krótkoterminowe świadczenia pracownicze z Murapol S.A.<span class="ff3"> </span></div></div><div class="c xe1 y57a wc0 h9f"><div class="t m0 x35 h8 yf7 ff3 fs3 fc0 sc0 ls4 ws0">366<span class="ls0"> </span></div></div><div class="c x75 y57a wc1 h9f"><div class="t m0 x6b h8 yf7 ff3 fs3 fc0 sc0 ls4 ws0">424<span class="ls0"> </span></div></div><div class="c x8 y68e wbf h15"><div class="t m0 xd h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe1 y68e wc0 h15"><div class="t m0 x73 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">6 997  </div></div><div class="c x75 y68e wc1 h15"><div class="t m0 x18 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">5 118 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y810 ff4 fs0 fc0 sc0 ls0 ws0">17 <span class="_ _18"> </span>listopada<span class="_ _0"></span> <span class="_ _18"> </span>2021 <span class="_ _1c"> </span>roku  zo<span class="_ _5"></span>stała<span class="_ _0"></span> <span class="_ _18"> </span>podpisan<span class="_ _0"></span>a <span class="_ _18"> </span>umo<span class="_ _0"></span>wa <span class="_ _18"> </span>dotycząca <span class="_ _1c"> </span>pr<span class="_ _0"></span>ogramu <span class="_ _18"> </span>dł<span class="_ _0"></span>ugoterminowej<span class="_ _0"></span> </div><div class="t m0 x8 h6 y811 ff4 fs0 fc0 sc0 ls0 ws0">premii <span class="_ _1c"> </span>motywacyjnej <span class="_ _1c"> </span>pomi<span class="_ _0"></span>ędzy <span class="_ _18"> </span>ni<span class="_ _0"></span>ektórymi <span class="_ _18"> </span>człon<span class="_ _0"></span>kami <span class="_ _1c"> </span>Zarządu <span class="_ _1c"> </span>Murapol <span class="_ _1c"> </span>S.A., <span class="_ _18"> </span>a<span class="_ _0"></span>  <span class="ff3">AEREF <span class="_ _18"> </span>V <span class="_ _1c"> </span>PL<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y812 ff4 fs0 fc0 sc0 ls0 ws0">Investment S.a.r.l. i AEREF V PL Master S.a.r.l. (<span class="_ _0"></span>tj. podmiot bezpośredn<span class="_ _0"></span>io kontrolujący AEREF V PL </div><div class="t m0 x8 h6 y530 ff4 fs0 fc0 sc0 ls0 ws0">Investment <span class="_ _0"></span>S.a.r.l.). <span class="_ _0"></span>Wys<span class="_ _0"></span>okość p<span class="_ _0"></span>remii <span class="_ _0"></span>jest <span class="_ _0"></span>uzależnion<span class="_ _0"></span>a od <span class="_ _0"></span>stopy <span class="_ _0"></span>zwro<span class="_ _0"></span>tu z <span class="_ _0"></span>inw<span class="_ _0"></span>estycji <span class="_ _0"></span>w G<span class="_ _0"></span>rupę <span class="_ _0"></span>dla </div><div class="t m0 x8 h6 y813 ff3 fs0 fc0 sc0 ls0 ws0">AEREF <span class="_ _19"> </span>V <span class="_ _a"> </span>P<span class="_ _0"></span>L <span class="_ _a"> </span>In<span class="_ _0"></span>vestment <span class="_ _19"> </span>S.a.r.l. <span class="_ _19"> </span>lub <span class="_ _19"> </span>AEREF <span class="_ _19"> </span>V <span class="_ _a"> </span>P<span class="_ _0"></span>L <span class="_ _19"> </span>Mast<span class="_ _0"></span><span class="ff4">er <span class="_ _19"> </span>S.a.r.l. <span class="_ _19"> </span>(tj. <span class="_ _a"> </span>p<span class="_ _0"></span>odmiotu <span class="_ _19"> </span>bezpośrednio </span></div><div class="t m0 x8 h6 y814 ff4 fs0 fc0 sc0 ls0 ws0">kontrolującego  AEREF  V  PL  Investment  S.a.r.l.)  (razem  jako  „AEREF  V <span class="_ _1c"> </span>PL”).  Premia<span class="_ _0"></span>  będzie </div><div class="t m0 x8 h6 y7b1 ff4 fs0 fc0 sc0 ls0 ws0">wypłacana w formi<span class="_ _0"></span>e pieniężnej przez AEREF V <span class="_ _0"></span>PL, w wysokości określ<span class="_ _0"></span>onej osobno dla każdeg<span class="_ _0"></span>o </div><div class="t m0 x8 h6 y815 ff4 fs0 fc0 sc0 ls0 ws0">z <span class="_ _20"> </span>uczestników <span class="_ _27"> </span>jako <span class="_ _20"> </span>pro<span class="_ _0"></span>cent <span class="_ _20"> </span>wpływów <span class="_ _20"> </span>n<span class="_ _0"></span>ett<span class="_ _0"></span><span class="ff3">o <span class="_ _20"> </span>z <span class="_ _27"> </span>inwestycji <span class="_ _27"> </span>AEREF <span class="_ _20"> </span>V <span class="_ _20"> </span>PL<span class="_ _0"></span> <span class="_ _20"> </span>w <span class="_ _20"> </span>Murapol <span class="_ _27"> </span>S.A.<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y341 ff4 fs0 fc0 sc0 ls0 ws0">przekraczającyc<span class="_ _0"></span>h <span class="_ _5"></span>próg <span class="_ _7"></span>10%. <span class="_ _5"></span>Uprawnien<span class="_ _0"></span>ia <span class="_ _5"></span>do <span class="_ _7"></span>p<span class="_ _0"></span>remii <span class="_ _5"></span>naby<span class="_ _0"></span>wane <span class="_ _7"></span>są <span class="_ _5"></span>w <span class="_ _5"></span>okresie <span class="_ _5"></span>do <span class="_ _5"></span>dnia <span class="_ _5"></span>31 <span class="_ _5"></span>grudnia </div><div class="t m0 x8 h6 y231 ff4 fs0 fc0 sc0 ls0 ws0">2024 <span class="_ _5"></span>r., <span class="_ _5"></span>w przypadku <span class="_ _5"></span>rozwi<span class="_ _0"></span>ązania <span class="_ _5"></span>kontraktów menedżerskich <span class="_ _5"></span>przed tym <span class="_ _5"></span>dniem u<span class="_ _5"></span>cze<span class="_ _0"></span>stnicy <span class="_ _5"></span>tracą </div><div class="t m0 x8 h6 yc0 ff3 fs0 fc0 sc0 ls0 ws0">prawo do premii<span class="_ _0"></span> (tzw. warunek naby<span class="_ _0"></span><span class="ff4">cia uprawn<span class="_ _0"></span>ień związany ze świa<span class="_ _0"></span>dczeniem usługi).<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y232 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _a"> </span>ocen<span class="_ _0"></span>ie <span class="_ _a"> </span>Spółki, <span class="_ _19"> </span>wysokość <span class="_ _a"> </span>premii<span class="_ _0"></span> <span class="_ _a"> </span>jest <span class="_ _19"> </span>efektywnie <span class="_ _19"> </span>u<span class="_ _5"></span>zależni<span class="_ _0"></span>ona <span class="_ _a"> </span>od <span class="_ _19"> </span>wartości <span class="_ _a"> </span>instrum<span class="_ _0"></span>entów </div><div class="t m0 x8 h6 y11a ff4 fs0 fc0 sc0 ls0 ws0">kapitałowych <span class="_ _0"></span>Spółki, <span class="_ _0"></span>w <span class="_ _0"></span>związku <span class="_ _0"></span>z czy<span class="_ _0"></span>m pre<span class="_ _0"></span>mia <span class="_ _0"></span>stanowi <span class="_ _0"></span>transakcję <span class="_ _0"></span>płatnoś<span class="_ _0"></span>ci <span class="_ _0"></span>w formie <span class="_ _0"></span>akcji<span class="_ _0"></span>. Ze </div><div class="t m0 x8 h6 y816 ff4 fs0 fc0 sc0 ls0 ws0">względu <span class="_ _9"></span>na <span class="_ _9"></span>fakt, <span class="_ _9"></span>że <span class="_ _9"></span>pre<span class="_ _0"></span>mia <span class="_ _9"></span>jest <span class="_ _9"></span>rozliczana <span class="_ _9"></span>przez <span class="_ _9"></span>AEREF <span class="_ _9"></span>V <span class="_ _9"></span>PL, <span class="_ _9"></span>tj. <span class="_ _9"></span>jednostkę <span class="_ _11"></span>dominującą <span class="_ _9"></span>wobec </div><div class="t m0 x8 h6 y817 ff4 fs0 fc0 sc0 ls0 ws0">Spółki, <span class="_ _5"></span>ujmuje <span class="_ _5"></span>się <span class="_ _5"></span>ją <span class="_ _5"></span>jako <span class="_ _5"></span>rozliczaną<span class="_ _0"></span> <span class="_ _7"></span>w <span class="_ _5"></span>instrumen<span class="_ _0"></span>tach <span class="_ _5"></span>kapi<span class="_ _0"></span>tałowych <span class="_ _5"></span>oraz <span class="_ _7"></span>ujm<span class="_ _0"></span>uje <span class="_ _7"></span>odp<span class="_ _0"></span>owiadający </div><div class="t m0 x8 h6 y818 ff4 fs0 fc0 sc0 ls0 ws0">jej wzrost kapitału wła<span class="_ _0"></span>snego jako wkład p<span class="_ _0"></span>odmiotu do<span class="_ _0"></span>minującego wobec <span class="_ _0"></span>Spółki.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y6dd ff4 fs0 fc0 sc0 ls0 ws0">Dniem przyznania <span class="_ _5"></span>uprawnień, tj. <span class="_ _5"></span>dniem <span class="_ _5"></span>w którym <span class="_ _5"></span>zawarta została <span class="_ _5"></span>umowa <span class="_ _5"></span>d<span class="_ _0"></span>otycząca <span class="_ _5"></span>płatno<span class="_ _0"></span>ści </div><div class="t m0 x8 h6 y4b8 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="_ _19"> </span>formie <span class="_ _19"> </span>akcji <span class="_ _19"> </span>jest <span class="_ _19"> </span>17 <span class="_ _19"> </span>listopada <span class="_ _19"> </span>2021 <span class="_ _19"> </span>roku, <span class="_ _19"> </span>niemniej <span class="_ _19"> </span>jednak <span class="_ _19"> </span>uczestnicy <span class="_ _19"> </span>programu <span class="_ _19"> </span>zostali </div><div class="t m0 x8 h6 y4b9 ff4 fs0 fc0 sc0 ls0 ws0">poinformowani, że będą nią objęci oraz poznali jej kluczowe warunki już w <span class="_ _5"></span>k<span class="_ _0"></span>wiet<span class="_ _0"></span><span class="ff3">niu 2020 roku - </span></div><div class="t m0 x8 h6 y4ba ff4 fs0 fc0 sc0 ls0 ws0">dlatego  dzień  ten  został  p<span class="_ _0"></span>rzyjęty  jako  początek  okresu  nabywani<span class="_ _0"></span>a  uprawnień,  w  którym<span class="_ _0"></span> </div><div class="t m0 x8 h6 y15f ff3 fs0 fc0 sc0 ls0 ws0">ujmowany jest koszt pr<span class="_ _0"></span>ogramu.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y25a ff4 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _18"> </span>godziwa <span class="_ _18"> </span>p<span class="_ _0"></span>rogramu <span class="_ _18"> </span>na <span class="_ _1c"> </span>dzień <span class="_ _18"> </span>przyznani<span class="_ _0"></span>a <span class="_ _18"> </span>wynosiła <span class="_ _1c"> </span>9 <span class="_ _18"> </span>mln <span class="_ _18"> </span>PLN <span class="_ _18"> </span>i<span class="_ _0"></span> <span class="_ _18"> </span>została <span class="_ _18"> </span>ustal<span class="_ _0"></span>ona <span class="_ _18"> </span>w </div><div class="t m0 x8 h6 y334 ff4 fs0 fc0 sc0 ls0 ws0">oparciu o oczekiwaną s<span class="_ _0"></span>topę zwrotu z inwe<span class="_ _0"></span>stycji. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4bd ff4 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _10"> </span>dnia<span class="_ _0"></span> <span class="_ _10"> </span>31<span class="_ _0"></span> <span class="_ _10"> </span>grudni<span class="_ _0"></span>a <span class="_ _10"> </span>202<span class="_ _0"></span>3 <span class="_ _10"> </span>koszt<span class="_ _0"></span> <span class="_ _10"> </span>program<span class="_ _0"></span>u <span class="_ _10"> </span>dla<span class="_ _0"></span> <span class="_ _10"> </span>Sp<span class="_ _0"></span>ółka <span class="_ _10"> </span>wy<span class="_ _0"></span>nosi <span class="_ _10"> </span>n<span class="_ _0"></span>arastająco <span class="_ _18"> </span><span class="ff3">6 <span class="_ _17"> </span>575 <span class="_ _17"> </span></span>tys. <span class="_ _17"> </span>złotych<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y4be ff4 fs0 fc0 sc0 ls0 ws0">(całkowity <span class="_ _11"></span>koszt <span class="_ _9"></span>ujęty <span class="_ _11"></span>w <span class="_ _11"></span>poszczególnych <span class="_ _11"></span>latach <span class="_ _11"></span>przedstawia <span class="_ _11"></span>tabela <span class="_ _11"></span>powyżej) <span class="_ _11"></span>i <span class="_ _9"></span>został <span class="_ _11"></span>ujęty <span class="_ _11"></span>w </div><div class="t m0 x8 h6 y819 ff4 fs0 fc0 sc0 ls0 ws0">korespondencji <span class="_ _0"></span>z <span class="_ _0"></span>li<span class="_ _0"></span>nią <span class="_ _0"></span>„Kapitał <span class="_ _0"></span>zapasowy, <span class="_ _0"></span>p<span class="_ _0"></span>ozostały <span class="_ _0"></span>kapi<span class="_ _0"></span>tał <span class="_ _0"></span>rezerwowy <span class="_ _0"></span>oraz <span class="_ _0"></span>zyski <span class="_ _0"></span>zatrzymane<span class="_ _0"></span>/ </div><div class="t m0 x8 h6 y81a ff4 fs0 fc0 sc0 ls0 ws0">niepokryte straty”. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y81b ffe fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf44" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc44 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y81c w4 hc9" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">68<span class="ls0"> </span></div><div class="t m0 x4a h4f y392 ff6 fs5 fc0 sc0 ls3 ws0">31.5.<span class="ffc ls0"> <span class="_ _1a"> </span></span><span class="ff7">Pozostałe transakcje z podmiotami powiązanymi</span><span class="ls0"> </span></div></div><div class="c x8 y81d wc2 h17"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y81d w7f h17"><div class="t m0 x85 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff2"> </span></div><div class="t m0 x11 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku </div></div><div class="c x98 y81d w7f h17"><div class="t m0 x85 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff2"> </span></div><div class="t m0 x11 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku </div></div><div class="c x8 y81e wc2 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">zakup usług przez: <span class="ff6"> </span></div></div><div class="c x9f y81e w7f h15"><div class="t m0 xbe h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x98 y81e w7f h15"><div class="t m0 xbe h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y575 wc2 h1b"><div class="t m0 xd h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0">Murapol S.A. od: </div></div><div class="c x9f y575 w7f h1b"><div class="t m0 x47 h74 yc5 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y575 w7f h1b"><div class="t m0 x47 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y81f wc2 h17"><div class="t m0 xd h8 y9e ff3 fs3 fc0 sc0 ls0 ws0"> - <span class="ff4">spółek oraz osób fizycznych powiązanych z </span></div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">akcjonariuszami <span class="ff4">i członkami zarządu</span> </div></div><div class="c x9f y81f w7f h17"><div class="t m0 x94 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">9 <span class="ls0">043 </span></div></div><div class="c x98 y81f w7f h17"><div class="t m0 x94 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">9 440 </div></div><div class="c x8 y820 wc2 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> - <span class="ff4">jednostek zależnych</span> </div></div><div class="c x9f y820 w7f h15"><div class="t m0 xbd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">5<span class="ls4">75</span> </div></div><div class="c x98 y820 w7f h15"><div class="t m0 xbd h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">586<span class="ls0"> </span></div></div><div class="c x8 y821 wc2 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">sprzedaż wyrobów, materiałów i usług przez: <span class="ff6"> </span></div></div><div class="c x9f y821 w7f h15"><div class="t m0 x47 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y821 w7f h15"><div class="t m0 x47 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y822 wc2 h1b"><div class="t m0 xd h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0">Murapol S.A. na rzecz: </div></div><div class="c x9f y822 w7f h1b"><div class="t m0 x47 h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y822 w7f h1b"><div class="t m0 x47 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y823 wc2 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> - <span class="ff4">jednostek zależnych</span> </div></div><div class="c x9f y823 w7f h15"><div class="t m0 x58 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">64 683  </div></div><div class="c x98 y823 w7f h15"><div class="t m0 x58 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">55 645 </div></div><div class="c x8 y5b0 wc2 h15"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">odsetki od pożyczek otrzymanych przez: <span class="ff6"> </span></div></div><div class="c x9f y5b0 w7f h15"><div class="t m0 x47 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y5b0 w7f h15"><div class="t m0 x47 h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y824 wc2 h1b"><div class="t m0 xd h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0"> Murapol S.A. od: </div></div><div class="c x9f y824 w7f h1b"><div class="t m0 x47 h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y824 w7f h1b"><div class="t m0 x47 h8 yc5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y825 wc2 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> - <span class="ff4">jednostek zależnych</span> </div></div><div class="c x9f y825 w7f h15"><div class="t m0 x94 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">8 039 </div></div><div class="c x98 y825 w7f h15"><div class="t m0 x58 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">10 617 </div></div><div class="c x8 y7d6 wc2 h16"><div class="t m0 xd h14 ya5 ff7 fs3 fc0 sc0 ls0 ws0">odsetki od pożyczek udzielonych przez: <span class="ff6"> </span></div></div><div class="c x9f y7d6 w7f h16"><div class="t m0 x47 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y7d6 w7f h16"><div class="t m0 x47 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y826 wc2 h15"><div class="t m0 xd h8 ya5 ff1 fs3 fc0 sc0 ls0 ws0"> Murapol S.A. do:<span class="ff3"> </span></div></div><div class="c x9f y826 w7f h15"><div class="t m0 x47 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y826 w7f h15"><div class="t m0 x47 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y827 wc2 h17"><div class="t m0 xd h8 y9e ff3 fs3 fc0 sc0 ls0 ws0"> - <span class="ff4">spółek oraz osób fizycznych powiązanych z </span></div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">akcjonariuszami <span class="ff4">i członkami zarządu</span> </div></div><div class="c x9f y827 w7f h17"><div class="t m0 xbe h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y827 w7f h17"><div class="t m0 x94 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">3 465 </div></div><div class="c x8 y828 wc2 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> - <span class="ff4">jednostek zależnych</span> </div></div><div class="c x9f y828 w7f h15"><div class="t m0 x94 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">2 888 </div></div><div class="c x98 y828 w7f h15"><div class="t m0 x94 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">7 175 </div></div><div class="c x8 y829 wc2 hca"><div class="t m0 xd h8 y82a ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y82b w7f h15"><div class="t m0 x58 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">85 228 </div></div><div class="c x98 y82b w7f h15"><div class="t m0 x58 h14 ya5 ff6 fs3 fc0 sc0 ls0 ws0">86 928 </div></div><div class="c x9f y829 w7f h1b"><div class="t m0 x47 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y829 w7f h1b"><div class="t m0 x47 h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y33e wc2 h15"><div class="t m0 xd h74 ya5 ffd fs3 fc0 sc0 ls0 ws0">Należności od podmiotów powiązanych<span class="ff1 ls30">: <span class="ls0"> </span></span></div></div><div class="c x9f y33e w7f h15"><div class="t m0 x58 h74 ya5 ff1 fs3 fc0 sc0 ls0 ws0">61 611  </div></div><div class="c x98 y33e w7f h15"><div class="t m0 x58 h74 ya5 ff1 fs3 fc0 sc0 ls0 ws0">47 276  </div></div><div class="c x8 y43b wc2 h26"><div class="t m0 xd h12 y104 ff8 fs3 fc0 sc0 ls0 ws0">Należności z tytułu dostaw<span class="ff2"> </span>i usług<span class="ff2"> </span></div></div><div class="c x9f y43b w7f h26"><div class="t m0 x58 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">20 913 </div></div><div class="c x98 y43b w7f h26"><div class="t m0 x58 h12 y104 ff6 fs3 fc0 sc0 ls0 ws0">11 611<span class="ff2"> </span></div></div><div class="c x8 y534 wc2 h1b"><div class="t m0 xd h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0">Murapol S.A. do: </div></div><div class="c x9f y534 w7f h1b"><div class="t m0 x47 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y534 w7f h1b"><div class="t m0 x47 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y82c wc2 h27"><div class="t m0 xd h74 y107 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">jednostek zależnych</span> </div></div><div class="c x9f y82c w7f h27"><div class="t m0 x58 h8 y107 ff3 fs3 fc0 sc0 ls0 ws0">20 913 </div></div><div class="c x98 y82c w7f h27"><div class="t m0 x58 h8 y107 ff3 fs3 fc0 sc0 ls0 ws0">11 611 </div></div><div class="c x8 y78c wc2 h27"><div class="t m0 xd h12 y104 ff8 fs3 fc0 sc0 ls0 ws0">Pozostałe należności<span class="ff2"> </span></div></div><div class="c x9f y78c w7f h27"><div class="t m0 x58 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">12 274 </div></div><div class="c x98 y78c w7f h27"><div class="t m0 x58 h12 y104 ff6 fs3 fc0 sc0 ls0 ws0">12 707<span class="ff2"> </span></div></div><div class="c x8 y82d wc2 hcb"><div class="t m0 xd h74 ya5 ff1 fs3 fc0 sc0 ls0 ws0">Murapol S.A. do: </div></div><div class="c x9f y82d w7f hcb"><div class="t m0 x47 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y82d w7f hcb"><div class="t m0 x47 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y82e wc2 h17"><div class="t m0 xd h74 y9e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">spółek oraz osób fizycznych powiązanych z </span></div><div class="t m0 xd h74 ya0 ffd fs3 fc0 sc0 ls0 ws0">akcjonariuszami i członkami zarządu<span class="ff1"> </span></div></div><div class="c x9f y82e w7f h17"><div class="t m0 x58 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">11 761 </div></div><div class="c x98 y82e w7f h17"><div class="t m0 x58 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">11 776 </div></div><div class="c x8 y82f wc2 h26"><div class="t m0 xd h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">jednostek zależnych</span> </div></div><div class="c x9f y82f w7f h26"><div class="t m0 xbd h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">513<span class="ls0"> </span></div></div><div class="c x98 y82f w7f h26"><div class="t m0 xbd h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">931<span class="ls0"> </span></div></div><div class="c x8 y830 wc2 h26"><div class="t m0 xd h12 y104 ff8 fs3 fc0 sc0 ls0 ws0">Należności z tytułu pożyczek<span class="ff2"> </span></div></div><div