Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lutz_Rastaetter_071018_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 14, 2015 |
Start Time | | 2015/03/14 00:00 |
End Time | | 2015/03/21 00:00 |
Key Words | | RCM |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -6.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.67 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 114.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Lutz_Rastaetter_071018_1 |
Minimum Dst Value | | -228 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-B for time period of this run.
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0adPEWciVDckoNjb2n//8Z0pKik40djpQn7VzzJgxRLb7+/v36NFDbF5lZWUjRozwE4iOjpaugwWBBQAAwJcgXdWjR4+qONNff/315Zdf1onATgfKip3mwk77AAAAUEPxVlelny87HSgrdpoLO+0DAABADQUCy7uwYqe5sNM+AAAA1FAgsLwLK3aaCzvtAwAAQA0FAsu7sGKnubDTPgAAANRQKt5ViUswPPnkk88991yXLl3S0tIqmC87HSgrdpoLO+0DAABADcUUgUU9paWlN2/eHDZsWEhISAXzZacDZcVOc2GnfQAAAKih6HRVOUeP5p09624KeXl5zzzzDPG89957ixYtEsMXLlxIQozk63KvL8GKnebCTvsAAABQQ9HqqtK3bbNyHHEuNZZ0BOvWrVvR0dGNGjUim0VFRQ0bNly9ejXxr1q1ivjF7/zq5Gtkry/Bip3mwk77AAAAUEPR6qrSbDYqsLIPHXKZghR/f//Tp0/TXRkZGa+88kpMTAz5S/xG8jWy15dgxU5zYad9AAAAqKFodVVlJSVEY6Vv2+ZWCllZWaNGjQoPDxdDxowZQyJMmzbNYL5G9voSrNhZcWRC3tvFAQAAAPQwcZI7JT8/n87BIpw4ceLFF1/csGHDn//8519//dV4vux0oKzYaS7stA8AAAA1FHMFVk5OzujRowMCAoj/3r17b7zxxs6dO4l/8+bNb775ZmFhocF82elAWbHTXNhpHwAAAGooJq6DRahbt25UVNSlS5dIeM+ePX/44Qcx2owZM/r06WMwX3Y6UFbsNBd22gcAAIAaClZy9y6s2Gku7LQPAAAANRQILO/Cip3mwk77AAAAUEOBwPIurNhpLuy0DwAAADUUCCzvwoqd5sJO+wAAAFBDgcDyLqzYaS7stA8AAAA1FAgs78KKnebCTvsAAABQQ4HA8i6s2Gku7LQPAAAANRQILO/iy3ZmZ2e/9NJL0nNZVlY2cuRIPz8/f3//mJgYsulZyuy0DwAAADUUExcaffLJJ5977rkuXbqkpaVVMF92OlBftvODDz6YOHGi9FzOmzevQYMGVwSIZ8GCBZ6lzE77AAAAUEMx8VM5paWlN2/eHDZsWEhISAXzZacD9Vk7z549++qrrz548EB6LgMDA+Pj46mfeIKDgz1LnJ32AQAAoIai01Xl5BzNyzvrbgp5eXn0Y8+hoaErV64Uw1NTU59//nmy12W+Lvf6Ej5rZ8uWLZcvX/7Y+VzWqVMnOzub+rOysvz8/DxLnJ32AQAAoIai1VWlp2+zWjniXGos6QjWrVu3oqOjGzVqRDYTExP/9re/kUC6t2/fvpMnT3aZr5G9voRv2pmcnMxxHJ1iJT2XtWrVKi4upn7iqV27tk4iT+hSqeUHAAAAKohWV5WWZqMCKzv7kMsUpPj7+58+fZru+r//+z86inHx4sUXX3zx/v37LvM1steX8E0733jjjd27d1M/RrAAAAAwiFZXVVZWQjRWevo2t1IgneaoUaPCw8PpZmxs7Ouvv15SUtK1a9eZM2caydfIXl/CN+3UGnDCHCwAAACMYOIkd0p+fj6dg/VYeCv/jTfeGDFixMsvv1xUVGQ8X3Y6UN+3U3ou586dq/UWoVunnJ32AQAAoIZirsDKyckZPXp0QECAGLJq1SoS4ccff3QrX3Y6UN+3U7YOFpHbfgLR0dHSdbAgsAAAAPgSJq6DRahbt25UVNSlS5fEvWvXrn3ttdcePXrkVr7sdKCs2Gku7LQPAAAANZTK7qratGmzYsUKd/NlpwNlxU5zYad9AAAAqKFUXldVWlo6f/78N954Q1ypwXi+7HSgrNhpLuy0DwB8g5KSwm3b3kpKapmXd97bZQGgiqi8roqk/PLLLx8+fNiDfNnpQFmx01zYaR8A+AbHj4+jC/9s2dLG22UBoIrwVlcFgUVhxU5zYad9AOAbWK0WKrCI83ZZAKgiILC8Cyt2mgs77QMAH+DatXWiuoLAAuwAgeVdWLHTXNhpHwDUaC5cWGCzBUjVFQQWYAcILO/Cip3mwk77AKA6k3P06IPMTJ0IMmkFgQWYAgLLu7Bip7mw0z4AqLZcXrrUynG2wMCi3FytOBBYgGVMXGj0ySeffO6557p06ZKWllbBfNnpQFmx01zYaR8AVFsSGjYkAou41E2btOJAYAGWMfFTOaWlpTdv3hw2bFhISEgF82WnA2XFzoqj+vVoAIC3sFosVGBtadlSNUJe3nkILMAyOl3V0ZyjZ/POuptCXl6e+LFnnT4RAovCip3mwk77AKDaQtUVdaoR0tLiIbAAy2h1VdvSt9FfjkuNJR3BunXrVnR0dKNGjWRxfvjhh9atWxvJ18heX4IVO82FnfYBQLXFpcBKT98KgQVYRqursqXZ6C/nUPYhlylI8ff3P336tDTCli1b3nzzzfz8fCP5GtnrS7Bip7mw0z4AqLaI6mpvr16qEa5di1UVWPv2vVdaWlS1hQXAC2h1VSVlJURjbUvf5lYKWVlZo0aNCg8PF0POnDnz2muvXbt2zWC+Rvb6EqzYaS7stA8AKpstN7a029rOYrMQrdQsqZnxA0WBte+991Qj7NnTW1VgEXfgwAcmFR+A6ouJk9wp+fn54hyszMzM119/fc+ePe7my04Hyoqd5sJO+wCgsuGkj/rceX5nDQqiB93auVM1wpYtkVoCi7h791y/bQ5AjcZcgZWTkzN69OiAgAC6STw//fSTB/my04GyYqe5sNM+AKhUNl/f7LHASgwPpwfdOXFCGl5QcPXy5WUPHmTu2PG2jsA6f3622dYAUL0wcR0sQt26daOioi5duqTchbcIVWHFTnNhp30AUKnsy9onE1hFhmdHxTlGsFJjY6XhSUkRRD/FxTXcurWtjsDaurVdJRgEQDUCK7l7F1bsNBd22gcAlUrHbR1lAqvfvn4Gj10WwX38ORe+ivtiQXcxsLS0SEdUOU91H1w5NgFQXYDA8i6s2Gku7LQPACqVIGuQTGBZrBYjB8YcjZEe1XNXTxqenX3YoMC6dWtrZVoGgPeBwPIurNhpLuy0DwAqFZm6oq6krMTdA0Pi7J/vOPPrjwYF1sOHOfSQ/PxLO3Z0OXRoWJmBfAGoQUBgeRfftDMhISE8PPzpp59+/vnn+/btm5Njv5KWlZWNHDnSz8/P398/JiaGbHqWPjvtA4BKxSyBRVzmg8zI5EjqH2tAYGVm2l8v37t3AA3JyJC/jXj48KckPCUlynzLAah8vNJVZWdn//u//7tOBHY6UN+0MyIiIj4+vqCgIDMzc+DAga1ataLh8+bNa9CgwRUB4lmwYIFn6bPTPgCoVBomNFRKpbT7/AIKa66umfjLxBzHOJMM5VHjjo+TbroUWHfvnqdJiSGHDg1NT9+ekbFLzEWypsPNKqgNAMyFCJ1z585VcaZDhgx5++23dSKw04H6vp35+fnPPvss9QcGBhLhRf3EExwc7Fma7LQPACqVFkktlFLp8t3Lp+6cov6+e/qqHqg8Kv7Az8YF1vbtXcSkxMC4uGDquXx56dGjI2y2QHFXTs4J1WIAUJ3p3bt39+7dCwoKqia73NzccePG1atX79SpUzrR2OlAfd/O2NjYsLAw6q9Tp052djb1Z2Vl+fn5eZYmO+0DgEqlSUITpVR6LJnDHmgLVD1QedTEvpxxgUVcYWE6TUoSGKAV+cqVFVVXKQCYBOnvSPf3RFXx1FNPhYSEHD9+XL9U7HSgPm7nsWPHXnnllQsXLtDNWrVqFRcXUz/x1K5dW+dY/ZZU6UUHgAGC44OpHgqwBkgFVvPk5jpLj5YWFSkF1pcD3BNY166to6kZmRGfkbGjSusFAN+FnQ7Ul+3cvn17/fr1Dx48KIZgBAuAakXjhMb21wBtIaI2OpR9SKa3ZKQnJysFVtBGQwIrISGc/LXZAoqKcklS9+6lGRFYV6+urfK6AcA3YacD9Vk7V61a9cILLxw5ckQaiDlYoPpTUlZS+KjQ26WoIqJSoqgekj4rJKrLYrXoCKyi3FyLQmBJQwK0pRI5/M6dX6i6esyPZOcbE1gbqrReAPBd2OlAfdPO6dOn169fX/n2xNy5c7XeInTrlLPTPkAVk/kgk2qLlVdXerssVcG4Y/ZX/4JtwU6CycbpCKzCglvKESypwBouV0gW6rHZgrKy9sfFhWzd2rZU+CaPwZXfr1xZXeV1A4Bvwk4H6pt2KqdM0dcoysrKRowY4ScQHR0tXQcLAgtUBwbuHcg5r5zp2+QW5Y44PGL8ifEygRVoDdQRWOfXzVYKLKmLkGijxVZugJX71v6eYOjp0zMc06r45RgOHHjPiMDKyXExbxcAYBB2OlBW7DQXdtoHqGK+OfMNlQjNEpt5uyxVivSZIHGNEhpJBVb+pUvp27aVFtm/A739y/b6AitUoo1CHIEbhKGse/fSUlKiSHhSUvOyspL4eM03B6WupISVh7YAVDbsdKCs2Gku7LQPUMUk37RP3x56aKi3y1IVlJSVbErdtC19W0RShNPzPlu53so9c8Zm4R8Anpo+nR5l7RyoL7ACJdpIDFzsmIO1dWs7+tzw0aMCI+qKuDt39Nb1AQAYh50OlBU7zYWd9gGqmD2Ze+yLDpz40ttlqQo2XNtA7W2T3MZ5QlW5wDpnXUO9WyIj6VHWd/XUlewtQjEk2iGwEhPD3RVYXq0kAHwKdjpQVuw0F3baB6h6Yq/Hzjk3J78439sFqQrEEbse8UFOQ1C28jGq3d+Mp9640FB6lHWYiqKSvVe4ViGwFigEVkFBqkGBlZ6+vbKroqSwcGeXLrt79Sor8eSb06emTrWFhsa1tFiXcrZZFtOLB4BZsNOBsmKnubDTPkDVM/zQcKIGGsc1FkN0pnv7AEdzji7dEjlc9ozP5vQQsMkKuzf70CFyiHWc6xGsvgqB9a2VS05u+ZhfoqUR3XXq1FSDAuvQoY8ryfwHmZnE8aVq2HDsB1z7edy3/Rt5kI7dyo32Asd/FWZyQQEwCXY6UFbsNBd22geoYnIe5khVAv3UsTRky5bW9+7d8HYxzUSYaR46VWJj0EaLbM47/8hP+J9/5Qo5ZNp81wKru2NpBjFkts2SlmYjh8fFhdJdx46NNiiw4uJUxoSysvbv2/fBjRsJ+gbeS0s78PHHJydPFoemiGdXjx4pbdpcWbXKyttqyTlyhJSRrpUatYBX0lfXrt3esWOazWawGu1WimXeyO3t18/4WQCgymCnA2XFTnNhp32AKka6grk4aiV9CiZ09iqf54s+Gt1rT6+i0qIqL3KFIOpq69a2dDGFcjM3cVoCi45gRS+Sy6kghcD6NiFUJrCmWLkTJ7548CCTjmDZbNyePX0NCizVaVhJSRFCOkGqpj0qLDw2atTpr78+NdWuHnOOHqW7rqyxzypLiIignuRWrcjfxiuF6Wg/cmkJCfZSW1SEHdFnqRs2FOXliSEnJ0zgG85aSYE384ffdXwlDIDqAzsdKCt2mgs77QNUMU1tTWVCIfpwtJPOUOvs39n1jkOBWVQ1Vn5x/s5bO7dnbG+ztU1ofGhJmSezfCoDIneoRfNlE6psTgIr8ie792Zy8uFPPx31s4sJWLycSmgkE1hr+O/kND579jsabrNZkpKaeSyw9uzp40hH/YMQBwYPtounli2p59dlyzJ27Trw8cfHvvjCvisyUlpqakXAZs4WGCgGPhYUVfq2bXdO2d9k3PHOOyTcJvkQhTWAX2yCHvO2WOYIbmHPJtf37dz//vsFqamVcwIBcBt2OlBW7DQXdtoHO5SWFp0+PV38gooXkQkF6ZKbQY6+82rB1Vv3bw3aP2j+hflX8q8oH5DJJJR0YXRxYKxRHL/WVNP40Li4sNTUjUSZ7c/YP+TgkMo2MOVGCh2gahjfMCtrP7VogXPxPjzwoXQzeL3dm3PsGPnbaoXrR4QBNstoZ4E1ln/A2vLWrZ2iZkpIaOKxwJLuUv1SIS96FOWSnweLkzK0/xMGn/pOFAzfwG08v/ro6NF0T/6lS8MPDw/ayMV8wm9eWWlf7p/4v1GocHFzYxD3TTdLlx1dDuUcquyTC4BL2OlAWbHTXNhpH+yg8ySoitHXDZP52UWu5QUnMaTjzo7KvcOPDhf97RR749Li3C322byzdMaYPnsz9ioHn4j0GewcGJkcKYtG/+eeOUP+vmVAYPHa0VlnzLdyhw+PeCw51zZbkCkCKy5O5SmhsbPk5KTGSnf80JYXSQuiuOPj7F8WsggiLC4gwJ6XxfKutsD6ob1KqwDAW7DTgbJiZ8WRfXvH28UBFeXMmekJCWEFBVfopthZPnpUMO/cvABrwMor3vka4Owzs5UzkEQXqvY4TNXt3NmVJuh2P2