Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit368-02-20021116_082600_20021116_131000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/16 |
Start Time | | 2002/11/16 08:26 |
End Time | | 2002/11/16 13:08 |
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 | | 19.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit368-02-20021116_082600_20021116_131000-constBx0 |
Minimum Dst Value | | -19 |
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 Wind for time period of this run.
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9k6OEEEKI3+kuwoaGhszMTK2xavLkydhg+vTpNs9r59d4wjPp9EyOEkIIIX6nndwF8cECO3fu7Ny584oVK/BXN7SQAkuI53TSB4sQQohncVZgXbhwYfLkyd26dcNyfX39rbfeWlxcjGVoLKxsaGiweV7vVMeeSadncpQQQgjxOx0Hq3379v3799+zZw/WjxgxYs6cOWqzzz77DGtsntc71bFn0umZHCWEEEL8jOTe2ngmnZ7JUUIIIcRPgdXaxHM66YNFCCHEs1BgtS4uTaepKopFMHknRwkhhBA/BVZr4+p0GgWWU4cihBBC4hsKrNbF1emkwCKEEEKigwKrdXF1Oo0Cq1OnTu3atevSpcukSZNiORQhhBAS31BgtS6uTmeobKisrExJSUlLSzNub0HzXy8hhBDiFiiwWhdXp9MiG06fPt2xY0dHDkUIIYTEH84GGu3QocPAgQN1s+JEcV7vVMeuTicFFiGEEBIdjggstXzu3LmMjIyuXbvGeF7vVMeuTqcuG4YPH15VVYWFmpoa6OjRo0dHfShCCCEkvglV8f3++5ndu2dVVn7Z0HAy0iPIZM/JyckLFixQK2tra6+77rqzZ89an9fOr/GES9Np6j61aNEiaGd8RUampaXV19dHcRBCCCHEC4Sq+KCufL4EfKCx7B8B+ikjIyMpKQnLhYWFt956q/rp+eefnzJlStjz2vk1nvBMOj2To4QQQojfIYGl5eqrr965c6f81L179/nz52Nhz549nTt3bmhoCHteO7/GE55Jp2dylBBCCPE73UUICZWZmSkWLLBixYqbb77ZH/Te+fjjj+2c186v8YRn0umZHCWEEEL8Tju5C+KDJXTr1m3ixIk33HDDxYsX7Z/XO9VxPKeTPliEEEI8i7MC68KFC5MnT4aoUmsWLlyIDWbPnh3Reb1THXsmnZ7JUUIIIcTvdBys9u3b9+/ff8+ePerXRYsWSS9hROf1TnXsmXR6JkcJIYQQf/NXfIMGDVq4cGGk5/VOdeyZdHomRwkhhBB/M1d88+fP10ZqsH9e71THnkmnZ3KUEEII8Tdnxde+ffvOnTtv2rQpivN6pzqO53TSyZ0QQohnaa2KjwJL8Ew6PZOjhBBCiJ8Cq7XxTDo9k6OEEEKInwKrtfFMOj2To4QQQoifAqu1cWk6QzlOZWRkdAySnp5u/yD0wSKEEOI1KLBaF1enU5cNM2fOTEpKqguSnJyMr1EfihBCCIlvnA002qFDh4EDB+7fvz/G83qnOnZ1OnXZAHVVUFAgy1hITEyM+lCEEEJIfOPsVDnnzp3LyMjo2rVrjOf1TnXs6nTqsgHyWc0oiQV8jfpQhBBCSHwTquI78/uZWbtnfVn55cmGk5EeQU32bOGEQ4EluDqd1nnWrl074/YWNPvlEkIIIa4hVMUHdZXgS8AHGsv+Ec6ePZuRkZGUlKTb5uuvvx4wYICd89r5NZ5wdTppwSKEEEKiwxGBpeXqq6/euXOndoPc3Nxu3bqdO3fOznnt/BpPuDqd1j5YRh1t/1CEEEJIfONsF2FDQ0NmZqa25q2srOzSpUtNTY3N89r5NZ5wdTpNRxEePXqUowgJIYQQa5x1cheUDxbq4ptvvnn9+vWRntc71bFL0xnKfSo9Pd1+HCzdAZ2+RkIIIcS9OCuwLly4MHny5G7dusnXxMTE+fPnR3Fe71TH8ZxOOrkTQgjxLI4ILEX79u379++/Z88e408cRWiKZ9LpmRwlhBBC/Izk3tp4Jp2eyVFCCCHET4HV2ngmnZ7JUUIIIcRPgdXaxHM66YNFCCHEs1BgtS6eSadncpQQQgjxt17F9+c//9niV+9Ux55Jp2dylBBCCAH/+7//e+jQoRY+6bx585KTky028E517Jl0eiZHCSGEEDB8+PDx48e35Bmhrv7v//4vPz/fYhvvVMeeSWcz5GjJsZIvK78sOFTg+JEJIYSQGDl27Nhf/vKXK1qKP//5z8nJybm5udZXRYEVDzju5P7fP/6bVZOV80tO0ZEi38++Hkt7yHyZsR+ZEEKs2Vy3GS06lDxH6o/g09qXQ0iUUGDFG1HnaO25WpRrC/YveLb42ccLHxdF1d3XHX9v893WtgRWw8UGEYgL9i1ASb3v7L7WviJCiF0eXPWgFDjyKTtR1iqXgXbm57s+n1g6MX1z+oC8AWkb01CwtMqVkDYKBVa8gRyNQk+c+f3M3SvuRln21+y/aos2+QxdPdTYRXjhwvlz52rx17FLd47p5dO11w/J6A+qLijIytOVrX11hLRt3tzyJl6re3Pv7bG0R+KyxOeKn8MrVny02ObuJxtOojm34+QO388+U/GkE1jYDCuP1B/B+3vg7IEWe4txIrmAxKxEWcBlN8eJUGIjjaXHS5vj4KQVocCKN5CjUh5ZIO9z+alytQYFh5QgyVnJ+Hv70tvHbxr/Tuk7721/Dw04Y9H5++9ncnP7+XwJxUHtEikoH19Y9wI+zWRbwjUbBZasRJVQfaY6imPiUlHgom4ItYGout7Le4cthc9fOI9tzrtSm0YHBDoeGNznRQcWIWn42tpX5Dy/1dXVbd7868GDxp+Ol5aWTpxYPn36H//9b8tfWMtQ91ud5Cz+3r/yfmMz7JniZ+xkPd4jaLKAdXxpwDqOZeM20kX4j7J/DMgbMGjVoCH5Q7DQO7s3tr8j6w7ZVxawDbZsJhMXiinxjuizog/+puSkWLz+EXHw14Mo/fC+zNo9C9f/QN4Dcg9xkx05PnEJFFhuJFKfKt32EzZPgJjQ6icdYqxCswxv+MsbXv5q91dfVH6BXfD1q8qvULqF1T3nztVCXeGTlzfAToogJlBE4qRpG9PwFWWKFChYsLN7pOD6kZzM7ZnfVn+LU7y64VWc/d6ce+Wkr2187e3St59f9zxWooCzc0AUrFIrDMwbiCPjmP/941JVCm2hPT5uoPXR5FagmR5TIlsb1KaQ6SXHSvyatn5SVhL+DrD3VLQtCp98EklclpjYcFJfy6KxIDIDCqxVrq25gYKR5//OrDvx977c+0RwQH9A64hUQtMCfx/OfxjbX2xoqJo9e8dXn41a/TQehillU9Sh1KOiPthg2OphobSFcXvjx/R5KzhUgPdUGod4VseuH4vyLdIWHc6Oh7zmXE1EzQYUCLiqvrl9oURxQ7QtOhwEx3y/7H3t9YtY1FrIULxM3TEVFzy7anZEF+w4R+qPyK0LW6y5h3O1tXgT64+0vvceBZYbiSVXsK+8q9ABobYxLaTe3fauneOfOVO9fHlvSKvVq4dCXZVpik4LdBYyaREq47+D5PySYxRAWlPW4PzBYYtmi+vvsayHtihEG1dXAUC8WliwUOgjyWrj2NPbijxa8KikYuepneuOrVMjIaJO2u9nzmzPzCydOPFMdTQmxuYmb8AASdyOqVOhHqAhsPJ0ZeXPPl/RyJHy09Lbb8ffndOmVX75pTtTESkL9i0ImLSX3W7x1ujeAqypycrC4tw+JttDSD1Z+CTWvLH5DbyqqjcwVP2Nt+nO7ICqe6LwiUCDsORl/H167dMi+CzeYu3QnEhbdBCUeLxx2OhUhbSg1GfMujFI6UflH+FvalGqst6pz2OrH8NP8/bO8zcJmtQ1qREVULETajyBKq8sKhS3seLuu3HJ+NvaF0KB5UocEViZ2zNDbbP4wGK8LaPXjda+5Dbfn59RnwRtV6WRvG/KgiUWDnyghBw07KvjS1mccLm3hPwkRdXc6rmygbTFX1j3gs1T4H6iZJfOke6+7ii+ey7rKQWlWATRCrc+Ql5tnpz6oVUP4WIsMqhNoGoRqcm+2/sdaqN3St/B+je3vBnFAYNPVuCQ0FhOX6z+RBBAJ8oie/yq584tfvbZ/IcflovEQbByee/eWF7eqxe+bp4wQdtmWfeC3UfLzaje9vty7kPOPpL/iM4ipUCmiyc4ln/JycFO/0lK6LU4YJuR3kPT/jW8BQnBjkIL25L4bGmbTApU/8YuQtle2xGpih3oOVzkjIoZ1qmO0cQuPmopOSnGdqzShQv2LsD7suTAEpxCTFylx0u1A4ykLRe2VIkC6e2VZQhonHTk2pGqWNZtXHKsJNStwEGk6Pt81+eOX2QsqPuNRtHqYcN+q2u1jlcKLDeCXOnUqVO7du26dOkyadKkSPcVM0lYdwFx+t52Ytvsqtl4ecJ6Dp35/QwO66ue41uWiJpwb7C9pUDpYEcwSXmKYg6SCBcwvXw6SvDYvTuVhUma2qjytT0O4vMkFn4U0yhEkBApZewMCyo/VY4bJeX7wV8PYt+xJWO1hSbKUzs+VS3cFjxWUgKlUjFjhthaHAePmXQrG8tfO+MJDq9Zg6fp15qac7W1v58JZM2hggJlImqOCxbQUFeFbxS7b3v3Xdk9OzlZW3Xip6PFxcsSE9UaqDHj7hfOn0d68TfWZNgDiT1XU1M+fTqeBFxeFEcQCxbaLRYuB0b++O9/oUehYuuOHcSrAdUlguPHAz8aq3BsEKPvEcq6wPN2fOvu3bNW75wmIubFkhfxTD62+jHJjx/2/ZBTkyPLKbkp+Ombqm/e3fYuSiRtUSldeN/t+U6aDVk1WaFOeqq8HA/w6cpLD7kadaicVpE0JFlOKmOx++X2wyuDbYwlj85z9P3t7+NKHPfKwjElaeIdoTO2ad9iFMu4pKk7pqKOUAWg7lCN93NFimpWIV1SociVo9BDem12j8QI8kIaPOvHjMHbl/fAA77W7rinwHI1lZWVKSkpaWlpuvXWMdBkG23YhQmbJ8TudyzayLSVs/jA4oTIu/zU+ylO6Hm1eVhAWRzRpWJjXBje7b65fXGotA1puAYH3QUW7l8oFzlPIyhxB1BIQcw9v+55XLNNgQgFhtJKucehwArVrFfY1MqmoIhpgfIFtxpyGR/tTcDzJjctlMY6UVYm15Z1xx34+/WoFCnKD+StQKX1095FKKAd9/lArV+bl7d33jw5df7DD0dxEMgj6IZN48fLQYpSU6FdDixerN1m/8KF2ObnJUvwd++CBfi7c/r01Y89BkmX268f9sq5557A35QUHM2hxJmgLIIWgs9xfj14MJDqefO0/v66WhxvunHHX37J+fln3+cVn+JJiDSmcWrQ6pO4tPv3voRPms4ipYp26AleQLEqKTu3sdQS9yl8NhzbYGxzYo3qRxMxvbRnT2QrHoODtbtQLGhPrZC3eN2RdfhrMcJGjX0WY3AzhYRQzbxBqwbhOsW//o7sO/qv7D84f/BbpW/h/j9X/ByyTDlyyJso4xsOnD2AIxQfKYY++7TiU7FgqQ/2ha6V5WGFw/D17pzGDawb8EgsLsaOcdECnQm8bMoUX9Bp8uy+fVEfM0YosNzO6dOnO3bsaH97yVFUyeJzKh1h+DxZ+GQUPp5a3tn6lhzqpwNLdD9ZW9TLTpSZNoBQ+8pe0q2gbCER1azNbRZqPn98abAmZSehTH+9+NXe8wN9GS9n9goYVx54YMubb37z6ZiEcL29FqwfO1aKm+OlpRfOn8cBUcVKx1Z06NqmFoTNSlyStu4f/EmC2h4VmCzf4+v1zlfDvv7361FfsI7quXPldJszMiACtLaHSFFtZSiJUNtAdho6iPQfm9p3bvVc1D2pRakR2TOQRu251o4ahdw/VW7XEAUpECqMggWm/v6oNXH9KbkpoZphUFeoG+c2XWukjkf3LOspO3b3JfTwJfRb2vOeZT2+LTWx/YtKGLhqoDYb3tr6Fp7q0rpSPH7iI2X66KqiQAZ2LO3RQx1j0sjL8nXs+rERXb8gdt+ILIVRgCrg4fyH++X2k0uFrlKjmkKNJ8AzoOL4iBOtiowoPvgioLVecepze9bt8pPx0UUlhSdBxLTqgojF50z3VkLiowHTiv2Dfgos9xOdwFLPa5Iv6IjwU+P78PHaySj4pEcmUlZsnjDSlzDGl7DfYDZXYReM7bM1h9fIqdE+Mx6z+GixstCoMAoRBblRrcZmcmlS44+0Sfvtt7rdu2dVVc2+aLuVqW37CkqFaD99/n1bn7kJQz5MeOX1hOHvX2oXRnHl9UeOoEKVjiFkeuxmjKyaLJvXg2xF6iAcTY2RQW/aI9Jvte655/IGDHjmm76qKD90dK8s91jcmPz9B5zx1VOCAwuOHNAancBa2rMn/hY8+ijSWzB0qC/YR2mz9I+07SFZXz1nTtC2+GDVnDn4uvyuu3CM7DvvtHn9YuYxDaNgganA2j1rFhK7+PWnJ259W9clJ9TUZEFgfR9QSIGS6tFVD0V00rdX3D3Yl3Bv072eFHQStYggI2EgFh1YhMLng7IPZC/RB8nZyaHs6KoLr39Ov/tz+s0JOLJOLH7mGax77Y1GhTeh+DUcs5nCZTkIUif5C0GpVqoWL26CaC+jAFKjfLTNTvHBGLdhnKz8R9k/Pir/SDoiIea0w9IhtXHXlv+yHEceVTxKvfXKuCiN7biBAsuNDB8+vKqqyh8od2oGDhw4evRo+/uqHIWgQUkx+YMHPxmc8Orrje/Dox/dNnJSwpwpz0RxVdu2vSvu7T9rGqBh+7nsW5iU447WB9MO4lPVkrGX1K3Yu/f7c+dq/zBzv9WiPOu19oAF+xagudY/q7FZf+cPgaol6cfLhheN+PGhCXljV3zydwijfQsWRH3BZ6qrpcG9UdPdfKq8XLo5LMwwWhzRssqM/0tOoKNZiuY1X06ZNDJh+og70eLEJ/OphHFpCb2/a7wJ+352RmBBzcgoxWbtmFNAYUDJSXdh1ezZAXeo2troAmVJ1Y4a0diAQasdKSqbMkXbalLGS60jv3qsQl7wb3VanyT1EEZ0qaZdhGoAZqg7j4ZKWdmUzZvTPw3Kox9y+0V00kOHCkpLJ87ZnB4MfHr7rGW34yHbFvT7OY0bVPnl3r3ztC9pRcWMvLwB69a98EfQI1PXyAl1FkiNQDSWrMaOs3ELAu7np+tPFlfmfPP1K2gX4eOb/U5EV96KHPz1oNHHS1q8xrAUKOfRzkTyX9/0Op7Gj8s//qryq1m7Z2m3ESddtKjla+nxUnwVaYVbFxhesLKxp7jn0p4JTYNj8EFLDMesOl2Fk569cDas40QbggLLjSxatKhr167Im+uuuy4tLa2+vt7+vroc3fLmm4HWc48enw5K+NuYxhJk6OxeUVzV2bP7UIrt2DFVa7bBW5cQdHEI9Upg/SsbXoHUs2n6VhF35u21Ves3B08WPokLGLl2ZKgNtm/PFIG1dGlP/K0M13uo2r7GzpEdX3327ohAFwMW/E22iqSmuDiTnumuSv7ce++NxWn97L59OuOlzmUBG6BqLP/kEzF7GAfZoZCFUkSbVZvXOGao7f1BDYcNtHWtmJEW9Ux4ccEQJFaCh927IFFr9sA2uKTc76f9wzduXoGJ4TNScMdw5Fj6BFuefUHnLYnlY9GMwY2SWyedv8gFLKwJhuzSmZEOLF6MjXViWhvzFvVlo527+D3suLByvoodECMi+Jb37m0MISZIbIJRRU9/Enyt8vMvc49raDhppxljuj1UlLyqdUHj36+/HsTCypX9ZeW5YENOJtR6q/jZYTkpH258zfrg+b4vei4K3KX3vnjC3+Sz1d3X/atg7NXsXoEu/mYdpeEPSmFoI/fbyRQ6/331wfqXNrykbYGjskgIjocwNphr8/LQzkQTMboemFaBAisesAhMeuH8eZSVJ3fs2D1rVtbMxqf8Gd9Qp06t3FflbZdaIZaazA1hV8K2ZX///czu3bM2bRpvM2IFWsm4UbqQg4JSOVJBNlxswJ1EYw4l/nTf+EXBnoe/j+0+clLCe6NvN9aaYUFhhKxHpkjddqykBMuHCgJmf2XB2vT666h6Vw8bpi39tP1ou/8z75PBCbMeuaP8ww+x/qM1kybkjf1pV8CiZtHvhnOJ2WzlAKR+QNmUwNh+EWQzn+urK2p9wbg1zWRbUgEUtE8mVBdOZ1rll0+fLoKgBWxduIC1I0fi/lTNvhRSUsIc4LPtXZPhV8hTXJjo7O2Zmcoi+FtdnWToyv79RYtbD1dEHSa+OOKUPbtqdqNF4ZXbAsbOV19VAzztYzpURbxhkNLjpaU6IX70aHFx8bMfB5s0gVMXP4vmymmNkwA0kATe2779Ayzj8/PPvsOH15w6VX7sWElBwZDgTyYmVRwEWxYVjZSX9PjxUry2cqjly3sF//aGFMNmslJ9rBP468GDWU8/+sNj/d5fNk45ieOT7fsEjZNYOuLRcIX4O2WjISqlLlSIfBUTfstYfcT4t3r1sLy8gatWPXjCnoueerQg4nGp31R9o7S7zi6uKpS59/bAw7zr009RsBQ+/njgfQz2cUdaAOLBg75HjrSKqzsFVryhclSi2eqcPEqOlcToIgCJIO7ziw8ERk7hhcEr8cK6F6AMlOdypOXLc5/e02duQurnAbua+GDimDJWEamA8kBVHfUF67hw4Xx19VwU4g2hyyOxYA1fPgS1FBqjoSxG9fVHCgufRHGzceM4VBK7zILBSPAk1IIWfUPSeWRcj7pt0/jxS19u9LpVZh7cZxsJbQTqSiuAlGeu9uyyZllwQJ/6iAgTMmYNkbVTH7sUPfKe728P5M5PPxm3F4tR5VdfaQ+oDYugJiFBBa+CJ6GGwIJ9Y6d91IDKH4u+wPMv4y1kpalZpWUGYArKPW7l/ffjFqGBjrsngToDr9Lo0YFgB02Xgcw6tmWLePJiy4CPXUkJ/qJxLyLGeKtNUW+xfMSzWKZIn7PmwyemBIYdvPvc7XYOpcPCXUxpce3rjBcHmmZq05UYPTWhOUT3ZGXdib/Z2claMWQxn4TIJmyPl33fvgV//PFf7fwTWD54cBkkQk7OfU3W6O74u8y2z5m6eyrsAgpb6Qzd9Xk0caHKy6fLlRxu6mULe2p/8zuh6sCt0975sMZ7hdEJVaH18Zi6Y2ogsv+8lB8vC2176YMSLKIGfAt7XuqgwIo3kKN7580r/+ij7L/+FU/V6mEmcerw/kutr4pm+8e3sDAd2b7lxQkJIyclfP324/4ms82jBY+GHbpoYTEqePRR+dE474EMmI/UM2k3mlCaokHcXVXPnXQWyAV/kzEUaRmTkXBocxh5Z9H21XmfQIXgnofqKDFFzdIzZOVgcVoPJchMqZo9Wy4ASsuvxpb36KE2QK0gqivvgQfEZ+h8be3pXbtyUlKw8t3vRqH+ePCn+xq7LEcmfJ+c0H1JYLnfN91FoJypqtLljrIYFY0YsXbUKGl6Fj39dCB4QdMwRgn/rQ0e1nzGS+lc+Me0oXL8MesDkbU/fvEebdYIeJygqtePGdNiFiycQgJPq8Bam954o+yDD5BxO6dNa8yaoMrRhV1Y2j1w/5Gh2qNB0OP6oc+sT6pudcC0ePnY+E2HGwNLQmPptLgdVISOj8o/0vUmb530lm9Egu+pBO1Q1s2bJ8i7s/7gMtPYBL/9VifNGKOuUraoLWaBbXVvJY7z668HS0snQtJBb2ENlmUDEW27dn3288++06FH2EiBo4L4y6g6/I3o/ligrufncMFuPt/1Od5KaBG/JiuHrA70uS8IJg1NlAdXPYiWqsWAIekt/U3jgwXRuWLF3biAkpKXcDH79y807rV+/dig2E2SS60JHSfMAmn8W7xc1Yt/eHdEwvsjey4JuqRmBV+NtSNGRNHRjwJNHmObnqbOQoEVbwQmew5hNlDo2gTibmwTvLqhfKTUKN/H/n0PzvvS7MZJMKa8cR++opILdcz+8wPjWe6Z31NrMRJHnJxg3SOaAHWJdvoRbRgC+9evE1hqpg40sEqPl6omKX567F+N3qwFG3+wPqbMe23ajF4bnERlea9ekLxb/vY3uWBIW/sX7A/ecxSjO07uwB0u8jVapGwGXLhw/jzuJD6Ld/8H/zaVBIKYH15zWRNZHHfUvcV9KFr3g5xF20wfV/Lqlm8/q/ziiwXvPTdt0uB/PZRsFCiCzgIkXVp5AweG2l4wHXAq5hw8otIMkKlpdLEGcJZAzFLNNMw44xv/7Dt6anK+7wu1Ug2zl899i3vhsVz3wgtaC6X63R90StvwyitIS/W338bY8W0K1Lbop5rsbNwTKFFfU2AwyV9dTFTVFpcuV1/37lEIIAkcekf2HRKSV95irY8XWhdiXHzu2wFiUYvo+DJU5dvqb41mlS2rM+TVq9j6Kar2C0FtLf1ikDV4CHXuejo2bRqPV2zt2lGo+7dufWvdujGQShZ6CCoKWx4IGtp/+SVn6dIeOu2CDeR6qvIDoyw3pacjvcVpz6yaNLjog6eNvasqxqy8ehJo0NQqg7SojnixQ+Mp2v/jj9q3zMjx46VI0caNaWfP7lU+ZBIcKyUnJVS3gwQCfGPTG1pjZNjgMqq3tEgzilAZC32+24wtRtw6lJnHjm3EtTU0nKyvP1LflHZpluyZPxdHOFSRn//ww9YFvrQoZP4DreUbVMyYgX1fndFfrv/fCyfiThp795A70nbd8uab/qB/oVQQpp6gYR+t5oMCKx7Q+WBJKbB66NBQQ8/k0cxKSoqoqg5L2YkyeSse+Tjhk8GBQANY7rko4fNg0BnxpBane1yA1rdDHI/yXhgh17PmqafWpKbK8vTRvV76dlBGZoo0ZbSXGukMuyiLg076/9y9+2vVRagEFlrer218TZYljM2YNc/JVxn6J7YB03DYKGhQsuAvip7SX9YMXHIvKu//vPsc7v/e77/H5W35+9+1ilZuhZhVsGzTab3Rnfan28SdNiKLt8qasFMDqZix740N6Kde3wfu+50Luxu3lKIQSTBWRUG/mmdRr2hzWU0yYzEJq4RM05oxyqZM+fddCfhA6+BeDf9njz5zE56YdpkF7rOHe0wamfDjU5cmz169boGk4tGvk1W47brf6lAVZWzJEAFhOgmJWPjELHQpjtRtAZ+k6AKTWqDrvBCfsNJ33tE2e/CQqC5CyMqgvWmAtCiwAW4IGuj+4ChR6TfUhTw1YjreQh4t5VlcfaYauRDLsFwV0eOlOQ/iSRD3MmWhkc44CCa1PRS/pLp8ugNjGozgfTd2aeGG78uaX/bZ+5c1OKc12r32rdM3q5S7W1gDoXrUi1JTlQ1eLI5hn6ITJ8qWBafKqAqGmDLtcsUzj0cCuhz3Fu8FXiiIYwm7IE+1MmuFikSvektXruyPY50N2uyVBWvZsp4ygkcEH9QYCjeL3tjGW5fZZFm8/1IpZ4quhS+qSJpJK/v2xZpnJiYYn9LLrv/y3nDdUI9WBBUuMmXH1Kmi5yiw4g3kKKpzNf7IFHk/j23YYO1jFAVrDq/BK/HX/wQqsKQfbpvbJ2Fer8aSBTUlnv7c4PujzBioiVWXGUqKy168YK12z/zGADM41LLbb5e2UcUnn0jTxzgg3ALdeCJBugifKX6msT6YP+Sdr4b9mDooUMu+OBxpWb5tAS6s6OmnG40Hj1wqj3RI/ZHWFIJvXGB2kEZ3NNX2XTdmDO65GGAidfRRRe3M5/riJkTkHqSMc8PXBBKV98NHvmBIJGPYSV3bF9kHrYybb/9cCohmFPdQBDJzSHC8/JdhKycd0z5rdEETma61qEEWnL9w/vAvVTKqa8A3PQOdaGu/hmi+f3mjE/3QD2/zGfrRZAC5ziSAy8MtPbFtmxJkui656KbWsaC2ZK0MID24Jl+thCSNouPe/jSOIqB7L++tHW+hG6oSO/trssbjFfAl/HvypVsnw5A3bBgnr+GqVQ+pfqjmnoYSjav8/IchDo5r5huQSN/qg9chIIM+6SGXt+yxgNTW2ldQbGq7CC3Qh0Dr3t3+U6Sb7FVZsA7+eslAK933H4zsicZGv1kJ63zf+Jssairsws8Hd+IT6ix//PFf6S3Ny3sg2El6p9Yn9cyZalxGYeHjqsD87be6JoE18NINaeq9zXo10FZf+mn3RgE9pIeve0L+wsH4qeLyyOwyCgpSFaXfyvvvl3uCltjmCRPEmivN/vkDe72z8U00h0KpfGSBqFjpDUBjQyxYoczMarLa6KZJtY/yCdn0xhuoWymw4g3kaEQuPv5gwRF1hB4Bj3UwzugLYstVRYvUbUeKik7u3Cnvj7SzUUDgK8odKXqkGwKXHZiFt8kzGk15fH0kZ5Ac6kj9EdR/3ycHKvufEnv6NCET8XZhy7Dzu23Y8Iq8/8aRLxPmD5ezZD51WdPKbzBjZM26w1geCeKum9m086Tg9KmSNJ33hkxIh598wa5Pm8G1ZXyWuNMis3Z9/rmdCeYkuBH2mlM9B5pJXJvvWNIjVINPFzN2y5tvRtFPJDjiU/W3ote09/P+fwW6pxN/apTd6/fm79nXqB3vmRdI1Kh3GwXu+8VvLdz+r/l9GlNqPeEdbqM8n7oB9tK5cCA46U2kk0OHRQ2tknDYwr6z+2TWoIhmSrEf0kwexeq5c7UqQSKt4+kKO5+mTSRwaKCufS9wV7WeoL//fmbTpvF4WcSOJf1QePelN9Z+oPnYUWYPafYc37oVN6d2T0FJ3tjCb4b6UPAMTqj86lIXM/QEmgi7d88qL/8Q6uRM6ElvJATaxtdek+Pv/89/sAZZg7NsfPVVn2aWJIhOyJffNTICa0QL7t3xnRqlhPcdLRO8rVJKy2FHTmosav6dp48KoYs2Z4Fybtu79zvkmjYWhrQYly7tAXmKImv5S318aQlr3jTpUly94jGccXXGEN8nCb4PEn5Zk1u3r1Rn8UKD/1B+vlyVNDuPl+IME0tefFHXjFFje6Gu0IjCY6mdW0nNJxHRs6oCpfZffp/9vcIc8/IuiAOLFyPT8x95REp1SQ4FVrwRaY7iHZanIdJBFmUnytTUWrrODuWDqWYq0Fl0dZN46EYdaoMn4cXAWWRuClSlScFonM//PSCz/pMUKJrVgPawjk2QRGiWHbp8mjPpZ1n15GOov6GupCOyccbQsYGOQlVU7fzww4AFe0VfnyaCjpZ9+xagNClc/cT6uf9cO2vqyR07QgXNl1ZO3gMPYAMLn4xQQGvuLMnR3bpQk0Ko4EZikdJq34B/euRnt49uWtnokOiOD+Y92GtpoAdk+uYpeCSe/Xfj2Ph75gYC37+4KDDr2ZAvA8HDkr9vTGCO71N/U/Cnvy0N9PYmLkvUjreQfjEcHOW4zoIiPkmOz7OrQ5c1AtRwYwZFMq2nBUiFxMiGikKi1mW+FUpbS0QPfHRtlSjmG5HAoag/j1VuMI5lFqQjzP6ovViAOJYY+lq7L1qDyG6UG8YW6c7CafKab1t5KUyGin6ntTBZgBIsYBNt0uV7987DLitnpARUSGbC4Y1rINHkJmw0hC9HXoijUlFqQNCoCTShjP3BkSt48afOCTzVt/t6/mvsQ0ia1thmf+gcSi2I3cLCJxrd0TRav27rxpKpYzd9OH7b5Mmb3njDaIH7ZUuOb1Fgr9wv+vs1PhuHNuafPl0lvY2rlgzCpRY1uXzIR4rWxoM0FeBrnnpK12JUTr2j1o5S0dq0ER/8Te5u1nbx8lPlhdUrUFAELN/TA2PVJTyvadZbox2lpO2CUCPoi55+OuAT0uRuS4EVD1jEwQqLabRJvM/b3n3X4vlDqS2u7g8HQwKiGgtVaivEaV3ehGMlJWLc2pyeHmg72vNSV+9b0k8B/9yBS+7FSjWgPbrOBWXRXZOaitf+wJIlSIKuPtD6SFZXz0V5hILS5iQ5EhJQa97324ipbYEyC4lFR/ydpUsCQlnqD63Tus5MsvjA4lDRI7UWMn9w9CIKNZt2FNyN8vLpuC1Hj15mUZOg/MZpKCNFNy944fPPfDI4IW1c43186dtBWNlvaeO0sp8PDPhsaSPFo4CWn7SOLKpfbGTRyBeLnl/x5ksoMeVRnFI2RQSZLuOcBTcnMNlK6USto7TFlOpoZohgLT4axmypjg+5piYwkVnkBvzQO9SrqovoIUhVrR4tUw6vWWN8a/zBkChiIFm3bnRl5Ze6EWclH7y0Ylyf9R9cNm2flBIly1/BjnjRLjhkUVOCo+yDD5CQsNWqqc+Wmr9BdZYFQ7S8jmbb0dA5IsFcZBxMwCD0k6YfbXDjoYqKnq6r2/yr5mFTLdKV/fvj3m4Nuq4aBROe7e2+eca2wYGyEhQLWcMeejU/MBt9WLGuG/ojQ3Oygn2m6pOTkqKi2aENjDIHhY8Pz1SfhFXvP4h3v7zkI1zD5i8nyHiC7RverynJyR3YT3sQcV/RDXORLghjW1SNtxD3sgdXBZwsdc0SC89OuRVzqufI9hnBmV1lQOKKPn3CVlhGavPyVCrwFJW8/LKvqQtCzV4Plelv6ujft2ABBVa8EWmO4lmXtp00gPI+CVqM5wVeGzwu5TM/Oneu1igmjHNzattqjoD3B3WP1kkTFcaThU+qejEh2LlwsaEB7zxe7NNVVUjL+UOHcCV2YsoFuiO//HJlk8CycFmLBQmphapaO1590/jxuOEy/iVSlI/Uh6veDFjU+l1WfpX94x8Qx9JbJO60EtwIJaypVNI6lWvdaVG0iYC22bunOguyvzEJDqLNStUFGdG843jeZFT858FgY0g4buDXYx+QgBEfZqf7lUVq5f0Vvv+oUYePFjwa6BfI7Y/HBnmhNUrJ9jLtGj4PrHwA28jMazrPYugtO7VUjMhQDzHZQuwaVWmk846rqigpKylB85QYuwgFFdFDG/JU9aPhuTId/qmqFq1ZQlCe1OI0jU+9RkoamxlKVSyb1+gItXPnhxHN+BkKNWBTZoQsfPJJ6+1x5evXj4XC0/YDYiX0B66ntnal8pRSn8LC4dj+5Mkd2gITy3v2/Fvr2p+d3Tsos3r4PkvwzUhY9cMg7LVy5QNizFOOB3h6UaxB8RcEu5zw+X7SMwumjj22YYPOLq7rgpC2Qe/lvcUlS9ssUZw4UYYXVtsb+NtvdVBI27dnVv/nW133gvpI77k4cRc2BSVe+/TTgSdEExFD3Zll7wfiqEm0oKzERChFlEiRmsxlvIW2wEeTSboIpURV7m7Gh1NNbiv7/sM3Dkl7842/Dv4kYfRbjZ0V5TNm6LQd7jyEFFYaXxBljJACdnmfPuKYj2tAcVT+ySc4vi6BFFgR86c//cmpQzUHUeeoDLXNmnVn49syOKCxsn4KuByZBkqeWz1XJ4AcRCfgpFYeu36svFSoGiU6perHURZ1eZ/xAlh3aqgB8Ll9+zobyFSH4+7D5afKJXZRadBdV0XLRPm18oEHtAViWHdaFRZBAuqI4EB5hFOEKppDcfp0ZeNjM1Vfa6qs7LOiD472eOHjEakEa8JayLRFsyn/XP2mthoRQYlnOxDtcPUwOb6uLeE40Jq44S+WvJjQ1GWJFM3bOw+3SPvYQPxJbVFweTd3KHTGyze3vKliupoiET10TtyQJgET6aBBUotLNDUJanru0CF83fbeez6zjn5/0K6Zn/+wTxMdNCA+Gho2T5iAjXPuvVf3lKqQbFkzk4KC43afvbhQdgiM7Gnqx0EpEWoArH3EOJeVdYdWZkmAKCkwq6vnNkmr24MrJyMhp07tgrgpWfGS/LQ5Z4Jf4whldDyQF3ziM43P59tjAgJR5xOpdaLVNZPkgZmweYLa+PDhNXKu8mAwFBFM4kik+rmWB0tRNLxlLJFWcCiTv3ykR6Ippuud/qCmLCh4dGVOP9/QRgtcoAetauvu3bOgTfft+x4i1ZhMa6TAN/VPF3c3U0OUuhVPrXkKyxISLOWHxsbGhh9mlX/8sTL+BSJs7doVMBY2tSh2TpsW0E9LluBXaXLgaYHKVE0O3+VOuqa9sRRYEROXAksJjuxJwXDJP/21eum/di371BduXvpmAhWbmozdH2JsuXSmiGPNpbZvk3fh3u++U2YMI7oIQxFcWOj32RRU1Xi3cakR+SzbQcxCmw6XqPlMVAOrKDUVpYBFHBpB54SOeh2FsjjVKWOh1v/aAhTxq14ftGJcn5VD++ksWCorey7rqZUyzW0QEiyKZgE36pPBCW8/G/BlwVVN3j4ZFyZlMe6GmPFkblrcEO2O0oUae+8nbricRdmZcFgV5kCyZtfnn8uzGpEvlBgv8bF49kznezCicySQEHTSjg9Iq1Gj1NhYU06dKke1KjpJRa5fO2qUcSoeMQmc+TkQCKq09G1fDNEsBd2sRzJ+TfUQxRJI9sKF87jIw4cLS0snrl8/RiuzpMBUYSmMU8JfCsFVMRvXUFX5LXaBLDPa6tD2w72dPHekPA/ascmmSNsgtSj1SP0RZOu/HuuDx3vzF5eCXygLU+GCYdpAg3n335/bZA6Xfi5TRPBl33mnNrywzEqkneQHBS8OriJ06HpX16/XGztjBw3OsstHLy3Yt8Bot1ZdClipnmoZuqibykI7qlEZrqSXRiJ1S9LUQbJ9n6Do0MVFo8CKmLgUWKrtKP1Khw4VLF3aA59VqwahdSUNrNVmcYOaD1Rvyol+RsUMeca1bXdtWw2tKzzxgVbpc4HoU/mPDpaY0TU5y9X2uhl/pYsw0m5NC4u0lvMXzqNSb75+JV1MVAF1FeqPjZPeemnVsyhZxm0ch+oZty5U/arm4S49HkGkVlNUrWla9EtWDl09VIq2/EP5ZfamMGsBKmbMaGyA5i+DshGtkxj0vFZdch+UfYAkrD68GmvENQp3TLaM3Q6njIUya9DY9WPx8Kj5T97dFnCyjjSiR8mxEuusl0dlS0aGhI8X6y+e7VABCJQjwfoxY3AxMgpEfSIaH4MXUIqaTePHW2/5++9nyrd+VL75o50fTbXvqakQk/yqhx4y3jqJCJOTkmJzpsXfgoFtfrV0yDt+vPTQodVFRU+htCwoeDTg+p3bd+XK+/PzHzYdb4jtayqWL+/TW8lWJBD3dt2zzy67PdC5ph0QKib8Z4pGLZ78Irax2cBTb+WcCcPwoL63/b2EgD9T0g/Fo9YUpPqCA0WygudSo95KXnpJ18+FixcDlchc3DGbPhhadOMDomuxo7xCMbK0ZI5xvIJpBWGK1inWaJGSz4Zx40qaoliLz5a6P6Z3HkJz25610oxEiar9iQIr8gNdccWfzGjXrp1TpwAZGRkdg6Snp9u5pKid3BVaz2idj6d6MbTjiaTtK9O2RDoWIwrwVpg2UKQfR7dx/tcPywVv9wVs9RIxa91zz8mrEsvQOZsCy34XG9rBu3fPwn2OyJ+3/FS5HH+soS2ourREASSYzQrnOLgbEkZow8fjkBbTydTEQmbqeoWqVGbwbe7rNEXrPqg8NrBcfLRY7qGU2iomLRqpyvj3ysZXsIwPBM308uk2DVqoL1HhLQyGgIIGwr66sej+plmbpEEsZhgIAm20egHZjc3mVs8VLWXh1K9FF+JL2X2tn2plJ17eKxAEf+2IEWjK7541SytTZCwtGmO/hR6DKSHHwnbPQSFpL7JgyBAVHt0O2n11sx5ZzPOt48CBxXie8/Mf0flIWWPR5adF1yzR1fSxhwRTszDJjDO3NYXoC3hknjypWtS4jKpvvvFpuvy06OJyRQdecOki3Lt3Hu6naRzBsEC7yPVLSDytrFddHGIG/qj8I9U4twPeL2TB1rffxj3HMh4PfMQCh4cQNwDNsEBMx5TbQ8XZClXgU2BFTAtYsGbOnJmUlFQXJDk5GV/t7+tIjh47ViIFSsFrjwQcfpYMxNecxX2VmRTvp7Ris4K99aYz5rYiG4tek0Jh0/fpeA9V+yMiM4ApFl2E1XPn4l6tHjYMGlQ5iWu9H0xBoSOXujvCWAYyb/c7pe+I2UPZKqBjZFj+XcvvkgTHbqCyAx4AFOgy7Hzp0h7hd9CwadN4uQmnnJ7mOVJklKWpZ+HD+Q83mppW9hu0atCQ/CG489J72N3XXX66f+X9WKltCYgAml01W2tMemHdC7FrX3GKf2vrW6rWVNEU715+t3XWq7HxhY89FvBZHj7cZ5hfwQh+FRktsQN0oN2C96Iw91J0SpsJMYaBgI7EoZQVofETDETna3LvE8cji8NKAYW/Ni/DyPHjjcGcli3taUcwKbZseVNM/tatJrwyuJO47dLZJDLaF3QJ99kIym8fGQsin7/+dMfu4xX+oMEMN1nZotBUNh3og1dSXmqZwLEVUW/NjCE9dFpQLHwyogUfmQaq9/LwWS8zov6w/wdrf2JlzF54YKHpjJloWc2omIGD6Eb4UmBFTAsILKirgqaGGhYSEyMIFeNgjoZqYOG1NPo8tcC0uPaRmNEbC17zJV9WNCMhG9PSbPYLRIquH0c8l8PON6IGSG/d+iYai5G6f5o60YsZ48DZA6h0bQ7pdwoZoe0L7VRuisRojahWbnkgm1DOPrfuOSVo/Boneu0nbFwrRwSWCD41CjLnlxxlvIQEDJv1MjY+0nYRpE8on63GSOh/6y5tM5tWClEVaLZpjXOrg4PUlnbvLkPPDixciEtd1tSZFQjlMGlS49C5L77QTUOpkGkrYzFXK4G19N89A8Gr3ko4+8uBqI9mwY6pUwPdry++