Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-08-20020625_071400_20020625_120100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/25 |
Start Time | | 2002/06/25 07:14 |
End Time | | 2002/06/25 11:59 |
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 | | -20.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-08-20020625_071400_20020625_120100-constBx0 |
Minimum Dst Value | | 2 |
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 Polar for time period of this run.
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ip33A2LGeqcrKembop3iZmSsLCrZWVcWR6NPdrSMhjN2tk3WSSEc6J9JFMVusqHi/qamQ3a0AjJ32diXTdBWKWK7L4qUuXbr00ksvTZs2bXyurAoICPj1r3/94Ycfui4VPR0oLfVkFz3tA1jHnK9SKP4yNFSRrJOVtfratc/H7R25xWIkAY5sOjU1aPBUGc9kqh6fTQN4rrr61OXLB8m7Ba4L4qV+/vOfv/vuu62treOzObKhc+fO/dd//df58+ddLEZPB0pLPdlFT/sAtpjNrV1djWVl+wsLt95+purpoqI/kETV0iJn/TSVmzo6NEpl/GDM4guF/Nzc9QMDfZyUBABYRLqq3t7ecd7otWvXHnroIRcL0NOB0lJPdtHTPsBzRqNKqz1Pgktq6pO20UqhiPWqa0f0+mKpNJopm1L5GQl8XJcIADzCVVflerv0dKC01JNd9LQP8ER/v1mrzR6MLHO/v1x9nlgc0tCQ3tam4Lp0DrS3KwsLt+Xnvzj4fUN+T4+B6xIBwOghYHGLlnqyi572AaPW0iJPSwtOT1/MRKuLF7dXVh6zWExcfQ7oPlLOwYAVeO3ayeZmGdfFAYBRQsDiFi31ZBc97QNGqre3q739amZmmFi8nIlWZWX71OpErss1AiQCNjbmkmLjPBYQV0+cuLB5c4scHxn7HgQsbtFST3bR0z7AfXp98fXrKWlpwamp340vlZ+/QSY74P2nrBxizmOJREF1dX83GlVcFwe40WMwpMyZQ35KIiO5LguMmOddlXUIhjvuuGP69Olr167VaDQebpeeDpSWerKLnvYBrvX0GEym6qKi7RLJJtsL2LOyniEzfTRaMQYG+nQ6yeXLh5jzWBaLkesSATcKt20T8vl1yRiK1vewErCYif7+/oaGhl27dvH5fA+3S08HSks92UVP+wBnTCa1VpspEPDIj220Kij4n/Lywz4drWxVVMQwActovIaxG6jV2zWaOwcA51x0VQaptE0x/Fdt7NbQ1tZ21113kYmIiIgTJ05Y53/22WdkjjvbHfZRf0JLPdlFT/uAofT64pqar22/Gzg4QOgqtfprrTaL69KxrLe3q64uuarq+OBpuVXIWAA+xFlXpc3KYj75HTZj2Z7Bamxs3LNnT1BQ0M1bA/uZn3zyybNnz5LphIQEMm2xWIbdrjuP+hN/qKder3/wwQdt99nAwMDu3bsDAgKmTp0aFRVF/nQ9f6ToaR9gRbIFiRoVFf9ne76qpCRSqYz3m/NVzpSV7WfqixvrAvgQZ12VRiBgApa+uHjYNdgiXWdFRQXz0I0bN2bNmkV6UvKbTLuzXXce9Sf+UM8tW7YcOnTIdp/FxcU9/vjjNYPIRHx8vOv5I0VP+wCSqywWo1x+9OLF7bbRSib7U01NAiVndIxGlVQaXV39VW1tkneO4AUAQznrqgb6+kjG0mYNf8bddg1NTU3R0dELFy60znnjjTfIAu+++66b23XnUX/i8/VUKBQPP/xwd3e37T7j8XipqanMNJkIDAx0PX+k6GkfNDObW1tbK8TiEOtYVszP1auf+N9Hge4gKRMXvAP4EBYvcmcYjUbmGixCJpM98MADSUlJP/3pT69du+b+dunpQH2+nsuWLTt9+vTN2/fZlClT9Ho9M01Cd0BAgOv5I0VP+6BNb29XX1+XRiO4du1zkiTIj3UEdpEoqKEhg+bzNwpFLDNwAwIWgE9gN2AZDIZ9+/bNnTv35q0bmHbMnj07NzeXTH/77bePPfZYl803IRCwGL5dT7FYPGfOHOZSKtt9NnHiROsFd2Ri0qRJruc7NMGlMakPcGRgoK+xMVetPkvSg90dA/Pzw0tLozo7G0n24rqYHOvvNzc0iPX64vLywySDcl0cABgGi+NgEffcc8+KFStUqluj4r3wwguffPKJdbGYmJgXX3zRze3S04H6dj1Jgs7Pz2emcQYLRoGEBpXqpPUibtsfkqsUili/v4B9pJjXSiDgYYR3AC+Hkdy55dv1dHZiCddggTMkMDEfAqrVZ/PyXsjMXGkbqoqLd8rlRw2GMpo/CnStuvoUeaEyM8MoucDfj7WaW7kuAowtBCxu+U89bffZ8ePHHX5b0Nn8myPc5fS0D3/S02MwGEoHb2UTZBuqBIK5AgGvpuZMU1Mh12X0DSaTmuRUg0FqRg/tszZf2DwnZc6p6lNcFwTGEAIWt/ynnnbjYEVGRgYM2rNnj+04WA7n30TA8mvMqOuDV6zPvf2GNqslko2trVe6u3Vcl9HHMHcqTE9fgo9QfRRPwCMBa3vRdq4LAmMIAYtbtNSTXfS0D99FMlNnZ31FRUxpaZTdrWwuXz7Y1HQRHwJ6QiY7wAzZ0NXVyHVZYDSS65IjSyIV+C/wawhY3KKlnuyip334nP5+c1VVHOn+B+8SeNv5qpKSyMrKYzjjwoqeHoNSGU9eT5EoqLBwG9fFAQAHELC4RUs92UVP+/AVRqOqqakwJ2ddRsby26+vmicU8kkOqKlJQLRinfXsID5jBa4MDPSVle2XSDaaTGquy+J1ELC4RUs92UVP+/By5NhaW5t05Urs7aGKR37k8neUyvieHgNGxRw7zc2yCxc2k/zKdUGAXi0tcuYfv6IihuuyeB0ELG7RUk920dM+vBPJTB0d9VJpNOndbaNVTs46MsdkqsYQTQCU6O83SyQbxeIQEve5LovXYXGg0TvuuGP69Olr167VaDQebpeeDpSWerKLnvbhPQwG6Y0bOTLZgaKiV4XCQIFgnm20Uihia2uTMDITAIAVi7fK6e/vb2ho2LVrF5/P93C79HSgtNSTXfS0D261tMi12qzi4p15ec8PHWldJApOT1/S2Jjd3q7kuqQAAF7HRVdF3rK6801quzW0tbUxN3t+4oknzpw5Y51fV1c3Y8YM8uiw2x