class="c x9f y830 w7f h26"><div class="t m0 x58 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">28 424 </div></div><div class="c x98 y830 w7f h26"><div class="t m0 x58 h12 y104 ff6 fs3 fc0 sc0 ls0 ws0">22 958<span class="ff2"> </span></div></div><div class="c x8 y831 wc2 hcc"><div class="t m0 xd h74 yf1 ff1 fs3 fc0 sc0 ls0 ws0">Murapol S.A. do: </div></div><div class="c x9f y831 w7f hcc"><div class="t m0 x47 h8 yf1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y831 w7f hcc"><div class="t m0 x47 h8 yf1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y67f wc2 h26"><div class="t m0 xd h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">jednostek zależnych</span> </div></div><div class="c x9f y67f w7f h26"><div class="t m0 x58 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">28 424 </div></div><div class="c x98 y67f w7f h26"><div class="t m0 x58 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">22 958 </div></div><div class="c x8 y832 wc2 h1b"><div class="t m0 xd h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y832 w7f h1b"><div class="t m0 x47 h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y832 w7f h1b"><div class="t m0 x47 h74 ya0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y833 wc2 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania wobec podmiotów powiązanych: <span class="ff3"> </span></div></div><div class="c x9f y833 w7f h15"><div class="t m0 x33 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">178 406 </div></div><div class="c x98 y833 w7f h15"><div class="t m0 x33 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">185 715<span class="ff1"> </span></div></div><div class="c x8 y834 wc2 h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu dostaw<span class="ff6"> </span></div></div><div class="c x9f y834 w7f h26"><div class="t m0 x94 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">5 411 </div></div><div class="c x98 y834 w7f h26"><div class="t m0 x94 h12 y104 ff6 fs3 fc0 sc0 ls0 ws0">3 712<span class="ff2"> </span></div></div><div class="c x8 y835 wc2 h26"><div class="t m0 xd h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">Murapol S.A. do: </div></div><div class="c x9f y835 w7f h26"><div class="t m0 x47 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y835 w7f h26"><div class="t m0 x47 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y217 wc2 h28"><div class="t m0 xd h74 y13b ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">spółek oraz osób fizycznych powiązanych z </span></div><div class="t m0 xd h74 y836 ffd fs3 fc0 sc0 ls0 ws0">akcjonariuszami i członkami zarządu<span class="ff1"> </span></div></div><div class="c x9f y217 w7f h28"><div class="t m0 x94 h8 y1d4 ff3 fs3 fc0 sc0 ls0 ws0">2 661 </div></div><div class="c x98 y217 w7f h28"><div class="t m0 x94 h8 y1d4 ff3 fs3 fc0 sc0 ls0 ws0">2 889 </div></div><div class="c x8 y837 wc2 h27"><div class="t m0 xd h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">jednostek zależnych</span> </div></div><div class="c x9f y837 w7f h27"><div class="t m0 x94 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">2 750 </div></div><div class="c x98 y837 w7f h27"><div class="t m0 xbd h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">823<span class="ls0"> </span></div></div><div class="c x8 y34d wc2 h26"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu pożyczek<span class="ff6"> </span></div></div><div class="c x9f y34d w7f h26"><div class="t m0 x33 h12 y104 ff2 fs3 fc0 sc0 ls0 ws0">166 729 </div></div><div class="c x98 y34d w7f h26"><div class="t m0 x33 h12 y104 ff2 fs3 fc0 sc0 ls0 ws0">172 290 </div></div><div class="c x8 y838 wc2 h26"><div class="t m0 xd h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">Murapol S.A. do: </div></div><div class="c x9f y838 w7f h26"><div class="t m0 x47 h74 y104 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y838 w7f h26"><div class="t m0 x47 h74 y104 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y390 wc2 h26"><div class="t m0 xd h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">jednostek zależnych</span> </div></div><div class="c x9f y390 w7f h26"><div class="t m0 x33 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">166 729 </div></div><div class="c x98 y390 w7f h26"><div class="t m0 x33 h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">172 290 </div></div><div class="c x8 y839 wc2 h27"><div class="t m0 xd h14 y104 ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe rozrachunki<span class="ff6"> </span></div></div><div class="c x9f y839 w7f h27"><div class="t m0 x94 h12 y104 ff2 fs3 fc0 sc0 ls0 ws0">6 266 </div></div><div class="c x98 y839 w7f h27"><div class="t m0 x94 h12 y104 ff2 fs3 fc0 sc0 ls0 ws0">9 713 </div></div><div class="c x8 y83a wc2 h27"><div class="t m0 xd h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">Murapol S.A. do: </div></div><div class="c x9f y83a w7f h27"><div class="t m0 x47 h74 y104 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y83a w7f h27"><div class="t m0 x47 h74 y104 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2e3 wc2 h17"><div class="t m0 xd h74 y5a6 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">spółek oraz osób fizycznych powiązanych z </span></div><div class="t m0 xd h74 y83b ffd fs3 fc0 sc0 ls0 ws0">akcjonariuszami i członkami zarządu<span class="ff1"> </span></div></div><div class="c x9f y2e3 w7f h17"><div class="t m0 x4c h74 y5a7 ff1 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x98 y2e3 w7f h17"><div class="t m0 x4c h74 y5a7 ff1 fs3 fc0 sc0 ls0 ws0">7 </div></div><div class="c x8 y83c wc2 h26"><div class="t m0 xd h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ffd">jednostek zależnych</span> </div></div><div class="c x9f y83c w7f h26"><div class="t m0 x94 h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">6 265 </div></div><div class="c x98 y83c w7f h26"><div class="t m0 x94 h74 y104 ff1 fs3 fc0 sc0 ls0 ws0">9 706 </div></div></div><div class="pi"></div></div>
<div id="pf45" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc45 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y83d w4 hcd" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">69<span class="ls0"> </span></div><div class="t m0 x8 h41 y37 ff6 fs6 fc0 sc0 ls0 ws0">32.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7 fs5">Informacje o wynagrodzeniu biegłego rewidenta lub podmiotu </span></span></div><div class="t m0 x5d hf y83e ff7 fs5 fc0 sc0 ls3 ws0">uprawnionego do badania sprawozdań finansowych<span class="ff6 ls0"> </span></div><div class="t m0 x8 h6 y83f ff4 fs0 fc0 sc0 ls0 ws0">Poniższa <span class="_ _16"> </span>tabel<span class="_ _0"></span>a <span class="_ _16"> </span>przedstawia <span class="_ _33"> </span>wynagrodzenie<span class="_ _0"></span> <span class="_ _16"> </span>podmiotu <span class="_ _16"> </span>uprawni<span class="_ _0"></span>onego <span class="_ _16"> </span>do <span class="_ _16"> </span>b<span class="_ _0"></span>adania </div><div class="t m0 x8 h6 y133 ff4 fs0 fc0 sc0 ls0 ws0">sprawozdań <span class="_ _17"> </span>finansowyc<span class="_ _0"></span>h <span class="_ _10"> </span>wyp<span class="_ _0"></span>łacone <span class="_ _10"> </span>lub<span class="_ _0"></span> <span class="_ _10"> </span>na<span class="_ _0"></span>leżne <span class="_ _17"> </span>za <span class="_ _17"> </span>rok <span class="_ _17"> </span>zakończony <span class="_ _18"> </span><span class="ff3">31<span class="_ _0"></span> <span class="_ _10"> </span>grudnia <span class="_ _18"> </span><span class="ls2">20</span>23 <span class="_ _17"> </span>roku </span></div><div class="t m0 x8 h6 y840 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ls2">31</span> grudnia <span class="ls2">20</span>22 <span class="_ _0"></span><span class="ff4">roku w podziale n<span class="_ _0"></span>a rodzaje usług:<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y841 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y842 wc3 h17"><div class="t m0 xd h14 yb3 ff7 fs3 fc0 sc0 ls0 ws0">Rodzaj usługi<span class="ff6"> </span></div></div><div class="c x7c y842 wc4 h17"><div class="t m0 x29 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff2"> </span></div><div class="t m0 x29 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c xa0 y842 wc5 h17"><div class="t m0 x32 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony <span class="ff2"> </span></div><div class="t m0 x32 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y843 wc3 h21"><div class="t m0 xd h8 yd4 ff4 fs3 fc0 sc0 ls0 ws0">Obowiązkowe badanie rocznego <span class="ff3">i skonsolidowanego </span></div><div class="t m0 xd h8 yf7 ff3 fs3 fc0 sc0 ls0 ws0">sprawozdania finansowego </div></div><div class="c x7c y843 wc4 h21"><div class="t m0 x1f h8 yf8 ff3 fs3 fc0 sc0 ls4 ws0">530<span class="ls0"> </span></div></div><div class="c xa0 y843 wc5 h21"><div class="t m0 x12 h8 yf8 ff3 fs3 fc0 sc0 ls4 ws0">420<span class="ls0"> </span></div></div><div class="c x8 y844 wc3 h27"><div class="t m0 xd h8 y107 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe usługi<span class="ff3">* </span></div></div><div class="c x7c y844 wc4 h27"><div class="t m0 x8 h8 y107 ff3 fs3 fc0 sc0 ls0 ws0">1 145 </div></div><div class="c xa0 y844 wc5 h27"><div class="t m0 x12 h8 y107 ff3 fs3 fc0 sc0 ls4 ws0">197<span class="ls0"> </span></div></div><div class="c x8 y4d0 wc3 h6e"><div class="t m0 xd h8 y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7c y4d0 wc4 h6e"><div class="t m0 x8 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">1 675 </div></div><div class="c xa0 y4d0 wc5 h6e"><div class="t m0 x12 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">617 </div></div><div class="c x8 y800 wa8 h40"><div class="t m0 xd h39 y164 ff4 fs9 fc0 sc0 ls0 ws0">*odnosi się do<span class="_ _5"></span> usług<span class="ff3"> atestacyjnyc<span class="_ _5"></span>h <span class="ff4">wykonanych na cele<span class="_ _5"></span> IPO w 2023 roku ora<span class="_ _5"></span>z kosztów doda<span class="_ _5"></span>tkowych usług w 2022<span class="_ _5"></span> </span></span></div><div class="t m0 xd h14 yfc ff3 fs9 fc0 sc0 ls0 ws0">roku<span class="ff6 fs3"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h41 y845 ff6 fs6 fc0 sc0 ls0 ws0">33.<span class="ffc"> <span class="_ _1b"> </span></span>Cele i zasad<span class="_ _5"></span>y <span class="ff7">zarządzania ryzykiem finans<span class="_ _5"></span>owym<span class="ff6"> </span></span></div><div class="t m0 x8 h6 y846 ff4 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _0"></span>głównych<span class="_ _0"></span> <span class="_ _0"></span>instrumentów <span class="_ _0"></span>finanso<span class="_ _0"></span>wych, <span class="_ _0"></span>z <span class="_ _0"></span>któryc<span class="_ _0"></span>h <span class="_ _0"></span>korzysta <span class="_ _0"></span>Spółka, <span class="_ _0"></span>n<span class="_ _0"></span>ależą <span class="_ _0"></span>kredy<span class="_ _0"></span>ty <span class="_ _11"></span><span class="ff3">bankowe, </span></div><div class="t m0 x8 h6 y847 ff4 fs0 fc0 sc0 ls0 ws0">pożyczki,<span class="ff3"> <span class="_ _10"> </span>obligacje, <span class="_ _17"> </span>umowy <span class="_ _10"> </span>leasingu <span class="_ _10"> </span>i <span class="_ _10"> </span></span>ś<span class="_ _0"></span>rodki<span class="ff3"> <span class="_ _13"> </span></span>p<span class="_ _0"></span>ieniężne<span class="_ _0"></span><span class="ff1">.<span class="ff3"> <span class="_ _13"></span></span></span>Główny<span class="_ _0"></span>m <span class="_ _13"> </span>celem<span class="_ _0"></span> <span class="_ _10"> </span>tych <span class="_ _10"> </span>instrument<span class="_ _0"></span>ów </div><div class="t m0 x8 h6 y848 ff4 fs0 fc0 sc0 ls0 ws0">finansowych <span class="_ _0"></span>jest<span class="_ _0"></span> <span class="_ _0"></span>pozyskanie <span class="_ _9"></span>środków <span class="_ _0"></span>fi<span class="_ _0"></span>nansowych <span class="_ _0"></span>n<span class="_ _0"></span>a <span class="_ _0"></span>działalność <span class="_ _9"></span>Spółka. <span class="_ _9"></span>Spółka <span class="_ _0"></span>posia<span class="_ _0"></span>da <span class="_ _0"></span>też </div><div class="t m0 x8 h6 y849 ff4 fs0 fc0 sc0 ls0 ws0">inne <span class="_ _11"></span>instrumenty <span class="_ _11"></span>finansowe, <span class="_ _11"></span>takie <span class="_ _11"></span>jak <span class="_ _11"></span>należności <span class="_ _11"></span>i<span class="ff3"> </span>zobowi<span class="_ _0"></span>ązania <span class="_ _11"></span>z <span class="_ _9"></span>tytułu <span class="_ _11"></span>dostaw <span class="_ _11"></span>i <span class="_ _11"></span>usług, <span class="_ _9"></span>kt<span class="_ _0"></span>óre </div><div class="t m0 x8 h6 y84a ff4 fs0 fc0 sc0 ls0 ws0">powstają bezpośr<span class="_ _0"></span>ednio w<span class="ff3"> </span>tok<span class="_ _0"></span>u prowadzonej prze<span class="_ _0"></span>z nią działalności.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y84b ff4 fs0 fc0 sc0 ls0 ws0">Główne <span class="_ _18"> </span>r<span class="_ _0"></span>odzaje <span class="_ _1c"> </span>ryzyka  wynikającego <span class="_ _18"> </span>z <span class="_ _1c"> </span>instrum<span class="_ _0"></span>entów <span class="_ _18"> </span>fin<span class="_ _0"></span>ansowych <span class="_ _1c"> </span>Spółki <span class="_ _1c"> </span>obejmują<span class="_ _0"></span> <span class="_ _18"> </span>ryzyko<span class="_ _0"></span> </div><div class="t m0 x8 h6 y6f8 ff4 fs0 fc0 sc0 ls0 ws0">stopy <span class="_ _17"> </span>procentow<span class="_ _0"></span>ej, <span class="_ _17"> </span>ryzyko <span class="_ _17"> </span>związane <span class="_ _18"> </span>z <span class="_ _17"> </span>płynności<span class="_ _0"></span>ą, <span class="_ _17"> </span>ryzyko <span class="_ _17"> </span>walutowe <span class="_ _17"> </span>ora<span class="_ _0"></span>z <span class="_ _17"> </span>ryzyko <span class="_ _17"> </span>kredy<span class="_ _0"></span>towe. </div><div class="t m0 x8 h6 y84c ff4 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _0"></span>Murapol <span class="_ _0"></span>S.<span class="_ _0"></span>A. <span class="_ _0"></span>weryfi<span class="_ _0"></span>kuje <span class="_ _0"></span>i <span class="_ _0"></span>uzgadnia <span class="_ _0"></span>zasady<span class="_ _0"></span> <span class="_ _0"></span>zarządzania <span class="_ _0"></span>k<span class="_ _0"></span>ażdym <span class="_ _0"></span>z <span class="_ _0"></span>tych<span class="_ _0"></span> <span class="_ _0"></span>rodzajów<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span>ryzyka </span></div><div class="t m0 x8 h6 y84d ff4 fs0 fc0 sc0 ls0 ws0">–<span class="ff3"> <span class="_ _19"> </span></span>z<span class="_ _5"></span>asady<span class="_ _0"></span> <span class="_ _a"> </span>te <span class="_ _19"> </span>zostały <span class="_ _a"> </span>w <span class="_ _19"> </span>skrócie <span class="_ _a"> </span>om<span class="_ _0"></span>ówione <span class="_ _a"> </span>p<span class="_ _0"></span>oniżej. <span class="_ _19"> </span>S<span class="_ _5"></span>p<span class="_ _0"></span>ółka <span class="_ _a"> </span>moni<span class="_ _0"></span>toruje <span class="_ _a"> </span>r<span class="_ _0"></span>ównież <span class="_ _a"> </span>ryzy<span class="_ _0"></span>ko <span class="_ _a"> </span>ce<span class="_ _0"></span>n </div><div class="t m0 x8 h6 y84e ff4 fs0 fc0 sc0 ls0 ws0">rynkowych <span class="_ _10"> </span>dotyczące <span class="_ _10"> </span>wszystki<span class="_ _0"></span>ch <span class="_ _13"> </span>posiada<span class="_ _0"></span>nych <span class="_ _10"> </span>przez <span class="_ _13"> </span>n<span class="_ _0"></span>ią <span class="_ _13"> </span>in<span class="_ _0"></span>strumentów <span class="_ _13"> </span>fin<span class="_ _0"></span>ansowych. <span class="_ _10"> </span>Zasady </div><div class="t m0 x8 h6 y831 ff4 fs0 fc0 sc0 ls0 ws0">rachunkowości Spółki d<span class="_ _0"></span>otyczące in<span class="_ _0"></span>strumentów pochodnyc<span class="_ _0"></span>h zostały omówi<span class="_ _0"></span>one w noc<span class="_ _0"></span><span class="ff3">ie 8<span class="ls26">.1</span>1. </span></div><div class="t m0 x8 h6 y84f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h4f y850 ff6 fs5 fc0 sc0 ls3 ws0">33.1.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Ryzyko stopy procentowej </span></span></div><div class="t m0 x8 h6 y851 ff4 fs0 fc0 sc0 ls0 ws0">Narażenie Spółki na <span class="_ _5"></span>ryzyko wywołane zmianami stóp procentowych dotyczy przede <span class="_ _5"></span>wszy<span class="_ _0"></span>stkim </div><div class="t m0 x8 h6 y852 ff4 fs0 fc0 sc0 ls0 ws0">długoterminowych z<span class="_ _0"></span>obowiązań finan<span class="_ _0"></span>sowych.<span class="ff3"> </span></div><div class="t m0 x8 h6 y853 ff4 fs0 fc0 sc0 ls0 ws0">Spó<span class="_ _5"></span>łka <span class="_ _1a"> </span>zarz<span class="_ _5"></span>ądza<span class="_ _5"></span> <span class="_ _14"> </span>ko<span class="_ _5"></span>sztam<span class="_ _5"></span>i <span class="_ _1a"> </span>oproc<span class="_ _5"></span>entowa<span class="_ _5"></span>nia <span class="_ _1a"> </span>poprz<span class="_ _5"></span>ez <span class="_ _1a"> </span>korz<span class="_ _5"></span>ystan<span class="_ _5"></span>ie <span class="_ _1a"> </span>zarówn<span class="_ _5"></span>o <span class="_ _1a"> </span>z <span class="_ _1a"> </span>zobowi<span class="_ _5"></span>ązań<span class="_ _5"></span> <span class="_ _14"> </span>o </div><div class="t m0 x8 h6 y4fe ff4 fs0 fc0 sc0 ls0 ws0">opro<span class="_ _5"></span>cent<span class="_ _5"></span>owaniu<span class="_ _5"></span> stał<span class="_ _5"></span>ym, ja<span class="_ _5"></span>k i z<span class="_ _5"></span>mienn<span class="_ _5"></span>ym.<span class="ff3"> </span></div><div class="t m0 x8 h2 y854 ff1 fs0 fc0 sc0 ls0 ws0">Ryz<span class="_ _5"></span>yko s<span class="_ _5"></span>topy <span class="_ _5"></span>proce<span class="_ _5"></span>ntowej<span class="_ _5"></span> <span class="ffd">–</span> <span class="ffd">wr<span class="_ _5"></span>ażliwo<span class="_ _5"></span>ść na<span class="_ _5"></span> zmia<span class="_ _5"></span>ny<span class="ff1"> </span></span></div><div class="t m0 x8 h6 y855 ff4 fs0 fc0 sc0 ls0 ws0">Po<span class="_ _5"></span>niższa<span class="_ _5"></span> tabela pr<span class="_ _5"></span>zedst<span class="_ _5"></span>awia wraż<span class="_ _5"></span>liwoś<span class="_ _5"></span>ć <span class="_ _0"></span><span class="ff3">zy<span class="_ _5"></span>sku (str<span class="_ _5"></span>aty) <span class="ff4">bru<span class="_ _5"></span>tto na r<span class="_ _5"></span>acjona<span class="_ _5"></span>lnie moż<span class="_ _5"></span>liwe zmi<span class="_ _5"></span>any stó<span class="_ _5"></span>p </span></span></div><div class="t m0 x8 h6 y21b ff4 fs0 fc0 sc0 ls0 ws0">pro<span class="_ _5"></span>cento<span class="_ _5"></span>wych <span class="_ _17"> </span>prz<span class="_ _5"></span>y <span class="_ _18"> </span>zało<span class="_ _5"></span>żeniu<span class="_ _5"></span> <span class="_ _17"> </span>niezmi<span class="_ _5"></span>ennośc<span class="_ _5"></span>i <span class="_ _17"> </span>innych <span class="_ _17"> </span>czy<span class="_ _5"></span>nników <span class="_ _10"> </span>(w <span class="_ _18"> </span>zw<span class="_ _5"></span>iązku <span class="_ _17"> </span>z <span class="_ _17"> </span>zobo<span class="_ _5"></span>wiązan<span class="_ _5"></span>iami </div><div class="t m0 x8 h6 y856 ff3 fs0 fc0 sc0 ls0 ws0">o z<span class="_ _5"></span>mienn<span class="_ _5"></span>ej <span class="_ _10"> </span>sto<span class="_ _5"></span>pie <span class="_ _13"> </span>p<span class="_ _0"></span>ro<span class="_ _5"></span>centow<span class="_ _5"></span>ej)<span class="ff4">. <span class="_ _13"> </span>Nie <span class="_ _13"> </span>przedst<span class="_ _5"></span>awiono<span class="_ _5"></span> <span class="_ _10"> </span>wpływu <span class="_ _13"></span>na <span class="_ _13"> </span>kapita<span class="_ _5"></span>ł <span class="_ _10"> </span>własny<span class="_ _5"></span> <span class="_ _10"> </span>ani <span class="_ _10"> </span>całko<span class="_ _5"></span>wite<span class="_ _5"></span> </span></div><div class="t m0 x8 h6 y3cd ff4 fs0 fc0 sc0 ls0 ws0">do<span class="_ _5"></span>chody o<span class="_ _5"></span>gółem<span class="_ _5"></span> Spó<span class="_ _5"></span>łki.