eKykRLmyQdmgQLB5Gy82NKBkU2EUdHzyROK4tIR/PtkYUB43rbXm5osFiCGxE585dsi0ukGRK2ON1SfUoVBC4gX5ovILsVgr216o7ZWFrPvSQFPqna3vqGkorYeeUGBFjLNdgaZ06NDh4sWLsowFfLW/r4M5isaN+LHi1UVRtXvWLLzA+YMHrx01KjDT3OuvB2bCevll44y5LkENiom0cyE6ZOYN3LGIHBTEeL59+2SRJpG6f4ojWkpOyq5Tu/DCy9Az0wloW4Zjx0oqK788ZG+Ym+J4MKjzjh1TYx+Q39zMrZ6rNQ4t2LcAhe+/qv+F8nr6zulaLYXiHgtpG9NkpbSPZXuU7NJFGLZLUbSyadBqrZ5DvuNQaFi/suEVaO4pZSa1bHOj6jU0Eiz6B3WYupepoWraevRocTHe4tVNAQK0Zi3dBH82uyDDEuj4fuVOX1rC8sd6+2yMTY4aY3obGk6K3aig4FGblypHMB21I8ZFFVle5s+INLJ0G0LessUHQpoAp+6YqnmGGmVTYuiYt2i94LW6L+c+2V56JyDm/OGCp1BguRFdrhgl3RWWOHgl0u8jbVOZ0K25Zw1zFpn6Sqt4UPKKagw7yYwFUJM1WVm6UYoydj26Ili1lSN1/5R+olmVgYhHapieeEaTZgI3PJSElbAOsqy6FNHmVl2EYdvWWlSXn9HTzm8j7EILI0Hzw87VowNvqOpYVytlfgW8uUYriwoXvlIz6k2rKuw70YdFmfDXPPUUyj3H50pSiNO9totWhRAznVzZCNSkqDRjNDKFzKW4OSOjDRXgFpjOKGoTZZF6vPBxtFG/3/e9GjtsAd5uvG5qcJW8xRYWLLR5KLCiZP/+/ddcc43W4d1By1arWLDKy6ejdjftaFc+TP6mIOz4VMyYYdzS/difRMICNU2shAuX8Uox+kxUVn5ZWjoxuj4yVV7IJ5a5/0jsnPn9DMr9gasGGntvtaMUw2I/BJeKm9WKxsuW4deDB7VTvEvkd61x2npAa0TofKSaD3G617kuVFfPRYGgDVFhPTZZZjgNa7erP3IEIgw3p/mC/2mBUvz5Z9+xYw6f62TDSXmVhkU1tl16GzO3Z560N2pBh8wFFzaETVZNFgVWlFx77bVff/21kkHOovPBwlf7+0aXo9YNJmlQ7l+4UL7KXIEu7BMMBVQjiqq9wflhjhYXiwUrlh7Dbe++q9zR/LFNfeMIYsEeUjBk2s5puuiUpIVRQedfXP+icVai8lPldtrKQqguv8UHFiOXtQfRhXXwGmf37VPhglEubRo/HgIiFhO1O4k0/K8bkIgVuiD+saPaHn/N/quz85THiIRrfiDvAUhhlAAUWNEe7oormkld+ZtGER49erSZRhFu2fJmcBatS50LDQ0ns7PvbPlgVy2DdiYHR0BLUeZqRHs6MHQuqNiWRTIWwVXk1eahwo7U4RolpsRW2L17Fj7RTRuHg9TVbda69v/xx383bAhMRVdR0SZNpKa1oOpciH3MgWkINF1gUq+hJqQ7tXNnM8155Qbsj012DzYjVkSBRFq+J+ceo504OhyZ4l07kxs+FFhR0qlTp/r6emePqSU9PT3qOFhhx7qbCg68AKjq7HuntiG0Mzk4yPHSUpFW2ydPRgM6VIgUl3Ok/oj4EEQ6FUxh4ZPBp+g2bcg0+0DT45GTSXBzclL8mgHhEXmfuI2TDSdTi1J1QfB1QfNjwVRgNVxskAnavGm8VNHp5NN8zlKtjs2xye7h0KGC0tKJKBz+iHnOA1MkOFZKTkrs90QcLWRqELVy6o6pujg4CryJ2AUvnXaoiliwei/vTYEVE9OmTRs+fPiFCxecPWzsIEfDTt0lE4S10QosCowzOUQBjoBi4oQmxFHb8vcPhZrKRiart49qm0YhsCCtRPVqtf6laWKDMqvlJ2hqPlApyk2e4YRZbuH+hbouQo9zqKAA72Dh449rO+6JF5BRPtG5UulQ3utfVX71/d7vR6wdAWmlpJKx6WIRbAVqT6Zsp8CKkuaO5B41yFHTmRm0XLzYgBru97bTDIqaiooZaD/FHr6yvv6I0azy68GDq4cNyxswwBj+OGqqq+dCWGzd+lZl5RdVVbObqdmno+BQASrsSOORStu0vPzjysqvdu+eFdHjVFe3We7nypX9kN4dwdmmlQWrunoOns/o+hxdi4Q0dHxKSqKQeanzH344lthXxLPI1CD9c/tr+/j6rOiT0DQFu277sevHaiO2mEKBFW/Yz1GJxtkmgg9FR9SxD4z89ludHCo//+HwW8eAziwUyzS3bgb3s7DwSSTWIjx0M40/Io5z+nQlFHOcCWLiTVRcK5l1Z/K2ybXnak37H2XKLGuvSgqseAM5KlWXBHtE/QQVVVExw6ii1AznYbsU2ygnTpRZTN5u7PKz5pdfcrD96Rj6ZVADQc4iO7Zu/Ts0365dnxu3Wbt2ZLCP7Ha5cmyP6/SCrdFIM40/Is6CN0Ji5G7aFGvcKUJanbrf6jK3Z04snVh1ugrSKkaTMwVWPKBzctfOzWkxCYma4RzSIepT2zczSJwnMcmcOlW+atWD+fkPx6JX7HD48BpcntFz37TLr7lRPkZavyWdum1oOImcqqsrxU9bt74lm5U5HZhbN0Ow49iZ8TcseEKaafwRiZE//vgvMkVmPla9vfHkM0eII1BgxRvIUXFkEafj9evHSvF33NBP/PvvZ1C719bmHT++DaVkdB2FNs0MujhbuLbohp45RYt1+WmB2pOTZmXdGTRT3SFfQ1nRHJnH3hTTCfIcxJG5BcX4unv3LMcd0fDk44GM9IHfsWMqnl68UPHapW4fKVWWL+8NjYWbuWnTeOQ4SpLWvi6vUFU1O5QJvI2Cdwopcio4i8Qh2r49M/ZDxQgFVryBHJUB8FItSbCiysovxIxvnCRO1friaBwpNsOc4JLkArKzA2PHVqzo0+o+RrF3+UWBWNTOnt0D5bF27TPWKkR1KcbupK8jc3tmQtMMwc4eWRDjqP0Zf1sSCIIVK+7G5a1b90JEO1o86jKXYnn59JYZlNDqqFuxc+eHqOypOFsYxwP7tTqRTg1kjXvuDwVWvGGaoxYWoxjNJPbDnKASwrlyc/sqs43HfWug7XDf9u9f2PK1ct1vdWqGYPt7oR4VwWenzy6iGX9bkqiL8g0bXpG9jC5x0GqxW+zaEBUVM3Af8vIekFRXhZszhDhLTk6KWBBb+0IcA41JSdRGJ+bWlAYA/qLGiXTieWehwIoHTCd71s4teOxYiRSFBQWP4LHTFogNDSdRc2BLYx+ifez7VIltAxs305gjCXMAEcBWtY5Y5joUamqymqnLsmWAkK2tzTtwYMm6dWPwFuzePSui3S2Cm6iOePtjJtocSBoeHm1jADewdTv6PQuaLrr5D9oieKGQClVlRNdxbwoqFxxKNXta8a2kwIo3JEdNm+nN545qYSHDawNRhSo5bHSuWMAbJa0WmfDHQc9oHBmiDelqcCKWXWvhSMSKX37JkYO4wbkhCpCPsVtcxHMRt0IrNaQjvqYmWx7148e34l1zz9hP6ZiO7o1A/YcUlZS8Irdu8+YJOJS8y0igzJIkKTVOwEVanvLp030JCTkpKedq3Su/ZBIIcRRZurRHTc1ynXZ3BEc8QWOEAivekBw1nVsQJax4nzheQap+RqNPlf0uSKm6UBlEcQFKUIqDP9LulB6KtJl+9uw+sQhqjXlocWL3FgscKmgjdJw6Ve4LHbHCPhAWbTdshCNDK3Rjb2WSABEc6lERd8PNLpgwDsrv8OHC6LJeIoYod