Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-06-20020412_053500_20020412_101900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/12 |
Start Time | | 2002/04/12 05:35 |
End Time | | 2002/04/12 10:17 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -2.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.89 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 213.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-06-20020412_053500_20020412_101900-constBx0 |
Minimum Dst Value | | -10 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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4WeXmsQ9CCCEeysGDB8ePH9+iRYs6XE6lwcvL63//938XL16snyrzOFDPzueJEyd69+79bwp9+vTJyMiQ8PLy8oCAAHk+VlBQkPY5WA7DKyiwCCGENC7++te/vvfeexcvXrw10SGi9evX//3vf9+6davObuZxoGbJp7GYxz4IIYR4KHBVv/zyyy2O9OTJk/fff7/ODuZxoGbJp7GYxz4IIYR4KPXlqvTjNY8DNUs+jcU89kEIIcRDocCqX8yST2Mxj30QQgjxUCiw6hez5NNYzGMfhBBCPBQKrPrFLPk0FvPYByGEEA+l9q5KfQTD7bff3rJly+HDh+fk5NQyXvM4ULPks/bYPPCjvpNDCCGE6GGIwJKNmzdv5ubmzpgxw9/fv5bxmseBmiWfxmIe+yCEEOKh6Liq4gMHSlJT3T1DSUnJXXfdhY1JkyZ99tlnaviKFSsQ4kq81f7bmDBLPo3FPPZBCCHEQ3HmqvLi4iIsFnyq1VjaGaz8/PygoKDOnTvj57Vr1zp16rRmzRpsh4eHY/v69evVxuvKv40Js+TTWMxjH4QQQjwUZ64qJzJSBFbRvn3VnkGLt7d3SkqK/HXu3Ll27doFBwfjG9uuxOvKv40Js+TTWMxjH4QQQjwUZ66q/MYNaKy8uDi3zlBYWBgSEtK1a1c1JDQ0FDu89957Lsbryr+NCbPk01jMYx+EEEI8FAMXuQulpaWyBgscOnTo3nvvXbdu3V/+8peTJ0+6Hq95HKhZ8mks5rEPQgghHoqxAqu4uHj27Nk+Pj7Y/umnn9q3bx8fH4/tH3/88R//+MeVK1dcjNc8DtTj8wkR3bNnz3vuuad169YrVqyQwPLy8sDAQC8vL29v7+DgYPzUD3cX89gHIYQQD8XA52CB5s2bDxw4MCMjA+GjR49etmyZutuiRYvGjh3rYrzmcaCenc/09PQ2bdqsWrXqwoULp0+fHjFihIQvXbq0Q4cOWQrYWL58uX64u5jHPgghhHgofJJ7/eLZ+YSiWrx4sX24r69vdHS0bGPDz89PP9xdzGMfhBBCPBQKrPrFs/PZsmXL2bNnt2rVqnnz5qNHj7548aKEN2vWrKioSLYLCwu9vLz0w93FPPZBCCHEQ6HAql88O59NmzYdNWpUgcLw4cPHjBkj4U2aNFEfeoYN7KYf7pDbdKmzPBFCCCEGQIFVv3h2Pps1a1ZYWCjb0FgtWrRQwzmDRQghxMxQYNUvnp1Pf39/6CrZPnfunCqwuAaLEEKIyaHAql88O58rVqx46qmn1EuE6m2iYWFhDu8WdBZe4WaVm8c+CCGEeCgUWPWLx+czNDS0RYsW3t7eTz/9tLrIvby8PCAgwEshKChI+xwsh+EVFFiEEEIaFxRY9YtZ8mks5rEPQgghHoqBDxq9/fbbW7ZsOXz48JycnFrGax4HapZ8Got57IMQQoiHYuCrcm7evJmbmztjxgx/f/9axmseB2qWfBqLeeyDEEKIh6LjqoqLD5SUpLp7hpKSEnnZ8yOPPPLNN9+o4adPn27VqhX+rTbeav9tTJgln8ZiHvsghBDioThzVXl5cRERFnyq1VjaGaz8/PygoKDOnTvj58aNG//rv/4LgfLvuHHjFixYUG28rvzbmDBLPo3FPPZBCCHEQ3HmqnJyIkVgFRXtq/YMWry9vVNSUuSv//u//1u9ejU2Tpw4ce+9916+fLnaeF35tzFhlnwai3nsgxBCiIfizFWVl9+AxsrLi3PrDIWFhSEhIV27dpWf69evf+ihh27cuDFixIiPPvrIlXhd+bcxYZZ8Got57IMQQoiHYuAid6G0tFTWYFUojz1q3759QEDA/ffff+3aNdfjNY8DNUs+aw/fRUgIIcSDMFZgFRcXz54928fHRw0JDw/HDp9++qlb8ZrHgZoln8ZiHvsghBDioRj4HCzQvHnzgQMHZmRkqP+uXbv2wQcf/OWXX9yK1zwO1Cz5NBbz2AchhBAPpa5d1YABA77++mt34zWPAzVLPo3FPPZBCCHEQ6k7V3Xz5s1//vOf7du3V5/U4Hq85nGgZsmnsZjHPgghhHgodeeqcOb7778/KSmpBvGax4GaJZ/GYh77IIQQ4qHwZc/1i1nyaSzmsQ9CCCEeCgVW/dIY8llUVNSmTRttnZWXlwcGBnp5eXl7ewcHB+Onfri7mMc+CCGEeCgUWPVLY8jn5MmT58+fr62zpUuXdujQIUsBG8uXL9cPdxfz2AchhBAPhQKrfvH4fKampj7wwANXr17V1pmvr290dLRsY8PPz08/3F3MYx+EEEI8FAqs+sXj89m3b19536S2zpo1a1ZUVCTbhYWFXl5e+uHuYh77IIQQ4qEY+KDR22+/vWXLlsOHD8/JyallvOZxoJ6dz82bN1ssFllKpa2zJk2aXL9+Xbax0bRpU/1wh9ymS53khxBCCDEIA1+Vc/Pmzdzc3BkzZvj7+9cyXvM4UM/OZ/v27Xfu3CnbnMEihBBCVHRc1YHiA6klqe6eoaSkRH3Zs86kAwWW4Nn5dDaxxDVYhBBCTI4zVxWXF2eJsOBTrcbSzmDl5+cHBQV17tzZZp9ly5b179/flXhd+bcx0Xjyqa2zsLAwh3cLOguvcLPKzWMfhBBCPBRnrioyJ1IE1r6ifdWeQYu3t3dKSop2hy1btvzjH/8oLS11JV5X/m1MNJ582jwHKyAgwEsBilv7HCyH4RUUWIQQQhoXzlzVjfIb0FhxeXFunaGwsDAkJKRr165qyLFjxx588MFTp065GK8r/zYmzJJPYzGPfRBCCPFQDFzkLpSWlqprsAoKCh566KGEhAR34zWPAzVLPo3FPPZBCCHEQzFWYBUXF8+ePdvHx0d+YuOLL76oQbzmcaBmyaexmMc+CCGEeCgGPgcLNG/efODAgRkZGfZ/8S5Ch5gln8ZiHvsghBDiodSXq6LAEsyST2Mxj30QQgjxUCiw6hez5NNYzGMfhBBCPBQKrPrFLPk0FvPYByGEEA+FAqt+MUs+a4/Ogj5CCCGkoVEvrqqoqOhf//VfdXYwjwM1Sz6NxTz2QQghxEOB0ElLS7vFkU6bNm3o0KE6O5jHgZoln8ZiHvsghBDioYwZM2bUqFFlZWW3JrqLFy/OnTu3RYsWR48e1dnNPA7ULPk0FvPYByGEEA+lqKioS5cut90q7rjjDn9//4MHD+qnyjwO1Cz5NBbz2AchhBBiIOZxoGbJp7GYxz4IIYQQAzGPAzVLPo3FPPZBCCGEGIh5HKhn5zMmJqZr16533nlnq1atxo0bV1xcLOHl5eWBgYFeXl7e3t7BwcH4qR/uLuaxD0IIIcRAzONAPTufPXr0iI6OLisrKygomDhxYr9+/SR86dKlHTp0yFLAxvLly/XD3cU89kEIIYQYiHkcaOPJZ2lp6T333CPbvr6+EF6yjQ0/Pz/9cHcxj30QQgghBmIeB9p48rl+/fouXbrIdrNmzYqKimS7sLDQy8tLP9xd3LKPqwUFeXFxN69dk5/lN27gU7N4CSGEEI+GAsvDSE5ObteuXXp6uvxs0qTJ9evXZRsbTZs21Q93iP4DP2x2vnD06KWq2Iv27UucNCkrPBzb0FWbevaMsFgOz5uXvXZtwa5dW/r3jx006HJenux87eJFh7FDha3NXhueFX7t5jV3S4MQQkh9wSG0PhRYnsS2bdvatm27d+9eNeQWz2AVJCRAQuFTkJhoVVcTJ2I70tcXGivz669jOnfGz9jBg/Ed3aWL7LnnpZe2DRt2ZMEC7AY1Zh/F5tzNFmXXmLMxNUskIYSQW8bPxcXo/9Hto89PWbSovpPTcKHA8hjCw8Nbt269f/9+beAtW4N1/tChpICAw/PmiWyKefRRfO+eMgWyaefo0RKYuXo1mtz+mTOxvalXr30vv4xD5K+NyuQWdv7lyhWbKI5eOCoCK7k4Oe9ynrspvHnt2tF33z30+utXCgsxnNofHLxrwoSy7Gz1SiUhhBCjuF5aGuXvjz57c58+1rF0p04YaaPjZZdrDwWWZ7Bw4cK2bdvav8wyLCzM4d2CzsIr3Kxy7Jw8Z86W/v23P/kk2hLaVdaaNad/+EEaGGQNGlXh7t2ioi4ob2WChDobE6NeGcQ+m3r2zPjyy33Tp2euWQMxhI+NzMqGICrLfmbHMzjL+ynvL0pZlFCQ4EryMJA6u3GjxB7l5xc7ZIhs73jmGXwf+/DDU+vWYaRVmpGBRHI2mxBC9LlaUJC5alXBrl3bhg3DYFUrm9CRIhC9K4bKcnVi+4gRe19+WXpd7AxPUXzgQD0mvqFBgeUZ2C+NkrdalpeXBwQEeCkEBQVpn4PlMLzCfYEljWebIrD2TJ0q4WhF6cuX/1z1OK5L6eloe9We7fSGDXK2nMhI+3/9o/zxX+/NvfGN7dLrpQhckrZkUOygzbmb7feHeJKEQcBFdeyophPjqo3dulmnzZRvmTnDd/aaNUjnjStXkIzzhw5Bb2Eo5npREEJIoyfh2WetlyCUaw74JAUE7H7hhfRPP4V4Spw8WQLTly078dlnsqwWPT/+inv8cfkLA/K6SJWH9tUUWEQP2Mf+4ODYQYOK9u2rvYmjKcZ07oxP2uLFaLQXfvse8pizMSEHQuYfno9mClF1o9w64SRXDyclOli8hYRJk76Sn1+SlpY4aZK6GuBsTAyGUwdDQ63qysdHdts+bJj1W1GK+Gzt1y/K378gwaWpMsFDG3m1YJDK6X1CCMAo2jpSfeKJ7SNGJEyYULnGQxmsxnTpgkDs4LC7gLSKe+wxjL3t14HUGET0U05OxsqViB2JgSfaNmyYOrBv+FBgET1gH/nx8QaeEBoFzU+mlKCxHO5z9MLRK79UNtFFKYv6bO7jcAYLcg0a69S6dc7iKr9xA/qpLDsb6hC7xQ4caF030KuXtcuoUl17p02LHzVK5yTg+NKliOjIggXYH9/uZLdBIxdzUTgYreKTu3mzOiolhJgTdNF5cXHSD6ALRfeIIfGRt9/e3KdPugsPrMY+1nms0NDstWvRpdQmJYgdis1649SgQdahctVlCvRatTntrYQCi+gB+6iLpUuJkyZBY6EF6uxj/xiti9cuPrPjmRHbR9RgLXyFsk4f8uj84cOQjCWpqWlLlhwICdmk6C30HepuMnOmcik9vXIM17WrzZ4NDeQr9cMPrxYU6OwjpXp6wwbkPemVV6yjUiVf1sWqfn4yTEQeD8+bd8uSTQhpyLg1IyXrX2WRLj41W5L1c3HxvunT8VGH4kkBAZmrV++ZOhWBxfv3Z4WHQwJeOHq0gU+9U2ARPWpvH9duXku/lG4frt9ooRI+fqn3By/2uHTmVEXVXNSPx9fKFcNPYuZsePtliKRapq1CGW+hLzj67rtougfemT8qflS3jd0OFP/aKaABY/yEfVI/+QTtXB2TocFvGzbs7MaN0DTnduzA4RAldb2OHv0O4oU2Ojh3LlKV8dVXuyZMOL5sGTq1hLFjpTNyuAbicl4eBGVOVJQ8nEz23NKvn1U49uhxYPZsHLW5d2/rlVNlng8fxNXAOy9CiA0YP2H8GZ4Vju/S66U2w0X0xpE5kdr+TUvmqlWHXn9dvT+pZhTu3o1+Ej1q5SWC6dPluqFbJ4F+ksOPvv02+tWfcnLUv66XlsrzgGRZME4u4RkrV6IzxCi6Nok3HAosokft7WPYtmFoKEuPL3XrqIjID0VLrfnhLfzcsnjuxNctr7/8yOOfWAYve7jf5w/jr4CP+tcybSoQSYjtn4MtEumMvTMmJU5Sr0vaL4dXp7VkAkweWiET4xhgqev9ISJxLPqs7SNG5G7ZAomDA6Eda7yWS+13KmPv0UM7c76xe3d87w8JgfI7vvQ3BY5UaYeVW5VnlZ384otT69apqYWigoqFWIQCg4Db2A1Ss5vNvQuyWgvp196VqV3ChZNAs+Jf9ZDGunDNBpNks8ECa0RzQ/uC5cuA53hY2JEFC/YHB1/Jy3PlFhzh9IYN2WvXipHXaYKNBXKq5FrJswnP9tnc54m4J9DIh8QO8Y/y77+lv7rcAqzKXCV9R3ZZts0ZUETSORj1XCtonYJdu+ScGBO6dWxZdrYMBe2XW6lPtJbrhhBbmV9/LTc8yW1YDariKLCIHrAPbft0HQye5h2et+DIArk3MCApwH4fKJiem3q+fuh1+78ST2+XjmBbhvVy+5QvB2PbZ4NlbSdrsP8PVoE1eu0A/TSkX0pHjzMneU61qS3atw9iArrkzYNvQFr129IP5++1qdeStCUYC2r3LElNRctPGDt277RpaOG7nnsO6YkfORKHb+nbV+1NMJzKiYpC45dpIeu1RWUDXUOkry+ETuLzz2/u00crROxBVyJP9sJRcBvxo0YdfecdbCMBSa+8gu/Db76Js2GMaF2O+uyzl/PzkbxdyrpU62NdJ0+Grrp28SLGf7KADAlGCE6IPkh/oah6v2fKwoU4FmfAp+zUKVmtJVNfB2bPxl/Z338vt20eX7bMOquv3LONDB564w0oy70vvYSUpC9digJBIV9WXB1yjQNd93lGgfJ0eP3U4WSqBIpwxFHYQCcO33P+4METn30GJYoCR0VDUmPj0Ny5Uu8o/P1BQbunTEGZqKN2VIqcQWI3cAkwqVBmZ6/k54sRblSGHGqjk488vQUNFvvAAedu3QoJhVqAF8d35qpVajNUnziz4+mnYbeH589Ho6uB4EBF50RGosng5GL2sAEYAEyiLia55VnNXWK6SIb7bOmDb+nE8Dl64dd7idZmV14EQHtWA5GkvLi4C4cPo3yQa2NXOKFRyD1S2lkoV9ApKHknW2lWFgbGqR9/XHkP01NPodtBe5QnWqMqbXrXG+U3InMiN5zeYDOrV6dQYBE9YB8OF5jbADllo8Ngx9KS3095HzJL254Bdkazn7pnquxz8ZqDhdUHig+gicj2Z0eXWm8t3Nj/xMrP05cvT8zb+eaeUPtBmApOGJcXB4Wn7WKQBqglm5SoaN3eh6nW+bPRO0bL4aklv16LTFuyRNozuowKpRdApylTOPhA6KCRb1NuV1QfErHjmWfQc+1Snnov0uTXrn/CmIUvdt2z9D05Oc6GvgPSB/1yXmwspIw8ys+qzJTZKfQdN5RZMTU99lfxsiLXvzelS8zUcV/2sqzqURkjTujW3T3YExoIH5n0khswIekqV2t16mT9qQhK9SZNuey4VYkupuo5/hIouYhS1njJoDNCeWpODS5B1uB9SnBv6OUh8lAjSE/upk2yhte6FO/48bjHHkP44XnzUNop778PZwB5hBpEYFJQENK575VXcJSaI5mzlOpQP7I+T/KlfiC+cU557i7OIAfK2ZJnz4b6hC2hKqUQkEhZG4dUYaMB3idVcNVWm0JoQlxKQ1CxeSFpnYK4ZOri12GMYpMJ48ZJM4TFykRshOa5A5X+ePhw69BI+cZHrotBBlXarTIrrNYy9BaaNjy6XIG6lJ6OIQry6OyOEOkB5J0WqG5pBbHKem3rUgRlAGZgOWAcKLl6ee/LGFIeuXAESuJk6cmQAyH4S/ZBF40usfjn4vj8eG2HBiA3JZuXTpzQX8FZYyBScX7RPShkWIiz1aKw/KzwcPVtbNUC84uoegojeq3dL7yg7ZRmb5naZ3OfT9M/RbGE7A+RUkI5yLHau6n0qbEspsAittg8cAttUn//9Evp/lH+nWM6Q/HIzhmlGWklad2Uvs2hDHos7jEYevD+4GHbhkHNuJIqCCPXnas8s3RU/Ci0rgm7JiQVJaHHGb59uAS6MoKR/gj7I1/aEijNyIBTSQoIcNbk0PPK9Tj04PuDg4+++67sKU9kvZyfj54F3Sv8KwbHY5d0RhR9v3i4NDcH3c3iaX2nv+qzOHDg2AWWRRM7q5PeMoy23svjwj2M6FVxWM+YHjLnN+bdh3ussnzxzgQXi84GcRXfPzP45WDLh0/5QBnAPeTu3bX5iwXHlOuqsUOGHHrtNQQmPv88fmZ8/jm6PAgX+DMk+HhYGLo8HKXVH1uVuf0906YhJHHiROgMlBJ8FXpelB5cJvpK1DX6PtQUnAHqYt2pdXsL98JaUKHb87djIF6tWQoofHU5SKUPViSgPLZHPJ9VMj7ySITmUm9loCKq1EDZR1Z+oHKhGhPGjt01fjw2IDWQzZOff45t6GmIKlTZVkWPylG/SjHFZ4tCtZ5nxAi0kn3K3QbxTz0lgVuUiYTUxYtRquo9vHAesL2y7GwU17mEBGRK9FnNqlUHjGrglTPLMlHIaMhwQqgCaVAYn2DoAheIJiBPS4pQXudgvVf31ClYu3W2VdGRaCDJc+acivwRJ1mVuQq1iQNRmwkFCVJxbs0iIJv2HleeJhA/YkRE1dV5xI72hVamXuCT64YwSDS3MxERKO2kwMBKla9UrgwSoMZUqYQShh3CCOXhT6gdWbWtjo7kJ7QX/sKBubGxEAQoE9TO1fPnoSEQyxaNjf06rpC7ZKq0YMGuXfYrk5D4nMhImbqWn66siEKRvnv0XZu5dhX89cLuF8bsHINYUW1S+AFJAWhNqFzUi7rwoO4mlcVaVLMXAXRw7lyY98Vjx1CkGG5JlUnniXbkukbXPoURChgVd/itt9b5WX7oWNnqemzs8WsLVC6nDIodFJgUaFGeB7Qma42YqPaciF0djuZu3oyKVp8B6RYUWEQPZ/YRczbm9UOvi3hSJ6sej3scg7Upu6dge8T2ETKrox6CndVeVb1uWEfvtEHsOD+8AmJEvJK8gbED8T0yfiScNDoaV+QaVJ0879RF4Iqsa0jP7Xt18ws7T8eh/3I2YSZMiLSms/s6/26rLX1XPgw9hJ9dv/XBd6fvfYZ93W3sqn4/XS7BnvuK9k1KnISi1jmbVMoLe16wXi+I7qLtU6Ztfx6OE3mBGobXdD1H32aEPx83bmLsWJzEL6IjRCd8pEjVhSkLtx9cd76sACdExpceXzpk62B1dHj1atnln0pkW+5RgBOC38pcteqGslYG6kFSt8HH2hV+PqHvjEBL+PND35xg+XhUx54be8BIJKInNz+O744RPpIXqHZ8w2do04mKlnyhm0Z0UKLw8UfefhsaDp4eemVL//7py5cjXNze5qqpRDhm63qdZctiBw2C9rX6YBz41lsIzFy9Gv3+qe++OzxvHjQxzvxTTg66XXgF7VwgooP+w5gBHm5z7uZD5yuX2SKziPTEihXW68WRkXBjcPOn1q/HORERumx1jtNGdVUGKjMu8MpwP3teekkcs1zt+nXN3+zZcCeuD/ddQdpm/xjrZaYukZ0kNT6R1sIfplTEyPDe6ryO9WK38vDJjeq9qEouNg3s/9GTlnkTK6vs8cj++B4X+7TV2jd1f2LbE3Bs+k1Di2ga1BQq4vSGDdBtqas+F72+feRIlKr+/cg2oM+BsoF2gQXKhr6IQb1DNiENUk1blOlYdY5EZBNk99pOlpiqCk354AMkCUMmnBzfSDNs4PzBg9DEGV9+CWvcOmBAZQ2GhESPGnpi2bJPXx68aeaUTx63LBhr2Tl1yg89O+2bNk3E37n4ePh4h/0kbB7tTqdFqy8i672pt3TLFcqQWAJHbh+J79D9s2GfdfoEdgyZUNpHqoY6UpKouwjNzOKpzdEnMpKkW0BjrM3g4WTJiUcjO+Mz98AcWNr7x96HVUP+o5vCR/Lea1Mva68S2VF+zjk4Bx3swaJkyHFoPrRNGJi0LPWFbzWY3qPAIno4tA8MeiCkYHETEyeOih+1OHUxBknzD8+XQFkBAIPWzr6iF7B20NuG3VCeEwBn/2Hqhzs+W2jtm4YNq1naoJDgz9QZMnQlGMnhtCEHQuDk4O3kokbe5TxpQl9lfGV/3VAHubQEX6i/GxKAnCI6qB8pgb6b+1o0SyIizkRghOTwMigSjL9e++F52fORDdbWPnbrKHwP3jJQAnFmKKexCWOlVPOv5DvUfDiVxP5K0is4JOViysqMlTj5m4ff7L+lv1yN7bmpp5xzb+FeZ3cS2SDnFG2qHi690pC4IVa5E9NN64ORTsS7LX8bVCyU0DtH34GFxObFIguisFVdm7o/NuCDvh8uf65r+MOdvnu4y7fWdXU9wq0n8d1QqTI6RT1ijXed9bvjesvT71pGvm8ZGGk1sAm7JkBAozZR+Mi7ZHDmpilwSOqNkJVzTsOGXbt4Ue2vIZKgdcpOn05a93nevkQJRKogYfENa1FTiA2UkkMhLjUOc5qTPAdifcDWAVpROy5hHLKvX8KHc/bml549+u670FtnNmzY9WpA9vYtn29/b8P+lRvC33p7yaglH43vv8Ly6hs9xs+zTAm1vPGc5cVZlu9