<span class="ff3"> </span></div><div class="t m0 x8 h42 y857 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf46" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc46 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y858 w4 hce" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">70<span class="ls0"> </span></div></div><div class="c x8 y859 wc6 hcf"><div class="t m0 xd h8 y353 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y859 wc7 hcf"><div class="t m0 xbd h12 y85a ff8 fs3 fc0 sc0 ls0 ws0">Zwiększenie/ <span class="ff2"> </span></div><div class="t m0 x1b h12 y35b ff2 fs3 fc0 sc0 ls0 ws0">zmniejszenie o punkty </div><div class="t m0 x8a h12 y35e ff2 fs3 fc0 sc0 ls0 ws0">procentowe </div></div><div class="c xe2 y859 wc8 hcf"><div class="t m0 xe0 h12 y689 ff8 fs3 fc0 sc0 ls0 ws0">Wpływ na zysk lub stratę </div><div class="t m0 xb2 h12 y85b ff2 fs3 fc0 sc0 ls0 ws0">brutto </div></div><div class="c x8 y39 wc6 h1b"><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony dnia 31 grudnia <span class="ff6">2023  </span></div></div><div class="c x7 y39 wc7 h1b"><div class="t m0 x5e h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y39 wc8 h1b"><div class="t m0 xe3 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y85c wc6 h18"><div class="t m0 xd h8 y46e ff3 fs3 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x7 y85c wc7 h18"><div class="t m0 xb1 h8 ya5 ff3 fs3 fc0 sc0 ls31 ws0">+ <span class="ls0">5% </span></div></div><div class="c xe2 y85c wc8 h18"><div class="t m0 x47 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">(23 095) </div></div><div class="c x8 y4ec wc6 h1b"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x7 y4ec wc7 h1b"><div class="t m0 xe4 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">- 5% </div></div><div class="c xe2 y4ec wc8 h1b"><div class="t m0 xb7 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">23 095 </div></div><div class="c x8 y85d wc6 hd0"><div class="t m0 xd h8 y464 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y85d wc7 hd0"><div class="t m0 x5e h8 yf1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y85d wc8 hd0"><div class="t m0 xe3 h8 yf1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y85e wc6 h1b"><div class="t m0 xd h14 ya0 ff7 fs3 fc0 sc0 ls0 ws0">Rok zakończony dnia 31 grudnia 202<span class="ff6">2  </span></div></div><div class="c x7 y85e wc7 h1b"><div class="t m0 x5e h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y85e wc8 h1b"><div class="t m0 xe3 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y85f wc6 h18"><div class="t m0 xd h8 y46e ff3 fs3 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x7 y85f wc7 h18"><div class="t m0 xb1 h8 ya5 ff3 fs3 fc0 sc0 ls31 ws0">+ <span class="ls0">5% </span></div></div><div class="c xe2 y85f wc8 h18"><div class="t m0 x47 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">(20 617) </div></div><div class="c x8 y860 wc6 h5"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x7 y860 wc7 h5"><div class="t m0 xe4 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">- 5% </div></div><div class="c xe2 y860 wc8 h5"><div class="t m0 xb7 h8 ya0 ff3 fs3 fc0 sc0 ls4 ws0">20<span class="ls0"> </span>617<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y861 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y6b0 ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>2022 <span class="_ _5"></span>roku <span class="_ _5"></span>ramach<span class="_ _0"></span> <span class="_ _5"></span>umowy <span class="_ _5"></span>kredytowej <span class="ff4">Spółka</span> <span class="_ _5"></span><span class="ff4">zawarła <span class="_ _5"></span>kontrakt<span class="_ _0"></span> <span class="_ _5"></span>typu <span class="_ _5"></span>interest <span class="_ _5"></span>rate <span class="_ _5"></span>swa<span class="_ _0"></span>p, <span class="_ _5"></span>dzięki </span></div><div class="t m0 x8 h6 y843 ff4 fs0 fc0 sc0 ls0 ws0">czemu połowa kredyt<span class="_ _0"></span>u zabezpieczona jest pr<span class="_ _0"></span>zed zmianą stóp procent<span class="_ _0"></span>owych. W 2023 roku p<span class="_ _0"></span>o </div><div class="t m0 x8 h6 y862 ff3 fs0 fc0 sc0 ls0 ws0">uruchomieniu <span class="_ _14"> </span>kolejnej <span class="_ _14"> </span>transzy <span class="_ _14"> </span>kredytu <span class="_ _14"> </span><span class="ff4">Spółka</span> <span class="_ _14"> </span><span class="ff4">zawarła <span class="_ _14"> </span>kontrakt <span class="_ _14"> </span>typu <span class="_ _14"> </span>interest <span class="_ _14"> </span>rate <span class="_ _14"> </span>swap </span></div><div class="t m0 x8 h6 y863 ff4 fs0 fc0 sc0 ls0 ws0">zabezpieczający<span class="_ _0"></span> <span class="_ _22"> </span>połow<span class="_ _0"></span>ę <span class="_ _22"> </span>urucho<span class="_ _0"></span>mionej <span class="_ _22"> </span>t<span class="_ _0"></span>ranszy. <span class="_ _1e"> </span>W <span class="_ _22"> </span>maju<span class="_ _0"></span> <span class="_ _22"> </span>202<span class="_ _0"></span>3 <span class="_ _22"> </span>nas<span class="_ _0"></span>tąpiło <span class="_ _1e"> </span>zwiększenie </div><div class="t m0 x8 h6 y864 ff3 fs0 fc0 sc0 ls0 ws0">zabezpieczenia IRS do 7<span class="_ _0"></span>5% ekspozyc<span class="_ _0"></span>ji kredytu.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y865 ff4 fs0 fc0 sc0 ls0 ws0">W poniższej <span class="_ _0"></span>tabeli <span class="_ _0"></span>przedstawi<span class="_ _0"></span>ona została<span class="_ _0"></span> wartość <span class="_ _0"></span>bilan<span class="_ _0"></span>sowa instrumentów <span class="_ _0"></span>finan<span class="_ _0"></span>sowych Spółki </div><div class="t m0 x8 h6 y866 ff4 fs0 fc0 sc0 ls0 ws0">narażonych na ry<span class="_ _0"></span>zyko stopy procentowej, w p<span class="_ _0"></span>odziale na poszczeg<span class="_ _0"></span>ólne kategorie wiek<span class="_ _0"></span>owe.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y62c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y867 ff3 fs0 fc0 sc0 ls0 ws0">31 grudnia 2023 rok<span class="_ _0"></span>u </div><div class="t m0 x8 h54 y868 ff2 fs0 fc0 sc0 ls0 ws0">Oprocentowanie zmienn<span class="_ _0"></span>e </div></div><div class="c x8 y869 w89 h15"><div class="t m0 xd h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y869 wc9 h15"><div class="t m0 x36 h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">&lt;1rok </div></div><div class="c xe6 y869 wca h15"><div class="t m0 x5a h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">1<span class="ff8">–</span>2 lat </div></div><div class="c xa8 y869 wcb h15"><div class="t m0 xe0 h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">2-3 lat </div></div><div class="c xe7 y869 wbb h15"><div class="t m0 x56 h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">3-4 lat </div></div><div class="c xa3 y869 wcc h15"><div class="t m0 x3e h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">&gt;4 lat </div></div><div class="c xaa y869 wcd h15"><div class="t m0 x2e h12 ya5 ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y86a w89 h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Środki pieniężne<span class="ff3"> i ich </span></div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">ekwiwalenty </div></div><div class="c xe5 y86a wc9 h17"><div class="t m0 x59 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">1 <span class="ls0">4</span>69<span class="ls0"> </span></div></div><div class="c xe6 y86a wca h17"><div class="t m0 x73 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y86a wcb h17"><div class="t m0 x1a h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe7 y86a wbb h17"><div class="t m0 x59 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa3 y86a wcc h17"><div class="t m0 x59 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y86a wcd h17"><div class="t m0 x28 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">1 469 </div></div><div class="c x8 y86b w89 h16"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="ff3"> </span></div></div><div class="c xe5 y86b wc9 h16"><div class="t m0 x24 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y86b wca h16"><div class="t m0 x73 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa8 y86b wcb h16"><div class="t m0 x1a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe7 y86b wbb h16"><div class="t m0 x59 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa3 y86b wcc h16"><div class="t m0 x59 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y86b wcd h16"><div class="t m0 xac h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y2b1 w89 h15"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Kredyty bankowe </div></div><div class="c xe5 y2b1 wc9 h15"><div class="t m0 x5a h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">63 398<span class="_ _5"></span><span class="ls0"> </span></div></div><div class="c xe6 y2b1 wca h15"><div class="t m0 x5a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">63 909 </div></div><div class="c xa8 y2b1 wcb h15"><div class="t m0 xd4 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">327 543 </div></div><div class="c xe7 y2b1 wbb h15"><div class="t m0 x59 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa3 y2b1 wcc h15"><div class="t m0 x59 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y2b1 wcd h15"><div class="t m0 x32 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">454<span class="ls0"> 850  </span></div></div><div class="c x8 y86c w89 h18"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Kontrakt IRS </div></div><div class="c xe5 y86c wc9 h18"><div class="t m0 x59 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">4 095 </div></div><div class="c xe6 y86c wca h18"><div class="t m0 x59 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">2 952 </div></div><div class="c xa8 y86c wcb h18"><div class="t m0 x1a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe7 y86c wbb h18"><div class="t m0 x59 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa3 y86c wcc h18"><div class="t m0 x59 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y86c wcd h18"><div class="t m0 x28 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">7 047 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y6be ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y78f ff3 fs0 fc0 sc0 ls0 ws0">31 grudnia 2022 rok<span class="_ _0"></span>u </div><div class="t m0 x8 h54 y86d ff2 fs0 fc0 sc0 ls0 ws0">Oprocentowanie zmienn<span class="_ _0"></span>e </div></div><div class="c x8 y86e w89 h15"><div class="t m0 xd h8 ya8 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y86e wce h15"><div class="t m0 x36 h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">&lt;1rok </div></div><div class="c xe6 y86e wcf h15"><div class="t m0 x41 h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">1<span class="ff8">–</span>2 lat </div></div><div class="c xe8 y86e wd0 h15"><div class="t m0 xe0 h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">2-3 lat </div></div><div class="c xe9 y86e wd1 h15"><div class="t m0 x43 h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">3-4 lat </div></div><div class="c xea y86e wd2 h15"><div class="t m0 x56 h12 ya5 ff2 fs3 fc0 sc0 ls0 ws0">&gt;4 lat </div></div><div class="c xaa y86e wd3 h15"><div class="t m0 x2e h12 ya5 ff8 fs3 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x8 y86f w89 h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Środki pieniężne<span class="ff3"> i ich </span></div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">ekwiwalenty </div></div><div class="c xe5 y86f wce h17"><div class="t m0 x5a h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">60<span class="ls0"> </span>997<span class="ls0"> </span></div></div><div class="c xe6 y86f wcf h17"><div class="t m0 x1a h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y86f wd0 h17"><div class="t m0 x1a h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe9 y86f wd1 h17"><div class="t m0 x57 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y86f wd2 h17"><div class="t m0 x38 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y86f wd3 h17"><div class="t m0 x5a h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">60 997 </div></div><div class="c x8 y870 w89 h15"><div class="t m0 xd h8 ya5 ff4 fs3 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="ff3"> </span></div></div><div class="c xe5 y870 wce h15"><div class="t m0 x24 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y870 wcf h15"><div class="t m0 x1a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y870 wd0 h15"><div class="t m0 x1a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe9 y870 wd1 h15"><div class="t m0 x57 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y870 wd2 h15"><div class="t m0 x38 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y870 wd3 h15"><div class="t m0 x73 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y871 w89 h18"><div class="t m0 xd h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">Kredyty bankowe </div></div><div class="c xe5 y871 wce h18"><div class="t m0 x5a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">46 900 </div></div><div class="c xe6 y871 wcf h18"><div class="t m0 xe0 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">46 292 </div></div><div class="c xe8 y871 wd0 h18"><div class="t m0 xd4 h8 ya5 ff3 fs3 fc0 sc0 ls4 ws0">31<span class="ls0">8 980 </span></div></div><div class="c xe9 y871 wd1 h18"><div class="t m0 x57 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y871 wd2 h18"><div class="t m0 x38 h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y871 wd3 h18"><div class="t m0 x2a h8 ya5 ff3 fs3 fc0 sc0 ls0 ws0">412 172 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y872 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y53e ff4 fs0 fc0 sc0 ls0 ws0">Pożyczki udzielone są op<span class="_ _0"></span>rocentowane w oparc<span class="_ _0"></span>iu o stała <span class="_ _0"></span>stopę. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4a h4f y873 ff6 fs5 fc0 sc0 ls3 ws0">33.2.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Ryzyko walutowe </span></span></div><div class="t m0 x8 h6 y874 ff4 fs0 fc0 sc0 ls0 ws0">Spółka  nie <span class="_ _a"> </span>posia<span class="_ _0"></span>da  istotnyc<span class="_ _0"></span>h  instrumentów  fin<span class="_ _0"></span>ansowych <span class="_ _a"> </span>w  wa<span class="_ _0"></span>lutach  obc<span class="_ _0"></span>ych.  W <span class="_ _a"> </span>związku </div><div class="t m0 x8 h6 y875 ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">powyższym eksp<span class="_ _0"></span>ozycja na ryzyk<span class="_ _0"></span>o </span>kursowe je<span class="_ _0"></span>st ograniczona.<span class="_ _0"></span> </div></div></div><div class="pi"></div></div>
<div id="pf47" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc47 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y876 w4 hd1" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">71<span class="ls0"> </span></div><div class="t m0 x4a h4f y392 ff6 fs5 fc0 sc0 ls3 ws0">33.3.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Ryzyko kredytowe </span></span></div><div class="t m0 x8 h6 y169 ff4 fs0 fc0 sc0 ls0 ws0">Głównymi  aktywami  finansowymi  posiadanymi<span class="_ _0"></span>  przez <span class="_ _1c"> </span>Spółkę  są:  gotówka  na  rachunkach </div><div class="t m0 x8 h6 y877 ff4 fs0 fc0 sc0 ls0 ws0">bankowych, <span class="_ _1c"> </span>należności <span class="_ _1c"> </span>handl<span class="_ _0"></span>owe <span class="_ _18"> </span>i  pozostałe, <span class="_ _18"> </span>z <span class="_ _1c"> </span>którymi<span class="ff3"> <span class="_ _1c"> </span></span>związane <span class="_ _1c"> </span>jest <span class="_ _1c"> </span>maksyma<span class="_ _0"></span>lne <span class="_ _18"> </span>ryzy<span class="_ _0"></span>ko </div><div class="t m0 x8 h6 y878 ff3 fs0 fc0 sc0 ls0 ws0">kredytowe, na jakie<span class="_ _0"></span> <span class="ff4">narażona jest Spółka <span class="_ _0"></span>w związku z posiada<span class="_ _0"></span>nymi aktywami<span class="_ _0"></span> finansowymi<span class="_ _0"></span></span><span class="ls1">. </span> </div><div class="t m0 x8 h6 y879 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>odni<span class="_ _0"></span>esieniu <span class="_ _10"> </span>do <span class="_ _10"> </span>innych<span class="_ _0"></span> <span class="_ _13"></span>akty<span class="_ _0"></span>wów <span class="_ _13"> </span>fin<span class="_ _0"></span>ansowych <span class="_ _10"> </span>Spółki<span class="_ _0"></span>, <span class="_ _13"></span>takic<span class="_ _0"></span>h <span class="_ _13"></span>jak <span class="_ _10"> </span>pożyczk<span class="_ _0"></span>i <span class="_ _10"> </span>udzielone, <span class="_ _10"> </span>środki </div><div class="t m0 x8 h6 y87a ff4 fs0 fc0 sc0 ls0 ws0">pieniężne <span class="_ _20"> </span>i <span class="_ _20"> </span>ich<span class="_ _0"></span> <span class="_ _14"> </span>ekwi<span class="_ _0"></span>walenty, <span class="_ _20"> </span>ryzyko <span class="_ _20"> </span>kredyto<span class="_ _0"></span>we <span class="_ _20"> </span>Spółki <span class="_ _20"> </span>powstaje<span class="_ _0"></span> <span class="_ _14"> </span>w<span class="_ _0"></span> <span class="_ _20"> </span>wynik<span class="_ _0"></span>u <span class="_ _14"> </span>niemożno<span class="_ _0"></span>ści </div><div class="t m0 x8 h6 y87b ff4 fs0 fc0 sc0 ls0 ws0">dokonania <span class="_ _0"></span>zapłaty <span class="_ _0"></span>przez<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>drugą <span class="_ _0"></span>stronę <span class="_ _0"></span>umowy, <span class="_ _0"></span>a<span class="_ _0"></span> <span class="_ _0"></span>maksymalna<span class="_ _0"></span> ekspozycja<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _0"></span>to <span class="_ _0"></span>ryzyko r<span class="_ _0"></span>ówna </div><div class="t m0 x8 h6 y87c ff4 fs0 fc0 sc0 ls0 ws0">jest wartości bila<span class="_ _0"></span>nsowej tych instrumentów.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y87d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y87e ff4 fs0 fc0 sc0 ls0 ws0">Poniższa tabela przeds<span class="_ _0"></span>tawia pozyc<span class="_ _0"></span>je tworzące ekspozycję n<span class="_ _0"></span>a ryzyko kredyt<span class="_ _0"></span>owe: <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x8 y87f wd4 hd2"><div class="t m0 xd hb y1 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y87f wd5 hd2"><div class="t m0 xf h12 y880 ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div></div><div class="c xae y87f w54 hd2"><div class="t m0 xf h12 y880 ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div></div><div class="c x8 y881 wd4 h20"><div class="t m0 xa4 h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y881 wd5 h20"><div class="t m0 xf h12 ye3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c xae y881 w54 h20"><div class="t m0 xf h12 ye3 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y882 wd4 hd3"><div class="t m0 xd h8 ye3 ff4 fs3 fc0 sc0 ls0 ws0">Należności z tytułu dostaw i usług<span class="ff3"> </span></div></div><div class="c x96 y882 wd5 hd3"><div class="t m0 x18 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">21 493 </div></div><div class="c xae y882 w54 hd3"><div class="t m0 x18 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">10 600 </div></div><div class="c x8 y801 wd4 hd3"><div class="t m0 xd h8 ye3 ff4 fs3 fc0 sc0 ls0 ws0">Należności pozostałe długoterminowe<span class="ff3"> </span></div></div><div class="c x96 y801 wd5 hd3"><div class="t m0 x1f h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xae y801 w54 hd3"><div class="t m0 x1f h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y62b wd4 hd3"><div class="t m0 xd h8 ye3 ff4 fs3 fc0 sc0 ls0 ws0">Należności pozostałe krótkoterminowe<span class="ff3"> </span></div></div><div class="c x96 y62b wd5 hd3"><div class="t m0 x18 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">30 911 </div></div><div class="c xae y62b w54 hd3"><div class="t m0 x18 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">12 713 </div></div><div class="c x8 y883 wd4 hd3"><div class="t m0 xd h8 ye3 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe aktywa finansowe długoterminowe<span class="ff3"> </span></div></div><div class="c x96 y883 wd5 hd3"><div class="t m0 x18 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">28 449  </div></div><div class="c xae y883 w54 hd3"><div class="t m0 x18 h8 ye3 ff3 fs3 fc0 sc0 ls0 ws0">22 944  </div></div><div class="c x8 y884 wd4 h20"><div class="t m0 xd h8 ycb ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe aktywa finansowe krótkoterminowe<span class="ff3"> </span></div></div><div class="c x96 y884 wd5 h20"><div class="t m0 x1f h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xae y884 w54 h20"><div class="t m0 x1f h8 ycb ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y885 wd4 hd3"><div class="t m0 xd h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x96 y885 wd5 hd3"><div class="t m0 x18 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">80 853 </div></div><div class="c xae y885 w54 hd3"><div class="t m0 x18 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">46 257 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y7c9 ff4 fs0 fc0 sc0 ls0 ws0">*Pozostałe <span class="_ _10"> </span>należności <span class="_ _10"> </span>za<span class="_ _0"></span>wierają <span class="_ _10"> </span>należności <span class="_ _10"> </span>od <span class="_ _10"> </span>AEREF <span class="_ _10"> </span>V <span class="_ _10"> </span>PL <span class="_ _10"> </span>Investmen<span class="_ _0"></span>t <span class="_ _13"></span>S.a.r.l<span class="_ _0"></span>. <span class="_ _13"></span>z <span class="_ _10"> </span>tytułu <span class="_ _10"> </span>zwrotu </div><div class="t m0 x8 h6 y7ca ff4 fs0 fc0 sc0 ls0 ws0">zaliczki na p<span class="_ _0"></span>oczet wypłaty dywi<span class="_ _0"></span>dendy.