32UX9CSz3ZRU/7GH+9vV1dXY2lpVH5+S86ClULSaiSyf5UURFjNrfiunVv0N2tI7ujsTGX64IAwG2cdVXkjStzRB02Y9mewWpsbNyzZ09QUBD5My0t7Re/+AWZyTy6adOmw4cPD7tddx71J7TUk130tI/xQXISSUu1tUlVVbe+9m/38V9GRmhmZlhd3d8aGsRkSYQqb2O9OyEGdgfwKs66Ko1GwBxd9friYddga+rUqRUVFcxD//3f/3369GkycfXq1QceeKCzs3PY7brzqD+hpZ7soqd9jKmBgT5mINC0tIV2oUos/i3JVbW1iSRUkcVwcZU3UyrjmRyM3QTgVZx1VeRflWQsrTZrRGtoamqKjo5euHAh8+e5c+ceffTRvr6+devWffDBB+5s151H/Qkt9WQXPe1jLJD/7a6uppycdenpS27/BPDWuKAkb5WXHzabW9Fb+5D2dmVvbxfXpQCA27B4kTvDaDQy12DdHLz13OzZsyMjIx966CGz2eziWayXylfQUk920dM+2KXTSdTqr8Xi36am8plQlZr6pFDILyt7/fLlg21tVUajiusywig1NuZmZITKZAe4LggAfIfdgGUwGPbt2zd37lzrnISEBLLAp59+OqLt0tOB0lJPdtHTPjzX0aExGEpKS6Py8p67fcyqtQUFESZTHc58+IeSkkhmz2IQMgAvweI4WMQ999yzYsUKleofb4MTExMfeeSR3t7eEW2Xng6Ulnp6zu5aP66L49UsFiNJTqTHzc11MLxCYeFWkrfQDfuZpqbCzMyw8vLDwy8KAONirLuqp5566quvvhrpdunpQGmpJ7voaR8j1damqKtLHvwm4NzbL1oPIT8NDWmkG+a6jAAAVBi7rqq/v//jjz+ePXu2daQG97dLTwdKSz3ZRU/7cEd3t47kKoUi9uLFHbeHquUZGaEq1cnq6lP4HJASJpO6rGy/RiPguiAAMIZdFVnzQw89VFJSMort0tOB0lJPdtHTPpwhoaq5+TLpSvPzN9idrCI/xcW75PKjGBWJQqWlURgTC8BL4GbP3KKlnuyip33Y6e83V1XFkU6U9KB2oSo1db5QyK+uPq3RCDAWKLWqq0+RxpCdvQajbABwDgGLW7TUk130tA9GW5uioUFMek2RaP7QK6uqqj5WKuPN5lZ8Dgg3B783inQF4A0QsLhFSz3ZRUP7aGmRazTCkpLd2dnP2n4IyJypqqz8i0p10mIxoisFAPBOCFjcoqWe7PK/9tHZqdXrixsaxFVVx4uKXs3ICB16ZZVEsrGgIMJorMblNTAsJG8AziFgcYuWerLL19sH6fwsFqNOJ6mu/qKwcGt6+lKBIHDIgFW/Ib+zsp4ZvCdgEq6sAveRpC4SBRUX7+S6IF5B1iw7Kj+qaFNwXRCgDosDjd5xxx3Tp09fu3atRqPxcLu+3oG6j5Z6sssX2weJRyaTmkSl8vIjmZkrHCWqOULhrTsu5+b+PitrVV1dMkIVjA6JVkyLwslOIjQjdE7KnHU567guCFCHxVvl9Pf3NzQ07Nq1i8/ne7hdX+xAR4eWerLL+9tHZ6dWp5PU16cpFLFSaXRe3gtpacF2cYr5EDA3dz35UavPVlef6uiob8P7bPBYc7NMItlYVRXHdUG8wvai7SRgRUujuS4IUMdFVyU1SN05q2q3hra2NuvNnl3c3QQBi0FLPdnlhe2jv99sNKrq60XFxbsGP/KbN/QE1eAl6k8MjlP1x9LSKNIL6vXFXBccwM/1DfQp25Vcl8L/kTeHjY25uPjPlrOuKkubRUI/+Rk2Y9mewWpsbNyzZ09QUJDdMp988kloaKg723XnUX9CSz3ZxXn76O3t6ujQkKNJdfVpqTQ6P39DWtrC20PVbwY/8uMPXke1Oj19yZUrsXL5UZOpjjyR28IDALCrs1PLDM5XXX2K67J4EWddlUAjYAJW8XDvse1OU02dOrWiosJ2gYyMjMcee8xoNLqzXXce9Se01JNd49k+yBsyEon0+uKrV09cufJ+QUFEbu46oTAwNZU/5ATV3MExHp/Nzl5TU5OgVieSg47RqBp+GwBjA0OjwfgwmdTMYVClOsl1WbyIs66qb6CPZKwsbdaI1tDU1BQdHb1w4ULrnCtXrjzyyCO1tbVubtedR/2Jb9dTJBKRnT158uQZM2Zs2rTJYDAw8wcGBnbv3h0QEEDidlRUFPnT9fyRGtP2QRJVe7uyri75ypX/y8sLz8hYztx7xGGcGjxxxSss3CaRbLx+PQWXpYP3IG2YNM4LFzZzXRCgQnOzDAdAOyxe5M4wGo3Wa7B0Ot2jjz4qkUhGul0ELN+wePHi1NRUk8lE9vQrr7yyfPlyZn5cXNzjjz9eM4hMxMfHu54/Uqy3j54eEg6lSmX8xYvbSWi8/ewU82HfrS/9nT8fKhTyS0p2k0Sl0QjV6kSzuRVf1ALvhO8SAnCL3YBFeql9+/bNnTuX+ZNM/PWvfx3FdhGwfA9J1nfffTczzePxSPBipslEYGCg6/kjNer2QXoakqWamgq12my5/GhZ2f6srFWZmU/bnaMSCm9NZ2Q8JRIFlZcfkckONDdf0uuLBwb68P4MfEVbm6KoaHtNTQLXBQGgFIvjYBH33HPPihUrVCrV0IfwLUKH/Kee586dmz9/PjM9ZcoUvV7PTDc1NQUEBLieP1Ku2wdz1ZTJpK6rS66vTysvPyyXv5eXF56b+xxJUSLRAusQCUPPUeXnk8XW19eLNBpBb28XvhEDAACjg5HcueUn9SwrK5s1a5ZS+d13oSdOnGixWJhpMjFp0iTX8x2a4NLNwZERWlrkzOidDQ0Zly8fvHz5UGZm2PnzKwcHRHjSeqWUbZBiopVIFER+5+T8XiwOKS8/MjhownfnqMbqNQIAAJogYHHLH+qZnZ09c+bMixcvWueMwxksEoyYy8+dBSnmjJRItHDwm32rhUL+pUtvFRVtv3495erVE93dTe0YGgcAAMYMAha3fL6eCQkJ999/f2lpqe3McbgGy3ouyjZI5eY+R4KXXH5UJjvQ2Jit0Qh6egzMQAk4NQV06u7WVVXFYUhbgPGHgMUt367ne++9N3PmzMrKSrv5x48fd/htQWfzb45wl5OFMzPDKiuPKRSxpOewDVIAYEsqjWbGvMWYWADjjJMoo9fr//mf/9nFAghYvmHopVEmk+nm4HhXkZGRAYP27NljOw6Ww/k3Rx6w2K0IgL8ib0JIwBKLQ3ASF2CckaAz9ATEWNuxY8fvfvc7FwvQ04HSUk920dM+ADzX3CyzWIzDLwcArNqwYcP69euZ8w7joLW19c0335w2bZpcLnexGD0dKC31ZBc97QMAAHyUXq+fP3++62/Es+jOO+/k8/mXLl1yXSp6OlBa6skuetoHAAAAi+jpQGmpJ7voaR8AAAAsoqcDpaWe7KKnfQAAELIDBzJCQxtzc7kuCPg8ejpQWurJLnraBwArGhrEaWnBUmk01wWB0egxGFLmzCE/JZGRXJcFfB49HSgt9WQXPe0DgBVFRduZ+xyYza1clwVGo/zw4cywsKbCQq4LAj6Png6Ulnqyi572AcCKpqbC3Nz1lZXHuC4IAHCMng6Ulnqyi572AQDgKwYG+oqKtmdnr2lrU3BdFnCKng6Ulnqyi572AQDgKwwGKfNJdEVFDNdlAafo6UBpqSe76GkfAAC+gjmDlZW1CmewvBk9HSgt9WQXPe0DAACARfR0oLTUk130tA8AdrW3K/v7zVyXAgA4Q08HSks92UVP+wBgUWXlsZSUOdnZawYG+rguCwBwg54OlJZ6es7urpZcFwfA95SURJKAJRTyLRYj12UBAG7Q04HSUk920dM+AFjU0aEpLz/c2IjbrQDQi54OlJZ6soue9gEAAMAiejpQWurJLnraBwAAAIvo6UBpqSe76GkfAAAALKKnA6Wlnuyip30AAACwiJ4OlJZ6soue9gEAAMAiejpQWurJLnraBwDrBgb6dDpJT4+B64IAAAfo6UBpqSe76GkfAKyTy4+mpMwRi0Mw3CgAhejpQGmpJ7voaR8ArJNKo0nAEomCenu7uC4LAIw3ejpQWurJLnraBwDrzObWq1dPtLTIuS4IAHCAng6Ug3r6wYvrB1UAAPBX/f1mkuO5LgU4Rk8HioA1GqQKbQoFmejUarkuCwAA/IPFYhSLQ4RCvk4n4bos4IAfZAA3IWCNBqlCypw5GSEh5Hfe88+nL1lS9sYbBRERlceOSaOj65KSyIS+rEwjEBhraupFIlNdHfnd24UrTgAAxlZLizwlZQ75qaqK47os4IAfZAA3cROwnBnrTQ8MDOzevTsgIGDq1KlRUVHkz9GthwlYKb/5jcPfgrlzyW9hYOCt33y+9Xf26tUZoaHlR46URkUp/vKXou3ba86cqYiJqU9Lq4qLM1VX64uLB/rwvSoAAI+QaFVWtr+7W8d1QcABBKyx3CR3L25cXNzjjz9eM4hMxMfHj249pAokGKm++IJEpcuHDmWvWSPZuFHA42WuXEmCVPqiReR36hNP/CNmDf7+7sc2kA1GMeY3E8LyXnghZ926Kx98ULZ/vyI2loSwqk8+IdMGqVQnkZD4ZTEa2X1NAAAAxg0C1lhukrsXl8fjpaamMtNkIjAwcHTrcViF3q4uEoA6tVoyQfKQUaWqTUpqLitTJyaS32T68sGDmWFhWc88Q4JU5tNPk0CWvnjxrSgWFHTrvBePZx/CbKaZiJaxbBnJYYVbt+auX6/48EOywqbCwnqRqN9sHv2LAsARiwXvFgCog4A1lpvk7sWdMmWKXq9nppuamgICAka3Hg+r0GO4NYa1ubWVRLEWuZxM6IuLSSZTxscX79yZFhzMXN2V8dRTJHWJly61j1+2P4Nnv86HhZFnSaOjC7dta0hLq0tORuQCL6dWJwoEvIKCCK4LAgDjCgHLP02cONFisTDTZGLSpEkuFnZxrdhYtw/mTNitQhqNzHSzTFaTkFD50UdF27cXvPIKiVPi3/7WYfBirgDL+t3vMsPCLr35Jkls11NS1ImJHfX1JMy1KRQagaBBLK6Ki2spL2c+dhzTugA4VFi4LSVlDslYOI8FQBUErDEnl8sDAwPvuuuu8bzI3UvOYLGi32w2qdXtSmVdcvLlt9/OCw/PXrNGGBgomDfP/iwX8yHj4DVe3131xUSxwXCW+9xzuevX137