GD8LQHDIL2VQF2Y4xY+APjrzzjtV/r1zpumeCISGRaCb/PPBhYsEuKOkXtj3XW3E8g8KteXnku8qKmL97zvTIZ4d/Za1rDAM+CRqyPGgo/A3iEo/4Y9dOIbMfDQ7tcmbbluNrvw4Nf9ZaIN9VCizf9dbv7t/7aV3asuPLMBpxNoARCQthAZ0qSnTdoB6vTrW8PcbS9RtLp7WWDR8E7g8OrvFdYxAln5347HTZaVSiw9uc7YEESVm0CN/oE3K3bsU39Prqsf2Cpltem9mt4w+W/p9aHlvZqVd4xyPHd+icByONiykpyMvLwZZx71rb1/BPfNVSsurRZUpDnvObuU8Yrf0yJrmFSGSTQ2C9wzY9BqmxIXPdiu3vnL6YVaGMRqbvmw7l0X+rVfjCVl3Jfu2BtUDJ5cXFQbNCu8gc5KZevbYPH77j2TG9vrHm+sM10zCAqeUlcnXMvy59jQjHS2dOqe0C3gpZ/jbrWziLNdlrtN3X6G/7R2hWOGSusR5enJxsvVl7afX3aUEEn42JgYKH3UJhX8nLo8AiesA+IETgSwqvFkLNwJOJj5RrfGii1n4h0le01NrstQFJAVvztsKCbV4miPZsnQKJ8uu9uTeMWwav8ih2uIqa3feBWCzKJTzE/nXm19bzR/pJa7G5aRGjlvj8eJk/g5uXle9hx8PwvePcjkUpi6CBkJcXdr+ArKntUF1upe3E4Y1eP/S6urIB29b+UZloUVvpU/FP4RvDdG3glMQpyDgSBqVl47NzzmeN/m7gi+tG4uQy/4HyQTpRyFAnMqMAPSGzg/iJz4IjC5AL2Rlng6v4MvNLqRToG/uykvLvFF05ISGTQFA/UGA2CzJUIDXwgXBBvKhZxCXXTKV4Ufgz9s2w+suoSn+JtEGBPbfrOa0T9VGmnZBxa+wxnfpt6Yd94M+QZhS+uoN1QBnV3epaNlktyi+i48TXLBPetCya1Pn5uZZVkwe/PaFj+LOVsil5zQrItdnJs+VA/x99fX58+NEfrVkb8nUXOK0FYy0rR3X/+Bn/Yx98ED9qlM2iXdgzahylJAlDMjByhSSSikNmkUKcXA1ECdiUDBIvh6uf8bvGo0hf3vuyNjA0ORTFi3rEcMLGhcuqZMSFXh629OGxD7E9PmG81mDkuoZavPIZFTvCN8IndP/ssIMfrk5buf7FUYvGdNz4uPWSq/rs3MRJk7b071+QkKA/MYNc9N5o1VIDfrCWvP8PlRUxb2aPTx63xL84af44y7fPDHxzggWf6B5WibP65Seffs8y493KCy7Il3WQczKi54YuE7ZULliUMhy7QxkPRPp9NarXqie7vRPSDwd+OnNY8MuWTyZ0fyn+eSg5GYdgOIQakUWcIrbES23o4i8r/zb4WDZ9Mve9FeOnr7FOt/j8WFkUizeF6uTOIdJ9oWuCA5Yxw4AtA6QiXLnijH3QBJBOuWwtgVKGvWN6aqtpefpyZApxoUVLhymtXgJFuMuej/xord9HN/hrD+8UYf05MKLXt2vnJa7/FGE/dLTAkiM0D2FBFtAM0S04NFEViOBIX1+I8rgnnoiwe7YzahA9A/pGFwsQKUe8ru/vDJQeyvD4qf2ha8btPLQBydh+Mkbm7yd/PqBmjzm0Of8CZQ1p1GDrRPXOsWPxjQJ0uLN0ttLRvb9krLikQ2++eXjePFlFJwszoPjhsBKnvVS0b59cFC5JTcXILXPVqvTly89ERlovi8+aFaG5KLypRw8KrLqM0vMLF1kQB/9YrNV5izyCFjl7+SzsEgNQ6Jt5h6t/KCXGi9jt7SNvSw8il7qg9GHEGNDULG1oP+K2B2wdgGTImeEdkeB9Rfv0j1Vnzrtu7Grt4GIelZ8rpz2O4bKs28U3Whp8lVb/yVQcPjI/AQGkngSf7fnb4fvRDSG/6IjhXzec2SAFKO7EP9oqj+CMvzj5BVx7tV0Jego5HIIG2+pNQPIZu3Ns/y39p+2dJj9j82KdXXZBROj0D58/vO7UOnzknDLvgsSgNtUlzBJLVE6UpWqeTzsTia4Q/kmkKvwNhF1SURJqE4dIoNwfgFp449Ab8J2vHXoNVTM5cbJWdY1NGIsEvJL0CraR/vmH52PP/Mv5OPmVG1dgVMnJlS/wlmX1cttjhfIGJOsC2JMnMTrckbEJsYyIeVzO+dx8Xwiy8R/95sLod9nf2ctHxGjVc5t7afcUxdlj02/WanTfqGi+uMcho5FTZBCFAz2ExMt1WPTIY3aOUSersAOUE0oM2YFhjIgfoYpLfD5K/Qg1/n3291DGMw/M1EYkWkqVvxiHWJQFyyi6kP0h+MZJ5IqGCAK1JGFO+A6KmTRhcdcVHz//9jif95+peinn0KEitlB9NoIexvDMjmee2THa9wfrrn1WW8/W9RtLj1WWvp9bvu7pI2WO5pkTFVU5F6hcjzv0+usI3Jm/Q2JHRlAUMpyQ0sBH1CG0KUoMxSI3f2DQggMhDsT9yNK3nhHWVjNs61AppUcjOvn96Dv18yHdv374lfd6+a2zPLHYmiQkrHuktVqHxFpnTFEacxOCZ8RNxqAI5Rx/Lh41ol6YdtaIsMP6M+uRvL5b+kpqpSRRuZJy1f5hMKhBDCdgyahN6GzIX+gYVGi/rdb78mQ0BdtDhaJVyhmm7JmCsSU6B+gVFMvTO6wXQ8ftHIczo5XBulBQsm5hYuJE/ITZSBt8/9j7GNdtydsCyY6WhXgR6cazGxH4xuE3JG1DNg7oHvnotHmdu6+2BM7rhiS9euBVyQXyjlZz9Zey06c3FNvNmKLM0VikBuVGE/WpUVrQaUBeoH+udmGc2v+EHgxFMpzN/OmfBwYhc+GDY633hneOruy6342YEbjyyXl7rOMuh+9GswGdPOoFfaw2EEmCVaAPkZ9yj450I9g+uXIl9JB6d4J2nsx6a9HOLXHHI/pu6DY37hUJlKlTWX2VErNWrHHGbP/HP7H8c2p/SP+NVbdBfNvNd+EoS/TAvlqBtZECq26j9PzCRRbE98j1IFWIQEbU4Gzo6WD9+Li1sEnnbHDt6lwC+gh0o2jbrtwYgmPhaMVBSq83bNuwl+Ke26AM49Ubs3/57S17FYrCQM+IDkIu+cGFIDsIxIazuxrRd2OHH079AGH64p4XtZ7V4SMqbECXAUkkJYZv9OnoVafsngJPM3TbUOmC5dv1xVXom+AMZiXPEu8urnFv0V6kMzQ5VOvs3a1o7UJmFamplIspUBjB+4NFQMAPIcHOVsIV7t6du3kz+sGChASb1Sfy/JsdY8ZsHzECOiB4VqfJr/tsmzUdHWhYuFW0qRdn5QIK1Aw6XHhNmApKb9KuSVb5su9lFD5C4PZQm/DWcKgoFrgZbSCKGhpRzgaJI1UvggA1LnLWmTuRq5YDtw60F23dYrohlu+yvpPG9daRt1Aa8gRIWJEYjHpaUUj44C+ULZzKwpSFUuNSkqLhRGzh8+SaXp2/93lpUfeOP1ieec/Hf71P5x86rjyyLHRXUHJRMupdDsdnemjHGYGWjXNeWvn+5NTo7yBeoVzP/PgjlJCsGka0EnjpxAkoc5G5SFh8fjw+YnhQHo/FPbYoZREqHSkPzwqHd3Q4wrlaUHB86dL0ZcukML4c2mXOZMtzy6zC0efHhyVJPsplss5V1xYrBagifIP2B6FYVCUkRSe6Eyl5PvF5qMYd53agyrbkbkENzj04F1WAQNFANhWxJmsNCrPslzJYprpaQF2gI15fXjyvfqT3E4EuOhIfjJRQFDZmLDViI+LFLNXAg+cP6o+vZCwnhWxRpgOtCYt4RKvCpXlmZKyMiLDg85NmfIXmE6HcWXIuISEnMrIkLS31ww8dLtezGTTqABOttvuCAaBrQkPTBkI1wkhWnFiBLhpplkxJ96XWi9iMzMmhoaFq7DsHVBA6Dem+ZIIZp/oq4yv0kF9mfAlVClErh0uHiUFy2pIlBbt2waTVm11k7JEUGIhub+fo0RiE7JowQe4/nbh6kCRGuvfiAwdgsTITHHX8+0oTVWba+n3VsdNay8j3Hx75wcNDllp6rVH6tG8Hjd8wLCzxHTSfC0eP/pST0wg0gItQYNUEZAG9AHqQ/Cv5aDmwbAzR4CNr9nAsV5AX5GHs5eL+SAnSg1S5eFuZCvyE3Nkk8/YSeHjePLQ3/djRdNHy0aTFqbgVKWKEC8fYV66u6i9arzb96KrQ3UMZwNPb30VfLcgF+rvw7HDpOLrGWGcUZJwNGSFLuGrwWIRqgSFBT9T4QsO23z4zAp5DfW9ahTJXigqSy0DiIMXbqY4q7HgYummtKnKokNRAFBGOVZeaTds7DT7bFd0pEyeFVwuRku3ntiMZOE9AUgC+FxxZoO7j1j0HKnLH7qHzh9Zmr33/2PtWXbXtyd8ouWirGvCJqBQuDytX1nr+YNUNXSIeGfCpBV4hNWot9FONH8z42YnPUI8uLuZTQTVlrlqVsXKl3Gr3/Yh+L4VY3n3Ggu/n51qCvxzR81u/RVtmwdGimWD0ApF0svQkStLGFOFNLcqlc4tmFqRSxGxyMD2JWsPZYNLioR2mDQJODpGJrsm7J8NVP6vcM4l2gX9huscvHYeG++H0D5AR+Ndh9lEv6BwQC2L8MvNL7I9Wn3AuAYGxebFIs43+cAh6NnQySUVJOBaaFaWBVhkcPhp+vf8KS3bWYXVEl5m5CuoqMtL36tWCX6p6ZiiDygZS3RsvkFoUEQSQw14dudYuIUWm0krSUJjI/qfpn6J2UBTogmQfnEom9R+JfgRdHLZF6EigOvP61cmvcAi6LLTEKzeuoDVpH52A/vzzk58jSWgy2m5NrR1ZCjJ2p3UifPTO0dq6Hho3VOraPiNQPLKX3KBg81JaWdH42Tvj0aOiwFG2sBN0AjKIOnp244XL+VZHs/fl6bum+kb4jNg6zF49q9PVh4oPyfReI9AALlI/AssZdR11eXl5YGCgl5eXt7c3Bvn4WbPz3Br7wBABYr9w926MseSW/o3dujWc97TAHaJPXH96PbyjyAL1zkT0mDU7p6zPMDSZNUSWcEFOyWXWwP2B6O9qvwyi7vi5uBij8/zt2zf36bNv+nSdPdHdw5PJhWnImq4bu+K7BsIONYVSwqAZ/rLGJYMzSI3XxeBE3AA8EPwTXBcczMqTK603oCS9N/mDrlMXdu/1ldVcH19h9XC9v3pY/EJBQkK1Z6475Gmc2WvXRvn7Wx+T687z1gXJNWoZG8gyJIIsfHxu13NwddP2TIMwgpvflr8N5u1ixW3O3QxZA68P5aS9J8MeubvCrQTXHhTXOr9fnysBtXr+0KGbv1zLz4+/eDElLu6xmJjORUXWR5tih7QlS/RfY6/iMJswpx3ndsjIxP5hOjhE1VJakTH34FyET9tXuW5hfMJ41AX6SQgmNbDaG4zUa5HapzCq82eimJEkuTdFAp/e8TSSirpDRTubVMbIGZ/TGzYkBQScjYraO+ul4yvDYv75KD458VEQ/XLRUJ3IlCnwscqlzN6RPtdvXFHzDquDyb1z9B18YzcUFGzs66yvoflGxo+UwycnTqbAqsso669wly5d2qFDhywFbCx34S3oDrkFWfh1YKFcupZbwCCw1NuIDoSEGHsjuluojU0u7sgdN+hb5VKRerG/EYAuY3n68lvvM+oa9IaQjNax8i9XGrJwrFOyYyK2Lpq9LzjwoyctkU8MgJ+Gm6nrV2e6iIGPtkcVy9J7o07YACk+cEB9XoDciCeLhM6fPyQXCreu6h+x1JLwUQ0ffSdAqWivRUI2Qa3azLjLA04nJU6S3USKyewsGhr2l8WXFuVWhoqqi8vVLpCtUGb6cci8w/PUqpSrDRBeSAP6KJxEVVEZEObKNLBbQ5esrHBrWW0dJIV26tSvSlS9m6ejkqOuymo5nwhLoQsPFim9XqpqPhQIBVZdRll/hevr6xsdHS3b2PDz86vZeW5BFmStgDpne2TBAoy6VEUlqxRtbn6pa/Ly4hITJ+Uqgye0cPQUGDPJjXjqi3fQmHUeJU8aIOXlN36ps0vbHsHNa9cKEhKcPX+ceBBH33133/Tp8jBb9Uk3R4++u2fP1Mg1PtYrhuG+tTl/eFblyoEd53ZAs8pcDrpBm93k0iHkFDYgnjBCs3keDTrMx+Iec/c6sg2y0Nbm0Xc1pqwsG3Jq796X5brq1q0DtmzpX1i4G4HXr1euMoSSQwks3NhjfITl013jX94+clXK+65HAXm6KnPVt9nfUmDVZZT1V7jNmjUrKiqS7cLCQi8vr5qd5xZkAZ1+5ipY46pfysrslwvII4BdeQaJgcTGWoc1mzWPh5HRUgO5qEdqALpOdKNyAaW+09KggQz96acc+Jvt20ekpy+D1zl9ekN5jV7fhqNyciJxhpod3riB1r96taC0NOPEic/Kyk5jOHdJc1Oe/kig+GBSxCeWiNWW7cuGb/qu1/E9ld1j2pIl+4OD90ZORfe1PzbY/kB5lar9W6rU6LCxNXvNs1sGfH88bMPpDerTdqCctGsHbxnB+4Oh6kTe2TxbscZs2tQT5bNnz0sHDoScVubkYJ/o7RF44ECI/Z779k2XfTIyVqalLXFrkEaB1Thp0qTJ9evXZRsbTZs21dlZZ61YQ7APV14WYSypqR+iXR1x1JvcvHkNDqOgoE4Wr6ANX20wGu7y5Tw42pKS1MzMVdccPSXVg/j55+KioiS5FnD8+C0V6/UO6g4uAbWZlxd37tz2HTuegZ+Ayrxw4Wh29tr9+4PPnYtPSVmEf2HwR4++u23bEyil2NjBUlzyyc3d6tAyEQhZgJOc/u3FI1gOzomirjp882WzXpx1CAwSWj8y0nfz5t4oH0h/mU25ciUff6EidAwVO5zL3SUFGxXpj++N0T1iBw3aMWaMXApI/fBDdFOomuTkOTYnwV8RykJz7XPbi4sPbNzYLS5uyLZtTyJV/ZVrgo9G+tjEW3c3Njmj+OdimUWbuGtiQFJAbW4J0iKyKbnqWoQgAispKQDdHUYXaCYYYJw7twON5Wdl1UR+frz9xcRqaQgO9NZQb/k8evSon5/fXXfddStVi6fMYGmHtugUSpw89PIWU5qRceSDBReOHYbb0E54ILVyww4+aHjovAxUHjh5XNxj7jZgY0Ea4C8xjFNdY0xMF+toeL+D0XB9gRE/esOsrO9QUOfP6z3IG3UE13Xw4GtwXdiA30LWioqSs7LCS0qOHTr0OmoT9Ytavlnfq3Z+rvXSN9QddAykP4oFziMj4ytkGXmMivKPju4cE/Oo4sj7KtXqI5UbGWnd2LTJ6uOxmzZw584x8LV79rwogXFxVtWF4oJ5qGUFJ4RAEWQo4ZMnP8cOJ09+lpDwbGLi80qgnxy+bdswfKenu70SFHFdv15aVpaNKoMiRL7qsXUYAqoJ/hs1JSWzeXM/pXgflzKMiekq30rgY+hetD0ktqGDxZghBXbuGHPkyNvQRglfjBdptaVPnyh//8LduyuqRon4XNCsKM85EhW5zjfm20dvXP9VLamNXT4zlCXkL27pfyuLxRkztz05MMovNuOraveEZWLAgHaEJoBv5PrCb5fSIxCWCaM9f/5gTk7k9d8+KghDghzrE/hmowSioyvbQpbm9Y4wQrQRFL6zPge1g3MiDaoXg/VSYNU5Pj4+r7322uXLl29lpB6xBuvs2Rh04vv2TU9MnLRr1wTpZVJdePezuA2brhae8sqVPAzBccIaD5cx1kdLkwcBbJrVTZrZpUsn0HLg1xHpnj1TtZ3R3r1T0Q+mpX2CSOG/a3MpBGmWc0LNIGs//XZBJbpa+0BQWppRg0hxFFTFpUsn4fOKipLQJeGDeFEdO3eOVr2sIrCsfT0KHPuX1uiBAoaDRCqeqZf4pIMH58LZOKxx+B7r+H5jZT1K+jEwleu/2nrcvXsyKjcl5QPUY0rKIigz1KbDORt0mhjL1n4tFxIMo4JiQHqSk2fJ5QkJdPdUYhsZGV9qc7RpUw+lfDpWySbrxq5dE5FNNDcJjI0dgm8RQ3IDGsoK50GqyqrWF8Jb4INyVnTSUGXPIWlpS/CpCnxSPZVqObJ2ODZ2UElJGg4X9ZaQMA6+HPJCzgxHhZ9otmJdCId6KCs7hbwUF+/fvfuF1NSPN23qiWM3beqlTvPgk5MThT095bIj0glbgonCnFBT8swqZAqdBjortGg0vV+UJ4VmZ39X1QMEoT88duwjlDDKcO/eafHxow4fnoejUIZVndKv1xMvpafLOzTVt1wDnBb7o9C0FqWqLnkqKYoa9X78+DLpvlJSFqJ/Q9WfKd6PZNfMGg0EkkhSi9Krdmdp5iL3N27srs2mgBKudgoKNaIc3mPXruegxmyGPfhp3yegQ8AHpYfSRvuSyj14cA660x07RlNg1Tl33nnnTz/9dIsjDQsLc3YXoVtVXqf2YSNWpL+WC976yJ4Jypvh5dI4HKRi2ZUjZngI9Efowd1yhOhNpJXGz38KAivunWFVfmig0lX1VfxWT+XyymFx8zLbHBX1iOyJFgXP7foqH/gepLOwMBHjHgxq8Q0vK/5v69aBaWmLkTVZmo1iER+j9SuQAtbUxo9CZ4pI0X3bP83ZIZJNWWqmDteqJhuGSkYyM1fhc+VKPpzZoUNviFJxfaYH6ZSd7asAI0Vk58yZ9eg3M6pe7IOigIQtKNiFQGzYHIKToHYw+kSaMWpHIe/dO10p+UoBoZ0dwc7YE2V17NhC7JmevgL2kFn1xOeqeZcnYUXiuRUd+WhE1XSd+kmreiGSZAG6CiPaxMTJSpk/hfPDC9oUiOyJHhxV43BSCnWE7GNooTVXdOhK7NZrRrA06C0kMivrWzSQs7oP3ELpobgSEydqncrWrf0VTfwGUpiS8i66frhVWCysC2WIBMtcV57y5CFJJApf5oqctRc4J1jm7t3Pa8scpotAeHqZMJBAeCZkQcbxauEgF/A3sqwY/yJtqJGNG7uqSldatJqLLVv6/VYsdhebVPbvWyWzHN/AK9LwVt7NUObkZhdkHxk/fXqdJHj79qek14qoemaV/SEwOchNqRRx9uonOrqzVC6Kzr6BOMRmAkySiu4FFXcxNSUvLi5OkcXoxOyPlStiqKzMzNVISe1nWLWg+SNSm4UWaFww5ku/fTo8SkNWoGsDZZkgChCtHieBFkdLkRGFCH0pK3zyNI/4RxbQrPDRWYYhwyf9dRqIUXEuB9H60I5gwOgYZVwhPkKdDI6OfoQCq8657777sl1+bKZRlJeXBwQEeCkEBQVpn4PlrsDCiBado4z+YdYYcMNGtZfGZCkrTE1dQgRlc+VKoSzpsOnpsI8oBuwDNYBTHTv2Ac6Jz5kzP2L/s2c3og/C0Fb2dJgqWDYOzM3dhDZ58uRX2m4IYgiOShwnnDG2cWaHsuCm8sYEfJByfOMn8ljpWVMXFx84cOPnK2hLubkbJXDPnhcgZdTRDw6BC4EjQes6eHAuvquuv1gdj06RIhaUEno6tOSEhLFKO+yiHW+JlpL+QpECw9Bid+58RiuwZPXMjh1Pa9uzeCwkxn5NDPKIHu3IkbekpkRgyVyOaERRpShV9GUYudqUvCwK0QosmTGCW0U5QLugx1f/QmBZWSb6HZx59+4p8CWHD7+JlMMZ4y+cXxKsZhCOB3mUZKjuE4egbz13Lh4mkZn5NQ6RCU58xLsgOvSeFy4cwZmRMPhsnAHFUmG9Jr7bRiFpQT8LtwcxgQ25Ko1azs7+DpWblvYxDCY2drCUD6JGINQJArduHVDl7HurLj/CetVsNSKVRU6ylkXdUyYeYDBSMogU6ZExrpxE3C0KCidBpR88GKq1ZJEa6KNRONhNtBEsB6WNYkHg9u0jqxTVALF2yFOUcN2t5EPzR5lkZX2D6sDH5oI+/hWp4UyFy/SJqmKlxqUJqLNTkmtYuzJbMxbRwQzKyrKkypCvixdTZE+ESETIMqoSNg9Hm5AwQWmqU3G4IlLXoCeR2rFPT43nuZGMGzeuVMVoFUzQ0wi0aTWobpHRsGoYhmQcFQeDcWUMhvJEk4GGgI5H5aalfQJz0hfcDkGHg65GmzZ5QSHGkPvWzEDCVLm2r2jf2uy1stYKgVpr3LNnGsrTleuziA61hraAZqhaCKoA3Y60OHWqfs+eF5XFf1vQYaK9q60GgWfORNg7mgrlMsX584flivP27cOVBtKpqiWuQhSoBXgHGIkMYyTX6CjQyvS7ZdeRobX09uoMcVLSK6idvLxYxAXtJZ3SqVPfUWDVOZ988sngwYPz8/PrKwG1Afah2j36x6NH35GfJ09+LgPiCsV5V3X0g2QIq/SevbQDTbQruDF0hbA8fGSQ7fBqoMgL8bVoFfYXxdSeQrw++i/l0rgP0oYotPM9cXFD5VTSzpFadDSSZnzj5PD9MmGzffuTaA9ot1Bs9nMP6CgxtLJPiRZEiqjhDOQaP5qZOruOE6KLzMz8Bn3xkSNvK83SR2YvRCFJTxFRdQ0LfQrkEYQmkqeuYklKCkQg+iYIU1VA7N07FTFCFkRoLgPJslmUSVHRfplFwKBQvSoUUTlJ/r2yCqEM/SDSiRPajBHtc4f94T5xNmyLU5FLSzL7EmG9wjUT2UxODo3QzKbIzISqpeSzc6fVp+7fH6TcIz24qrp7i7uVyyIRmlG7XA2MUC7kIQobvyhTZSKJ4uKeUJYfWed1kEhnUwv6OZVvxCKTK6ogkEHq8eOfwOfl52/D+ffunRFRNXMZUXWxLKJK6UqycTiURGzsY/KXKAmIRRh/xm9fy416l0BlON4TGVFso1JFwTjRs8fHP62eX2lxg1Fc6MfFNtzNbI2RkUkNDoSDLCk5jtyhvs6fT8ZPmY1ADWIb7RfbyIvOXFqFsigbDRkuGXlHE4jQzFhAj0ZoxgwRlQp+uGKfITCelJSFaDIoYXRoSrMKiIt7zOEVKNGpaPvnzm