<span class="ff3"> </span></div><div class="t m0 x8 h6 y2af ff4 fs0 fc0 sc0 ls0 ws0">Główne <span class="_ _0"></span>ryzyko <span class="_ _9"></span>kredyt<span class="_ _0"></span>owe <span class="_ _0"></span>Spółki <span class="_ _9"></span>związane <span class="_ _9"></span>jest <span class="_ _0"></span>prz<span class="_ _0"></span>ede <span class="_ _0"></span>wszystkim <span class="_ _9"></span>z <span class="_ _0"></span>n<span class="_ _0"></span>ależnościa<span class="_ _0"></span>mi <span class="_ _0"></span>han<span class="_ _0"></span>dlowymi<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y886 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">pożyczkami</span><span class="ls1">, <span class="_ _19"> </span></span><span class="ff4">prezentowany<span class="_ _0"></span>mi <span class="_ _a"> </span>ja<span class="_ _0"></span>ko <span class="_ _a"> </span>pozostałe<span class="_ _0"></span> <span class="_ _a"> </span>akty<span class="_ _0"></span>wa <span class="_ _a"> </span>fina<span class="_ _0"></span>nsowe <span class="_ _a"> </span>dł<span class="_ _0"></span>ugoterminowe<span class="_ _0"></span></span>. <span class="_ _19"> </span>Kwoty </div><div class="t m0 x8 h6 y887 ff4 fs0 fc0 sc0 ls0 ws0">prezentowane  w  bilansie  są  warto<span class="_ _5"></span>ściami<span class="_ _0"></span>  netto,  po <span class="_ _1c"> </span>pomniejszeniu  o  odpisy  aktualizujące, </div><div class="t m0 x8 h6 y888 ff4 fs0 fc0 sc0 ls0 ws0">oszacowane <span class="_ _18"> </span>prze<span class="_ _0"></span>z <span class="_ _18"> </span>kierownictwo <span class="_ _18"> </span>Spółki <span class="_ _1c"> </span>na <span class="_ _18"> </span>podstawi<span class="_ _0"></span>e <span class="_ _18"> </span>przeszłych <span class="_ _18"> </span>doświadc<span class="_ _0"></span>zeń <span class="_ _18"> </span>oraz <span class="_ _18"> </span>oceny </div><div class="t m0 x8 h6 y2b2 ff3 fs0 fc0 sc0 ls0 ws0">aktualnej sytuacji ekon<span class="_ _0"></span>omicznej. <span class="_ _0"></span> </div><div class="t m0 x8 h6 y4b5 ff4 fs0 fc0 sc0 ls0 ws0">Aktywa <span class="_ _33"> </span>fi<span class="_ _0"></span>nansowe <span class="_ _2b"> </span>są <span class="_ _33"> </span>p<span class="_ _0"></span>ogrupowane <span class="_ _2b"> </span>na <span class="_ _2b"> </span>podstawie <span class="_ _33"> </span>c<span class="_ _0"></span>harakteru <span class="_ _2b"> </span>(kategorii<span class="_ _0"></span>), <span class="_ _33"> </span>okres<span class="_ _0"></span>u </div><div class="t m0 x8 h6 y889 ff4 fs0 fc0 sc0 ls0 ws0">przeterminowania <span class="_ _1c"> </span>(gdzie<span class="_ _0"></span> <span class="_ _18"> </span>było <span class="_ _1c"> </span>to <span class="_ _18"> </span>m<span class="_ _0"></span>ożliwe) <span class="_ _18"> </span>a <span class="_ _1c"> </span>następnie  z<span class="_ _5"></span>biorcz<span class="_ _0"></span>o <span class="_ _18"> </span>dla <span class="_ _1c"> </span>poszczeg<span class="_ _0"></span>ólnych <span class="_ _18"> </span>grup<span class="_ _0"></span> </div><div class="t m0 x8 h6 y5c1 ff4 fs0 fc0 sc0 ls0 ws0">szacowane są <span class="_ _0"></span>wart<span class="_ _0"></span>ości odpi<span class="_ _0"></span>sów. Założenia <span class="_ _0"></span>przyjęt<span class="_ _0"></span>e w m<span class="_ _0"></span>odelu <span class="_ _0"></span>oparte <span class="_ _0"></span>są o <span class="_ _0"></span>dane h<span class="_ _0"></span>istoryczne z<span class="_ _0"></span> </div><div class="t m0 x8 h6 y88a ff3 fs0 fc0 sc0 ls0 ws0">uwzg<span class="ff4">lędnieniem <span class="_ _13"></span>dostępny<span class="_ _0"></span>ch <span class="_ _11"></span>dla<span class="_ _0"></span> <span class="_ _11"></span>Spółki <span class="_ _13"></span>informacji<span class="_ _0"></span> <span class="_ _11"></span>mogących <span class="_ _13"></span>mieć <span class="_ _13"></span>wpływ <span class="_ _13"></span>na <span class="_ _13"></span>przyszłe <span class="_ _11"></span>straty<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y88b ff4 fs0 fc0 sc0 ls0 ws0">kredytowe. <span class="_ _18"> </span>Jeżeli <span class="_ _17"> </span>ryzyko<span class="_ _0"></span> <span class="_ _17"> </span>kredytowe<span class="_ _0"></span> <span class="_ _17"> </span>związane<span class="_ _0"></span> <span class="_ _17"> </span>z <span class="_ _18"> </span>danym <span class="_ _18"> </span>instrumentem <span class="_ _18"> </span>finansowym <span class="_ _18"> </span>znacznie </div><div class="t m0 x8 h6 y88c ff4 fs0 fc0 sc0 ls0 ws0">wzrosło <span class="_ _1c"> </span>od  momentu  początkowego  ujęcia, <span class="_ _1c"> </span>Spółka  wycenia  odpis <span class="_ _1c"> </span>na  o<span class="_ _5"></span>czekiwa<span class="_ _0"></span>ne <span class="_ _1c"> </span>straty </div><div class="t m0 x8 h6 y2b9 ff3 fs0 fc0 sc0 ls0 ws0">kredyt<span class="ff4">owe <span class="_ _6"> </span>z <span class="_ _6"> </span>tytułu <span class="_ _6"> </span>instrumentu <span class="_ _6"> </span>finansoweg<span class="_ _0"></span>o <span class="_ _6"> </span>w <span class="_ _6"> </span>kwocie <span class="_ _6"> </span>równej <span class="_ _6"> </span>oczekiwanym <span class="_ _6"> </span>stratom </span></div><div class="t m0 x8 h6 y88d ff4 fs0 fc0 sc0 ls0 ws0">kredytowym w całym okr<span class="_ _0"></span>esie życia.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h42 y88e ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf48" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc48 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y88f w4 hd4" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">72<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">Poniższa tabela przeds<span class="_ _0"></span>tawia strukturę <span class="_ _0"></span>wiekową nal<span class="_ _0"></span>eżności handlowych:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x8 y890 wd6 h17"><div class="t m0 xd h54 ya8 ff8 fs0 fc0 sc0 ls0 ws0">Przedział<span class="ff2"> </span></div></div><div class="c xeb y890 wd7 h17"><div class="t m0 x47 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">rok zakończony<span class="ff2"> </span></div><div class="t m0 x47 h54 ya0 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023<span class="fs0"> </span></div></div><div class="c xa9 y890 wd8 h17"><div class="t m0 x93 h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">rok <span class="ff8">zakończony</span> </div><div class="t m0 x93 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y891 wd6 h20"><div class="t m0 xd h6 ya5 ff4 fs0 fc0 sc0 ls0 ws0">Bieżące<span class="ff3"> </span></div></div><div class="c xeb y891 wd7 h20"><div class="t m0 x61 h6 ya5 ff3 fs0 fc0 sc0 ls2 ws0">21<span class="ls0"> </span>25<span class="ls0">2  </span></div></div><div class="c xa9 y891 wd8 h20"><div class="t m0 x46 h6 ya5 ff3 fs0 fc0 sc0 ls2 ws0">10 600<span class="ls0"> </span></div></div><div class="c x8 y4ec wd6 h20"><div class="t m0 xd h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0">1-<span class="ls2">30</span> </div></div><div class="c xeb y4ec wd7 h20"><div class="t m0 xec h6 ya5 ff3 fs0 fc0 sc0 ls2 ws0">108<span class="ls0"> </span></div></div><div class="c xa9 y4ec wd8 h20"><div class="t m0 xdd h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y892 wd6 h20"><div class="t m0 xd h6 ya5 ff3 fs0 fc0 sc0 ls2 ws0">31<span class="ls0">-</span>60<span class="ls0"> </span></div></div><div class="c xeb y892 wd7 h20"><div class="t m0 xed h6 ya5 ff3 fs0 fc0 sc0 ls2 ws0">68<span class="ls0"> </span></div></div><div class="c xa9 y892 wd8 h20"><div class="t m0 xdd h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y893 wd6 h20"><div class="t m0 xd h6 ya5 ff3 fs0 fc0 sc0 ls2 ws0">61<span class="ls0">-</span>90<span class="ls0"> </span></div></div><div class="c xeb y893 wd7 h20"><div class="t m0 xed h6 ya5 ff3 fs0 fc0 sc0 ls2 ws0">65<span class="ls0"> </span></div></div><div class="c xa9 y893 wd8 h20"><div class="t m0 xdd h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y894 wd6 h20"><div class="t m0 xd h6 ya5 ff3 fs0 fc0 sc0 ls2 ws0">91<span class="ls0">-</span>180<span class="ls0"> </span></div></div><div class="c xeb y894 wd7 h20"><div class="t m0 xee h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xa9 y894 wd8 h20"><div class="t m0 xdd h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y4a9 wd6 h20"><div class="t m0 xd h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0"> &gt;180 </div></div><div class="c xeb y4a9 wd7 h20"><div class="t m0 xee h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xa9 y4a9 wd8 h20"><div class="t m0 xdd h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y895 wd6 h20"><div class="t m0 xd h6 ya5 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xeb y895 wd7 h20"><div class="t m0 xef h59 ya5 ff6 fs0 fc0 sc0 ls0 ws0">21 493 </div></div><div class="c xa9 y895 wd8 h20"><div class="t m0 xbe h59 ya5 ff6 fs0 fc0 sc0 ls0 ws0">10 600 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y896 ff4 fs0 fc0 sc0 ls0 ws0">Ryzyko kredytowe <span class="_ _5"></span>d<span class="_ _0"></span>otyczące środków <span class="_ _5"></span>pieni<span class="_ _0"></span>ężnych jest <span class="_ _5"></span>ograniczone, ponieważ kontrahentami </div><div class="t m0 x8 h6 y455 ff4 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff3"> <span class="_ _11"></span></span>są <span class="_ _13"></span>banki <span class="_ _13"></span>o <span class="_ _11"></span>wysokim <span class="_ _13"></span>ratingu <span class="_ _13"></span>kredytowym <span class="_ _11"></span>p<span class="_ _0"></span>rzyznanym <span class="_ _13"></span>przez <span class="_ _11"></span>między<span class="_ _0"></span>narodowe <span class="_ _11"></span>ag<span class="_ _0"></span>encje<span class="_ _0"></span> </div><div class="t m0 x8 h6 y5b1 ff3 fs0 fc0 sc0 ls0 ws0">ratingowe. </div><div class="t m0 x8 h6 y60b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y810 ff4 fs0 fc0 sc0 ls0 ws0">Poniższa tabela przeds<span class="_ _0"></span>tawia założenia<span class="_ _0"></span> przyjęcie do mod<span class="_ _0"></span>elu utraty wartości<span class="_ _0"></span> <span class="_ _0"></span>aktywów </div><div class="t m0 x8 h6 y4ae ff3 fs0 fc0 sc0 ls0 ws0">finansowych: </div></div><div class="c x8 y897 wd9 hc8"><div class="t m0 xd h8 y1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y897 wda hc8"><div class="t m0 xac h8 y9f ff4 fs3 fc0 sc0 ls0 ws0">Prawdopodobieństwo </div><div class="t m0 x2a h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">niewykonania zobowiązania </div><div class="t m0 x20 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">przez kontrahenta (PD) </div></div><div class="c x71 y897 wd9 hc8"><div class="t m0 x41 h8 y80c ff4 fs3 fc0 sc0 ls0 ws0">Ekspozycja kredytowa, która </div><div class="t m0 x4 h8 y9f ff3 fs3 fc0 sc0 ls0 ws0">zostanie utracona w przypadku </div><div class="t m0 x2a h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">zaistnienia niewypłacalności </div><div class="t m0 x33 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">kontrahenta (LGD) </div></div><div class="c x8 y898 wd9 h9e"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">nieprzeterminowane </div></div><div class="c xf0 y898 wda h9e"><div class="t m0 xdd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls5">44</span>% </div></div><div class="c x71 y898 wd9 h9e"><div class="t m0 xbf h8 ya0 ff3 fs3 fc0 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x8 y4d7 wd9 h9e"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">przeterminowane do 30 </div></div><div class="c xf0 y4d7 wda h9e"><div class="t m0 xdd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">4,28% </div></div><div class="c x71 y4d7 wd9 h9e"><div class="t m0 xbf h8 y10e ff3 fs3 fc0 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x8 y401 wd9 h9e"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">przeterminowane 31-<span class="ls5">60</span> </div></div><div class="c xf0 y401 wda h9e"><div class="t m0 xb h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">17,61% </div></div><div class="c x71 y401 wd9 h9e"><div class="t m0 xbf h8 y10e ff3 fs3 fc0 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x8 y899 wd9 h9e"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">przeterminowane 61-<span class="ls5">90</span> </div></div><div class="c xf0 y899 wda h9e"><div class="t m0 xb h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">31,22% </div></div><div class="c x71 y899 wd9 h9e"><div class="t m0 xbf h8 y10e ff3 fs3 fc0 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x8 y89a wd9 h9e"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">przeterminowane 91-180 </div></div><div class="c xf0 y89a wda h9e"><div class="t m0 xb h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">42,26% </div></div><div class="c x71 y89a wd9 h9e"><div class="t m0 xbf h8 y10e ff3 fs3 fc0 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x8 y89b wd9 hd2"><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">przeterminowane od 181 </div></div><div class="c xf0 y89b wda hd2"><div class="t m0 xb4 h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x71 y89b wd9 hd2"><div class="t m0 xbf h8 y89c ff3 fs3 fc0 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y89d ff4 fs0 fc0 sc0 ls0 ws0">W przypadku p<span class="_ _0"></span>ozostałych a<span class="_ _0"></span>ktywów finansowych, <span class="_ _0"></span>Spółka wycenia<span class="_ _0"></span> odpis na<span class="_ _0"></span> oczekiwane stra<span class="_ _0"></span>ty </div><div class="t m0 x8 h6 y89e ff4 fs0 fc0 sc0 ls0 ws0">kredytowe <span class="_ _19"> </span>w <span class="_ _1a"> </span>k<span class="_ _0"></span>wocie <span class="_ _19"> </span>r<span class="_ _0"></span>ównej <span class="_ _19"> </span>12<span class="_ _0"></span><span class="ff3">-</span>miesięcznym <span class="_ _1a"> </span>oczeki<span class="_ _0"></span>wanym <span class="_ _1a"> </span>stratom <span class="_ _19"> </span>k<span class="_ _0"></span>redytowym <span class="_ _1a"> </span>(PD <span class="_ _19"> </span>na<span class="_ _0"></span> </div><div class="t m0 x8 h6 y89f ff3 fs0 fc0 sc0 ls0 ws0">poziomie 0,<span class="ls2">17</span>%). <span class="_ _0"></span><span class="ff4">Ponad to Spółka dokon<span class="_ _0"></span>uje indywi<span class="_ _0"></span>dualnej analizy ka<span class="_ _0"></span>żdej pożyczki.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y8a0 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h4f y8a1 ff6 fs5 fc0 sc0 ls3 ws0">33.4.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Ryzyko związane z płynnością<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y8a2 ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1c"> </span>monitoruje  ryzyko <span class="_ _18"> </span>b<span class="_ _0"></span>raku <span class="_ _1c"> </span>kapi<span class="_ _0"></span>tału <span class="_ _18"> </span>p<span class="_ _0"></span>rzy <span class="_ _1c"> </span>pomocy  narzędzia <span class="_ _1c"> </span>okresowego  planowania </div><div class="t m0 x8 h6 y8a3 ff4 fs0 fc0 sc0 ls0 ws0">płynności. <span class="_ _0"></span>Narzędzie <span class="_ _9"></span>to <span class="_ _0"></span>uwzględn<span class="_ _0"></span>ia <span class="_ _0"></span>terminy <span class="_ _0"></span>wy<span class="_ _0"></span>magalności/ <span class="_ _0"></span>zapada<span class="_ _0"></span>lności <span class="_ _0"></span>zarówno <span class="_ _0"></span>inwe<span class="_ _0"></span>stycji<span class="_ _9"></span><span class="ff3">, </span></div><div class="t m0 x8 h6 y159 ff3 fs0 fc0 sc0 ls0 ws0">jak <span class="_ _24"> </span>i<span class="_ _0"></span> <span class="ff4">aktywów <span class="_ _24"> </span>fi<span class="_ _0"></span>nansowych <span class="_ _23"> </span>(np. <span class="_ _23"> </span>należności, <span class="_ _24"> </span>pozostały<span class="_ _0"></span>ch <span class="_ _24"> </span>ak<span class="_ _0"></span>tywów <span class="_ _23"> </span>finansowych) <span class="_ _23"> </span>oraz </span></div><div class="t m0 x8 h6 y8a4 ff4 fs0 fc0 sc0 ls0 ws0">prognozowane przep<span class="_ _0"></span>ływy pieniężne z dzia<span class="_ _0"></span>łalności operacyjnej.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y8a5 ff4 fs0 fc0 sc0 ls0 ws0">Celem Spółki<span class="_ _0"></span> jest <span class="_ _0"></span>utrzymanie <span class="_ _0"></span>równowagi <span class="_ _0"></span>pomiędzy <span class="_ _0"></span>ciągłością <span class="_ _0"></span>a elas<span class="_ _0"></span>tycznością finan<span class="_ _0"></span>sowania, </div><div class="t m0 x8 h6 y1ac ff4 fs0 fc0 sc0 ls0 ws0">poprzez <span class="_ _7"></span>k<span class="_ _0"></span>orzystanie <span class="_ _7"></span>z <span class="_ _5"></span>rozmaityc<span class="_ _0"></span>h <span class="_ _7"></span>źródeł <span class="_ _7"></span>fi<span class="_ _0"></span>nansowania, <span class="_ _5"></span>takich <span class="_ _5"></span>jak <span class="_ _7"></span>kredyty<span class="_ _0"></span> <span class="_ _7"></span>w <span class="_ _5"></span>rachunku <span class="_ _7"></span>bieżący<span class="_ _0"></span>m, </div><div class="t m0 x8 h6 y8a6 ff3 fs0 fc0 sc0 ls0 ws0">kredyty bank<span class="_ _0"></span>owe, obligacje, akcje uprzywi<span class="_ _0"></span>lejowane<span class="_ _0"></span> oraz umowy l<span class="_ _0"></span>easingu. </div><div class="t m0 x8 h6 y8a7 ff4 fs0 fc0 sc0 ls0 ws0">Na  dzień  bilansowy  31 <span class="_ _1c"> </span>grudnia  2023  roku  wartość  niewykorzystanego  limitu  kredytowego </div><div class="t m0 x8 h6 y8a8 ff3 fs0 fc0 sc0 ls0 ws0">wynosi 71 700 tys. P<span class="_ _0"></span>LN.  </div><div class="t m0 x8 h6 y8a9 ff4 fs0 fc0 sc0 ls0 ws0">Tabela poniżej przedstawia zobowiązania finanso<span class="_ _0"></span>we Spółki na <span class="_ _5"></span>dzień 31 grudnia <span class="_ _0"></span><span class="ff3 ls2">20<span class="ls0">23 roku oraz </span></span></div><div class="t m0 x8 h6 y8aa ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _27"> </span>dzień<span class="_ _0"></span> <span class="_ _27"> </span>31<span class="ff3"> grudni<span class="_ _0"></span>a <span class="_ _27"> </span><span class="ls10">20</span>22 <span class="_ _1d"> </span>roku <span class="_ _27"> </span></span>wedł<span class="_ _0"></span>ug <span class="_ _27"> </span>da<span class="_ _0"></span>ty <span class="_ _27"> </span>zap<span class="_ _0"></span>adalności <span class="_ _1d"> </span>na <span class="_ _27"> </span>pod<span class="_ _0"></span>stawie <span class="_ _27"> </span>umowny<span class="_ _0"></span>ch </div><div class="t m0 x8 h6 y8ab ff4 fs0 fc0 sc0 ls0 ws0">niezdyskontowany<span class="_ _0"></span>ch płatności.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y8ac ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
<div id="pf49" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc49 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y8ad w4 hd5" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">73<span class="ls0"> </span></div></div><div class="c x8 y859 wdb hcf"><div class="t m0 x22 h12 y353 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 roku </div></div><div class="c x66 y859 wdc hcf"><div class="t m0 x2e h12 y689 ff8 fs3 fc0 sc0 ls0 ws0">Wartości </div><div class="t m0 x14 h12 y85b ff2 fs3 fc0 sc0 ls0 ws0">bilansowe </div></div><div class="c x4f y859 w1c hcf"><div class="t m0 x57 h12 y85a ff2 fs3 fc0 sc0 ls0 ws0">Po </div><div class="t m0 x43 h12 y35b ff2 fs3 fc0 sc0 ls0 ws0">terminie </div><div class="t m0 x11 h12 y35e ff8 fs3 fc0 sc0 ls0 ws0">płatności<span class="ff2"> </span></div></div><div class="c x50 y859 wdd hcf"><div class="t m0 x14 h12 y689 ff8 fs3 fc0 sc0 ls0 ws0">Poniżej 3 </div><div class="t m0 x4 h12 y85b ff8 fs3 fc0 sc0 ls0 ws0">miesięcy<span class="ff2"> </span></div></div><div class="c x81 y859 wde hcf"><div class="t m0 x3e h12 y85a ff2 fs3 fc0 sc0 ls0 ws0">Od 3 do </div><div class="t m0 x57 h12 y35b ff2 fs3 fc0 sc0 ls0 ws0">12 </div><div class="t m0 x11 h12 y35e ff8 fs3 fc0 sc0 ls0 ws0">miesięcy<span class="ff2"> </span></div></div><div class="c x79 y859 wdf hcf"><div class="t m0 x22 h12 y85a ff2 fs3 fc0 sc0 ls0 ws0">Od 1 </div><div class="t m0 x11 h12 y35b ff2 fs3 fc0 sc0 ls0 ws0">roku do </div><div class="t m0 x2a h12 y35e ff2 fs3 fc0 sc0 ls0 ws0">5 lat </div></div><div class="c xa0 y859 we0 hcf"><div class="t m0 x11 h12 y689 ff8 fs3 fc0 sc0 ls0 ws0">Powyżej </div><div class="t m0 x41 h12 y85b ff2 fs3 fc0 sc0 ls0 ws0">5 lat </div></div><div class="c xf1 y859 we1 hcf"><div class="t m0 xf2 h12 y353 ff2 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x8 y8ae wdb hd6"><div class="t m0 xd h8 y55b ff3 fs3 fc0 sc0 ls0 ws0">Oprocentowane </div><div class="t m0 xd h8 y46e ff4 fs3 fc0 sc0 ls0 ws0">kredyty i pożyczki<span class="ff3"> </span></div></div><div class="c x66 y8ae wdc hd6"><div class="t m0 x2a h8 y8af ff3 fs3 fc0 sc0 ls4 ws0">621<span class="ls0"> 579 </span></div></div><div class="c x4f y8ae w1c hd6"><div class="t m0 x52 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 y8ae wdd hd6"><div class="t m0 x32 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">28 762 </div></div><div class="c x81 y8ae wde hd6"><div class="t m0 xd4 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">89 068 </div></div><div class="c x79 y8ae wdf hd6"><div class="t m0 x56 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">654 054 </div></div><div class="c xa0 y8ae we0 hd6"><div class="t m0 x55 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf1 y8ae we1 hd6"><div class="t m0 x4 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">771 884 </div></div><div class="c x8 yd wdb h26"><div class="t m0 xd h8 y298 ff3 fs3 fc0 sc0 ls0 ws0">Instrumenty pochodne </div></div><div class="c x66 yd wdc h26"><div class="t m0 x59 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">7 047 </div></div><div class="c x4f yd w1c h26"><div class="t m0 x52 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 yd wdd h26"><div class="t m0 x29 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">1 024 </div></div><div class="c x81 yd wde h26"><div class="t m0 xe0 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">3 072 </div></div><div class="c x79 yd wdf h26"><div class="t m0 x32 h39 y104 ff3 fs9 fc0 sc0 ls0 ws0">2 952 </div></div><div class="c xa0 yd we0 h26"><div class="t m0 x55 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf1 yd we1 h26"><div class="t m0 x32 h39 y104 ff3 fs9 fc0 sc0 ls0 ws0">7 047 </div></div><div class="c x8 y8b0 wdb hd7"><div class="t m0 xd h8 y55d ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu </div><div class="t m0 xd h8 y464 ff3 fs3 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c x66 y8b0 wdc hd7"><div class="t m0 x5a h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">13 <span class="ls4">79</span>9 </div></div><div class="c x4f y8b0 w1c hd7"><div class="t m0 x52 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 y8b0 wdd hd7"><div class="t m0 x54 h8 y8af ff3 fs3 fc0 sc0 ls4 ws0">545<span class="ls0"> </span></div></div><div class="c x81 y8b0 wde hd7"><div class="t m0 xe0 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">1 479 </div></div><div class="c x79 y8b0 wdf hd7"><div class="t m0 x2e h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">7 692 </div></div><div class="c xa0 y8b0 we0 hd7"><div class="t m0 xd4 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">8 391 </div></div><div class="c xf1 y8b0 we1 hd7"><div class="t m0 xf h8 y8af ff3 fs3 fc0 sc0 ls4 ws0">18<span class="ls0"> </span>107<span class="ls0"> </span></div></div><div class="c x8 y8b1 wdb hd6"><div class="t m0 xd h8 y55b ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu </div><div class="t m0 xd h8 y46e ff4 fs3 fc0 sc0 ls0 ws0">dostaw i usług <span class="ff3"> </span></div></div><div class="c x66 y8b1 wdc hd6"><div class="t m0 x5a h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">17 098 </div></div><div class="c x4f y8b1 w1c hd6"><div class="t m0 x59 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">821     </div></div><div class="c x50 y8b1 wdd hd6"><div class="t m0 x32 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">11 519 </div></div><div class="c x81 y8b1 wde hd6"><div class="t m0 xd4 h8 y8af ff3 fs3 fc0 sc0 ls30 ws0">  <span class="ls0">4 758  </span></div></div><div class="c x79 y8b1 wdf hd6"><div class="t m0 x19 h8 y8af ff3 fs3 fc0 sc0 ls30 ws0">     <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xa0 y8b1 we0 hd6"><div class="t m0 x28 h8 y8af ff3 fs3 fc0 sc0 ls30 ws0">   <span class="ls0">-    </span></div></div><div class="c xf1 y8b1 we1 hd6"><div