zDQlhXU1NZJ1c1wyo0NamIBlLrU7kuiAAMK68oQMdH5zVc+7cuW+99VZnZ+d4bnRMr8HyBr1dXUaVql4kKn3ttaxVqzJXrrSPXEzYYubYhC3mh7kwv3Dr1oKIiLpz52oSEsgKMboEAACwxWs7UNZxVs/Jkyd3dHSM80aPHz/u7FuEI9rlPtQ+LEZjh0ajk0gazp+viovTX7xI4le3TtemUOiLi9XffFO4bVv60qWCIWGL+UlftEgUFFQSGUl+pHv3kuBVtm8fma766CP50aMt5eVkJVxXEQAAfIYPdaAe4qyeP/vZz9Tj/mnUwMBAZGRkwKA9e/bYjoPlrwHLTSa1uqmwkOQt+bvv5qxdm7ZwobPINfTDx6xVqzJCQy8fOiQ7cKD2m29UJ08aa2qaZTKu6wQAAF7H/zpQZzir50cffbRy5crGxkauCuAJv28fvV1dTOSqiIkp3rHj/FNPCfn882FhouDgjOXLRU8+KZo/31XwGgxn+S++WBAR0ZCRoc3K6tJq2xQK8kPW2Tk4zXUVAQCAA37fgVpxVk9ORnJniw8VlS3MlVjM6A/MhVkkJzXm5qq/+aZ4587c9evTgoNTeDxn571s5zPTec8/nxcerk5MrEtO7sOVXgAAdKCnA6Wlnuyip324j2SvHoOBpK4WubxBLL72+efZzz7LjKQ67E9qUJCQz685c4Y8EcNGAAD4MXo6UFrqyS562oeHSOoySKUkNtX+/e+qkye1WVkagaD2b3+7+umnuc8/n7Fs2dCwdeX998liiFn06O3FyUsAitDTgdJST3bR0z7GWrtSqS8pkR89enHHDtuYVfPVV0aViuvSwZirrU0SCHjFxTu5LggAjBN6OlBa6skuetrHeGqWyapPn7a9TkuXn49rs/wbxnOHsTMw0Ifzo16Ing6Ulnqyi572Mf70xcXKTz5hYpZo/nxRUBC+cujHDAZpQUGESnWS64KAvyGRPTMzTCjkNzUVcl0WuA09HSgt9WQXPe2DK+rExEtvvsnErJxnny2IiOjW6bguFAD4jOZmWUrKHPJTWXmM67LAbejpQGmpJ7voaR8c6jeb5UePXoiIYGJW5tNP54WHm2prmaEiAABcUyhipdLozk4t1wWB29DTgdJST3aR9hGeF35SdTJWEVttrFYZcTn2WDG3tmavWZP2/XAPooUL05csuZ6crJNIyEM9BgPJW8y4XBYjLuIBAPB2CFjgCmkfpLefK5hLfs8XzSe/txZujSiIEGqEierEVnOr2qTmuox+hWSpvPDwjKeeum3w0nnzUni8tIULSeoSLVggCgqSvflmRUwMWRijPAAAeCcELHCFtA++kB8iDrHGrN+k/Ib8niecR36TDp/8fvnCy+ty1n1T+w2JXEaL0dBj4LrUPq/fbC7bv7/g+w8Nnf2kL16cERrakJlpkEq5LjIAANwGAQtcIe3DTHr7frO8RS7RSQ5ePrhZspkn4C0QLbBGLuZnnuBW5FqSvoT83lu6N7Ik8qL+YmFTYd8ATrGMnk4iaTh/vur48SsxMbI///nSm29ePnhQGh0t5POF8+bZhi350aPqxESc0AIA8BIIWGBv2NsmGi1GbadWVC9K06QdkB0gWSo4LZg5m8Wc32J+BwoDye9nsp4hj35+7fNT1adaza3jXx2/ZDEaOzSakshIyYYNtjGrcMsWksBM1dX4KiIAALcQsMAV99sHE7n+Vvs3krfW5a7jCXjkx9rzM+e6VmWuChGHxF6JPVx+OO9GXnJdsqHHgAvnPTHQ19cgFl/97DO7G06Tl5/MxB0PAUYNX+MFDyFggSujbh+t5lapQXri6ol3K95dm7OWOb/F/DDnt3hCnvXC+Q35G8Iywz5VfhqriNV2abX4svHIGVWqG7m5acHBqU8+aRu2SqOiquLiek0m9BbeoLNTW1l5TK8v5rogMIyCiAghn18vEnFdEPBhCFjgClvtQ9ety23MPVx+eE32muUZy0nP/0TqE9awZRu8gkRB5PefZH+KqYghz8IlXCNyaygHk0l18uSlt96yjVmi+fPFISG6Cxdw30NuFRfvTEmZIxIF4cYm3qzHYGD+cUoiI7kuC/gwBCxwZSzah7nfrDapyY9AI0iuSyapK7I4MjQjNDgt2C5sLRMvIzNPVZ9Kqk0y4g5uI9Qsk11PTr71Ue3tl8OXRkUpYmNxQosTcvlRErCyslYN4J2Dd1PGx1/YvLlFLue6IODDELDAlfFsHyRCyVvkJEvtK9vHfBvxu+u3Um5dv7UycyWZeVZ9lsQy5ouN41Ywn0bei5tqa6XR0ZLNm21jVs5zzxXv3IkxS8efwSDF6SsAGiBggStctY+u3i5luzJWERueHx4oCLQLW8szlgeJgl4tejU8L1yoEYrqRchbwyKhVJ2YWHX8uJDPt57TKnr1VZzNAgAYCwhY4Io3tA+VUUUi1OHyw+tz19uGLdvI9fKFlyNLItUmdRfODQzHYjS2VVVlhoWlL13KvIr54eHS6OjeLrx0AD6svl6kVMZbcDWF1/CGDnR80FJPdnlb+1C2KwUaQcyVmIiCiJckLy1KX8QMcMr8LEpbxBfyP1V+mqhOJEkLF8i7MNDX16ZQ3BqwlM9HzALwdW1tipSUOeSHZCyuywLf8bYOdOzQUk92eX/7ULQpvr3+7ers1cy4ptYL5JdnLA9OC46rijupOtlqbsVniA5ZjMaWy5fFISFpwcFMzJLu3Vt96hRGzwLwLd3dOoGARwJWfT2GlvAW3t+BsoWWerLLh9qH0WIkcWpLwRZr0rL+LE1fGiQK+vza5wk1CfgMcah+s7n96lUSs0Tfx6zyI0cwAhCAbyEZq61NwXUp4B98qAP1EC31ZJcvtg9Nh6awqfAd+TsvSl4cGrbW5awLzwtXtCmQtOwM9PU1FRUxA8Ezr5Zk40ZpdLT+4sU2BY7aAAAj44sd6OjQUk92+Xr70HXrivXFR+VHN0k22YatRWmLgkRB6Q3pCrzhu12HRlP37be3h9JbP5krV+aFh7dfu9ZjMHBdRgAAH+DrHaj7aKknu/ypfahN6gu6Cy9deGlx+mLbOyS+WvRqZElkrakWY5latcjl2sxMcUiIeMkSu6Ql5PNJzMLIDgAArvlTB+oaLfVkl7+2j6PyoxvyN9gGhwVpC/hC/rHKY8xF8fgA8ebgh4YkSNUmJdV8/bVk48bsZ59lXq1UPp9kr67GRq4L6Kva25Uy2QGtNovrggDAGPLXDnQo366nSCRauHDh5MmTZ8yYsWnTJsP3H9MMDAzs3r07ICBg6tSpUVFR5E/X80fKv9tHljYrripuZeZKu+G1FqXfGu7h/yr+jzxqtBgRthi9XV2Vx45d3L79u/sbLliQGRZmvHYNw8GPVGHhtpSUOUIhn8Ihi2oSErLXrGkQi7kuCMCY8+8O1JZv13Px4sWpqakmk0mn073yyivLly9n5sfFxT3++OM1