3HsehSoGtRQaj9CM1IQGKUiRPY7blzO5SWckrpSd6TlojzyGwW4tVvaIaDqKUNQn+oPadVYHXxiehrOfHZrzNheZfz5EFW8iZ71C86LvTzUpgypwgLrDZG6RzUVrNnz0solqpZ+QFoU/iJ4RDkSHz8U1qFhDaCpEqnrQaqghKdGCpC2xKlzHFC1CBah8NBhSzMkp4KH0OueCLlSic2RmmJ3Q4fng/zsGkO6vw9BVbdR9wgb81zESQVXbwiRIZLzw4XuGvX+JiYToqPDFYc/CdauxdpHxPziCzpECcnYkgW9KhSwGG/JguzRHngI3MSsFf0v6WlJ9GW4KJE68iAGFFcuZJv07pksTai1i6pkdVFicprRKE8IiqH0b20Llx/0bSLiLxDO4T0PH16fZXT7R5ht5QYWUA6kVpIT/sVTnCZaLcYgmOgLDPn0G1yOLohxbOuq6ha+grnhL4bO6emfqzEPqLKo/dRaupV9GvoCCLslia4DspTGYh3FnVYpeT8pAevWjHdS7K5f/9MmMfJk1+gwDMzV6MHVKWzusJU/ChyB1UKv4v0y4UqCFxZfCOuEaND7KN/9x/8h9qP41MDaWUPYkQa5NlC+EZ12Ew8IJ1aBYm+XtayQLkiAbA67aIZcTkZGV/BpF0UQ6h9nAeFI/NeiosaKK4IgSgTuXJa+5zeYmTZSi1PUjUP2lNsD2WC8j91ynqRPScnCoVz9Oh7Ujsiv2xUvrhwVYpJ+0Kq0KHBbg8enKPU3bPKvz5aub9pUx9VECg3W6yBFN6372XtySWu3bunQCzW74076ColSYmJk5WFX1bxBJuJVlY1HNv+QfKcObIovvjnYnn/9Mrf6n7YmBgzGv7hw2+hIdhcoISVIhC68/jxMBQ7WmuE3V2ookfVgUG+8jYFcQoY4iJh6FhkyZdcGEXDV26VmCTmLWshtmypnBtGt4kyLy3NRKenL/Rl3JWYOBGOw5XVva6A/lZWvqK/qvbKqQf5+lpilnwai9iHeucw3GSF0g2J4YrFK5MlSehHZKFGQcEumDJcEVqmNE5oJmgpaWBJSYHov/LytmAfZ25GbsfAbrIyFH2EzcUFubkDu1V7vbxCuYKg1VJoumiucHLoJtCZ4l+cDU1FliYYUmjSL6sdenz8SPRNycmh6O4PHZqHeBE7lJz6XDvXgTSRc+q3bfylTiuKllWf72J/c43ryMqhCGV9D2qnqGg3+mv0cagCVCVCYAknT36GynL2GAvUlzpvr48oLXdvLEX5yD1WRt0VWG1SYd6oC9g/sm+fa5megT6DpcET1OYuAZQqTPTChcMQ057+1AxDQCNCQztz5kcYoSy1sa8sNASUP6wOtQNpKwsG4GuhqyD6EZiV9S10uTrSUwcwIqqkf9u0qXts7ECZKZFRJVqTOraRA+VyXmrqR1WjGut8jyvLSW8BGE0htZIkebYfjLayS3y7u/UJz30qH/iX81OO9i3jNiCz6nVDubMEo0fYdnJyiFZLwdTRZm/csM55o0WgWFDCeXlb0c2eP38QZYIQtXmqi/+0DVa7ek+AblP6/85nzkRql1VViwhohw/cuTVQYBE9tPaBhqpdggMXLh3KDkdv1lQRKXbo0GsYA9VgMCdLkmUyOSrKb+/eqWjSbq24hDdSFiH6ooXLVJZ2zFoXoHAQkVxKiFAu/Dlb7u0u6OPQV+Zq3s+ls6cst4J3gaDUv77pIsgFxpfKDI1jXVjvDzuoUK6JNIRkkAaIahjOLATGI2sHjx1bGB8/Cm0HoxFYu1zxwQfjIn3Njf3lMQFoeg1qchEDG+0SUgyGIUz3vxkMgZUUUP09egLGEuhI5apoRNXygOhof+XREhCvT2GI5ZYAchEoQnRiNbi6Kn6qHjsECiyiR7X2Ac+t3+NUCazXa5YAuRCwa9ckDJ5qdmGrompJjWzL1A5SVdfdn1y5M+SaIyHk1qCunjEJ7r5gWx42IXfeJCUFRig3xyBQvehfN8n0VCiwiB61t4/S0owaXAtTUZ4R8Lqxs00QhewICCGkxkgXyqvV+lBgEVs8dD0+IYQQ0nAwjwM1Sz6NxTz2QQghhBiIeRyoWfJpLOaxD0IIIcRAzONAzZJPYzGPfRBCCCEGYh4HapZ8Got57IMQQggxEPM4ULPk01jMYx+EEEKIgZjHgZoln8ZiHvsghBBCDMQ8DtQs+TQW89gHIYQQYiDmcaCenc+YmJiuXbveeeedrVq1GjduXHFx5btiysvLAwMDvby8vL29g4OD8VM/3F3MYx+EEEKIgZjHgXp2Pnv06BEdHV1WVlZQUDBx4sR+/fpJ+NKlSzt06JClgI3ly5frh7uLeeyDEEIIMRDzONDGk8/S0tJ77rlHtn19fSG8ZBsbfn5++uHuYh77IIQQQgzEPA608eRz/fr1Xbp0ke1mzZoVFRXJdmFhoZeXl364u5jHPgghhBADMY8DbST5TE5ObteuXXp65cuPmzRpcv36ddnGRtOmTfXDHXKbLnWWFUIIIaTRYh4H6mH5dKhvtm3b1rZt271796ohnMEihBBCGiDmcaAen8/w8PDWrVvv379fG8g1WIQQQkgDxDwO1LPzuXDhwrZt26alpdmEh4WFObxb0Fl4hZtVbh77IIQQQgzEPA7Us/NpvzSqrKysQnneVUBAgJdCUFCQ9jlYDsMrKLAIIYSQusc8DtQs+TQW89gHIYQQYiDmcaBmyaexmMc+CCGEEAMxjwM1Sz6NxTz2QQghhBiIeRyoWfJpLOaxD0IIIcRAzONAzZJPYzGPfRBCCCEGYh4HapZ8Got57IMQQggxEPM4ULPks/bwVTmEEEJILTGPAzVLPo3FPPZBCCGEGIh5HKhZ8mks5rEPQgghxEDM40DNkk9jMY99EEIIIQZiHgdqlnwai3nsgxBCCDEQ8zhQs+TTWMxjH4QQQoiBmMeBmiWfxmIe+yCEEEIMxDwO1Cz5NBbz2AchhBBiIOZxoI0hn0VFRW3atNHWWXl5eWBgoJeXl7e3d3BwMH7qh7uLeeyDEEIIMRDzONDGkM/JkyfPnz9fW2dLly7t0KFDlgI2li9frh/uLuaxD0IIIcRAzONAPT6fqampDzzwwNWrV7V15uvrGx0dLdvY8PPz0w93F/PYByGEEGIg5nGgHp/Pvn37rl69uuK3ddasWbOioiLZLiws9PLy0g93F/PYByGEEGIg5nGgnp3PzZs3WywWWUqlrbMmTZpcv35dtrHRtGlT/XCH3KZLneSHEEIIadSYx4F6WD5t9E379u137typ/qXuxhksQgghpAFiHgfq2fl0NrHENViEEEJIA8Q8DrTx5FNbZ2FhYQ7vFnQWXuFmlZvHPgghhBADMY8DbTz5tHkOVkBAgJdCUFCQ9jlYDsMrKLAIIYSQusc8DtQs+TQW89gHIYQQYiDmcaBmyaexmMc+CCGEEAMxjwM1Sz6NxTz2QQghhBiIeRyoWfJpLOaxD0IIIcRAzONAzZJPYzGPfRBCCCEGYh4HapZ8Got57IMQQggxEPM4ULPks/bwVTmEEEJILTGPAzVLPo3FPPZBCCGEGIh5HKhZ8mks5rEPQgghxEDM40DNkk9jMY99EEIIIQZiHgdqlnwai3nsgxBCCDEQ8zhQs+TTWMxjH4QQQoiBmMeBmiWfxmIe+yCEEEIMxDwO1Cz5NBbz2AchhBBiIOZxoB6fz0OHDvXs2fOee+5p3br1ihUrJLC8vDwwMNDLy8vb2zs4OBg/9cPdxTz2QQghhBiIeRyoZ+czPT29TZs2q1atunDhwunTp0eMGCHhS5cu7dChQ5YCNpYvX64f7i7msQ9CCCHEQMzjQD07n1BUixcvtg/39fWNjo6WbWz4+fnph7uLeeyDEEIIMRDzOFDPzmfLli1nz57dqlWr5s2bjx49+uLFixLerFmzoqIi2S4sLPTy8tIPdxfz2AchhBBiIOZxoJ6dz6ZNm44aNapAYfjw4WPGjJHwJk2aXL9+Xbaxgd30wx1ymy51lidCCCGk0WIeB+ph+bTRN82aNSssLJRtaKwWLVqo4ZzBIoQQQhoa5nGgnp1Pf39/6CrZPnfunCqwuAaLEEIIaYCYx4F6dj5XrFjx1FNPqZcIx44dK+FhYWEO7xZ0Fl7hZpWbxz4IIYQQAzGPA/X4fIaGhrZo0cLb2/vpp59WF7mXl5cHBAR4KQQFBWmfg+UwvIICixBCCKl7zONAzZJPYzGPfRBCCCEGYh4HapZ8Got57IMQQggxEPM4ULPk01jMYx+EEEKIgZjHgZoln8ZiHvsghBBCDMQ8DtQs+TQW89gHIYQQYiDmcaBmyaexmMc+CCGEEAMxjwM1Sz5rD1+VQwghhNQS8zhQs+TTWMxjH4QQQoiBmMeBmiWfxmIe+yCEEEIMxDwO1Cz5NBbz2AchhBBiIOZxoGbJp7GYxz4IIYQQAzGPAzVLPo3FPPZBCCGEGIh5HKhZ8mks5rEPQgghxEDM40A9O5+ZmZn9+/f3UsAGfkp4eXl5YGAgAr29vYODg/FTP9xdzGMfhBBCiIGYx4F6dj59fX1DQkIuKsycORM/JXzp0qUdOnTIUsDG8uXL9cPdxTz2QQghhBiIeRyoZ+fz7rvvLi0tle1Lly7hp2xDaUVHR8s2Nvz8/PTD3cU89kEIIYQYiHkcqGfnc+jQoaGhoSUlJRcvXpw1axZ+SnizZs2Kiopku7Cw0MvLSz/cXcxjH4QQQoiBmMeBenY+z549e99998m7a7CRm5sr4U2aNLl+/bpsY6Np06b64Q65TZc6yxMhhBDSaDGPA/WwfNrom+7du8+cOVNdg4WfEn4LZrAIIYQQUgNqLgI8Cs/O51133VUva7Bqzy2wMEbBKDwrikaQBUbBKDzr/I0mioaJZ2cbgmnWrFkyg/Xqq6+qgiksLMzh3YLOwituuQU0DptmFIzCg87PKBiFx0XRCLJwa6JomHh2tk+cONG7d+9/U+jTp09GRoaEl5eXBwQEyPOxgoKCtM/BchheQYHFKBhFfUfRCLLAKBiFZ52/0UTRMDFptuudxmHTjIJReND5GQWj8LgoGkEWbk0UDROTZtsMmNamGyCsiwYCK6LhwLpoILAi6g6WbKOFzabhwLpoILAiGg6siwYCK6LuYMk2WthsGg6siwYCK6LhwLpoILAi6g6WbKOFzabhwLpoILAiGg6siwYCK6LuYMk2WthsGg6siwYCK6LhwLpoILAi6g6WLCGEEEKIwVBgEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgeQbl5eWBgYFeXl7e3t7BwcH4qf516NChnj173nPPPa1bt16xYoXrx+qck+jgrNxu+y3NmjVz/VjWRQ1wVmiZmZn9+/f3UsAGfrp+LCuiZjgrt4sXL44ePbp58+YtWrSYM2eOW8eyLmqG2gVpA10pTFaE4VBgeQZLly7t0KFDlgI2li9fLuHp6elt2rRZtWrVhQsXTp8+PWLECNePdRZO9HGl3BYtWvTKK6+4fizrogY4KzRfX9+QkJCLCjNnzsRP149lRdQMZ+U2ZsyY4cOHn1MYNmzYZ5995vqxrIvaYCOwXClMVoThUGB5BnAS0dHRso0NPz8/2YaiWrx4scND1Abm7Fhn4USfasvt2rVr7dq1O3v2rBrCuqgLnBXa3XffXVpaKtuXLl3CT/UQVkQd4azc/vCHPxQUFMg2NJa/v796COuiTrERWDqFyYqoOyiwPINmzZoVFRXJdmFhoZeXl2y3bNly9uzZrVq1at68+ejRozFkVw9Rm42zY52FE32qLTeM8MaOHasNYV3UBc4KbejQoaGhoSUlJWgOs2bNwk/1EFZEHeGs3CCw8FO2obS05cm6qFNsBJZOYbIi6g4KLM+gSZMm169fl21sNG3aVLaxMWrUqAKF4cOHjxkzxvVjnYUTffTL7ebNm//5n/+Zmprq1rGsixrgrNDOnj173333yTIUbOTm5rp+LCuiZjgrt6effvqpp56SDmrkyJF33HGH68eyLmqDjcBypTBZEYZDgeUZ6IwttAPEFi1auHUsxyU1QL/cwsPDBwwY4O6xrIsa4KzQunfvPnPmTHUNFn66fiwromY4K7fz589DV3l7e7ds2XLevHl//vOfXT+WdVEbXJ/BqnYfVkSNocDyDJxdBff399cucXAosHhl3Vj0y+3vf/97QkKCu8eyLmqAs0K76667nK3BqvZYVkTNcKXclixZArHl+rGsi9rg+hqsavdhRdQYCizPICwszOF9HCtWrFBn4IcPH65d+qM2MGfHOgsn+uiUW1RUVMeOHe0PYV3UBc4KDf5g1qxZMoP16quvOlzPy4owFmflht4pJycHFfHNN9+0adPm+PHj6iGsizrFRmDpFCYrou6gwPIMysvLAwIC5NE+QUFB2ieRhIaGtmjRwtvb++mnn3a4yN3ZsTrnJDrolJu/v//69evtD2Fd1AXOCu3EiRO9e/f+N4U+ffpkZGSoh7Ai6ghn5YYRYOvWre++++4ePXokJydrD2Fd1BE2D+STQJ3CZEXUHRRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWJ5BTExM165d77zzzlatWo0bN664uFjC3X09p7Pz2KD/ds+ioqI2bdrY3KVig8MXjroYOyGEEOLpUGB5Bj169IiOji4rKysoKJg4cWK/fv0k3N3Xczo7jw36b/ecPHny/Pnz9QWWYLOPi7ETQgghng4FludRWlp6zz33yHZtHg2nPY8NOoenpqY+8MADV69erYHAcjF2QgghxNOhwPI81q9f36VLF9muzcsNtOexQefwvn37rl69ukJXPKno7KMTOyGEEOLpUGB5GMnJye3atUtPT5efNX49p815bHB2+ObNmy0WiyzJqo3A0o+dEEII8XQosDyJbdu2tW3bdu/evWpIzWaw7M9jsybd2eHt27ffuXOneoizw7XhruSCEEIIaWRQYHkM4eHhrVu33r9/vzawBmuwHJ7HBmeH32aHfprtd3AldkIIIcTTocDyDBYuXNi2bdu0tDSbcHdfz+nsPC6eVksNLhG6GDshhBDi6VBgeQb2U0dlZWUV7r+e09l5bHDl7Z4uPgdLO9HlYuyEEEKIp0OBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEG8/8Bb6VEz/LeYXoAAAAASUVORK5CYII=)
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