class="t m0 xf h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">17 098 </div></div><div class="c x8 y895 wdb h26"><div class="t m0 xd h8 y298 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe zobowiązania <span class="ff3"> </span></div></div><div class="c x66 y895 wdc h26"><div class="t m0 x59 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">6 695 </div></div><div class="c x4f y895 w1c h26"><div class="t m0 x52 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 y895 wdd h26"><div class="t m0 x29 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">1 787 </div></div><div class="c x81 y895 wde h26"><div class="t m0 x28 h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">299<span class="ls0"> </span></div></div><div class="c x79 y895 wdf h26"><div class="t m0 x2e h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">4 609  </div></div><div class="c xa0 y895 we0 h26"><div class="t m0 x55 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf1 y895 we1 h26"><div class="t m0 xd4 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">6 695 </div></div><div class="c x8 y896 wdb h26"><div class="t m0 xd h14 y85b ff6 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x66 y896 wdc h26"><div class="t m0 x32 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">666 217 </div></div><div class="c x4f y896 w1c h26"><div class="t m0 x85 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">  821     </div></div><div class="c x50 y896 wdd h26"><div class="t m0 x43 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">   43 637     </div></div><div class="c x81 y896 wde h26"><div class="t m0 xd4 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">98 677     </div></div><div class="c x79 y896 wdf h26"><div class="t m0 xd h14 y104 ff6 fs3 fc0 sc0 ls0 ws0"> 669 308     </div></div><div class="c xa0 y896 we0 h26"><div class="t m0 x4 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">    8 391     </div></div><div class="c xf1 y896 we1 h26"><div class="t m0 x11 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0"> 820 832     </div></div><div class="c x8 y8b2 wdb hd8"><div class="t m0 x53 h8 y283 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y8b2 wdc hd8"><div class="t m0 x53 h8 y8b3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y8b2 w1c hd8"><div class="t m0 xd h8 y8b3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y8b2 wdd hd8"><div class="t m0 xd h8 y8b3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x81 y8b2 wde hd8"><div class="t m0 xd h8 y8b3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y8b2 wdf hd8"><div class="t m0 xd h8 y8b3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y8b2 we0 hd8"><div class="t m0 xd h8 y8b3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf1 y8b2 we1 hd8"><div class="t m0 xd h8 y8b3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y8b4 wdb hd9"><div class="t m0 x22 h12 y357 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 roku </div></div><div class="c x66 y8b4 wdc hd9"><div class="t m0 x2e h12 y689 ff8 fs3 fc0 sc0 ls0 ws0">Wartości </div><div class="t m0 x14 h12 y85b ff2 fs3 fc0 sc0 ls0 ws0">bilansowe </div></div><div class="c x4f y8b4 w1c hd9"><div class="t m0 x57 h12 y352 ff2 fs3 fc0 sc0 ls0 ws0">Po </div><div class="t m0 xf2 h12 y353 ff2 fs3 fc0 sc0 ls0 ws0">terminie </div><div class="t m0 x11 h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">płatności<span class="ff2"> </span></div></div><div class="c x50 y8b4 we2 hd9"><div class="t m0 x4 h12 y689 ff8 fs3 fc0 sc0 ls0 ws0">Poniżej 3 </div><div class="t m0 x56 h12 y85b ff8 fs3 fc0 sc0 ls0 ws0">miesięcy<span class="ff2"> </span></div></div><div class="c xf3 y8b4 w5a hd9"><div class="t m0 xf2 h12 y352 ff2 fs3 fc0 sc0 ls0 ws0">Od 3 do </div><div class="t m0 x57 h12 y353 ff2 fs3 fc0 sc0 ls0 ws0">12 </div><div class="t m0 x56 h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">miesięcy<span class="ff2"> </span></div></div><div class="c x79 y8b4 w29 hd9"><div class="t m0 xd4 h12 y352 ff2 fs3 fc0 sc0 ls0 ws0">Od 1 </div><div class="t m0 x11 h12 y353 ff2 fs3 fc0 sc0 ls0 ws0">roku do </div><div class="t m0 x2a h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">5 lat </div></div><div class="c xa0 y8b4 we3 hd9"><div class="t m0 x11 h12 y689 ff8 fs3 fc0 sc0 ls0 ws0">Powyże</div><div class="t m0 x2e h12 y85b ff2 fs3 fc0 sc0 ls0 ws0">j 5 lat </div></div><div class="c x99 y8b4 we4 hd9"><div class="t m0 x2e h12 y357 ff2 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x8 y24c wdb hd7"><div class="t m0 xd h8 y55d ff3 fs3 fc0 sc0 ls0 ws0">Oprocentowane </div><div class="t m0 xd h8 y464 ff4 fs3 fc0 sc0 ls0 ws0">kredyty i pożyczki<span class="ff3"> </span></div></div><div class="c x66 y24c wdc hd7"><div class="t m0 x2a h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">584 634 </div></div><div class="c x4f y24c w1c hd7"><div class="t m0 x52 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 y24c we2 hd7"><div class="t m0 x22 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">26 457 </div></div><div class="c xf3 y24c w5a hd7"><div class="t m0 x22 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">68 759 </div></div><div class="c x79 y24c w29 hd7"><div class="t m0 x56 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">592 977 </div></div><div class="c xa0 y24c we3 hd7"><div class="t m0 x57 h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x99 y24c we4 hd7"><div class="t m0 x5b h8 y8af ff3 fs3 fc0 sc0 ls0 ws0">688 193 </div></div><div class="c x8 y8b5 wdb hda"><div class="t m0 xd h8 y6da ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu </div><div class="t m0 xd h8 y8b6 ff3 fs3 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c x66 y8b5 wdc hda"><div class="t m0 x59 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">1 304 </div></div><div class="c x4f y8b5 w1c hda"><div class="t m0 x52 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 y8b5 we2 hda"><div class="t m0 x59 h8 y5a4 ff3 fs3 fc0 sc0 ls4 ws0">266<span class="ls0"> </span></div></div><div class="c xf3 y8b5 w5a hda"><div class="t m0 x59 h8 y5a4 ff3 fs3 fc0 sc0 ls4 ws0">799<span class="ls0"> </span></div></div><div class="c x79 y8b5 w29 hda"><div class="t m0 x19 h8 y5a4 ff3 fs3 fc0 sc0 ls4 ws0">365<span class="ls0"> </span></div></div><div class="c xa0 y8b5 we3 hda"><div class="t m0 x57 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x99 y8b5 we4 hda"><div class="t m0 x19 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">1 430 </div></div><div class="c x8 y8b7 wdb hdb"><div class="t m0 xd h8 y8b8 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu </div><div class="t m0 xd h8 y8b9 ff4 fs3 fc0 sc0 ls0 ws0">dostaw i usług <span class="ff3"> </span></div></div><div class="c x66 y8b7 wdc hdb"><div class="t m0 x59 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">7 714 </div></div><div class="c x4f y8b7 w1c hdb"><div class="t m0 x59 h8 y5a4 ff3 fs3 fc0 sc0 ls4 ws0">462<span class="ls0"> </span></div></div><div class="c x50 y8b7 we2 hdb"><div class="t m0 x19 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">3 996 </div></div><div class="c xf3 y8b7 w5a hdb"><div class="t m0 x19 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">3 256 </div></div><div class="c x79 y8b7 w29 hdb"><div class="t m0 x57 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y8b7 we3 hdb"><div class="t m0 x57 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x99 y8b7 we4 hdb"><div class="t m0 x19 h8 y5a4 ff3 fs3 fc0 sc0 ls0 ws0">7 714 </div></div><div class="c x8 y8ba wdb h26"><div class="t m0 xd h8 y85b ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe zobowiązania <span class="ff3"> </span></div></div><div class="c x66 y8ba wdc h26"><div class="t m0 x5a h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">11 695 </div></div><div class="c x4f y8ba w1c h26"><div class="t m0 x52 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 y8ba we2 h26"><div class="t m0 x19 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">1 660 </div></div><div class="c xf3 y8ba w5a h26"><div class="t m0 x22 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">10 035 </div></div><div class="c x79 y8ba w29 h26"><div class="t m0 x57 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y8ba we3 h26"><div class="t m0 x57 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x99 y8ba we4 h26"><div class="t m0 x22 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">11 695 </div></div><div class="c x8 y8bb wdb h26"><div class="t m0 xd h14 y85b ff6 fs3 fc0 sc0 ls0 ws0"> <span class="ff3"> </span></div></div><div class="c x66 y8bb wdc h26"><div class="t m0 x32 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">605 347 </div></div><div class="c x4f y8bb w1c h26"><div class="t m0 x59 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">462 </div></div><div class="c x50 y8bb we2 h26"><div class="t m0 x22 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">32 379<span class="ff3"> </span></div></div><div class="c xf3 y8bb w5a h26"><div class="t m0 x22 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">82 849<span class="ff3"> </span></div></div><div class="c x79 y8bb w29 h26"><div class="t m0 x56 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">593 342<span class="ff3"> </span></div></div><div class="c xa0 y8bb we3 h26"><div class="t m0 x57 h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x99 y8bb we4 h26"><div class="t m0 x5b h14 y104 ff6 fs3 fc0 sc0 ls0 ws0">709 032<span class="ff3"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8d ha y8bc ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h42 y8bd ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf4a" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc4a w0 h0"><img src="data:image/png;base64,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" class="bi x5 y8be we5 hdc" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y167 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">74<span class="ls0"> </span></div><div class="t m0 x8 h41 y37 ff6 fs6 fc0 sc0 ls0 ws0">34.<span class="ffc"> <span class="_ _1b"> </span></span>Instrumenty finan<span class="_ _5"></span>sowe </div><div class="t m0 x4a h4f y4eb ff6 fs5 fc0 sc0 ls3 ws0">34.1.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Wartości godziwe poszczególnych klas instrumentów finansowych<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y4ec ff4 fs0 fc0 sc0 ls0 ws0">Poniższa <span class="_ _7"></span>tab<span class="_ _0"></span>ela <span class="_ _7"></span>przedsta<span class="_ _0"></span>wia <span class="_ _7"></span>p<span class="_ _0"></span>orównanie <span class="_ _7"></span>wart<span class="_ _0"></span>ości <span class="_ _7"></span>bil<span class="_ _0"></span>ansowych <span class="_ _7"></span>i <span class="_ _5"></span>wartości <span class="_ _7"></span>go<span class="_ _0"></span>dziwych <span class="_ _5"></span>wszystkich </div><div class="t m0 x8 h6 y4ed ff4 fs0 fc0 sc0 ls0 ws0">instrumentów <span class="_ _1c"> </span>finans<span class="_ _0"></span>owych  Spółki, <span class="_ _18"> </span>w  podziale <span class="_ _1c"> </span>na  poszczególne <span class="_ _18"> </span>k<span class="_ _0"></span>lasy <span class="_ _1c"> </span>i  kategorie <span class="_ _18"> </span>ak<span class="_ _0"></span>tywów </div><div class="t m0 x8 h6 y4ee ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">zobowiązań.</span> </div><div class="t m0 x8 h6 y65d ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y8bf we6 ha3"><div class="t m0 xd h39 y1 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xf4 y8c0 wa3 hdd"><div class="t m0 x4 h3a y706 ff1 fs9 fc0 sc0 ls0 ws0">Kategoria zgo<span class="_ _5"></span>dnie z </div><div class="t m0 x9d h3a y702 ff1 fs9 fc0 sc0 ls0 ws0">MSSF 9 </div></div><div class="c xd3 y8bf we7 ha3"><div class="t m0 x2a h3b ya2 ff8 fs9 fc0 sc0 ls0 ws0">Wartość bilanso<span class="_ _5"></span>wa<span class="ff2"> </span></div></div><div class="c x98 y8bf we8 ha3"><div class="t m0 x29 h3b ya2 ff8 fs9 fc0 sc0 ls0 ws0">Wartość godzi<span class="_ _5"></span>wa<span class="ff2"> </span></div></div><div class="c x8 y8c0 we6 h40"><div class="t m0 xd h3d yfc ff6 fs9 fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _5"></span>e </div></div><div class="c xd3 y8c0 we9 h40"><div class="t m0 x5b h3b y164 ff2 fs9 fc0 sc0 ls0 ws0">31 grudnia </div><div class="t m0 xd4 h3b yfc ff2 fs9 fc0 sc0 ls0 ws0">2023 roku </div></div><div class="c x71 y8c0 wea h40"><div class="t m0 x43 h3b y164 ff2 fs9 fc0 sc0 ls0 ws0">31 grudnia </div><div class="t m0 x2e h3b yfc ff2 fs9 fc0 sc0 ls0 ws0">2022 roku </div></div><div class="c x98 y8c0 web h40"><div class="t m0 x41 h3b y164 ff2 fs9 fc0 sc0 ls0 ws0">31 grudnia </div><div class="t m0 x5a h3b yfc ff2 fs9 fc0 sc0 ls0 ws0">2023 roku </div></div><div class="c xf5 y8c0 we4 h40"><div class="t m0 x11 h3b y164 ff2 fs9 fc0 sc0 ls0 ws0">31 grudnia </div><div class="t m0 x14 h3b yfc ff2 fs9 fc0 sc0 ls0 ws0">202<span class="lsa">2 </span>roku<span class="_ _5"></span> </div></div><div class="c x8 y8c1 we6 hde"><div class="t m0 xd h39 y27e ff4 fs9 fc0 sc0 ls0 ws0">Pozostałe ak<span class="_ _5"></span>tywa finansowe<span class="ff3"> </span></div></div><div class="c xf4 y8c1 wa3 hde"><div class="t m0 x28 h3a y27e ff1 fs9 fc0 sc0 ls0 ws0">AFWwZK </div></div><div class="c xd3 y8c1 we9 hde"><div class="t m0 x59 h39 y27e ff3 fs9 fc0 sc0 ls8 ws0">28<span class="ls0"> 4</span>49<span class="ls0"> </span></div></div><div class="c x71 y8c1 wea hde"><div class="t m0 x36 h39 y27e ff3 fs9 fc0 sc0 ls0 ws0">22 944 </div></div><div class="c x98 y8c1 web hde"><div class="t m0 x53 h39 y27e ff3 fs9 fc0 sc0 ls8 ws0">28<span class="ls0"> 4</span>49<span class="ls0"> </span></div></div><div class="c xf5 y8c1 we4 hde"><div class="t m0 x41 h39 y27e ff3 fs9 fc0 sc0 ls0 ws0">22 944 </div></div><div class="c x8 y249 we6 hdf"><div class="t m0 xd h39 y8c2 ff4 fs9 fc0 sc0 ls0 ws0">Należności z tyt<span class="_ _5"></span>ułu dostaw i usług /<span class="_ _5"></span> </div><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">pozostałe na<span class="_ _5"></span>leżności <span class="ff3"> </span></div></div><div class="c xf4 y249 wa3 hdf"><div class="t m0 x28 h3a y8c3 ff1 fs9 fc0 sc0 ls0 ws0">AFWwZK </div></div><div class="c xd3 y249 we9 hdf"><div class="t m0 x59 h39 y8c3 ff3 fs9 fc0 sc0 ls0 ws0">34 827 </div></div><div class="c x71 y249 wea hdf"><div class="t m0 x36 h39 y8c3 ff3 fs9 fc0 sc0 ls0 ws0">23 238 </div></div><div class="c x98 y249 web hdf"><div class="t m0 x53 h39 y8c3 ff3 fs9 fc0 sc0 ls0 ws0">34 827 </div></div><div class="c xf5 y249 we4 hdf"><div class="t m0 x41 h39 y8c3 ff3 fs9 fc0 sc0 ls0 ws0">23 238 </div></div><div class="c x8 y8c4 we6 he0"><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _5"></span> i ich ekwiwalenty<span class="ff3"> </span></div></div><div class="c xf4 y8c4 wa3 he0"><div class="t m0 x28 h3a ya5 ff1 fs9 fc0 sc0 ls0 ws0">AFWwZK </div></div><div class="c xd3 y8c4 we9 he0"><div class="t m0 x57 h39 ya5 ff3 fs9 fc0 sc0 ls0 ws0">1 <span class="ls8">469</span> </div></div><div class="c x71 y8c4 wea he0"><div class="t m0 x36 h39 ya5 ff3 fs9 fc0 sc0 ls8 ws0">60<span class="ls0"> </span>997<span class="ls0"> </span></div></div><div class="c x98 y8c4 web he0"><div class="t m0 x52 h39 ya5 ff3 fs9 fc0 sc0 ls0 ws0">1 <span class="ls8">469</span> </div></div><div class="c xf5 y8c4 we4 he0"><div class="t m0 x41 h39 ya5 ff3 fs9 fc0 sc0 ls0 ws0">60 997 </div></div><div class="c x8 y8c5 we6 he0"><div class="t m0 xd h39 y1 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xf4 y8c5 wa3 he0"><div class="t m0 x1a h3a y154 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y8c5 we9 he0"><div class="t m0 x59 h3d yf1 ff6 fs9 fc0 sc0 ls0 ws0">64 745 </div></div><div class="c x71 y8c5 wea he0"><div class="t m0 x19 h3d yf1 ff6 fs9 fc0 sc0 ls0 ws0">107 179 </div></div><div class="c x98 y8c5 web he0"><div class="t m0 x53 h3d yf1 ff6 fs9 fc0 sc0 ls0 ws0">64 745 </div></div><div class="c xf5 y8c5 we4 he0"><div class="t m0 xd4 h3d yf1 ff6 fs9 fc0 sc0 ls0 ws0">107 179 </div></div><div class="c x8 y8c6 we6 h40"><div class="t m0 xd h3d y164 ff6 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h3d yfc ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania fina<span class="_ _5"></span>nsowe<span class="ff6"> </span></div></div><div class="c xf4 y8c6 wa3 h40"><div class="t m0 x1a h3b y702 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y8c6 we9 h40"><div class="t m0 x93 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y8c6 wea h40"><div class="t m0 x21 h39 y702 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y8c6 web h40"><div class="t m0 x33 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xf5 y8c6 we4 h40"><div class="t m0 x1a h39 y702 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y79c we6 he1"><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _5"></span>z tytułu <span class="ff3">leasingu </span></div></div><div class="c xf4 y79c wa3 he1"><div class="t m0 x59 h3a yb3 ff1 fs9 fc0 sc0 ls0 ws0">ZFWwZK </div></div><div class="c xd3 y79c we9 he1"><div class="t m0 x59 h39 yb3 ff3 fs9 fc0 sc0 ls8 ws0">13<span class="ls0"> </span>79<span class="ls0">9 </span></div></div><div class="c x71 y79c wea he1"><div class="t m0 x9d h39 yb3 ff3 fs9 fc0 sc0 ls0 ws0">1 <span class="ls8">304</span> </div></div><div class="c x98 y79c web he1"><div class="t m0 x53 h39 yb3 ff3 fs9 fc0 sc0 ls8 ws0">13<span class="ls0"> </span>79<span class="ls0">9 </span></div></div><div class="c xf5 y79c we4 he1"><div class="t m0 x85 h39 yb3 ff3 fs9 fc0 sc0 ls0 ws0">1 304 </div></div><div class="c x8 y8c7 we6 h3e"><div class="t m0 xd h39 y164 ff3 fs9 fc0 sc0 ls0 ws0">Wycena instru<span class="_ _5"></span>mentu pochodnego<span class="_ _5"></span> </div><div class="t m0 xd h39 yfc ff3 fs9 fc0 sc0 ls0 ws0">IRS </div></div><div class="c xf4 y8c7 wa3 h3e"><div class="t m0 x9e h39 y11d ff1 fs9 fc0 sc0 ls0 ws0">IPPdO<span class="ff3"> </span></div></div><div class="c xd3 y8c7 we9 h3e"><div class="t m0 x57 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">7 047 </div></div><div class="c x71 y8c7 wea h3e"><div class="t m0 x73 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y8c7 web h3e"><div class="t m0 x52 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">7 047 </div></div><div class="c xf5 y8c7 we4 h3e"><div class="t m0 x52 h39 y11d ff3 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y3ff we6 he0"><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">Pozostałe zo<span class="_ _5"></span>bowiązania finansow<span class="_ _5"></span>e<span class="ff3"> </span></div></div><div class="c xf4 y3ff wa3 he0"><div class="t m0 x59 h3a yf1 ff1 fs9 fc0 sc0 ls0 ws0">ZFWwZK </div></div><div class="c xd3 y3ff we9 he0"><div class="t m0 x57 h39 yf1 ff3 fs9 fc0 sc0 ls0 ws0">1 468 </div></div><div class="c x71 y3ff wea he0"><div class="t m0 x5c h39 yf1 ff3 fs9 fc0 sc0 ls8 ws0">426<span class="ls0"> </span></div></div><div class="c x98 y3ff web he0"><div class="t m0 x52 h39 yf1 ff3 fs9 fc0 sc0 ls0 ws0">1 468 </div></div><div class="c xf5 y3ff we4 he0"><div class="t m0 x9d h39 yf1 ff3 fs9 fc0 sc0 ls8 ws0">426<span class="ls0"> </span></div></div><div class="c x8 y62f we6 he2"><div class="t m0 xd h39 y155 ff3 fs9 fc0 sc0 ls0 ws0">Oprocentowan<span class="_ _5"></span>e kredyty bankow<span class="_ _5"></span>e i </div><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">pożyczki<span class="ff3"> </span></div></div><div class="c xf4 y62f wa3 he2"><div class="t m0 x59 h3a y8c8 ff1 fs9 fc0 sc0 ls0 ws0">ZFWwZK </div></div><div class="c xd3 y62f we9 he2"><div class="t m0 x85 h39 y8c8 ff3 fs9 fc0 sc0 ls8 ws0">621<span class="ls0"> </span>579<span class="ls0"> </span></div></div><div class="c x71 y62f wea he2"><div class="t m0 xf2 h39 y8c8 ff3 fs9 fc0 sc0 ls0 ws0">      584 634 <span class="_ _5"></span> </div></div><div class="c x98 y62f web he2"><div class="t m0 x9e h39 y8c8 ff3 fs9 fc0 sc0 ls8 ws0">621<span class="ls0"> </span>579<span class="ls0"> </span></div></div><div class="c xf5 y62f we4 he2"><div class="t m0 xd h39 y8c8 ff3 fs9 fc0 sc0 ls0 ws0">      584 634 <span class="_ _5"></span> </div></div><div class="c x8 y308 we6 he3"><div class="t m0 xd h39 y155 ff4 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _5"></span>z tytułu dostaw i </div><div class="t m0 xd h39 yfc ff4 fs9 fc0 sc0 ls0 ws0">usług / pozos<span class="_ _5"></span>tałe zobowiązania<span class="ff3"> </span></div></div><div class="c xf4 y308 wa3 he3"><div class="t m0 x59 h3a y115 ff1 fs9 fc0 sc0 ls0 ws0">ZFWwZK </div></div><div class="c xd3 y308 we9 he3"><div class="t m0 x59 h39 y115 ff3 fs9 fc0 sc0 ls8 ws0">23<span class="ls0"> </span>799<span class="ls0"> </span></div></div><div class="c x71 y308 wea he3"><div class="t m0 xf2 h39 y115 ff3 fs9 fc0 sc0 ls0 ws0">        17 935 <span class="_ _5"></span> </div></div><div class="c x98 y308 web he3"><div class="t m0 x53 h39 y115 ff3 fs9 fc0 sc0 ls0 ws0">23 799 </div></div><div class="c xf5 y308 we4 he3"><div class="t m0 xd h39 y115 ff3 fs9 fc0 sc0 ls0 ws0">        17 935 <span class="_ _5"></span> </div></div><div class="c x8 y8c9 we6 he0"><div class="t m0 xd h39 y1 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xf4 y8c9 wa3 he0"><div class="t m0 xd h39 y1 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y8c9 we9 he0"><div class="t m0 x5a h3d ya5 ff6 fs9 fc0 sc0 ls0 ws0">667 691 </div></div><div class="c x71 y8c9 wea he0"><div class="t m0 x19 h3d ya5 ff6 fs9 fc0 sc0 ls0 ws0">604 299 </div></div><div class="c x98 y8c9 web he0"><div class="t m0 x9e h3d ya5 ff6 fs9 fc0 sc0 ls0 ws0">667 691 </div></div><div class="c xf5 y8c9 we4 he0"><div class="t m0 xd4 h3d ya5 ff6 fs9 fc0 sc0 ls0 ws0">604 299 </div></div><div class="c x8 y7df wec he4"><div class="t m0 xd he5 y19e ff1 fsa fc0 sc0 ls0 ws0">AFWwZK <span class="ffd">–Aktywa<span class="_ _0"></span> finansowe wyceni<span class="_ _0"></span>ane według za<span class="_ _0"></span>mortyzowanego kos<span class="_ _0"></span>ztu</span> </div></div><div class="c x8 y763 wec he6"><div class="t m0 xd he5 y19e ff1 fsa fc0 sc0 ls0 ws0">ZFWwZK <span class="ffd">–</span> <span class="ffd">Zobowiąz<span class="_ _0"></span>ania finansowe <span class="_ _0"></span>wyceniane według za<span class="_ _0"></span>mortyzowanego kos<span class="_ _0"></span>ztu<span class="_ _0"></span></span> </div></div><div class="c x8 y8ca wec he6"><div class="t m0 xd he5 y19e ff1 fsa fc0 sc0 ls0 ws0">IPPdO <span class="ffd">–</span> <span class="ffd">Instrume<span class="_ _0"></span>nty pochodne  wy<span class="_ _0"></span>ceniane w wartości<span class="_ _0"></span> godziwej przez wynik finanso<span class="_ _0"></span>wy<span class="_ _0"></span></span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h6 y8cb ff4 fs0 fc0 sc0 ls0 ws0">Poziom <span class="_ _0"></span>hierarchii <span class="_ _0"></span>wartości<span class="_ _0"></span> wszystkich<span class="_ _0"></span> instru<span class="_ _0"></span>mentów <span class="_ _0"></span> zakl<span class="_ _0"></span>asyfikowano <span class="_ _0"></span>do <span class="_ _9"></span><span class="ff3">p<span class="_ _0"></span>oziomu <span class="_ _0"></span>2, <span class="_ _0"></span>tj. <span class="_ _0"></span>techniki<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y8cc ff4 fs0 fc0 sc0 ls0 ws0">wyceny, <span class="_ _11"></span>dl<span class="_ _0"></span>a <span class="_ _11"></span>których <span class="_ _11"></span>naj<span class="_ _0"></span>niższy <span class="_ _11"></span>poziom <span class="_ _11"></span>da<span class="_ _0"></span>nych <span class="_ _11"></span>wejśc<span class="_ _0"></span>iowych, <span class="_ _11"></span>który <span class="_ _11"></span>jest<span class="_ _0"></span> <span class="_ _11"></span>istotny<span class="_ _0"></span> <span class="_ _11"></span>dla <span class="_ _11"></span>wyceny<span class="_ _0"></span> <span class="_ _11"></span>do </div><div class="t m0 x8 h6 y8cd ff4 fs0 fc0 sc0 ls0 ws0">wartości <span class="ff3">godziwej, jak<span class="_ _0"></span>o </span>całości jest b<span class="_ _0"></span>ezpośrednio <span class="_ _0"></span>bądź pośrednio obs<span class="_ _0"></span>erwowalny.