/XPZbbD2/rF1X8KPXYY2PpUS41llZ24yX+kHVcgE0+F43+pyuO9pljyAT6yWexuqbzI1itHjsJrEB9UbXWyo22cnMUAqusrMTlDC236ntee677jPLtTQFOuwd+yTVfwnuipzSXVYiYl7RVrLZyjSWbTSV69GZyMl0Q/2FOTubevffT0x8Lw7cFBVddNcyaCjlZZdrPxMXPA4Aqg50OlBU7zcWs9nHvXtquhF4nT045f35OMRvrHhnE0W8FVFL6v/66UOwas7IOWq2BC61cVys3xsqdT9sqHQkQZYo+F+5emHFmhuriVaT3SkxsumNHZ7dKuPjSYs+EkegWWLnwhPAKJhKgfQqmnZpGIgTFOa1f1Ty5ub5dWhn1FoXdJv5/qDVIFsEaw1lXc9b3+K3+xgRWoLPACuKHmvgvPBoftfrQceBKK3fjRqJoRWpqrDSazcYpu3C3ajpimbOxziNYLZZyQbG8p/McpzhWi2Vbhw70DUSpwGrlnLpls2TXIq7/943TkpLK94darJuENy6/5Y7M+ZyUPHPfvr39+mXt309EmFuNthpy5MhYeo6uXVuv3Ht6+nRSh7t79676gnkLcjk6fnz8iRMTS733QgwEFtDDrPZh/an8Gu1uB+zbVPYDO2VX2lyt3wsyVgaiq8RDdPLSmg2tStstbSuojcxyqsUrKi3Sij/11FTVQ0rKSiISI7SO6iJRA7xc2Kx4i3CDUI0L+K2ps90QWOU6w8pt3dpB9exruaHCgcHCdwwTE5sUFvLjPeReKCGhqSzmgQPyhbLcqub2zgtPrAp32gzZ4DBhk6RCRK+w0INb5zRmKP9/Vkdu7Afc2jHOVk+xbAziPh3GTSOKNoiruRrr4MGhsnMkW8G1uKBArJK7Fy8+KvT9z00WFt6yrXM8157X6Mr+lUkrmm6f06koV3PuKam0pIiI+EaNSHWRzTunTp36+usKFgMCC+hB2gf5UTaKb1SRt7HuX78urgqoJSZkD1xu3txCbzvI7fKjRwW++gHanfO7inWSZrXGBQXt6tbtl4kTyXXQFhJyfd26gqtXd7/7bmFWlsEESXUdODB4164e9+/zHWRaWqKY/hRhlGKt8DjJLYUhRRr5s6Ofyfbqn2IjaXrXyQrWdWdXdw+hKJ/6SZ10AGZmZ5UI1gmcdQln7ctvDV5pqOQWZ4FF3JEjw9PSbMYF1iYrN8PKLSsPsezZ02fnzu7KmPHxDaXG0sn4Ou79cVzHWdzilvbNsFVOu8e979q6tQ251WH2LZubAqv1Ym5lOBcgyLXBm+VPRVs7VsH4KparuaM7ynNke6t8qlxpUZFq3cQFBxcUpBJHlCVdAFaL7AMHiK49OHToiTFj+GMtlnvXr7tRPCG7+ODgnKNHd3XvfnHBgtQNG5TRCm/digsNvbJmjfGUpRB5dHnZstR16+5eusQLSse5Xi3MvJy6wb75y7Iv9MupdNI4BVeuxIeGpkRF0c1LS5ceiYlRPnu9f+MGaU7XExMhsIAeVGBRF54QTu4fp5yaQsTW7szdxr9wktC4sdX50ibde+P+DZp+4wR+RW+iqySX8lDJoIh9SaRz577PyNhtrpnGeVRQUHT7ti3IaTUiW3i4B0nJL4sG+ov4hg3109y9u7dYXXl5F8XExTfXQnUF1shDI3USj9yimI4tvD7GvxtfXPDYfYH18GHO6dMz3OoviQuMc/H9Y+qO3T7mbsp8f7y1tXuFsaqs1GX88BY/q8wzs4YJzwcb8lthm40mJRNYW7d2+OWXCcYFFtHfYVauo3NgXJzq1HinBau2OK+/IHPzHLPO+39lD5HFaLjetWkBsbz7QRjobL7UzXO6mddndF3THoISbS5Y8a5zNF6hdvDCV3eubdjwSBgv8QxyQ3X27EyVczTO/gPk1ZXz+5sbg+y+4Fiuk1APm6ZzdE267t9wb2/tcNkWu6tnT3LUoi6W2fTG+BNFvQ7nEuObZWTseSzIr9vHj+/u0ydz/36yeXPLlpQ2bWi0OMkaHDJHBHfLJZYvB/ByLVnRhIhaIr3MzHMzo5KiPj/06baOHYmO0aqErKz9O5Z1tLaQpBBWXhWi8Yscn5CyWgNu3Ii/c+eX3NzzeXkXSBXt//BDm0XxQ3Ro+vhGjUoKC08K971rwrh3vuUbVdNVXFxICI2Q2KzZY0Hh7evRQ5YOBBbQQyqwZC7QFkjE0M6dvTIytuknQhrie8Ih4rv3NHz1wfdlaa7d03uDdh9w+fJSid5qIstly5aW9McjDbx0aUl8fMiePe/eun9jm9ob5kY4O2eOVfnzUzga+Z7hZXg8EFjU7ejTxmYLSYwP44/azD10DP49eHBLq+pUHwsqHRHQRDGQ2/39syfJSjv00FBl/Ear+f/iZldJjrdvn7p799zevf11Zt3ShZpC3ekvLbFcUWlRkPbUeNHlFeXpRyAFOJ172o1616408rfgUcGezD0Hsw+SjkE/frjEH6wmL6z00cZSp7p16XrFNxT9ja3ctm0djx4dZVxgiVPF57iKabM5/cT0yzW9u93XbIk9RBYj0LCC7DuJ+2C8JyeI/Gm5iAuMLQ+JVo02ibOGc9b5/CSt5A2OX4zFcnTUqGNjx+acOLF3wIACd0ZuXF8BnIuQsXOndG/WgQP30tJUD8zLO1dcnE96dM1z1II/RweHDlUaGqBR4eUT+GL5/7PG2jf7K69OQZK83nLaZVNbsIM4onG/7cqtC+XfaZA1g67fqBXHYpFOp6PLeRB3bf166klq0aIoN5fonls7HWuRbOA2BPPDpV/256w/l5dQlnRj1RobwVkHOUeMEcK/dAqc2s8pqek9y7f2DRigajgEFtBDR2BxwprUjjvdgKysA1qJ2ALLhxy6OgSWbH1FmftOiLbCyrUW/qpeRB48yIyIC6bxI5MiN0l2xcdbDh4cSnoCurnakWyPxHBlf08uVY8eFRKxSB9Kyi9VBqQVdb98+aVMh+m/tuOhwHpHpSqUCc6WnB3iOhhNvdw1WVN+5Z3VUTOaJdZpc5DamXos3N7t6NpVpj4P7fzEKjycMl6qleHcojaGHhLdLszQP3O0DF/+8qWR1Fw68XXIPt+FyGsysYl0k9xGR4ibm7nwWHlS5cO9Hxl9j1LmOguLix48ONxxCiwuBVYTx7E/u4oZHx8qnsHT33yjXxbSrVJfs6X2EHm9GRZYYas9PDXfvKM8WSoh1iX8qelj5SZQSwfzw28fjeJ+juTmtyuPe3HhQtKYz82aZQsKOjlVfRKeEfJ+PWWlo6UB/KiSmP6CKG7l4QW7hBVWhb3ydy/ibMH0RJxaOUX9HG3ikiIjyW9NWRldZhqqsW7zyv0hggvawC1u5Qj73p7RWuGV2AXCtWuT7Km48zsnnOMsk9O9MlzeDDa24+a9xY8yNlsmOUT2o3B4p43mTxZJZ9NHPeyBDsO7fmePNF8yI0VpnWbbHiuJJdzkzLJyk/uoiELqPvuY6zGd9zRdrlGR3SCwgC76AmuAUwO1JCdHHj48ctu2DomJ4ZmZ5Qv9iUvaiO37/O2jLn/kytVulE52yEiht17j2Lta2LQKF83yy6i7bryrkv4g9IjjNPYGBDy8zS8BcPfSJVndyjMi151OrvJqqF7Ih3dvHz9e/rE58Qb9e+2rTOU51XP0wRj+uyhjP7R/EeXS0qW7unXTuQhqJi787yWs/KQfc1Ucv3Z5C429IbYQ8UQYzLpZQrPOOzp/tG+wfjSZYohKiXpnxzvK+hE3ewhzkiySw62zHbVnWHzIrROeEaektDXezjs4jl1mIHJ5G9YuxdZ27RIjIkjn1HwJ/4Bv8Odc8EZ+nXp5PE9tNO4GTDAUjdjV3mo/F2sVzbLn1+Vb8ZIZAklNmxYV5Ul/1w8e6C35sbdXr6urV19JXGWvzFiOPk4LjuWsX3Nz3rOnG7q+PDvZOFb5iYjVOEGx6iY2V3wVwC1nEVUOkURCRuJ9Qtc5/Cke9RF/lj8dws1fJ1x4JZdEaTpDPpWHSF2vr1UO4awqSQU6hrVEwyMcbWmG4xZlg8aJJm648Aqq7HaCNNeYodz3HXn/Qkf8zwepF0nqlkhmT/SeynVZae96ILC8QA2qdFJU/XtonavwmTPf0UTiu7STHbLWzd+2VZBKyyWJL9FdJCmAdGyOi8KPzrOOyKWxrVsCa5ar0okxNSLsJErC4U9obn+3PzNzr3p2m9UTOfTRR7z8UsSfbuUirVynJfxtKw1ZKHl3/X1HHLdqu4JOWjzlFIyFbbldHzsqxDOB1ZKbJwwz6Mfcvr291XnRKanrubun2MhdZipdwYE+dzNY2gknJpBDeu3qRTdHO3omsWaC13OTVvMPDcXGTDoq8VS6VTNSF8EPKnNGPo9j22zZu7tfAj+90n7sTJMEVv6VK8X5+daQoKgf+OGr0HVV1PyUrpGBrOlrmOIPZ4YigkVouvOEK9mmEO7jWG4T+al+bK+QHTs6xb0TzC+uQatoJbezq8qiJ+XprVY5xYuES5O4+UP78vyJVD3+5dirl9cUFkimAazSOEEbVEz87GMTapL+pw/DlN/ElF6Qm0ouZUSySKMFb+Y2aS8+wj+gFL6hpZq1OIGMulkd+ceCVuGX1V9SgM+IKhLmRfRVy2KCc1F7Saqu7Q/l52KSIwLV1rKsZW5qP7u3uWMVkkYQWN6iBlU6KepG3Z/cRt0Lsc1mOXZsnGyibmP3e472jkcYo4SbkiUVvlJ8alxgNXeVmI7ACuDVgCyQVuyJE2M0c5zDv+CjfLwojTNLMVc9UnhN5lvnwJbkl1/hunLXiYUco7a3Cd07k7M2Ko8Z5hwnTCNlXnwM5hdqclmGAMfTYaLL6QiBTOqtvFy+tqrL1CafnCxGph9sNlgV9EWQ5JvJQbaA9o7xVGm3Si70Qc6/jqZrnBqDZ48IWwvHJiZGGGnhp2xTt2/vLB5r5KdR3iZlOUsekdOFPQfvGChaWsXt0F33pTAETv068wKlI5RO1eKQxZMEJx6xo2NHWldHY2LKkxGGWBYI108xaohzRpFLuZGf2P38YhN0VEb6ttByjRO0yanIK5vwPxxTqmhtQy76E6OncpOjEujKseUVKEwk0DoqkpowRR6+PoRb0oL7JFoeThJfrEgk2E27xKoTL6qDhKFc6v9sCP//k0/1UggTZqO2WSRPtgb19RWkGtlZgyqdFJW0kiHSRxjODWuCcOvQ3Hl4SeZUG7Rnv3DlbZNnLlBSvKGSHn2ysvwaQ0rb2rcnMih9x47ymFGc9TvOOsQRJ9w5hXnC0H17vnPiP3A7ykUHdufOSXEOmeCcptEoryD06af6TEsNZ+FvNN176Z2zur5Y0xK2d1nzS8rNec+5VH00juUnSq/kz5HLQs4+NE1aXT8pRryyCrPu3r2Qnr61rKyk285ussNJ/Wc+yJx2ehrdTHQsvJmXd9Yt3UOPOn9+jvLVDam90kOinTtRgxkFxwVL18QPF8ZUEhPDVVvXJufNqwfW7trVXcxoTkUEluTZWe7FiyTC0AP2dyOMz7XyonNXBa5S1MxAx67BE4Qn/t35rZ8n9Zu1ZHCzpdyYD4WrRBR/iiPcKthmtROxQOMEbeZv7dY63nl4e5Z3KnOpQ2AFKa4YTbSPaqfb8qUXHzpbv+HaciXksVP9VTaX+K2uXjchcabNVUm2BvX1FaQa2fmENmZlUVZWNnLkSD8/P39//5iYGLLpcVH1BZM4MBCgiEYnWWs9BffKb15Whklqii1AeFn9S+E3Yx9uURy9pWVLsYrKL2qi7V9z1hnOtbGy3J/2i7C0dHfev9oROF0YlBLj3C3K1RGs72pY5NZscU4YxF7mfrcXtElvb7hQwo91U/hIeBbzvaTGOkv2TtAewRr1MT/0td7R6nTWm0ho1EhWacsle8mls6DgCg3fv38QOYm/3NorLihqcSxDkPMwZ8ThEV+c+KLIsRL0jh32dcu0njzKHD1K9TM1tOEp36Hr6jyxpqVHbTtI+BZhcnJLZb7vC3vLh6liuSNfxuzZ0088dpZGq3MpsHb36nXc8alm4gquXSMRguODPSh/TXHNhF+uzrVR+bpiX+Hx00D385KdAnKahm3mLyCLhcX3WwtNZYlDQIfG8pPb3p3IH9p5jts3UaY4/uGG2sM+fSdOk41yFbOV8NtpvMrt8SqdutUslavrJCl2jFqyEFheoAoqfd68eQ0aNLgiQDwLFizwLB2XAkvZTGcID/Lo/cdbGpcSI095KtsF2gwtp/SRILBubd+ecmLdt3GfzXwnYGnHxtLlgKnVPxnolsrd+5x1YnkW4kSBSQ4pECyoh0gr94niWC0VRXrNbgbMkbqOrpQusS5qS5TxqwzneIvQSO7SFw6kUmmhoPxUD/m6p33ca5MwgL9W4zbXPhtXUW90zOAzftOifLEuIaFJSVlJ5gPNFRfv3DklLjNmFZ7GTrbqDacF8A/pmiYlNVFtA1pHfT6RX5JK/CnpiEj9ur11a0dq6gZlvrTGGoohQ7hd3btnZe0Xj51tWGClOt6Zp46EpB/aJ74QV3jz5uPqtIps5Tkjp9XcXGTXz2YOD71cSNvk7Le55kkuZzlUiiONw/o9/3qgZ5a6fIvFxIfONEf9yTAu3WdqyUJgeYEqqPTAwMD4+HjqJ57gYDc+XSJFVWCN1G6m8xWBqiPhsmnXCzQSrA4ujNi1xvJWfJg0sFVyqyGHhoQlhK25MH+jY0DFInSHwfTKYsAp87IIt7yytWv6OR+l9WRBS5TouGjdLmHKqSm0DUw8PrFZYrMb926I4/M9le+COZxxgcVpVMXX2k8QPv2Ek61YOz824G3FyDwvsALK49hs5RfQJQZ0gypZWQeMn0fq9GeL69cMfT9XbwVPXRfEr+TOL8x4/botLi5Ymi+dXdRSDBnA7XznnccSJTTHsMCSrWBy6cKhiMSI0HVc9+n8ckSF9/J2pO/wrPw1y/W2cmOF2xvP1LBBJ1Y+ua/oqREnQJjh2lUS0midpVF8I69UCz+CtcyTA9cJZrZ1/8AK1m2HiiUyShGyGALLK1RBpdepUyc7O5v6s7Ky/Pz8PEvHLrA2CR2bq6khFuffto6TzSGd5ZE+qBpncaX/vlOEKN9SXCnxbxQem45wpwBGOma3pnRQ940iwa6CWCTyd51N5cvHH0/m47RRK8YXwjhcZ8dL/gYLoGrUF9r3pjO7yyvWttBi/Yqf2WaVPIkYPEb4zowjTkJCqFVxRlRdUVFuQcF15XeZTp78Queohhql3aSbl37NhLhTjUpHVP758/Me8+9SfCVkVz5cN3oz//BlqqQkW3pFXlpc/r1t428R0iMmDOCarOCaLOc+2jZAWoaEGwne6tp90om3be3cOUr5pcsqc1ZPn1SEum9mxYtakZ8bda0UISshsHyVWrVqFRcXUz/x1K5dWyeyzpwwXmDR1kKnTG42py3KHBFY84Z47UJQQaeqBoIdc1nec0SIETbF+Zgh7qT/qeOuTinmpDm6W/JVzlpZpuSysw/K2km44xGhcpWN5Y7b9wGCjb2MFUDMSyqvV2u/yjBsgqKzpw1yE7/oTi/h3e/Ga4S4kjjHjn1qUGCJ7tq1zURmJSSEW62Bwl+9yBs1XtXUP0q/LYVW7FfWf3bIo8JCoheV07/oOvLiVGLrBi4uMvTs11+Ly3iudlVyKrCysw/zK5g0U1l/IdAWGBYflnYvzePye+bMegOmerq5Qs0r35iriKvUVzsnqK3SYtBZhds8l9OwTKwHt6pC1S7lM833IbC8yKlTp4KDg5955pnKmORu5giWtM2ECZNgFpvcvufM4Ra0raLfUlW6HyR++pkgrXUvK+48uJZZdQXWvn19ZI1BFIWrndPpKNyredC9iXlJRzSXCOujqsYfMtlV3x/hiOsU7nodc6UTHywadDrWGYxvkcyiC6iAwAqI5ab3CUpo2PDk3snKfGk3UC6w3uOWtQjs+FPD9vO4Jpv5z4EbMZZIN7t/s/0zf9XB+bbAGipMsXL3KP2nli7nOXnLLdf+mVQHp7qOo1KiBUNgeZGAgIDx48ffv3+/MhI3cw6WWhszt73OHOaUZoibr7aRlj2pn+H42p/iCtnIWdxftsC4M/l6YTOhPFZnZSbrR+PiQqRfFhI/V7dOMmAmyrK57t8QixlJu4GVwjQs1fiLBrjq+zs54koCVV+mM901cy5qmPsCS9YaN1ZggOHDMfz/LfNay/PdZKEqJEoSOPwLp2N1Xl8Vnc1m16xzzG3ScFXrBlbj9cnoN7kNfkS1ip3BK3k7CCwv8vTTT9+7d6+SEp87d67WW4RunXItgdVY7SO1njn+jfE2vFcMGbaM/2TBxiBDH4LtYeU2/Ox0uOiCN/Kf0JKGBMXyKct/BvP5wA3C6+T6y/VWKxeRFFHBFGQ9fbBGb5qevoO0hKtXV00Xpp9/LASKbzO8JWyu9egZpZiF+EiRjtxI16yS6r/xVvkkd7kTXgvnp2Q5qYFKV1dWxbpfcyomsDhh5p9+56e1t9lS/t0x3jtfIYw2B42M5U/iZEdNbtrEtV3odFNh5FM5otOafwZXnV0n4W/DuJCJ3i6JvgsWegevF0PpDAosDgLLi/zlL3+5evVqJSVeVlY2YsQIP4Ho6GjpOljuCixbsErX+XMz0xrr2k0qy6XQD4KO/9DFsfzwSXvh6+4c/zEvGhjgWKjpk5Hcd12c4neczf9vvMIRslnxjVKOs+iu81R9XGhc6E+XfqpICrKeXrmSmei2bXtLFrLR0bl+JGy6XFv/Y8fsH6mb40hNfAGHLqMlvj1Hspgiia//2QDe0S+CSUKSkgytZu62U+i8yWp167HACjQQR+eJWA+6QupSPpG1wlLA/QVPUlLzIGGMlv+SyUz+t/PlR/Jj9V+0lLlqO/5R3Vy1qqh5wv3AyF09NgpPHnt7tTD6DzE9nsWl70YfHb3s8FyPD4fAUlLt7JwzZ067du1u3brl7YLoQdpHWUnJ/kGDTk2VT+SVNyaPVmpuv7z8YzJioPhV0WVNXRweKPkoxJy3+LeZOn/HrQ7jvyv87iR7+Pj3+M87jHufe298+erGokfVdfq+Un7V5jqLjV8PM8gWZDB+iyXyELnA0h8cUrjlwkJN4rtyk3UXaFa9JIVKUhsovH1J592L0qGlkH6Ao1WsdVmqGM76kVNIcnKkQXNstoArV5YZNX+dXGxtkrxC6/R8cAn/3Q93BRan9jk8mdMZMmwkfLjDuoLPSBwOJJ54a0Pa0wdSE9Q+UbfO5XNYiVOKZs/bc+X8TKqJW6+9K9hW1Wuxvu/wLDDcGivPaa0qXKmO9m6eHevW/EgILK9RqSu5m4W0SGemOy1fJfpCN3CjBzmFGHeqCRJ32pEXSVl2SKDkawlETlXSb3DsB/y8+7GrO0hD37Ny3YUHVZsUL8r9aAv8fP9AU/Ju5HiTi1/4YEfnt7a+FWALCLQFDj4wWBaTnJSSshJ5ChpKd1OAvA+TXVu/+JQ7EP+RWxrL+HiG6iXJItw9K19bk827HyL4I1QXPlCKQueQ48e/iouzf3Foy5YWOoWnjfzs2e/U5dc6i3W98B2kjvwisfxdgfhtuLct8bNDfxwVpqxbqzAQy4+wzhQ+weuOwHK5qJLOCFYn+oVy4et4CwUhGyp4xHz5iiUibBTXdoXTgaprtOq4Zq4KCUedVXiDQXU85vuz31fxZPOZRBnHBb+3773E5FZVI7B0rgwupxaYO4hFSpJ6L5X+2D1LoRkElhqs2Gku0vaRfeiQtPH80JZrP5d/BieG6De1fhL/D2/xH++URRF9jdbxYzNieMfZ5bvencz/n9ORl1lNVqhndXjYMNct3+L6hplaLW5/5Ny1nD8/e8eOTg8eZNLvqDx6ZF88iWxmPsg08tsbNUM9fAO/dFN4dvYB5enouLOjGG3CiQli+PX712lg4HqnaWeWzeUPTInAmtLbKSPrO7w+EDfX7phJkrp3L40aGBfX2C11NVvb0iDdS1InRVJSbUFD5mk9H1zsolTEnNLSon373jtwYAjx6MR8ePs2rcyrVxXjWKrfowzmrL3tj6eJGzTWuW6po1vi8l1ry78fZ6SF6LdRndGjXlOF/0LliM9Yv5Z8BoAfwdqoXgz+j+GTbsQKBt0UQc42F1ZjIY35q83CqRdqTLZe3bUC/oNC8fEh31i50VU1p3vXru7FwmJvx4+Po6VqbfhYWZtsajP0VpBFeNwfpmi0rQxo9JnumBYSr+hXnN1IyXrCkw94cks8DQJLDVbsNBdZ+9BvTrLt4PX8Y6nJfbjBjrFo8cNqP0XqHd5kpZPAkk4818r69rFjoj/vwoWivLwd3bppqag9/fqJFj0qKOA/vayIk7l3rxjnwAH5uM7Vq6tcVt2nhz/lhDWB6Dd5AmwBaffSZJWpasyJE1+Kck1JaEIoidNhRwflrodZWSSBzt+VJzVsBNdBWB2q2VJ7WNPl9l32sQrJlP+sh1liUsXFBY/5mXwlBjta1feWqQt3jDxpyQWLIjWtlSNU3M8uIkjr5+Dw4Zox19uLc+/6dRLzzP5pvDr5ybH3a9fXUtl3hJwEVkNB66zkrO3Kn2C6FPguFx2Qrm0hmzjYc5rw0sZ6PqMPHIFDrFyUQ3zzyzSsUS8Gf+dDv4e4Uvh4+VDOukgiNCtNYPnMI8JNqZtOnZpC6+fIkbF7une37wnnUtq0Ib+pn7d3pLcQiy4uoi2TBN64kUCHWk38jBit0hbOX08XP7VJ2LdvoHgqx1j5RTqaaze8xVZujf3+p3zi6kdb2xkpSSf+ImDJyDpIbnJaJ5df/a3CcsdiaburHRtrCxwmPNacb6CRhMaF6uwNF+7TRPMLCi43do4w6OAg2SGfKDIdLMxJNXgKILCAHqrt45DGEJHoW9uQm91BssvxG54vvB8+VG1y4b4B5ctAN9zILyMu7kqJsn8OL3yVejPe178/iZ8YLtwdWSxEXdFyFqSm7uzefUvr1knNmh0aPvza2rV3L1x4mJOjamlpUVFZCb8kwe0TJ4hfukvQGQHiFdOsurWqCaxL+ZcqlGZAwMLWjkvDQX7dHNLRft2Tn5dmP0eSnpj8sQUENElsQnxhiWFaaSYluVhp06r2sg+dWUJkpRhnlvZlSEtgBboUWBv09t65c4aUP2v//l8XLUpq2lTaFO1yYbP9OZp1dHlx0nfssPvbCcM86xxP+nQdpxRYG53jCL3S7nE9DAosfWcRukNxM0ByWsNWcY3WcMEbuHmCTuroCO8hybQvKcNC2lnKU14TJhQ1ShLWXLOGK2KCzOk8CbJo+CvbRSar3AgGClK1W3Lk7Ye38x7mrLy6suuOrmdyz+j/MB8Vat4yiZDrTEpKW5st5EPHsNAXrr6bruOkH+zatau7KJs67egk5piTcyQhoVFycuTJk1Olp/V9QYJHOq9ZI/l5loeTH7iRwqTePStd8EUMLyzMio8P/Uj4TM0SjRaV/SBj9+5eNOvl5KZRdzXBqJQonWL0VNx0nT07s51k0Oux4rmhVXik0NVx6ltbA/ZeXkaiGfxyBgQW0EOrfezp21fZnOhNvHTiud3JrssTJLsC+Ct8QkjIY0nLXnF5BdlMT0khammX8KG08/P5ZQHiGzVKDAuTLv+UFBkpiqHbx4/v7d//6urVlVQVyi+oVBCrs8AK0P0WnkFyhMe4M7pxM2e9W1RalLphg/RE3EhIkF4crY7HoFmFWTppkpvOixd/zMs7KzmJ8qU7ldPby80sv8p3U70GKYepxF2NXQqsNXp744KDDw0ZotkUyWZrh3+cxhXSUPfBu8WRCoscvbMtxL5E6/4PP7x3N5Xm+LbBdNVce+G5yXCNveIkxfcFgSV+t04any9hG15FKQ9XSbKx5uoYxsvc2Plrnko3UntXpYqqIEkui63c3uPjiWiwxFm2pm8tETTBrmux/ba0oUuzXrm26c6dkxX/nbrk5MlJ4mJjVsmKoL329SosKSTabpIwGBPmLHekRonHbt3anoib1Pwr5FaqaWLTi3cvquZ44cKC+Hinz1ZeurFFTLCpI5DooVWX7Xe6Fpvl7e1vS/Ndp1bDHW1Bsrzsg/px/I305cvLpdeT+/dvyA6nhxATkpKa2uw3bOrPJWMOxxzMPth6WdBHGovfdlYILIo9gs1JYI0+NjohgZ8mQTOdQ65g+z8sLbV3NymX1WeoBNn4BzX9HZsQWEAPnfZRXFCQe/ZsWUnJ8c8/FxtY7t2sgtTUG4mJiRERtsDAG3FxZFN+XRY6s4ODB8sSvJJ9LtgaMGjfhy5LRTJNbtv26GefVdQ8r8LXmJX7SbjXHD2I2/H226Yk+6ig4IFjOhGhKDfXfvUI4C9n0muBlXNP0t26tT0xscmpU1OJPyWlnfSc7kizqV4WCTZbkNVxXdPq5LS67SCXLzYu092rzEq2N0CYFLWBs6prP/ecqAN+lOYeELC3nzD/0GIpzs9/7FCcbi1BJBvd6Sw89OksCVGdET9IeH4qTiKWfoyWF1h9ea/sEIvqbLMg57cmHW6a4fJH8g++J+hE6K8r16TPcXTElnEdJtbnfCFf+l3h7lYuJ+e4Kb9BsyCqoqgoNyNjp9ZeIgEXXFwgs+4r59PkVo4FBdeIE6co3C66HWANeDs+REyN3mem3EoZf2I8FaC9dvcikrT77u6PhakF005Pk5wRS+PExqoZ5Rfni/7i4vxHjwry8s7TUa5pp+wpkGRLJONeUvryUyC5VlbLoYs/WPi5IBapcLx7/vxbknehxJ8A+R0ePDhUmRrRrEuvLKV5iUftzdpLK5n8zczcp7zBPnh1dZAwgBdkCyJ3syMOj7hx/4Z4I3r+/JzHVfLd4WoCK3aaiynt4/qlTfZZHYJLHtS64mn6APyv+EehThbxv+it7dtXQabvH3ifXj6CYvn/HqeTl3dGPKGJiZGPncVTYFyg6lHkMqTaL2oJLBcrR6wTRom0nhJOVetbVeWX7mvyiU3L3/E68NFHoj8+ROV7kvPf4jYOEx4OjuU340JD76WlnZ7BL7kQFxIiFVhz3JEI3dR2tdGIHOKYaDVUGN4TtVdLSRz+VfPWvFeWrLrAckznkjn9D7QH2gLF50ek/AcODNERQKt1BdY7Ypq6S4EYd6uF11cnKCzaubOrx78Ib5FXnCezTmaUKbkQ1XXy5ESDkTvt6kQUz5qrazzOrkTQjh4fTiCia32svV0NcNRMfJrN5YFLLi1pmtR09rnZRnLJeZiz9ura9Pvp0kCiFx88yKR+CCygh1ntg38U6PjBi6OsjEMfj5Z32E2aVEGm5LLV4meu8Sr7ewYVSUp2BZde4nOLcnUO/MR5hF9HYEWtUunXyz+EN1d3DpbqAmHi3rWG+uJfV/BPq7P27Tv4ySf30/nL6JHoaLorddOmzCNHVI6yWApSU6X2PiosTLPZ7l64IK0348M/xI1zXjM9RHgGpJXCx5/ZPd1jnQSW9AUuvs4H8XMllYerLBH3tnoNt9UtM+n4Cx4VtE1uGSpMv0tJaacjsOgroloROjg8rYVZOJ+5r6j025vobDZz5EgVk1qQKjVQalFZxWRKzaWksHB7587WafzT7XVLG036ZdIPF36ooGjzAAgsoIdZ7ePa+vX2m+BNFtexmcEmec+RTrGvAsQcE8PDK5iUVCuL13ebq9tE2VjFOG2B9e5ClV4wLS3O3h1uCNQb31LtXh17ExLCbQHyB2u5p06R4iU0bkzfPz01dapq+e9eulToWB9474ABskRcVhotgFsqYZ3wQru42c7VkA91dPxPVCfS54z82wNd+G9JKY/qM5WvluSWLbe1d3z+J1K9hqO0FcyM419QY9PTU+g7pElJEQMcwrqR8zNNcaZdHw2NJQ4hNnHEbKmRtc5MeXG8MUJ7cf+jR6ONNPtqyIGsA3Yz10snzOFi62UgsICcSlr79OHt2zdSUsxKzZe4vGpVlakrwgXhjQGiIfIvXzYx2Smnp1isliO3j7iMKVMGyn5O3LUkVrbLcuLEeKLqEhIaks1z52Z7LLCOHDGtK+Xn0VssW1q2LLh2zUh8OqVX5SURbTfDebiot6KitISOVbJStlS7EO3VXLGyvyNaea9cHjxTeEro/MRWqWZoFkT90Eck5EwlJTUT428U5o21ET53uFqydkB7SZob1Yo0yOH50BFNuXiSRXi5b6Hw7RcaP9I5wgYr905Kmy7bu2Q+yLx2LVbMcfv2DgcPDhOGrwJq+njPnnffjQsJubElKTm5RVxc8PXrcd4uEetAYAE92GkfTCFbh6KKkSqDbroCy/qNUzhRV/bylxbRLlz5PqOOwEqKKB+6uH59s/fM58v8uZqS0HJjnAXZUGMCy61vekidWFRxibiZnbm3Z3OT1qufJtE1FNTSDP4LRa1OnJgUFxeko4C/llinn+wKYTmiIZLFZt9SxJElvkSyqip1+uKpSPehNgCewU4Hyoqd5sJO+wBVhnTwIz6+qUwk2SRrQ8umWJ0+/Z0sqdu3T6p23mfOfJd37lxxfn72wYM0sR2d+OV/rDOEuYCxAd6w2w61d7E7imeh8LapOAQ13COBZfwlO7Go+VeuUI3VcJ2Q4GYXSqiDzoCimpslrDOpJa85YfhtkNqByvlntOVoJdUisYUXzzhgFnY6UFbsNBd22geoMvbu7UEfBsXHh5LN+/dvSrvGsrKS9ML0QbO45RuFjzdL+suDB4crU3v4MOfMmW/JUbJExAgPMjPvpaUpD/QWcXGhVmGBAOMCi864EldznW0306LyHqOzolot0VWtNhr6qgk/pHRsjLTAg5bZ160OjLV/YEdVYL0tvBrplsBSdWKCIdpxvlQTWMeOjZO2gSNHPv3cxq/r3X57O2+da8A47HSgrNhpLuy0D1CVFBXdzss7Lw3Zt+9dm407edI+r1zsOuPjm4hd5i+/TFBLzM6VK6sdY2DeHKByiWjRBMMCi8YXp9PH2M0MmuNKYPU0nIXiWIv48jldFpITFnFYFsV/F1JVYH1bMV0laqMejsKv04483jnrqLjgrVvb5gtfQbBaA4XUAvHUD3gddjpQVuw0F3baB6hW0FfYDg7lVwUUnyEWSxYnVOXWre0nTnxVzdcB2bOnr1VYbsDl1wZlAkv8EnBPxwiWVfe9Oa7Ca6DLll4UNBY/DDZOTWAtrYC6IoL7Mb+4Gq+5Dx/+aK0j/MGDLNX4qyUfJlqiWOrp/v10na95AlBlsNOBsmKnubDTPkC1JTNzT0pKmzNnZni7IOZw7tz3Vt0vMypFElUV4tIGbSVSo1I/I2OxWpolNZNuiv4wReS5nkgri81mOX16un6NXbu2Pjm5hdOBYfZM6dcqq+bEAeAu7HSgrNhpLuy0DwCqhmvX1lmF2VH6g0+iC1UILOmrl5Wnrtx1S9x/JujWsgi7dtm/k11YmE4y/LI//y7hUggsUI1hpwNlxU5zYad9AFA1nDgxwSqsZWBcu1BhIT5S7FItBZZsytSZM9OFV0RVpNXOnV23bGmVkbHL3ap79KiQarLtHTvyeQrLpG3dGlUJZwkAE2CnA2XFTnNhp30AUDVcuDDLrUeEosASR7w6VjOBNYCf4W7ZurUtLVJ8fGhu7ilqbHFx/oULPzhm0fFrZBw48JF36x+AKoOdDpQVO82FnfYBQNWQn/+rVXjnzl2BJW42lQgs+ed+Ku5sTnOtjLhNwvO+x4Kc8nbtAlCNYKcD9U07ExISwsPDn3766eeff75v3745OTk0vKysbOTIkX5+fv7+/jExMWTTs/TZaR8AVA30Y9VN3VEwOgKr4ooqeIPTplhOd4vnxSoFoHrCTgfqm3ZGRETEx8cXFBRkZmYOHDiwVatWNHzevHkNGjS4IkA8CxYs8Cx9dtoHAFXD3bsXiBxp4b7AEh8RmjsHa9RH6gLL+DgWBBYAqrDTgfq+nfn5+c8++yz1BwYGEuFF/cQTHBzsWZrstA8Aqozt2zuFO2uU/try5S2HghG/jrzYVIGVGm9TFViE2ednQ2AB4DHsdKC+b2dsbGxYWBj116lTJzs7m/qzsrL8/Pw8S5Od9gFAVdLZeXxI+fVi0cXMCaAKZq2VG2HlJju/kVdxgVVYUqglsCgtt7TUOdwCgQWABux0oD5u57Fjx1555ZULFy7QzVq1ahUXF1M/8dSuXVvn2Cd0qfSiA8Ae+6+ulMqUNtoKZtwcvdWkKqiuLFZLSVmJvsCa9MsknRSaQGABoAE7HaiP2Kmqe7Zv316/fv2DBw+KIRjBAqCa46SitBXMwFlaC3UGWq2WjSfGVURgtUhuIS1JQ2tD1aK2TG4ZZAtacXXFoguLikqLAqwBNH6QlVvpWJO9aisPgBoAOx2oz9q5atWqF1544ciRI9JAzMECoJojyppmumNRAZuddFVyYou4uKAtW1oo0yGucUJjtwTW/HPzpSnsTt9tpOQlZSVLLy3dlLpp795+tFRurckOACOw04H6pp3Tp0+vX7/+uXPnZOFz587VeovQrVPOTvsAoIoRZc0o55cEw+LCpBqo3QqZwGqZnX3o/v10ZTrE9dzT0y2BVSR8GFvc3Jux13v1AYCvwU4H6pt2KqdMFRQUPBbWwRoxYoSfQHR0tHQdLAgsAKoDoqzZ5DyCJVsfYeOQAKnAOnxwGH0++PBhjiwd4iKTIl2Iqs1c2PpAcZOm0Hl7Z+IPtAV6rzIA8EHY6UBZsdNc2GkfAFQxuzN2t0lps/LKSv3p6tahFqnASkpsRj337qXRdKSCrFVyq0YJjXQEFokce3mj/eGjNUAsTOaDTC9VAwA+CzsdKCt2mgs77QMAb2GzyUewAm32QabI5Mj40cFOAiup9ZUrqzIz94iHN0xoKJ20HmAL0BFYEYkRJWUlNP1B+wd50WoAfB52OlBW7DQXdtoHAN4iMbGJVVhQimqg9lvbTzk1hfpHHx9t7es0gpWypa3scFGNEac/fEXcsZxj5JDcotw9mXvoBCwAQCXBTgfKip3mwk77AMBbZGTsSkhoHBxn10krrq64lH8pyBYUYAv45fYvyUOaOwmsFLnACk8MV52/FX04mnpCNnAh6+2B+zP3e8VGABiEnQ6UFTvNhZ32AYB3CbYFUw3044UfHwuDTDnCNPbrlzZLBVZCfJjswFbJrVQFVn5x/s+Xfp7+eZsNwVyPr+2Byy8v94JtADAJOx0oK3aaCzvtAwDvYrHZtdFXv3wlDb90aZnTMg1JzWUHjjo6ShRVbVLayN4QTIyIIFurwrn287hBW/risSAAVQY7HSgrdpoLO+0DAO/SYVsHKoyOZDstGpyRsUMqsE4dnSg7MK8oTxRVLRNbygSWNSSEbE3uYw9MSU+pInsAYB52OlBW7DQXdtoHAN6lqLRoxukZ229tl4VnZOwqF1jrueJ7ebII6ffTy9fB2hIpE1i24GCy9f44e+CUk1OqwBYAwGOWOlBW7DQXdtoHANWTmzeTRIF1ZvZ0ZYSSspIgWxDVT2OPj5UJrFOTJ5Ot5U251hvD229rj/WuAKgy2OlAWbHTXNhpHwBUT/LyzooC68GDW6px