8mmz22hhoa4x/HFyxQ/+2zAu/LxhKW+7ngOj8Y892VzcPkT1fgpL58e42FRuu7dOw9vt7QlpABs3UCPFFjxhspR07kFHTTD6kBRbupTdehQgU0n+k2bxsuWEfl0Q0ih0Vxc/Ix4hJSWvo1UO+hbHanAMq3FVa0chVP/hQvnoZKj8E7QNeBQ3ERtxtCCUgzFFg7e5jxv8C6IhSmWm6Cix1VWfoUbKxP+iDeMspA1k504UnRhQVateghpRw1kc3dd/VdY+PiaNakW7mtem4DLnWycM873ScKyOT3d3HsrFqyVKx/AO4LnStsCl7G6WB+FD4kLfRgosOIBUx8s91Bbm4ey3qjqsAatfLxL0syKzqLbfLEMBLznUBL2uwj3718o16OtyWKJ6Rq1U7ZphI7o+nEgzpA7Gza8Ag3t7HifNofMf7BhwzgxU2nNNpCev/ySs2/fj5s2vYHbZSev5X4206Uqrb927dO4ZvsWJhmGvHbtCF/Aa/NRCeYixldtNDsd3pmAyyWg7Yp3MD//EXxUZGlVioo53/2jLpQTsLSr1QDVvLz7IdkjejtMBVbr+ni4sDpuJtpSOmMRTK2bo1I027SQ6XzCZKx7pBZdFWYidguzAq86KpWoIzgY3YFxT6SLMArbIXaRBh+0UUQ7imOQro/AopZFMYTSrago1Tj6T1XPOCCyWPphtb3P9kFyUA7i06YjGihZj9uFm3PgwGKLjZH7Z88ekAGY5eUfKZcm1fsWVorhduEdQWsk0gkfV616EB9R2OIzgLyz3kvNw91GPe3iDEjbUKN2tKJZqQrpB4D6dzy2S8sgY3Wzsu6IokWq6yIUWncoBgWWG4klV1oxRyMtmk0n2YjCKV4EjYP9niIg8NdVsQa04bPtI4JGWRC1/Thnz+7DVyyLQUK1fZcu1Xtv7Nr1ufwkIfuxo7H32SZQmb4WH9v/668HUbyi8I1C1anxE1qBi7QHO6aftfBxkc4OFY/e4hO26HfEXRcvFB4DixFVSNS2be9u2DDOJV2cxG+Z9WKhxKuKF1Y9RSg/sWWzjihqVsQOqitwwoISCY8uKg5j8UiB1TK0pXS2UYEVxShFmSZ28+YM1W/V3F1+dtD2/kBmoXqO+lAO9ptIgzU7+86IPMx0gkZ7PbpbXVY2Jdh2TNSWRyjpkJs7dvxTO6DaPuIUr3WnaJUg/rHEqYq6S1Q3b7d6nII3+XaxYK1c2Xflyv6rVw+znvca2s4XSeBWU+NlWFRVlJNzny6YC2ktrC1S0gLER0WWjhuQonPnasrLp6N0wsOshpKYojWx636K1MfDWSiw3AhypVOnTu3atevSpcukSZMi3beZrioseM9lnmkpmlG5Yrmg4NGwtYK230oXC8D+XIfRofOpRCWHVxE1Dd5YMfbEaDaQBmhOTkrsGis6M4aFoMFxREo2hfgbh7t98OCyYJu4hwzntO+4Y8Q0rANOgbYmPs0dZla0u2SrqTsaHstQj5YYC8VEB0kqT0KkXWaSX8uX94aEwhH271+E0x0/vkVXVeiaJTi1aFm5frE7IhUWQze0dtawEYAOHFgsVyXXINvLXWoV4yKxxqZFCo8NirK2OPTEAvVqLF3aM9gsSQo1w6k0Dn2xzavbHFBguZrKysqUlJS0NL1L8hWWtMqlahFP6pUr77fZj64bf6SNBWBzrsOoUWaGzZsnbNyYpq3qxCcpxhmLbU4lZAeZQRnXFpFWE0GjGzonntookc+fP1RXV2phoYklZrTyOS0sHBbKMzoskESQC1BIcv1o0Bud9MXzWhuyWdf7LD5wuIHaVr4S0MZHSxrEMU71Y9N4+euvB8U7SlyV8/IeVB21PsPYW6NTvOonkshbubn9gvnVK5QWV239ysovoKFlZgV54JV7HIP0ug1xp8PjEapxFcrOKi3GFp4QzCnQPDDtUj90KF/3FuCJNUancwNuqI5bBlen00IbnT59umPHjhEdyrnrihLtyyBFv/X2FlWRcmFppsFWYmZYtux27TXHGCzKH2xQ7tr1OSqzzZvTRRA4VWnhyOJTFUtRoh3VeOHCeVGxWtWiZvDdu3de1DGjkWS0LDdtekPOlZ2d7AsG8Y/oVihBUFLyotarF3e1sPBJGVRhrFrs9FZbPFotHKJQgqfk5d1vrEtw95S7W21tnqjGXbs+DfYArsPfDRteVlmpbkVu7r0SAs041h01btAYkCgCzkJbE/eg7NBlZR+YxrBVM2wWFaWqlY6EF25dJEZuVdU3EhpGrFny6KKA0jWrLFDBZSw64psDN1THLUNbTWdbFFgy6k0G2UZt/kE5glfrwIFFMtfhwYNLdQ0UcYRcvrx3LNpLtF1p6SRfkzeSbhBK1BffTEUbFI8cubp6bqhtUOggFRZzH+miZRpx8PrxAIgsWLasZxRaGSpBKzjERUw8mfA5cOBHNGfl+KtWDcJl19QsX7fuheLi50tKXgqWpz9gZagIbcju3btnaR8qlL9YCVkT9E9/SAYBtIzMkvFT0EZr145cv/6F9etfLCoaoQ0XrGpZifYp1QzqG7GziheOWPhw06zPpdzvVq7sH0zpYF+IaRaJG4C2bmqv9vSFiGFrDHyoLEDLl/dRhmS0edpuLiON5eXTtQVCbm4K3ouwnSSatkdg++brSUQBgmIHBeyBA0uQa26ojluGtpTO4cOHV1VV+QOdLDUDBw4cPXq0/X3dkKOxe3arWlliRqsu9jVrnpLHFyUFKlSnzAyOW5idipxuxNSnSjnu4L6dPLmzSXA8GOogEjRfBTcyorrYHJn5RLSyxCaIohbH7gcPLmuyY70SFMTviGITkVFa+jaOL3Y4NUBBylxp1uOv9SmUxU4V3P4W98c3vjU645z0E6GG0MosuVQ19tbm4HwoTjyZahSkgx3ZpJlAlimnRvvNHuki1JlFo4jG5x6gGlEpoGEg777NZpsKLqM6Kyx8TmTQQNgrEamXk5Mig7vRLsJ7JOPo1ccN1XHL0JbSuWjRoq5duyJvrrvuurS0tPr6euvt3eaDFTt4+rVViy7ii6papO50Z63gVOR0HU0+VW+Xlf0Dt0UqSDWq2cF+H3Gydk9jFymVKFzyFfdBGfNkFKRu1J7cGa1gMkUcj5RJT8pf8Tk7dKhA5Fp03mOOoJ2yXYAmrqiYIT2A+Lt//0J/zGNvZZQiLVgu58KF8xKZOVKF1DTr0d2+Rh8mW91qLkeabcrTN2xJK8FlZMKPoO22H4RaRcXHEKB1daXBQSR78Le6+lt56yVMXUHBUDEhnzmzF7USbh1Oim2CLfyHjKVuVlaytpkXH9WxHTyTznjJ0aqq2XiIa2vz/E1O2Shc5MFtaruECZkYx6guPCk0lVNzUwN3dLDUcHsQ5xhRZhgZCVhdPVdCMh47tlGNnpMwExZDq5RxVB6qLVv+ph3lZ7Mt2+q09Xm4SQsAfYZnOz7UlQKlnJ0uQt32Wlu1r8nlQOeJ2ySYEo0rtR9V9mZlJeHv1q1v4RSHDxeiIFq//sW4qY7D4pl0xnWOoubD43vixDbrkIlxj+rCUyGP16xJRamxatUgFTiU2EE3t2DbHUAnY29bJdgPIW0L3bShus/KlfevXNlv+fK7fEHPTmMLVmvnRutOVtbU5BhnMYnv6liLZ9LpmRz1OGIh37jxdbFgRzE3KvE3dblu357J3jFCvANe/Pr6I+Kjtn37e2idbtw4Lvg3zVgUNE37OHjbtknSr2Id+FThnerYM+n0TI4SQgghrsU71XE8pzP+nNwJIYSQNo13qmPPpNMzOUoIIYS4Fu9Ux55Jp2dylBBCCHEt3qmOPZNOz+QoIYQQ4lq8Ux3Hczrpg0UIIYS4Cu9Ux55Jp2dylBBCCHEt3qmOPZNOz+QoIYQQ4lq8Ux17Jp2eyVFCCCHEtXinOo7ndNIHixBCCHEV3qmOXZrOUKooIyOjY5D09PRID+jc1RFCCCEkGrxTHbs6nbpsmDlzZlJSUl2Q5ORkfI36UIQQQghpebxTHbs6nbpsgLoqKCiQZSwkJiZGfShCCCGEtDzeqY5dnU5dNnTo0OHixYuyjAV8jfpQhBBCCGl5vFMduzqdumzQfW3Xrp1xewua/XIJIYQQYol3qmNXpDOUBqIFixBCCIknvFMduzqd1j5Y+Br1oQghhBDS8ninOnZ1Ok1HER49epSjCAkhhJC2iHeqY5emM5T7VHp6uv04WPTBIoQQQlyFd6pjz6TTMzlKCCGEuBbvVMeeSadncpQQQghxLd6pjj2TTs/kKCGEEOJavFMdx3M66YNFCCGEuArvVMeeSadncpQQQghxLd6pjj2TTs/kKCGEEOJavFMdeyadnslRQgghxLV4pzr2TDo9k6OEEEKIa/FOdRzP6aSTOyGEEOIqvFMdeyadnslRQgghxLV4pzr2TDo9k6OEEEKIa/FOdeyZdHomRwkhhBDX4p3q2KXpNHWcitSnij5YhBBCiKvwTnXs6nQaBZZThyKEEEJIy+Od6tjV6aTAIoQQQuIJ71THrk6nUWB16tSpXbt2Xbp0mTRpUiyHIoQQQkjL453q2NXpDJUNlZWVKSkpaWlpxu0taP7rJYQQQogV3qmOXZHOUBrIIhtOnz7dsWPHiE4R5cURQgghxCG8Ux27Op0UWIQQQkg84Z3q2NXp1GXD8OHDq6qqsFBTUzNw4MDRo0dHfShCCCGEtDzeqY5dmk5T96lFixZ17doVX6+77rq0tLT6+vqIDtg8V0oIIYQQu3inOo7ndNLJnRBCCHEV3qmOPZNOz+QoIYQQ4lq8Ux17Jp2eyVFCCCHEtXinOvZMOj2To4QQQohr8U51HM/ppA8WIYQQ4iq8Ux17Jp2eyVFCCCHEtXinOvZMOj2To4QQQohr8U517Jl0eiZHCSGEENfineo4ntNJHyxCCCHEVXinOvZMOj2To4QQQohr8U517Jl0eiZHCSGEENfinerYM+n0TI4SQgghrsU71bFn0umZHCWEEEJci3eqYzemc9WqVb169Wrfvv2VV16Zmpp69OhR9VNGRkbHIOnp6WGPQyd3QgghxFV4pzp2Yzr79u2bm5t78eLF+vr6l19+GWJL1s+cOTMpKakuSHJyMr7aP6Z3cpQQQghxLd6pjt2eTsisdu3ayTLUVUFBgSxjITEx0f5xvJOjhBBCiGvxTnXs9nRmZ2crC1aHDh2gt2QZC/hq/zjeyVFCCCHEtXinOnZ1OsvKym655Zb9+/fLV12uKMuW4gpLWuiiCSGEEBIC71THrkinqQYqLCy86aabtm3bptbQgkUIIYS0abxTHbs0nYsWLercufPWrVu1K3U+WPhq/4DeyVFCCCHEtXinOnZjOmfMmHH99ddXVFTo1ssowqNHj3IUISGEENIW8U517MZ0WrhPpaen24+DpTum05dJCCGEkMjwTnXsmXQSQgghxAW0tiJoIbySTmtaJr95FteeiGdx7Yl4FteeiGdx7Yni6SxtGt6gAPH0OMbTWVrsRDyLa0/Es7j2RDyLa08UT2dp0/AGBYinxzGeztJiJ+JZXHsinsW1J+JZXHuieDpLm4Y3KEA8PY7xdJYWOxHP4toT8SyuPRHP4toTxdNZ2jS8QSQa+Gq5FmaNa2HWuBZmDWkO+FSRaGB55FqYNa6FWeNamDWkOeBTRaKB5ZFrYda4FmaNa2HWkOaATxWJBpZHroVZ41qYNa6FWUOaAz5VJBpYHrkWZo1rYda4FmYNaQ74VBFCCCGEOAwFFiGEEEKIw1BgEUIIIYQ4DAUWIYQQQojDUGARQgghhDgMBRYhhBBCiMNQYBFCCCGEOAwFFglwRRPGn06cOHHDDTdYxInJyMjoGCQ9Pd3OehIRpllzxeWE2pdZ06yEuv9lZWV33XVXhw4drr/++tmzZ5vuy6xpVuy8NZ06dTLdl1lDnIICi1zCtKp+9dVXMzMzQ9XiM2fOTEpKqguSnJyMr9brSXQYq4qwuzBrWgZdXlRUVNx4443Z2dkXL148evTomDFjjLswa1oGi9dk2rRppjqJWUMchAKLXMJYHlVWVqK2uHDhQqgKHoVOQUGBLGMhMTHRej2JDvsCi1nTwujyYvjw4aGsVsyaFibUawLti2Lt8OHDxi2ZNcRBKLDIJYzlUf/+/RcsWGD8SX3t0KEDSitZxgK+Wq8n0WG8/506dWrXrl2XLl0mTZpkuiWzpmXQZQ3y5bPPPrv22mvbt28/ePDgEydOGLdk1rQMoQTW119/PXr0aNMtmTXEQSiwyCV05VFhYWHPnj1Nfwq1C6p86/UkOkLd/8rKypSUlLS0tLC7MGuaCaP2HTFiRENDQ319/ahRo4YOHRp2F2ZNMxHqrUGzpKKiws4uzBoSCxRY5BK6QqRr166bNm0y/UnBBl/LYNEnePr06Y4dOxrXM2taBl3W4H5CWskyZFb79u2NuzBrWgbTt2bhwoWDBg0KtQuzhjgIBRa5hPWgG9PSSueagK/W60l0RCGwmDUtgy5rkpOTtQLLtCZm1rQMpm9Nt27dNmzYEGoXZg1xEAoscgk7rtO6rzK45ujRo6aDbozrSXQYPamrqqqwUFNTM3DgQK1DCbOmhdFlzezZs0eNGlUfZMSIEU888YRxS2ZNy2As0FatWmXqn86sIc0BBRYJENZSZTGKLT093TQ8TKj1JCJMs2bRokVdu3bF1+uuuy4tLU2ZTPzMmhYk1FszadKkq666qn379kOGDDF1cvcza5qZUFkDkbRixQrT7dUys4Y4BQUWIYQQQojDUGARQgghhDgMBRYhhBBCiMNQYBFCCCGEOAwFFgmMrOnVq1f79u2vvPLK1NTUo0ePqp8imvfU4jg6QnnTW3jZ29nMziS7hBBCSAtAgUX8ffv2zc3NvXjxYn19/csvvwyRJOsjnfc01HFCYTM6vM3d7UyySwghhLQMFFjkMqBO1CwQscx7qj1OKJwVWBaT7BJCCCEtDAUWuYzs7GxleYpl1gjtcULhrMCymGSXEEIIaWEosMglysrKbrnllv3798vXqOc91R0nFM4KrCtsTLJLCCGEtAwUWKSRwsLCm266adu2bWpNdBYs43EsXNpNr8SonOzsbmeSXUIIIaRloMAiARYtWtS5c+etW7dqV0Yx76npcULhrAXLziS7hBBCSMtAgUX8M2bMuP766ysqKnTrI533NNRxQuGswLKYZJcQQghpYSiwiH5i1KjnPbU4jvUZw663uXuoSXYJIYSQFoYCixBCCCHEYSiwCCGEEEIchgKLEEIIIcRhKLAIIYQQQhyGAosQQgghxGEosAghhBBCHIYCixBCCCHEYSiwCCGEEEIchgKLEEIIIcRhKLAIIYQQQhyGAosQQgghxGEosAghhBBCHIYCixBCCCHEYSiwCCGEEEIchgKLEEIIIcRhKLAIIYQQQhyGAosQQgghxGEosAghhBBCHIYCixBCCCHEYSiwCCGEEEIchgKLEEIIIcRhKLAIIYQQQhyGAosQQgghxGEosAghhBBCHIYCixBCCCHEYSiwCCGEEEIc5v8DoqugUe6cF5kAAAAASUVORK5CYII=)
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