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y8ce ff4 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _11"></span>godziwa <span class="_ _11"></span>ak<span class="_ _0"></span>tywów <span class="_ _11"></span>i <span class="_ _11"></span>zobowią<span class="_ _0"></span>zań <span class="_ _11"></span>finansowych<span class="_ _0"></span> <span class="_ _11"></span>podana <span class="_ _11"></span>jest <span class="_ _11"></span>w <span class="_ _11"></span>kwocie, <span class="_ _11"></span>za <span class="_ _11"></span>k<span class="_ _0"></span>tórą <span class="_ _11"></span>dany </div><div class="t m0 x8 h6 y8cf ff4 fs0 fc0 sc0 ls0 ws0">instrument <span class="_ _14"> </span>m<span class="_ _0"></span>ógłby <span class="_ _14"> </span>by<span class="_ _0"></span>ć <span class="_ _14"> </span>wymieniony <span class="_ _20"> </span>w <span class="_ _14"> </span>aktualnej <span class="_ _20"> </span>transakcji <span class="_ _20"> </span>pomiędzy <span class="_ _20"> </span>zainteresowanymi<span class="_ _0"></span> </div><div class="t m0 x8 h6 y8d0 ff4 fs0 fc0 sc0 ls0 ws0">stronami, z wyjątki<span class="_ _0"></span>em sprzedaży przym<span class="_ _0"></span>usowej lub li<span class="_ _0"></span>kwidacyjnej.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y8d1 ff4 fs0 fc0 sc0 ls0 ws0">Przy szacowaniu war<span class="_ _0"></span>tości godziwej zast<span class="_ _0"></span>osowano następujące m<span class="_ _0"></span>etody i założenia:<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x12 h42 y8d2 ffe fs0 fc0 sc0 ls0 ws0">-<span class="ffb"> <span class="_ _25"> </span><span class="ff4">środki<span class="_ _0"></span> pieniężne i dep<span class="_ _0"></span>ozyty krótkotermi<span class="_ _0"></span>nowe, należności z<span class="_ _0"></span> tytułu dostaw i <span class="_ _0"></span>usług, pozostałe<span class="_ _0"></span> </span></span></div><div class="t m0 x4a h6 y8d3 ff4 fs0 fc0 sc0 ls0 ws0">należności, <span class="_ _22"> </span>zobowiązan<span class="_ _0"></span>ia <span class="_ _23"> </span>z <span class="_ _22"> </span>tytułu <span class="_ _23"> </span>do<span class="_ _0"></span>staw <span class="_ _23"> </span>i <span class="_ _22"> </span>usług <span class="_ _22"> </span>oraz <span class="_ _23"> </span>po<span class="_ _0"></span>zostałe <span class="_ _22"> </span>zobowiązania </div><div class="t m0 x4a h6 y8d4 ff4 fs0 fc0 sc0 ls0 ws0">krótkoterminowe wykaz<span class="_ _0"></span>ują wartości g<span class="_ _0"></span>odziwe zbliżone do ic<span class="_ _0"></span>h wartości bilansowej, gł<span class="_ _0"></span>ównie </div><div class="t m0 x4a h6 y8d5 ff3 fs0 fc0 sc0 ls0 ws0">z<span class="ff4">e względu na krótki<span class="_ _0"></span>e terminy zap<span class="_ _0"></span>adalności i wymaga<span class="_ _0"></span>lności tych instrumen<span class="_ _0"></span>tów,<span class="_ _0"></span></span> </div><div class="t m0 x12 h42 y8d6 ffe fs0 fc0 sc0 ls0 ws0">-<span class="ffb"> <span class="_ _25"> </span><span class="ff4">wa<span class="_ _0"></span>rtość godziwa o<span class="_ _5"></span>proce<span class="_ _0"></span>ntowanych instrumentów dłużnych (w <span class="_ _5"></span>tym zobowiązani<span class="_ _0"></span>a <span class="_ _5"></span>z<span class="_ _0"></span><span class="ff3"> </span>ty<span class="_ _0"></span>tułu </span></span></div><div class="t m0 x4a h6 y8d7 ff4 fs0 fc0 sc0 ls0 ws0">leasingu, <span class="_ _18"> </span>kredyty<span class="_ _0"></span> <span class="_ _18"> </span>bankowe <span class="_ _18"> </span>i<span class="_ _0"></span> <span class="_ _18"> </span>pożyczki<span class="_ _0"></span><span class="ff3">) <span class="_ _18"> </span>oraz<span class="_ _0"></span> <span class="_ _18"> </span></span>udzielony<span class="_ _0"></span>ch <span class="_ _18"> </span>pożyczek <span class="_ _18"> </span>je<span class="_ _0"></span>st <span class="_ _18"> </span>zbli<span class="_ _0"></span>żona <span class="_ _18"> </span>do <span class="_ _18"> </span>ich </div><div class="t m0 x4a h6 y8d8 ff4 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _13"></span>bilansowej <span class="_ _13"></span>głównie <span class="_ _13"> </span>ze <span class="_ _13"></span>względu <span class="_ _13"></span>na <span class="_ _13"></span>fakt, <span class="_ _13"> </span>że <span class="_ _13"></span>stopy <span class="_ _13"></span>procent<span class="_ _0"></span>owe <span class="_ _13"></span>oraz <span class="_ _13"></span>marże <span class="_ _13"></span>tych </div><div class="t m0 x4a h6 y2e2 ff4 fs0 fc0 sc0 ls0 ws0">instrumentów są na p<span class="_ _0"></span>oziomie rynkowym.<span class="_ _0"></span><span class="ff3"> </span></div></div></div><div class="pi"></div></div>
<div id="pf4b" class="pf w11 h36" style="content-visibility: auto;"><div class="pc pc4b w11 h36"><img 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class="bi x5 y8d9 w12 he7" alt="" /><div class="c x0 y1 w13 h36"><div class="t m0 x39 h8 y140 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x3a h8 y141 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y142 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h2 y143 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x95 h6 y144 ff3 fs0 fc0 sc0 ls2 ws0">75<span class="ls0"> </span></div><div class="t m0 x4a h4f y8da ff6 fs5 fc0 sc0 ls3 ws0">34.2.<span class="ffc ls0"> <span class="_ _1a"> </span></span><span class="ff7">Pozycje przychodów, kosztów, zysków i strat ujęte w </span><span class="ls16">sprawozdan<span class="ff7">iu z całkowitych dochodów</span><span class="ls0"> w podziale na </span></span></div><div class="t m0 x70 hf y8db ff7 fs5 fc0 sc0 ls0 ws0">kategorie instrumentów finansowych <span class="ff6"> </span></div><div class="t m0 x8 h59 y8dc ff7 fs0 fc0 sc0 ls0 ws0">Rok zakończony 31<span class="_ _0"></span> grudnia <span class="ff6 ls22">20<span class="ls0">23<span class="_ _0"></span> roku </span></span></div></div><div class="c x8 y8dd wed he8"><div class="t m0 xd hb y8de ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y8dd wee he8"><div class="t m0 x43 h12 y8df ff2 fs3 fc0 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c xde y8dd wef he8"><div class="t m0 x22 h12 y8df ff2 fs3 fc0 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c xf6 y8dd wf0 he8"><div class="t m0 xd h12 y8e0 ff8 fs3 fc0 sc0 ls0 ws0">Zysk/strata z tytułu utraty wartości </div><div class="t m0 x11 h12 y8df ff8 fs3 fc0 sc0 ls0 ws0">należności z tytułu dostaw i usług </div><div class="t m0 x85 h12 y8e1 ff8 fs3 fc0 sc0 ls0 ws0">oraz pozostałych należności<span class="ff2"> </span></div></div><div class="c xf7 y8dd wf1 he8"><div class="t m0 x9d h12 y8e2 ff8 fs3 fc0 sc0 ls0 ws0">Inne całkowite </div><div class="t m0 x35 h12 y8e3 ff2 fs3 fc0 sc0 ls0 ws0">dochody </div></div><div class="c x8 y8e4 wed h77"><div class="t m0 xd h8 y8e5 ff4 fs3 fc0 sc0 ls0 ws0">Aktywa finansowe wyceniane w wartości godziwej </div><div class="t m0 xd h8 y11e ff3 fs3 fc0 sc0 ls0 ws0">przez wynik finansowy </div></div><div class="c xb6 y8e4 wee h77"><div class="t m0 xb0 h8 y8c8 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y8e4 wef h77"><div class="t m0 x4e h8 y8c8 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y8e4 wf0 h77"><div class="t m0 xec h8 y8c8 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf7 y8e4 wf1 h77"><div class="t m0 x47 h8 y8c8 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y8e6 wed h80"><div class="t m0 xd h8 y122 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania finansowe wyceniane w wartości </div><div class="t m0 xd h8 y2e9 ff3 fs3 fc0 sc0 ls0 ws0">godziwej przez wynik finansowy </div></div><div class="c xb6 y8e6 wee h80"><div class="t m0 xb0 h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y8e6 wef h80"><div class="t m0 x33 h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">(7 0<span class="ls4">47</span>) </div></div><div class="c xf6 y8e6 wf0 h80"><div class="t m0 xec h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf7 y8e6 wf1 h80"><div class="t m0 x46 h6 y8e7 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y8e8 wed he9"><div class="t m0 xd h8 y55d ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania finansowe wyceniane w </div><div class="t m0 xd h8 y2e9 ff3 fs3 fc0 sc0 ls0 ws0">zamortyzowanym koszcie </div></div><div class="c xb6 y8e8 wee he9"><div class="t m0 xb0 h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y8e8 wef he9"><div class="t m0 x35 h8 y59e ff3 fs3 fc0 sc0 ls7 ws0">(6<span class="ls0">2 9<span class="ls5">79</span>) </span></div></div><div class="c xf6 y8e8 wf0 he9"><div class="t m0 xec h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf7 y8e8 wf1 he9"><div class="t m0 x47 h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y8e9 wed h17"><div class="t m0 xd h8 y9e ff3 fs3 fc0 sc0 ls0 ws0">Aktywa finansowe wyceniane w zamortyzowanym </div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">koszcie </div></div><div class="c xb6 y8e9 wee h17"><div class="t m0 x15 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">5 757 </div></div><div class="c xde y8e9 wef h17"><div class="t m0 x37 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(52) </div></div><div class="c xf6 y8e9 wf0 h17"><div class="t m0 xf8 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">25<span class="ls0"> </span></div></div><div class="c xf7 y8e9 wf1 h17"><div class="t m0 x47 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y8ea wed h7b"><div class="t m0 xd h14 yd5 ff6 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xb6 y8ea wee h7b"><div class="t m0 x15 h14 yd5 ff6 fs3 fc0 sc0 ls0 ws0">5 757 </div></div><div class="c xde y8ea wef h7b"><div class="t m0 x35 h14 yd5 ff6 fs3 fc0 sc0 ls0 ws0">(70 078) </div></div><div class="c xf6 y8ea wf0 h7b"><div class="t m0 xf8 h14 yd5 ff6 fs3 fc0 sc0 ls0 ws0">25 </div></div><div class="c xf7 y8ea wf1 h7b"><div class="t m0 x46 h14 yd5 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w13 h36"><div class="t m0 x8 h8 y8eb ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h59 y7e5 ff7 fs0 fc0 sc0 ls0 ws0">Rok zakończony 31<span class="_ _0"></span> grudnia <span class="ff6 ls22">20<span class="ls0">22<span class="_ _0"></span> roku </span></span></div></div><div class="c x8 y8ec wed hea"><div class="t m0 xd hb y44c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y8ec wee hea"><div class="t m0 x43 h12 y12d ff2 fs3 fc0 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c xde y8ec wef hea"><div class="t m0 x22 h12 y12d ff2 fs3 fc0 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c xf6 y8ec wf0 hea"><div class="t m0 xd h12 y8ed ff8 fs3 fc0 sc0 ls0 ws0">Zysk/strata z tytułu utraty wartości </div><div class="t m0 x11 h12 y12d ff8 fs3 fc0 sc0 ls0 ws0">należności z tytułu dostaw i usług </div><div class="t m0 x85 h12 y85b ff8 fs3 fc0 sc0 ls0 ws0">oraz pozostałych należności<span class="ff2"> </span></div></div><div class="c xf7 y8ec wf1 hea"><div class="t m0 x9d h12 y8ee ff8 fs3 fc0 sc0 ls0 ws0">Inne całkowite </div><div class="t m0 x35 h12 y496 ff2 fs3 fc0 sc0 ls0 ws0">dochody </div></div><div class="c x8 y8ef wed he9"><div class="t m0 xd h8 y55d ff3 fs3 fc0 sc0 ls0 ws0">Aktywa finansowe <span class="ff4">wyceniane w wartości godziwej </span></div><div class="t m0 xd h8 y2e9 ff3 fs3 fc0 sc0 ls0 ws0">przez wynik finansowy </div></div><div class="c xb6 y8ef wee he9"><div class="t m0 xb0 h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y8ef wef he9"><div class="t m0 x4e h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y8ef wf0 he9"><div class="t m0 xec h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf7 y8ef wf1 he9"><div class="t m0 x47 h6 y59e ff3 fs3 fc0 sc0 ls0 ws0">-<span class="fs0"> </span></div></div><div class="c x8 y8f0 wed h48"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania finansowe wyceniane w wartości </div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">godziwej przez wynik finansowy </div></div><div class="c xb6 y8f0 wee h48"><div class="t m0 xb0 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y8f0 wef h48"><div class="t m0 x37 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(18) </div></div><div class="c xf6 y8f0 wf0 h48"><div class="t m0 xec h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf7 y8f0 wf1 h48"><div class="t m0 x46 h6 ya8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y8f1 wed heb"><div class="t m0 xd h8 y5b2 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania finansowe wyceniane w </div><div class="t m0 xd h8 y2e9 ff3 fs3 fc0 sc0 ls0 ws0">zamortyzowanym koszcie </div></div><div class="c xb6 y8f1 wee heb"><div class="t m0 xb0 h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y8f1 wef heb"><div class="t m0 x35 h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">(53 998) </div></div><div class="c xf6 y8f1 wf0 heb"><div class="t m0 xec h8 y59e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf7 y8f1 wf1 heb"><div class="t m0 x47 h6 y59e ff3 fs3 fc0 sc0 ls0 ws0">-<span class="fs0"> </span></div></div><div class="c x8 y8f2 wed h80"><div class="t m0 xd h8 y8f3 ff3 fs3 fc0 sc0 ls0 ws0">Aktywa finansowe wyceniane w zamortyzowanym </div><div class="t m0 xd h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">koszcie </div></div><div class="c xb6 y8f2 wee h80"><div class="t m0 x83 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">12 250 </div></div><div class="c xde y8f2 wef h80"><div class="t m0 x8 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">(843) </div></div><div class="c xf6 y8f2 wf0 h80"><div class="t m0 xf9 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">1 065 </div></div><div class="c xf7 y8f2 wf1 h80"><div class="t m0 x47 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y8f4 wed h20"><div class="t m0 xd h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xb6 y8f4 wee h20"><div class="t m0 x83 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">12 250 </div></div><div class="c xde y8f4 wef h20"><div class="t m0 x35 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">(54 859) </div></div><div class="c xf6 y8f4 wf0 h20"><div class="t m0 xf9 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">1 065 </div></div><div class="c xf7 y8f4 wf1 h20"><div class="t m0 x46 h14 ye3 ff6 fs3 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi"></div></div>
<div id="pf4c" class="pf w11 h36" style="content-visibility: auto;"><div class="pc pc4c w11 h36"><img 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class="bi x5 y8f5 w12 hec" alt="" /><div class="c x0 y1 w13 h36"><div class="t m0 x39 h8 y140 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x3a h8 y141 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x8 h38 y142 ff5 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h2 y143 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x95 h6 y144 ff3 fs0 fc0 sc0 ls2 ws0">76<span class="ls0"> </span></div><div class="t m0 x4a h4f y8f6 ff6 fs5 fc0 sc0 ls3 ws0">34.3.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff7">Zmiany zobowiązań wynikających z działalności finansowej<span class="ff6 fc4"> </span></span></span></div><div class="t m0 x8d h6 y8f7 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y8f8 wf2 h11"><div class="t m0 xd h12 y1a7 ff8 fs3 fc0 sc0 ls0 ws0">Rok  zakończony  31  grudnia </div><div class="t m0 xd h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">2023 roku </div></div><div class="c xd2 y8f8 wf3 h11"><div class="t m0 x2e h12 y1a7 ff2 fs3 fc0 sc0 ls0 ws0">1 stycznia </div><div class="t m0 x5c h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">2023 </div></div><div class="c xfa y8f8 wf4 h11"><div class="t m0 x5a h12 y9f ff2 fs3 fc0 sc0 ls0 ws0">Z<span class="ff8">miany wynikające z </span></div><div class="t m0 x14 h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">przepływów pieniężnych </div><div class="t m0 x3e h12 ya0 ff2 fs3 fc0 sc0 ls24 ws0">z <span class="ff8 ls0">działalności finansowej<span class="ff2"> </span></span></div></div><div class="c xc5 y8f8 w1f h11"><div class="t m0 x9e h12 y9f ff2 fs3 fc0 sc0 ls0 ws0">Nowe </div><div class="t m0 x36 h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">umowy </div><div class="t m0 x19 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">leasingu  </div></div><div class="c x72 y8f8 wf5 h11"><div class="t m0 x85 h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">Kompensaty </div></div><div class="c xfb y8f8 wf6 h11"><div class="t m0 x17 h12 y9f ff2 fs3 fc0 sc0 ls0 ws0">Wycena </div><div class="t m0 xd h12 y9e ff2 fs3 fc0 sc0 ls0 ws0">zamortyzowanym </div><div class="t m0 x17 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">kosztem </div></div><div class="c xfc y8f8 w1c h11"><div class="t m0 xd h12 y9e ff8 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff2"> </span></div></div><div class="c xfd y8f8 w20 h11"><div class="t m0 x5b h12 y1a7 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia </div><div class="t m0 x1b h12 yb3 ff2 fs3 fc0 sc0 ls0 ws0">2023 </div></div><div class="c x8 y8f9 wf2 h30"><div class="t m0 xd h8 y122 ff3 fs3 fc0 sc0 ls0 ws0">Oprocentowane kredyty i </div><div class="t m0 xd h8 ya6 ff4 fs3 fc0 sc0 ls0 ws0">pożyczki<span class="ff3"> </span></div></div><div class="c xd2 y8f9 wf3 h30"><div class="t m0 x38 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">584 634 </div></div><div class="c xfa y8f9 wf4 h30"><div class="t m0 x31 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">(23 910) </div></div><div class="c xc5 y8f9 w1f h30"><div class="t m0 x25 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y8f9 wf5 h30"><div class="t m0 x49 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xfb y8f9 wf6 h30"><div class="t m0 x18 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">57 868 </div></div><div class="c xfc y8f9 w1c h30"><div class="t m0 x32 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">2 987* </div></div><div class="c xfd y8f9 w20 h30"><div class="t m0 x36 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">621 579 </div></div><div class="c x8 y8fa wf2 h28"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu </div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c xd2 y8fa wf3 h28"><div class="t m0 x55 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">1 304 </div></div><div class="c xfa y8fa wf4 h28"><div class="t m0 x9 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">(3 059) </div></div><div class="c xc5 y8fa w1f h28"><div class="t m0 x9d h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">14 446 </div></div><div class="c x72 y8fa wf5 h28"><div class="t m0 x49 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xfb y8fa wf6 h28"><div class="t m0 x6c h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">889<span class="ls0"> </span></div></div><div class="c xfc y8fa w1c h28"><div class="t m0 x59 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">218<span class="ls0"> </span></div></div><div class="c xfd y8fa w20 h28"><div class="t m0 x9d h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">13 79<span class="ls0">9 </span></div></div><div class="c x8 y8fb wf2 h17"><div class="t m0 xd h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe zobowiązania </div><div class="t m0 xd h8 ya0 ff3 fs3 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c xd2 y8fb wf3 h17"><div class="t m0 x17 h8 yb3 ff3 fs3 fc0 sc0 ls4 ws0">426<span class="ls0"> </span></div></div><div class="c xfa y8fb wf4 h17"><div class="t m0 xfe h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y8fb w1f h17"><div class="t m0 x25 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x72 y8fb wf5 h17"><div class="t m0 x49 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xfb y8fb wf6 h17"><div class="t m0 x35 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">1 0<span class="ls4">42</span> </div></div><div class="c xfc y8fb w1c h17"><div class="t m0 x2e h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">7 047<span class="ls32">**</span> </div></div><div class="c xfd y8fb w20 h17"><div class="t m0 x53 h8 yb3 ff3 fs3 fc0 sc0 ls0 ws0">8 515 </div></div><div class="c x8 y8fc wf2 h11"><div class="t m0 xd h14 y9f ff7 fs3 fc0 sc0 ls0 ws0">Razem zobowiązania </div><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">wynikające z działalności </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">finansowej </div></div><div class="c xd2 y8fc wf3 h11"><div class="t m0 x38 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">586 364 </div></div><div class="c xfa y8fc wf4 h11"><div class="t m0 x31 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">(26 969) </div></div><div class="c xc5 y8fc w1f h11"><div class="t m0 x9d h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">14 446 </div></div><div class="c x72 