0u6lRaVEddvZ7XLBZZnAKi0qurxiBXFlJfhcIABVCjsdKCt2VhzZt3e8XRwAmKa4OF8UWEbi0xcJI5MjK7tgAAB92OlAWbHTXNhpHwBUW9wSWKfunFp0cVFuUW5llwoAoA87HSgrdpoLO+0DgGqLWwILAFBNYKcDZcVOc2GnfQBQbYHAAqAmwk4Hyoqd5sJO+wCg2gKBBUBNhJ0OlBU7zYWd9gFAtcUhsCzeLggAwA3Y6UBZsdNc2GkfAFRbSkuLzp6dWYqv3ABQo2CnA2XFTnNhp30AAAAAJsJOB8qKnebCTvsAAAAATISdDpQVO82FnfYBAAAAmAg7HSgrdpoLO+0DAAAAMBF2OlBftjM7O/ull16SnsuysrKRI0f6+fn5+/vHxMSQTc9SZqd9AAAAACbCTgfqy3Z+8MEHEydOlJ7LefPmNWjQ4IoA8SxYsMCzlNlpHwAAAICJsNOB+qydZ8+effXVVx88eCA9l4GBgfHx8dRPPMHBwZ4lzk77AAAAAEyEnQ7UZ+1s2bLl8uXLHzufyzp16mRnZ1N/VlaWn5+fZ4mz0z4AAAAAE2GnA/VNO5OTkzmOo1OspOeyVq1axcXF1E88tWvX1knkCV0qtfwAAACAT8JOB+ojdsp0zxtvvLF7925xlxgNI1gAAACAF2GnA/VNO7UGnDAHCwAAAPAi7HSgvm+n9FzOnTtX6y1Ct045O+0DAAAAMBF2OlDft1O2DtaIESP8BKKjo6XrYEFgAQAAAJUNOx0oK3aaCzvtAwAAADARdjpQVuw0F3baBwAAAGAi7HSgrNhpLuy0DwAAAMBE2OlAWbHTXNhpHwAAAICJsNOBsmKnubDTPgAAAAATYacDZcVOc2GnfQAAAAAmwk4Hyoqd5sJO+wAAAABMhJ0OlBU7zYWd9gEAAACYCDsdKCt2mgs77QMAAAAwEXY6UFbsNBd22gcAAABgIux0oKzYWXFUvx4NAAAAAOOw04GyYqe5sNM+AAAAABNhpwNlxU5zYad9AAAAACbCTgfKip3mwk77AAAAAEyEnQ6UFTvNhZ32AQAAAJgIOx0oK3aaCzvtAwAAADARdjpQVuw0F3baBwAAAGAi7HSgrNhpLuy0DwAAAMBE2OlAWbHTXNhpHwAAAICJsNOBsmKnubDTPgAAAAATYacDZcVOc2GnfQAAAAAmwk4H6rN2njhxolmzZs8+++wLL7ywcOFCGlhWVjZy5Eg/Pz9/f/+YmBiy6Vni7LQPAAAAwETY6UB9084LFy689NJLy5Ytu3PnTmpqateuXWn4vHnzGjRocEWAeBYsWOBZ+uy0DwAAAMBE2OlAfdNOoqhmzZqlDA8MDIyPj6d+4gkODvYsfXbaBwAAAGAi7HSgvmnnc889N3r06Oeff75u3bo9e/bMzc2l4XXq1MnOzqb+rKwsPz8/z9Jnp30AAAAAJsJOB+qbdtauXbt79+6ZAl26dOnduzcNr1WrVnFxMfUTD4mmk8gTulS6DQAAAIDPwU4H6iN2ynRPnTp1srKyqJ9orHr16onhGMECAAAAvAU7Hahv2hkSEkJ0FfVnZGSIAsvEOVgAAAAA8ICK9/I1At+0c+HChd26dRMfEfbp04eGz507V+stQndPOTtNRB/UAwX1QEE9iKAqKKgHCupBhJ2q8Fk7x4wZU69ePX9//x49eoiT3MvKykaMGOEnEB0dLV0HCwLLM1APFNQDBfUggqqgoB4oqAcRdqqCFTtNh50mog/qgYJ6oKAeRFAVFNQDBfUgwk5VsGKn6bDTRPRBPVBQDxTUgwiqgoJ6oKAeRNipClbsBJUEOz8VYAS0ByADTQLIYKdJsGInqCTY+akAI6A9ABloEkAGO02CFTtBJcHOTwUYAe0ByECTADLYaRKs2AkqCXZ+KsAIaA9ABpoEkMFOk2DFTlBJsPNTAUZAewAy0CSADHaaBCt2AgAAAABUGRBYAAAAAAAmA4EFAAAAAGAyEFgAAAAAACYDgQUAAAAAYDIQWAAAAAAAJgOBBQAAAABgMhBYPkhCQkJ4ePjTTz/9/PPP9+3bNycnh4aXlZWNHDnSz8/P398/JiaGbIqHPOFAms4Tzmhlp5VsXFxcw4YNf/Ob35Bi9OrVKyMjQyuFiuQOXOKT7aFOnToeVAWg+EaTyM3N7dmzZ926devVqzd27Fj3qwGUU7OahFZptUrlLapFIYC5RERExMfHFxQUZGZmDhw4sFWrVjR83rx5DRo0uCJAPAsWLJAdqPypGMlOK9nGjRtv2LCBXATz8/PHjx9Pfg/66XiWO3CJb7QHKTNmzBg+fLiRwgBVfKNJ9O7du0uXLhkCnTp1WrRokZHCAFVqVpPQKq27xahsqkUhQOVBmumzzz5L/YGBgaRRUj/xBAcHyyJ79lNxmSyB/BJ++9vf6qcDgVUF1Nz2IFJUVPTKK6/cuHHDSGGAS2puk/j9739P+lfqJxorJCTESGGAS2pQk5CV1t1iVDbVohCg8oiNjQ0LC6P+OnXqZGdnU39WVpafn58ssvKnUq9ePdLE/+d//ue7774rKSlRzcJlsvfu3Zs0aZLyJsOU3IFb1Nz2IEJudvv06aN/LDBOzW0SRGCR1KifKC1lssAzalCTkJVWq1TeoloUAlQSx44dI/f6Fy5coJu1atUqLi6mfuKpXbu2LL5qo3z48OHhw4fJHcaQIUNUc9FPlj4O/+Mf//jrr7/ql9az3IFxfKA9lJaW/td//dfZs2f1jwUGqdFNokePHt26dcsUeOedd5566in9w4ERalaTkJVWv1RVT7UoBKgMtm/fXr9+/YMHD4oh7t6LSElNTRXjy2YRukz27t27Y8eODQ0NVT3c3dyBZ/hGe1i1alWbNm20rQRuUNObxO3bt4mu8vf3f+6557766qs//elPriwGLqhZTUJZWiOlqkqqRSGA6ZB+6IUXXjhy5Ig00N2n6VLS0tLIVUx1l5Gn6eTXonxMbkruwAg+0x7++c9/7tmzR/9AYASfaRKU2bNnE7GlfzjQp2Y1CdXSGilVVVItCgHMZfr06UTXnzt3ThY+d+5ct94H6dKly6lTp4qKis6ePdu0adPBgwerZqeVbI8ePciBxcXF169fHzRokLsTLAzmDlziG+3hsfAKd1BQkP5RwAi+0SS6detGuvDc3NyVK1e+9NJL58+fd2k40KJmNQmt0mqVyltUi0IAc3lCQUFBwWNh6ZERI0b4CURHR6uuaCIdhl2zZs0//vGP3/zmN6+++uqoUaMePHigmp1WsvTwf/u3fyPXvoEDB96+fdtggd3KHbjEN9oDISQkJDY2tuIVAnyjSSxcuPCFF1747W9/GxERcezYMVNqhllqVpPQKq1WqbwFBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyfx/5vEypsnZGNkAAAAASUVORK5CYII=)
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