y8fc wf5 h11"><div class="t m0 x83 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xfb y8fc wf6 h11"><div class="t m0 x21 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">59 799 </div></div><div class="c xfc y8fc w1c h11"><div class="t m0 x22 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">10 252 </div></div><div class="c xfd y8fc w20 h11"><div class="t m0 x38 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">643 892 </div></div><div class="c x0 y1 w13 h36"><div class="t m0 x8 h6 y8fd ff3 fs0 fc0 sc0 ls0 ws0">*dotyczy prowizji od <span class="_ _0"></span>udzielenia kredy<span class="_ _0"></span>tu </div><div class="t m0 x8 h6 y8fe ff3 fs0 fc0 sc0 ls0 ws0">** dotyczy wyceny<span class="_ _0"></span> instrumentu p<span class="_ _0"></span>ochodnego opis<span class="_ _0"></span>anego w nocie 34.4<span class="_ _0"></span> </div></div><div class="c x8 y8ff wf2 h34"><div class="t m0 xd h12 y900 ff8 fs3 fc0 sc0 ls0 ws0">Rok  zakończony  31  grudnia </div><div class="t m0 xd h12 y1cb ff2 fs3 fc0 sc0 ls0 ws0">2022 roku </div></div><div class="c xd2 y8ff wf3 h34"><div class="t m0 x2e h12 y900 ff2 fs3 fc0 sc0 ls0 ws0">1 stycznia </div><div class="t m0 x5c h12 y1cb ff2 fs3 fc0 sc0 ls0 ws0">2022 </div></div><div class="c xfa y8ff wf4 h34"><div class="t m0 x5a h12 y131 ff8 fs3 fc0 sc0 ls0 ws0">Zmiany wynikające z </div><div class="t m0 x14 h12 y1ca ff8 fs3 fc0 sc0 ls0 ws0">przepływów pieniężnych </div><div class="t m0 x3e h12 ya0 ff8 fs3 fc0 sc0 ls0 ws0">z działalności finansowej<span class="ff2"> </span></div></div><div class="c xc5 y8ff wf7 h34"><div class="t m0 x9d h12 y131 ff2 fs3 fc0 sc0 ls0 ws0">Nowe </div><div class="t m0 x85 h12 y1ca ff2 fs3 fc0 sc0 ls0 ws0">umowy </div><div class="t m0 x41 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">leasingu  </div></div><div class="c xff y8ff wf8 h34"><div class="t m0 x29 h12 y1ca ff2 fs3 fc0 sc0 ls0 ws0">Kompensaty </div></div><div class="c x100 y8ff wf6 h34"><div class="t m0 x17 h12 y131 ff2 fs3 fc0 sc0 ls0 ws0">Wycena </div><div class="t m0 xd h12 y1ca ff2 fs3 fc0 sc0 ls0 ws0">zamortyzowanym </div><div class="t m0 x17 h12 ya0 ff2 fs3 fc0 sc0 ls0 ws0">kosztem </div></div><div class="c x101 y8ff wf9 h34"><div class="t m0 xd h12 y1ca ff8 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff2">* </span></div></div><div class="c xfd y8ff w20 h34"><div class="t m0 x5b h12 y900 ff2 fs3 fc0 sc0 ls0 ws0">31 grudnia </div><div class="t m0 x1b h12 y1cb ff2 fs3 fc0 sc0 ls0 ws0">2022 </div></div><div class="c x8 y901 wf2 h80"><div class="t m0 xd h8 y122 ff3 fs3 fc0 sc0 ls0 ws0">Oprocentowane kredyty i </div><div class="t m0 xd h8 ya6 ff4 fs3 fc0 sc0 ls0 ws0">pożyczki<span class="ff3"> </span></div></div><div class="c xd2 y901 wf3 h80"><div class="t m0 x38 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">524 079 </div></div><div class="c xfa y901 wf4 h80"><div class="t m0 x47 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">5 598 </div></div><div class="c xc5 y901 wf7 h80"><div class="t m0 x93 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y901 wf8 h80"><div class="t m0 x25 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">(230) </div></div><div class="c x100 y901 wf6 h80"><div class="t m0 x18 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">50 006 </div></div><div class="c x101 y901 wf9 h80"><div class="t m0 x38 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">5 181 </div></div><div class="c xfd y901 w20 h80"><div class="t m0 x36 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">584 634 </div></div><div class="c x8 y902 wf2 h30"><div class="t m0 xd h8 y122 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytułu </div><div class="t m0 xd h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c xd2 y902 wf3 h30"><div class="t m0 x55 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">3 430 </div></div><div class="c xfa y902 wf4 h30"><div class="t m0 x9 h8 y123 ff3 fs3 fc0 sc0 ls7 ws0">(2<span class="ls0"> 470) </span></div></div><div class="c xc5 y902 wf7 h30"><div class="t m0 x52 h8 y123 ff3 fs3 fc0 sc0 ls4 ws0">292<span class="ls0"> </span></div></div><div class="c xff y902 wf8 h30"><div class="t m0 x37 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y902 wf6 h30"><div class="t m0 x6c h8 y123 ff3 fs3 fc0 sc0 ls4 ws0">205<span class="ls0"> </span></div></div><div class="c x101 y902 wf9 h30"><div class="t m0 x36 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">(153) </div></div><div class="c xfd y902 w20 h30"><div class="t m0 x53 h8 y123 ff3 fs3 fc0 sc0 ls0 ws0">1 304 </div></div><div class="c x8 y903 wf2 h26"><div class="t m0 xd h8 y104 ff4 fs3 fc0 sc0 ls0 ws0">Gwarancje, poręczenia<span class="ff3"> </span></div></div><div class="c xd2 y903 wf3 h26"><div class="t m0 x17 h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">408<span class="ls0"> </span></div></div><div class="c xfa y903 wf4 h26"><div class="t m0 xfe h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y903 wf7 h26"><div class="t m0 x93 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y903 wf8 h26"><div class="t m0 x37 h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y903 wf6 h26"><div class="t m0 x8 h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">18<span class="ls0"> </span></div></div><div class="c x101 y903 wf9 h26"><div class="t m0 x1a h8 y104 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xfd y903 w20 h26"><div class="t m0 x20 h8 y104 ff3 fs3 fc0 sc0 ls4 ws0">426<span class="ls0"> </span></div></div><div class="c x8 y904 wf2 h11"><div class="t m0 xd h14 y9f ff7 fs3 fc0 sc0 ls0 ws0">Razem zobowiązania </div><div class="t m0 xd h14 y9e ff7 fs3 fc0 sc0 ls0 ws0">wynikające z działalności </div><div class="t m0 xd h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">finansowej </div></div><div class="c xd2 y904 wf3 h11"><div class="t m0 x38 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">527 917 </div></div><div class="c xfa y904 wf4 h11"><div class="t m0 x47 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">3 128 </div></div><div class="c xc5 y904 wf7 h11"><div class="t m0 x52 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">292 </div></div><div class="c xff y904 wf8 h11"><div class="t m0 x25 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">(230) </div></div><div class="c x100 y904 wf6 h11"><div class="t m0 x21 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">50 229 </div></div><div class="c x101 y904 wf9 h11"><div class="t m0 x38 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">5 028 </div></div><div class="c xfd y904 w20 h11"><div class="t m0 x38 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0">586 364 </div></div><div class="c x0 y1 w13 h36"><div class="t m0 x8 h6 y905 ff3 fs0 fc0 sc0 ls0 ws0">*dotyczy prowizji od <span class="_ _0"></span>udzielenia kredy<span class="_ _0"></span>tu </div></div></div><div class="pi"></div></div>
<div id="pf4d" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc4d w0 h0"><img src="data:image/png;base64,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" class="bi x5 y906 w4 hed" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x1 hc y35 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">77<span class="ls0"> </span></div><div class="t m0 x4a h4f y5c8 ff6 fs5 fc0 sc0 ls3 ws0">34.4.<span class="ffc ls0"> <span class="_ _1a"> </span><span class="ff6">Zabezpieczenia </span></span></div><div class="t m0 x8 h6 y907 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>2022 <span class="_ _5"></span>roku <span class="_ _5"></span>ramach<span class="_ _0"></span> <span class="_ _5"></span>umowy <span class="_ _5"></span>kredytowej S<span class="_ _5"></span>p<span class="_ _0"></span>ółka <span class="_ _5"></span>zawarła <span class="_ _5"></span>kontrakt<span class="_ _0"></span> <span class="_ _7"></span>ty<span class="_ _0"></span>pu <span class="_ _5"></span>interest <span class="_ _5"></span>rate <span class="_ _5"></span>swap<span class="_ _0"></span>, <span class="_ _7"></span>d<span class="_ _0"></span>zięki </div><div class="t m0 x8 h6 y908 ff3 fs0 fc0 sc0 ls0 ws0">czemu <span class="ff4">połowa kredyt<span class="_ _0"></span>u zabezpieczona jest pr<span class="_ _0"></span>zed zmianą stóp procent<span class="_ _0"></span>owych. W 2023 roku p<span class="_ _0"></span>o </span></div><div class="t m0 x8 h6 y7fa ff4 fs0 fc0 sc0 ls0 ws0">uruchomieniu <span class="_ _14"> </span>kolejnej <span class="_ _14"> </span>transzy <span class="_ _14"> </span>kredytu <span class="_ _14"> </span>Spółka <span class="_ _14"> </span>zawarła <span class="_ _14"> </span>kontrakt <span class="_ _14"> </span>typu <span class="_ _1a"> </span>i<span class="_ _0"></span>nterest <span class="_ _14"> </span>rate <span class="_ _1a"> </span>swa<span class="_ _0"></span>p </div><div class="t m0 x8 h6 y47a ff4 fs0 fc0 sc0 ls0 ws0">zabezpieczający<span class="_ _0"></span> <span class="_ _22"> </span>połow<span class="_ _0"></span>ę <span class="_ _22"> </span>urucho<span class="_ _0"></span>mionej <span class="_ _22"> </span>t<span class="_ _0"></span>ranszy. <span class="_ _1e"> </span>W <span class="_ _22"> </span>maju<span class="_ _0"></span> <span class="_ _22"> </span>202<span class="_ _0"></span>3 <span class="_ _22"> </span>nas<span class="_ _0"></span>tąpiło <span class="_ _1e"> </span>zwiększenie </div><div class="t m0 x8 h6 y7fb ff3 fs0 fc0 sc0 ls0 ws0">zabezpieczenia <span class="_ _1a"> </span>IRS <span class="_ _1a"> </span>d<span class="_ _0"></span>o <span class="_ _1a"> </span>75% <span class="_ _1a"> </span>ekspozycji<span class="_ _0"></span> <span class="_ _1a"> </span>kredytu.<span class="_ _0"></span> <span class="_ _1a"> </span><span class="ff4">Wartość <span class="_ _1a"> </span>instrumentu <span class="_ _1a"> </span>za<span class="_ _0"></span>bezpieczającego </span></div><div class="t m0 x8 h6 y7fc ff4 fs0 fc0 sc0 ls0 ws0">została zaprezentowana<span class="_ _0"></span> w nocie 26.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h41 y909 ff6 fs6 fc0 sc0 ls0 ws0">35.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Zarządzanie<span class="_ _5"></span> kapitałem<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y90a ff4 fs0 fc0 sc0 ls0 ws0">Zarządzania <span class="_ _9"></span>kapitałem <span class="_ _9"></span>odbywa <span class="_ _9"></span>się <span class="_ _9"></span>na <span class="_ _0"></span>poziomie <span class="_ _9"></span>Grupy <span class="_ _0"></span>Kapi<span class="_ _0"></span>tałowej. <span class="_ _0"></span>Dział<span class="_ _0"></span>ania <span class="_ _9"></span>Zarządu <span class="_ _0"></span>Spółki </div><div class="t m0 x8 h6 y90b ff4 fs0 fc0 sc0 ls0 ws0">koncentrują  się  na<span class="_ _0"></span>  utrzymaniu  dobreg<span class="_ _0"></span>o  ratingu  kredy<span class="_ _0"></span>towego <span class="_ _a"> </span><span class="ff3 lsf">i  </span>bezpiec<span class="_ _0"></span>znych  wskaźnik<span class="_ _0"></span>ów </div><div class="t m0 x8 h6 y437 ff4 fs0 fc0 sc0 ls0 ws0">kapitałowych Grupy Kap<span class="_ _0"></span>itałowej.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y20b ff4 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _5"></span>zarządza<span class="_ _0"></span> <span class="_ _5"></span>strukturą<span class="_ _0"></span> <span class="_ _5"></span>kapitałową i <span class="_ _5"></span>w <span class="_ _5"></span>wynik<span class="_ _0"></span>u <span class="_ _5"></span>zmian warunków <span class="_ _5"></span>ekonomi<span class="_ _0"></span>cznych <span class="_ _5"></span>wprowadza<span class="_ _0"></span> </div><div class="t m0 x8 h6 y20c ff3 fs0 fc0 sc0 ls0 ws0">do <span class="_ _5"></span>niej z<span class="_ _5"></span>mian<span class="_ _0"></span>y. <span class="_ _5"></span>W <span class="ff4">celu utrzymania <span class="_ _5"></span>lub skorygowania <span class="_ _5"></span>struktury <span class="_ _5"></span>kapitałowej, akcjonariusze <span class="_ _5"></span>mogą<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y20d ff4 fs0 fc0 sc0 ls0 ws0">podjąć decyzję o wy<span class="_ _0"></span>płacie dywi<span class="_ _0"></span>dendy, zwrocie ka<span class="_ _0"></span>pitału lub dodatkowej <span class="_ _0"></span>emisji <span class="_ _0"></span><span class="ff3">akcji. </span></div><div class="t m0 x8 h6 y90c ff4 fs0 fc0 sc0 ls0 ws0">W ramach Grupy Kapi<span class="_ _0"></span>tałowej anali<span class="_ _0"></span>zowane są następując<span class="_ _0"></span>e wskaźniki zadłu<span class="_ _0"></span>żenia:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y90d ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff4">Dług netto / EBITD<span class="_ _0"></span>A,</span> </div><div class="t m0 x8 h6 y90e ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff4">Dług netto / Kapitały<span class="_ _0"></span> własne.<span class="_ _0"></span></span> </div><div class="t m0 x8 h6 y518 ff4 fs0 fc0 sc0 ls0 ws0">Wartości <span class="_ _1a"> </span>wspomnia<span class="_ _0"></span>nych <span class="_ _1a"> </span>wyżej <span class="_ _14"> </span>wskaźników <span class="_ _1a"> </span>na <span class="_ _1a"> </span>dzień<span class="_ _0"></span> <span class="_ _1a"> </span>31 <span class="_ _1a"> </span>grudnia <span class="_ _1a"> </span>20<span class="_ _0"></span><span class="ff3">23 <span class="_ _14"> </span></span>roku <span class="_ _19"> </span>znajd<span class="_ _0"></span>ują <span class="_ _1a"> </span>się </div><div class="t m0 x8 h6 y90f ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">przedziałach wy<span class="_ _0"></span>maganyc<span class="_ _0"></span>h przez umowy finansujące działa<span class="_ _0"></span>lność <span class="_ _0"></span>Spółki.<span class="_ _0"></span></span> </div><div class="t m0 x8 h41 y52 ff6 fs6 fc0 sc0 ls0 ws0">36.<span class="ffc"> <span class="_ _1b"> </span></span>Struktura zatr<span class="_ _5"></span>udnienia </div><div class="t m0 x8 h6 y910 ff4 fs0 fc0 sc0 ls0 ws0">Przeciętne <span class="_ _19"> </span>zatrudnienie <span class="_ _19"> </span>w  Spółc<span class="_ _0"></span>e <span class="_ _a"> </span>w <span class="_ _19"> </span>roku <span class="_ _a"> </span>zak<span class="_ _0"></span>ończonym <span class="_ _19"> </span>dnia <span class="_ _a"> </span>31 <span class="_ _19"> </span>grudnia <span class="_ _1a"> </span><span class="ff3 ls2">20<span class="ls0">23 <span class="_ _a"> </span>rok<span class="_ _0"></span>u <span class="_ _a"> </span>ora<span class="_ _0"></span>z </span></span></div><div class="t m0 x8 h6 y1a4 ff3 fs0 fc0 sc0 ls2 ws0">31<span class="ls0"> grudnia </span>20<span class="ls0">22 <span class="ff4">rok<span class="_ _0"></span>u kształtowało się n<span class="_ _0"></span>astępując<span class="_ _0"></span>o:</span> </span></div></div><div class="c x8 y911 wfa h48"><div class="t m0 x11 h8 y9e ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y911 wfb h48"><div class="t m0 x59 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0"> <span class="ff7">rok zakończony</span> </div><div class="t m0 x9e h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2023 </div></div><div class="c x103 y911 wfc h48"><div class="t m0 x59 h14 y9e ff6 fs3 fc0 sc0 ls0 ws0"> <span class="ff7">rok zakończony</span> </div><div class="t m0 x9e h14 ya0 ff6 fs3 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x8 y912 wfa hee"><div class="t m0 x11 h8 y2e9 ff4 fs3 fc0 sc0 ls0 ws0">Zarząd<span class="ff3"> </span></div></div><div class="c x102 y912 wfb hee"><div class="t m0 x12 h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">3,00 et </div></div><div class="c x103 y912 wfc hee"><div class="t m0 x12 h8 y10e ff3 fs3 fc0 sc0 ls0 ws0">3,00 et </div></div><div class="c x8 y913 wfa hbd"><div class="t m0 x11 h8 ya6 ff3 fs3 fc0 sc0 ls0 ws0">Pozostali </div></div><div class="c x102 y913 wfb hbd"><div class="t m0 x12 h8 y2e9 ff3 fs3 fc0 sc0 ls0 ws0">9,00 et </div></div><div class="c x103 y913 wfc hbd"><div class="t m0 x12 h8 y2e9 ff3 fs3 fc0 sc0 ls0 ws0">8,00 et </div></div><div class="c x8 y914 wfa hbc"><div class="t m0 x11 h14 y2e9 ff6 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x102 y914 wfb hbc"><div class="t m0 x5 h14 y10e ff6 fs3 fc0 sc0 ls0 ws0">12,00 et </div></div><div class="c x103 y914 wfc hbc"><div class="t m0 x5 h14 y10e ff6 fs3 fc0 sc0 ls0 ws0">11,00 et </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h41 y915 ff6 fs6 fc0 sc0 ls0 ws0">37.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Wpływ sytuacji <span class="_ _5"></span>makroekonomic<span class="_ _5"></span>znej, konfliktu zbrojn<span class="_ _5"></span>ego na </span></span></div><div class="t m0 x5d he y916 ff6 fs6 fc0 sc0 ls0 ws0">Ukrainie oraz k<span class="_ _5"></span>westii klimatycznych<span class="_ _5"></span> na sprawozdanie<span class="_ _5"></span> </div><div class="t m0 x5d he y12a ff6 fs6 fc0 sc0 ls0 ws0">finansowe </div><div class="t m0 x8 h6 y7f6 ff4 fs0 fc0 sc0 ls0 ws0">W związku z trwają<span class="_ _0"></span>cym konfliktem zbrojny<span class="_ _0"></span>m w Ukrain<span class="_ _0"></span>ie wraz z sankcjami na<span class="_ _0"></span>łożonymi w związk<span class="_ _0"></span>u </div><div class="t m0 x8 h6 y917 ff4 fs0 fc0 sc0 ls0 ws0">z <span class="_ _17"> </span>tym <span class="_ _17"> </span>konfliktem <span class="_ _17"> </span>iden<span class="_ _0"></span>tyfikowane <span class="_ _17"> </span>są <span class="_ _17"> </span>zarówno <span class="_ _17"> </span>w<span class="ff3"> <span class="_ _0"></span></span>gospodarce <span class="_ _17"> </span>krajowej <span class="_ _17"> </span>ja<span class="_ _0"></span>k <span class="_ _17"> </span>również <span class="_ _17"> </span>światowej </div><div class="t m0 x8 h6 y918 ff4 fs0 fc0 sc0 ls0 ws0">różnego <span class="_ _1a"> </span>rodzaj<span class="_ _0"></span>u <span class="_ _1a"> </span>napięcia<span class="_ _0"></span>, <span class="_ _1a"> </span>obejmujące <span class="_ _1a"> </span>m.i<span class="_ _0"></span>n <span class="_ _1a"> </span>zakłócenia<span class="_ _0"></span> <span class="_ _1a"> </span>w <span class="_ _1a"> </span>dostawac<span class="_ _0"></span>h <span class="_ _1a"> </span>materi<span class="_ _0"></span>ałów <span class="_ _1a"> </span>or<span class="_ _0"></span><span class="ff3">az </span></div></div></div><div class="pi"></div></div>
<div id="pf4e" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc4e w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x1 hc y35 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">78<span class="ls0"> </span></div><div class="t m0 x8 h6 y65 ff4 fs0 fc0 sc0 ls0 ws0">świadczenia <span class="_ _11"></span>usług <span class="_ _11"></span>przez <span class="_ _11"></span>podwykonawców, <span class="_ _11"></span>mogąc<span class="_ _0"></span>ych <span class="_ _11"></span>wynikać <span class="_ _11"></span>m.in <span class="_ _9"></span>z <span class="_ _11"></span>mniejszej <span class="_ _11"></span>dostępności </div><div class="t m0 x8 h6 y189 ff4 fs0 fc0 sc0 ls0 ws0">pracowników <span class="_ _19"> </span>w <span class="_ _19"> </span>sektorz<span class="_ _0"></span>e <span class="_ _19"> </span>budowlanym. <span class="_ _19"> </span>Powyżs<span class="_ _0"></span>ze <span class="_ _19"> </span>ryzyka <span class="_ _19"> </span>nie <span class="_ _19"> </span>miały <span class="_ _19"> </span>istotnego <span class="_ _19"> </span>wpływu <span class="_ _19"> </span>na </div><div class="t m0 x8 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">działalność Spółki<span class="ff3">.<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y3d2 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"> </span>okresie<span class="_ _0"></span> <span class="_ _1a"> </span>sprawozdaw<span class="_ _0"></span>czym <span class="_ _1a"> </span>nastąp<span class="_ _0"></span>ił <span class="_ _1a"> </span>także<span class="_ _0"></span> <span class="_ _1a"> </span>istotny <span class="_ _14"> </span>wzrost <span class="_ _1a"> </span>stóp<span class="_ _0"></span> <span class="_ _1a"> </span>proce<span class="_ _0"></span>ntowych <span class="_ _1a"> </span>NB<span class="_ _0"></span>P <span class="_ _1a"> </span>ora<span class="_ _0"></span>z </div><div class="t m0 x8 h6 y3b3 ff4 fs0 fc0 sc0 ls0 ws0">zaostrzenie kryteriów oceny zdolności kredytowej klientów, co <span class="_ _5"></span>miało bezpośredni<span class="_ _0"></span>e przełożenie </div><div class="t m0 x8 h6 y1e0 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>zmni<span class="_ _0"></span>ejszenie <span class="_ _0"></span>dostępn<span class="_ _0"></span>ości <span class="_ _0"></span>kredy<span class="_ _0"></span>tów <span class="_ _0"></span>hipoteczn<span class="_ _0"></span>ych <span class="_ _0"></span>i <span class="_ _9"></span>wynikające <span class="_ _9"></span>z <span class="_ _0"></span>tego <span class="_ _9"></span>zmiany <span class="_ _9"></span>zach<span class="_ _0"></span><span class="ff3">owan<span class="_ _0"></span>ia </span></div><div class="t m0 x8 h6 y1bd ff4 fs0 fc0 sc0 ls0 ws0">klientów, <span class="_ _1c"> </span>które  skutkowały <span class="_ _1c"> </span>m.in  spadkami <span class="_ _1c"> </span>sprzedaży  mieszkań <span class="_ _18"> </span>n<span class="_ _0"></span>a <span class="_ _18"> </span>ry<span class="_ _0"></span>nku <span class="_ _1c"> </span>w <span class="_ _1c"> </span>Polsce,  wzrostu </div><div class="t m0 x8 h6 y1e1 ff4 fs0 fc0 sc0 ls0 ws0">kosztów <span class="_ _19"> </span>fina<span class="_ _0"></span>nsowania <span class="_ _19"> </span>dzia<span class="_ _0"></span>łalności, <span class="_ _19"> </span>hamowan<span class="_ _0"></span>iem <span class="_ _19"> </span>podaży <span class="_ _1a"> </span>i <span class="_ _19"> </span>liczby<span class="_ _0"></span> <span class="_ _19"> </span>nowo <span class="_ _19"> </span>rozpoc<span class="_ _0"></span>zynanych </div><div class="t m0 x8 h6 y1e2 ff3 fs0 fc0 sc0 ls0 ws0">inwestycji. <span class="_ _10"> </span>Do <span class="_ _10"> </span>dnia <span class="_ _10"> </span>zatwierdzen<span class="_ _0"></span>ia <span class="_ _13"> </span>skons<span class="_ _0"></span>olidowanego <span class="_ _10"> </span>spraw<span class="_ _0"></span>ozdania <span class="_ _13"> </span>fi<span class="_ _0"></span>nansowego <span class="_ _10"> </span>Zarz<span class="_ _0"></span><span class="ff4">ąd <span class="_ _10"> </span>nie<span class="_ _0"></span> </span></div><div class="t m0 x8 h6 y339 ff4 fs0 fc0 sc0 ls0 ws0">zidentyfikował  ist<span class="_ _0"></span>otnego  negatywn<span class="_ _0"></span>ego  wpływu  obecn<span class="_ _0"></span>ej  sytuacji  rynk<span class="_ _0"></span>owej  na  działa<span class="_ _0"></span>lność </div><div class="t m0 x8 h6 y33a ff4 fs0 fc0 sc0 ls0 ws0">Spółki. <span class="_ _1d"> </span>Powy<span class="_ _0"></span>ższe <span class="_ _1d"> </span>ryzyka<span class="_ _0"></span> <span class="_ _1d"> </span>nie <span class="_ _6"> </span>mają <span class="_ _1d"> </span>istotnego<span class="_ _0"></span> <span class="_ _1d"> </span>wpływu <span class="_ _6"> </span>na <span class="_ _1d"> </span>kwestie <span class="_ _6"> </span>związane <span class="_ _1d"> </span>z <span class="_ _6"> </span>wyceną </div><div class="t m0 x8 h6 y919 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">prezentacją da<span class="_ _0"></span>nych w niniejszy<span class="_ _0"></span>m skonsolidowanym sprawozdani<span class="_ _0"></span>u finansowym. <span class="_ _9"></span></span> </div><div class="t m0 x8 h6 y1e6 ff4 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _13"></span>Spółki<span class="ff3"> <span class="_ _10"> </span></span>na <span class="_ _13"> </span>bi<span class="_ _0"></span>eżąco <span class="_ _13"></span>monitoruje <span class="_ _13"> </span>wpły<span class="_ _0"></span>w <span class="_ _13"></span>po<span class="_ _0"></span>wyższych <span class="_ _13"></span>czynnik<span class="_ _0"></span>ów <span class="_ _13"></span>opisanyc<span class="_ _0"></span>h <span class="_ _13"></span>w <span class="_ _13"></span>akapitach </div><div class="t m0 x8 h6 y33c ff4 fs0 fc0 sc0 ls0 ws0">powyżej <span class="_ _11"></span>oraz <span class="_ _11"></span>innych <span class="_ _11"></span>poten<span class="_ _0"></span>cjalnych <span class="_ _11"></span>negatywn<span class="_ _0"></span>ych <span class="_ _9"></span>czy<span class="_ _0"></span>nników <span class="_ _11"></span>gospodarcz<span class="_ _0"></span>ych <span class="_ _11"></span>na <span class="_ _11"></span>działalność </div><div class="t m0 x8 h6 y91a ff4 fs0 fc0 sc0 ls0 ws0">operacyjną Spółki<span class="_ _0"></span><span class="ff3"> oraz jej wy<span class="_ _0"></span>niki. </span></div><div class="t m0 x8 h6 y1e9 ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _0"></span></span>nie <span class="_ _0"></span>prowadzi<span class="_ _0"></span> <span class="_ _0"></span>inwestycji <span class="_ _0"></span>na <span class="_ _9"></span>terytorium <span class="_ _0"></span>Ukrainy, <span class="_ _0"></span>Rosji <span class="_ _0"></span>lub <span class="_ _0"></span>Bi<span class="_ _0"></span>ałorusi <span class="_ _0"></span>ani <span class="_ _0"></span>nie <span class="_ _0"></span>posiada <span class="_ _0"></span>i<span class="_ _0"></span>nnych </div><div class="t m0 x8 h6 y1ea ff4 fs0 fc0 sc0 ls0 ws0">aktywów zlokali<span class="_ _0"></span>zowanych w krajach<span class="_ _0"></span> objętych konfliktem zbrojny<span class="_ _0"></span>m.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x8 h6 y326 ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _17"> </span></span>obserw<span class="_ _0"></span>uje <span class="_ _10"> </span>ro<span class="_ _0"></span>snące <span class="_ _17"> </span>zainteres<span class="_ _0"></span>owanie <span class="_ _17"> </span>inwestorów, <span class="_ _17"> </span>instyt<span class="_ _0"></span>ucji <span class="_ _17"> </span>finansowych, <span class="_ _17"> </span>regulat<span class="_ _0"></span>orów </div><div class="t m0 x8 h6 y3bc ff4 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _1f"> </span>poz<span class="_ _0"></span>ostałych <span class="_ _26"> </span>użytkowników <span class="_ _26"> </span>spraw<span class="_ _0"></span>ozdań <span class="_ _26"> </span>finansowych <span class="_ _26"> </span>zagadnieniami<span class="_ _0"></span> <span class="_ _1f"> </span>zwią<span class="_ _0"></span>zanymi </div><div class="t m0 x8 h6 y3bd ff3 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">klimatem i ich<span class="_ _0"></span> potencjalnym wpły<span class="_ _0"></span>wem na sytuację fi<span class="_ _0"></span>nansową i wyniki fi<span class="_ _0"></span>nansowe spółek.<span class="_ _9"></span></span> </div><div class="t m0 x8 h6 y91b ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> </span>jest narażona n<span class="_ _0"></span>a ryzyko kli<span class="_ _0"></span>matyczne, w tym:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4e h42 y585 fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">ryzy<span class="_ _0"></span>ko <span class="_ _16"> </span>fizyczne <span class="_ _16"> </span>(n<span class="_ _0"></span>p. <span class="_ _16"> </span>ryzyko <span class="_ _16"> </span>wy<span class="_ _0"></span>nikające <span class="_ _33"> </span>z <span class="_ _16"> </span>częstszych/powa<span class="_ _0"></span>żniejszych <span class="_ _33"> </span>zdarzeń </span></span></div><div class="t m0 x6f h6 y32b ff4 fs0 fc0 sc0 ls0 ws0">pogodowych <span class="_ _14"> </span>m<span class="_ _0"></span>ogących <span class="_ _14"> </span>mieć<span class="_ _0"></span> <span class="_ _14"> </span>wpływ <span class="_ _14"> </span>na <span class="_ _14"> </span>ha<span class="_ _0"></span>rmonogram <span class="_ _14"> </span>p<span class="_ _0"></span>rac <span class="_ _14"> </span>w <span class="_ _14"> </span>re<span class="_ _0"></span>alizowanych </div><div class="t m0 x6f h6 y32c ff3 fs0 fc0 sc0 ls0 ws0">projektach deweloper<span class="_ _0"></span>skich <span class="ff4">w spółk<span class="_ _0"></span>ach zależnych<span class="_ _0"></span></span><span class="ls1c">),</span> </div><div class="t m0 x4e h42 y17c fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">ryzy<span class="_ _0"></span>ko <span class="_ _5"></span>związane z transformacją gospodarczą z <span class="_ _5"></span>przejściem na mniej <span class="_ _5"></span>zaniecz<span class="_ _0"></span>yszczającą </span></span></div><div class="t m0 x6f h6 y91c ff4 fs0 fc0 sc0 ls0 ws0">i <span class="_ _20"> </span>niskoemisyjną <span class="_ _20"> </span>gospod<span class="_ _0"></span>arkę, <span class="_ _20"> </span>w <span class="_ _14"> </span>ty<span class="_ _0"></span>m <span class="_ _20"> </span>gospodarkę <span class="_ _20"> </span>obiegu <span class="_ _20"> </span>zamkni<span class="_ _0"></span>ętego <span class="_ _20"> </span>i <span class="_ _20"> </span>procesy </div><div class="t m0 x6f h6 y74c ff3 fs0 fc0 sc0 ls0 ws0">dekarbonizacji<span class="_ _0"></span> </div><div class="t m0 x4e h42 y3ab fff fs0 fc0 sc0 ls0 ws0">•<span class="ffb"> <span class="_ _1b"> </span><span class="ff4">ryzy<span class="_ _0"></span>ko <span class="_ _7"></span>pra<span class="_ _0"></span>wne <span class="_ _5"></span>związane <span class="_ _5"></span>z <span class="_ _5"></span>koniecznością <span class="_ _5"></span>dostos<span class="_ _0"></span>owania <span class="_ _5"></span>do <span class="_ _5"></span>zmieniający<span class="_ _0"></span>ch <span class="_ _7"></span>się <span class="_ _5"></span>przepi<span class="_ _0"></span>sów </span></span></div><div class="t m0 x6f h6 y91d ff4 fs0 fc0 sc0 ls0 ws0">prawnych <span class="_ _16"> </span>w <span class="_ _1f"> </span>zakresie<span class="_ _0"></span> <span class="_ _26"> </span>zrównowa<span class="_ _0"></span>żonego <span class="_ _26"> </span>rozwoju <span class="_ _16"> </span>w <span class="_ _26"> </span>obszarze <span class="_ _26"> </span>śr<span class="_ _0"></span>odowiskowym,<span class="_ _0"></span> </div><div class="t m0 x6f h6 y91e ff4 fs0 fc0 sc0 ls0 ws0">społecznym i zarządc<span class="_ _0"></span>zym.<span class="ff3"> </span></div><div class="t m0 x8 h6 yf2 ff4 fs0 fc0 sc0 ls0 ws0">Powyższe <span class="_ _14"> </span>ryzyka <span class="_ _14"> </span>nie <span class="_ _1a"> </span>zma<span class="_ _0"></span>terializowały <span class="_ _14"> </span>się <span class="_ _14"> </span>w <span class="_ _1a"> </span>z<span class="_ _0"></span>akresie <span class="_ _14"> </span>mogącym <span class="_ _14"> </span>mieć <span class="_ _14"> </span>istotny <span class="_ _14"> </span>wpływ <span class="_ _1a"> </span>na </div><div class="t m0 x8 h6 y91f ff3 fs0 fc0 sc0 ls0 ws0">prezentowane  dane  finansowe  w  niniejszym  sprawozdaniu  finansowym.<span class="_ _0"></span>   W  ocenie  <span class="ff4">Spółki</span> </div><div class="t m0 x8 h6 y5c ff4 fs0 fc0 sc0 ls0 ws0">powyższe <span class="_ _0"></span>ryzyka<span class="_ _0"></span>, <span class="_ _0"></span>w <span class="_ _0"></span>szczególności<span class="_ _0"></span> <span class="_ _0"></span>te <span class="_ _0"></span>związane <span class="_ _9"></span>z <span class="_ _0"></span>transformacją<span class="_ _0"></span> <span class="_ _0"></span>gospodarc<span class="_ _0"></span>zą <span class="_ _0"></span>oraz <span class="_ _0"></span>regulac<span class="_ _0"></span>yjne </div><div class="t m0 x8 h6 y920 ff4 fs0 fc0 sc0 ls0 ws0">mogą  wywierać  wpływ  na  działalność  Spółki<span class="ff3">  </span>w  średnim  i  długim  okresie.  Spółka<span class="ff3">  </span>będ<span class="_ _0"></span>zie </div><div class="t m0 x8 h6 y855 ff4 fs0 fc0 sc0 ls0 ws0">podejmować <span class="_ _1d"> </span>odpowi<span class="_ _0"></span>ednie <span class="_ _1d"> </span>działan<span class="_ _0"></span>ia <span class="_ _1d"> </span>w <span class="_ _1d"> </span>celu <span class="_ _1d"> </span>dostosowania <span class="_ _1d"> </span>się <span class="_ _1d"> </span>do <span class="_ _1d"> </span>zmieni<span class="_ _0"></span>ającego <span class="_ _1d"> </span>się </div><div class="t m0 x8 h6 y21b ff4 fs0 fc0 sc0 ls0 ws0">otoczenia. <span class="_ _13"></span>Natomiast <span class="_ _13"></span>na <span class="_ _13"></span>chwil<span class="_ _0"></span>ę <span class="_ _11"></span>obec<span class="_ _0"></span>ną <span class="_ _11"></span>nie <span class="_ _13"> </span>przekładają <span class="_ _13"> </span>się <span class="_ _13"> </span>one <span class="_ _13"></span>na <span class="_ _13"></span>kwestie <span class="_ _13"></span>realizowalności<span class="_ _0"></span> </div><div class="t m0 x8 h6 y856 ff4 fs0 fc0 sc0 ls0 ws0">aktywów <span class="_ _22"> </span>ani <span class="_ _1e"> </span>wyceny <span class="_ _22"> </span>zobowiązań <span class="_ _22"> </span>zapre<span class="_ _0"></span>zentowanych <span class="_ _1e"> </span>w <span class="_ _22"> </span>niniejszym <span class="_ _1e"> </span>skonsolidowanym </div><div class="t m0 x8 h6 y3cd ff4 fs0 fc0 sc0 ls0 ws0">sprawozdaniu <span class="_ _19"> </span>finansowym. <span class="_ _19"> </span> <span class="_ _19"> </span>W <span class="_ _a"> </span>pr<span class="_ _0"></span>zypadku <span class="_ _19"> </span>zobowiązań <span class="_ _19"> </span>finansowych <span class="_ _19"> </span>na <span class="_ _19"> </span>dzień <span class="_ _19"> </span>niniejszego </div><div class="t m0 x8 h6 y921 ff4 fs0 fc0 sc0 ls0 ws0">dokumentu <span class="_ _10"> </span>oraz<span class="_ _0"></span> <span class="_ _10"> </span>na <span class="_ _10"> </span>poz<span class="_ _0"></span>ostałe <span class="_ _10"> </span>daty <span class="_ _10"> </span>b<span class="_ _0"></span>ilansowe <span class="_ _10"> </span>ni<span class="_ _0"></span>e <span class="_ _10"> </span>występowały <span class="_ _17"> </span>w <span class="_ _10"> </span>tych <span class="_ _17"> </span>umowach <span class="_ _10"> </span>k<span class="_ _0"></span>lauzule </div><div class="t m0 x8 h6 y922 ff4 fs0 fc0 sc0 ls0 ws0">związane z klimatem l<span class="_ _0"></span>ub zobowiązani<span class="_ _0"></span>ami klimatycznymi<span class="_ _0"></span>.<span class="ff3">  </span></div></div></div><div class="pi"></div></div>
<div id="pf4f" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc4f w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII=" class="bi x5 y32 w4 h7" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x1 hc y35 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">79<span class="ls0"> </span></div><div class="t m0 x8 h41 y37 ff6 fs6 fc0 sc0 ls0 ws0">38.<span class="ffc"> <span class="_ _1b"> </span><span class="ff7">Zdarzenia na<span class="_ _5"></span>stępujące po dniu bil<span class="_ _5"></span>ansowym<span class="ff6"> </span></span></span></div><div class="t m0 x8 h6 y5e4 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dni<span class="_ _0"></span>u <span class="_ _0"></span>18 <span class="_ _9"></span>styczni<span class="_ _0"></span>a <span class="_ _0"></span>2024 <span class="_ _9"></span>roku<span class="_ _0"></span> <span class="_ _0"></span>Grupa <span class="_ _9"></span>uruchomiła<span class="_ _0"></span> <span class="_ _0"></span>tr<span class="_ _0"></span>anszę <span class="_ _0"></span>fina<span class="_ _0"></span>nsowania <span class="_ _9"></span>w <span class="_ _9"></span>kwocie <span class="_ _9"></span>71,7 <span class="_ _9"></span>mln <span class="_ _9"></span>zł <span class="_ _9"></span>w </div><div class="t m0 x8 h6 y923 ff3 fs0 fc0 sc0 ls0 ws0">ramach aneksu z dnia 21<span class="_ _0"></span> grudnia 2023 r<span class="_ _0"></span>oku do umowy kredy<span class="_ _0"></span>towej.<span class="_ _0"></span> </div><div class="t m0 x8 h6 y924 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>1 <span class="_ _0"></span>marca<span class="_ _0"></span> <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _0"></span>AEREF <span class="_ _0"></span>V <span class="_ _0"></span>PL <span class="_ _0"></span>Investment <span class="_ _9"></span>S.à <span class="_ _0"></span>r.l<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>i <span class="_ _0"></span>AEREF <span class="_ _0"></span>V <span class="_ _9"></span>PL <span class="_ _0"></span>Inwestycje <span class="_ _0"></span>sp. <span class="_ _9"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>zawarły </div><div class="t m0 x8 h6 y925 ff4 fs0 fc0 sc0 ls0 ws0">umowę wniesienia <span class="_ _5"></span>aportu, na <span class="_ _7"></span>p<span class="_ _0"></span>odstawie której <span class="_ _5"></span>AE<span class="_ _0"></span>REF <span class="_ _5"></span>V PL <span class="_ _5"></span>Investment S.à <span class="_ _5"></span>r.l <span class="_ _5"></span>przeniósł<span class="_ _0"></span> <span class="_ _5"></span>na AEREF </div><div class="t m0 x8 h6 y926 ff4 fs0 fc0 sc0 ls0 ws0">V <span class="_ _0"></span>PL <span class="_ _0"></span>In<span class="_ _0"></span>westycje <span class="_ _9"></span>sp. <span class="_ _9"></span>z <span class="_ _0"></span>o.o.<span class="_ _0"></span> <span class="_ _0"></span>wszystkie <span class="_ _9"></span>posiada<span class="_ _0"></span>ne <span class="_ _0"></span>przez <span class="_ _9"></span>siebie <span class="_ _9"></span>akcje <span class="_ _9"></span>w <span class="_ _9"></span>Spółce, <span class="_ _9"></span>tj. <span class="_ _9"></span>27.760.000 <span class="_ _9"></span>akcji </div><div class="t m0 x8 h6 y927 ff3 fs0 fc0 sc0 ls0 ws0">oraz wszystkie prawa <span class="_ _0"></span><span class="ff4">z nimi związan<span class="_ _0"></span>e. </span> </div><div class="t m0 x8 h6 y4ef ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>dniu 8 <span class="_ _7"></span>marca<span class="_ _0"></span> <span class="_ _5"></span>2024 <span class="_ _5"></span>r. <span class="_ _5"></span>Murapol S<span class="_ _5"></span>.<span class="_ _0"></span>A. <span class="_ _5"></span>zawarł <span class="_ _5"></span>z <span class="_ _5"></span>banka<span class="_ _0"></span>mi <span class="_ _5"></span>Bank Polska <span class="_ _7"></span>Ka<span class="_ _0"></span>sa <span class="_ _5"></span>Opieki <span class="_ _5"></span>S.A. <span class="_ _5"></span>i S<span class="_ _5"></span>antan<span class="_ _0"></span>der </div><div class="t m0 x8 h6 y6b1 ff4 fs0 fc0 sc0 ls0 ws0">Bank Polska S.A. <span class="_ _5"></span>aneks do umowy kredytowej, na mocy którego w o<span class="_ _5"></span>kre<span class="_ _0"></span>sie po 30 czerwca <span class="_ _5"></span>20<span class="_ _0"></span>25 </div><div class="t m0 x8 h6 y844 ff4 fs0 fc0 sc0 ls0 ws0">r. <span class="_ _9"></span>do <span class="_ _11"></span>całkowitej <span class="_ _11"></span>spłaty <span class="_ _9"></span>kr<span class="_ _0"></span>edytu <span class="_ _9"></span>tj.<span class="_ _0"></span> <span class="_ _9"></span>30 <span class="_ _11"></span>czerwca <span class="_ _11"></span>2026 <span class="_ _9"></span>r. <span class="_ _11"></span>możliwa <span class="_ _11"></span>będzie <span class="_ _9"></span>wy<span class="_ _0"></span>p<span class="_ _0"></span>łata <span class="_ _11"></span>dywidendy<span class="_ _0"></span> <span class="_ _9"></span>do </div><div class="t m0 x8 h6 y928 ff4 fs0 fc0 sc0 ls0 ws0">łącznej <span class="_ _11"></span>k<span class="_ _0"></span>woty <span class="_ _11"></span>122 <span class="_ _13"></span>mln <span class="_ _11"></span>PLN. <span class="_ _11"></span>Pr<span class="_ _0"></span>zed <span class="_ _11"></span>zawarciem <span class="_ _13"></span>aneksu <span class="_ _13"></span>wypłaty <span class="_ _13"></span>dywidendy <span class="_ _11"></span>w <span class="_ _13"></span>wyżej <span class="_ _13"></span>opisanym </div><div class="t m0 x8 h6 y929 ff4 fs0 fc0 sc0 ls0 ws0">okresie dozwolone<span class="_ _0"></span> były tylko za zg<span class="_ _0"></span>odą banków Ban<span class="_ _0"></span>k Polska Kasa Opieki<span class="_ _0"></span> S.A. i Santander B<span class="_ _0"></span>ank </div><div class="t m0 x8 h6 y92a ff3 fs0 fc0 sc0 ls0 ws0">Polska S.A. </div></div></div><div class="pi"></div></div>
<div id="pf50" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc50 w0 h0"><img src="data:image/png;base64,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" class="bi x5 y92b w4 hef" alt="" /><div class="c x0 y1 w2 h0"><div class="t m0 x6 h8 y33 ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="fc2">Murapol S.A.</span>  </div><div class="t m0 x7 h8 y34 ff4 fs3 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff3">23 </span>roku (w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 x1 hc y35 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h6 y99 ff3 fs0 fc0 sc0 ls2 ws0">80<span class="ls0"> </span></div><div class="t m0 x8 he y9a ff6 fs6 fc0 sc0 ls0 ws0">Podpisy </div><div class="t m0 x8 hf y4eb ff7 fs5 fc0 sc0 ls3 ws0">Podpis osoby sporządzającej Sprawozdanie Finansowe<span class="ff6 ls0"> </span></div><div class="t m0 x8 hc y83f ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y92c w86 hf0"><div class="t m0 x11 h6 y92d ff4 fs0 fc0 sc0 ls0 ws0">Grzegorz Ryguła<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x11 h6 y353 ff4 fs9 fc5 sc0 ls0 ws0">Dyrektor ds. Spra<span class="_ _5"></span>wozdawczości<span class="ff3 fs0 fc0"> </span></div></div><div class="c x105 y92c wfd hf0"><div class="t m0 x2 h49 y1a2 ff3 fsa fc5 sc0 ls0 ws0">Podpis<span class="fc0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 hc y92e ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 hf y92f ff7 fs5 fc0 sc0 ls3 ws0">Podpisy Członków Zarządu<span class="ff6 ls0"> </span></div><div class="t m0 x8 hc y930 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y931 w86 h98"><div class="t m0 x11 h6 y932 ff3 fs0 fc0 sc0 ls0 ws0">Nikodem Iskra<span class="_ _0"></span> </div><div class="t m0 x11 h6 y933 ff4 fs9 fc5 sc0 ls0 ws0">Prezes Zarządu<span class="ff3 fs0 fc0"> </span></div></div><div class="c x105 y931 wfd h98"><div class="t m0 x2 h49 y1a2 ff3 fsa fc5 sc0 ls0 ws0">Podpis<span class="fc0"> </span></div></div><div class="c x104 y827 wfe hf0"><div class="t m0 x11 h6 y934 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y827 wff hf0"><div class="t m0 x37 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y661 w86 hf0"><div class="t m0 x11 h6 y92d ff4 fs0 fc0 sc0 ls0 ws0">Przemysław Kromer<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x11 h6 y353 ff4 fs9 fc5 sc0 ls0 ws0">Członek Zarządu<span class="_ _5"></span><span class="ff3 fs0 fc0"> </span></div></div><div class="c x105 y661 wfd hf0"><div class="t m0 x2 h49 y1a2 ff3 fsa fc5 sc0 ls0 ws0">Podpis<span class="fc0"> </span></div></div><div class="c x104 y935 wfe hf0"><div class="t m0 x11 h6 y936 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y935 wff hf0"><div class="t m0 x37 h49 y1a2 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y342 w86 h98"><div class="t m0 x11 h6 y937 ff3 fs0 fc0 sc0 ls0 ws0">Iwona Sroka </div><div class="t m0 x11 h6 y938 ff4 fs9 fc5 sc0 ls0 ws0">Członek Zarządu<span class="_ _5"></span><span class="ff3 fs0 fc0"> </span></div></div><div class="c x105 y342 wfd h98"><div class="t m0 x2 h49 y939 ff3 fsa fc5 sc0 ls0 ws0">Podpis<span class="fc0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 hc y93a ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 hc y5bf ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 hc y93b ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 hc y93c ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 hc y93d ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 hc yea ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 hc y420 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y93e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y93f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y669 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y444 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y940 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y40b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y2db ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y941 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y942 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y943 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y63b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y944 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y945 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y21c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y946 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y947 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x91 h6 y63 ff3 fs0 fc0 sc0 ls0 ws0">Bielsko-<span class="ff4">Bia<span class="_ _0"></span>ła, </span>29 marca <span class="ls2">202</span>4 rok<span class="_ _0"></span>u </div></div></div><div class="pi"></div></div>
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