g8hEfHy86/kjRUP76BvoIynqWOWxncU7eQKe3cVHS9KXBKcFJ9UlSXQSDKxFmFtbpdHRFzZtYl4hwdy5Aj5f+emn+Nah+6qq4kjAys1dz3VBOCAKCrp1p6Z167guCMCYo6EDZfhPPY1G4913381M83g8EryYaTIRGBjoev5I0dM+GLpunaxZFquI3X5x+5OpT9qFrd0lu4/Kj7aaW7kuJve6dbrinTvzXnjB9hWSbNokO3AAY2i5w2RS03m/Z0VsLMlYNQkJXBcEYMzR04H6Tz3PnTs3f/58ZnrKlCl6vZ6ZbmpqCggIcD1/pOhpH0ORIKUyqg6XH375wsu2MWt19uqNko2Xmi9pOjRcl5Fj5tbWipgY6d69tjFL+tpr1adOcV00AACO0dOB+kk9y8rKZs2apVQqmT8nTpxosViYaTIxadIk1/MdmuDSmFXFlxTri89UnwlOC7bmCObDxM2SzREFEVVtVdpOLddl5FKLXN4gFqcFB6d/P1Sp6ssv279vpQAAFKKnA/WxejrMN9nZ2TNnzrx48aJ1Ds5gjSejxVhnqtso2bg0fantOS0StsjPt9e/pXxUrX6z+UZe3q2hHObNY14bk1rNdaEAADjQqdXS04H6fD0TEhLuv//+0tJS25m4BosrCTUJsVdi12SvWZy22PYeiMerjosbxDRfDk8OK6ovvmACVsayZXnh4biBNHBObVILNAIaxrqTy4+WlkZ10n1OnUMWo7G1oiJ3/fqs3/2Ong7Ut+v53nvvzZw5s7Ky0m7+8ePHHX5b0Nn8myPMTPS0j1Ez95tPqk5GlUbZntN6Xfr6iasnqB3fod9srktOlkZHM6+H+uzZbp2O60IB1ZakLyFt8YDsANcFGVsGgzQlZQ75qaw8xnVZqGNSq+vT0oR8vmj+fObQR08H6tv1HHpplMlkujk43lVkZGTAoD179tiOg+Vw/k0ErDFD3h/HXImxjVnh+eE7i3eW6cvkLXKuS8cBcriRbNyY9/zzt0Zz4PE6tXhLDZxhAtb+sv1cF2RsWSzGjIxQkShIry/muiwUaVcq1YmJtw50318dkb54ceG2bfR0oLTUk130tA+2kCz1N/Xfho6ntVe6N6YihsIhHlQnTzKvgeLDDxtzc7kuDlBKZVQl1yXT8BHhwEBfL63nzscfed9Y+7e/3brwNDCQOdAVbt1aeey704f0dKC01JNd9LQPdum6dZdbLodlhgWLgm1j1mulr52qPkXVR4e9XV0kY0lfe415DdoUVH8PAAD8g7m1tT419Va0euIJ5uBWtn9/bVKS7TL0dKC01JNd9LSPMWLuNws0gjhlHF/It57Welf+bpY2i6oL4euSk5ljkPKzz3AeCwB8F3nTqM3OFvB4zG0JyM/lQ4cc3sqCng6Ulnqyi572MdaMFmOpodT2bNb+S/upuhBeX1ysiI3FeSwA8F1NhYVCPj9twQLmUFa6Z4/q5ElnC9PTgdJST3bR0z7Gh7ZTK6wX2sasrYVbD14+SMm1WbVJSdZz6S6OSpTQaAQiUVCZv192DeAfmmUycUhIxrJlzEHs4o4dV0+ccP0UejpQWurJLnrax3iSGqQJNQm2F8JvyN8QVRpl6DFwXbQxpy8uLj9yhKk3OWBxXRwuFRREpKTMEQh4uCQZwJsx9wQrjIhgDlwFERGK2Fh3nkhPB0pLPdlFT/sYf7puXbG+ODgteJ5gHhOzXrrw0v6y/X5/NqsxN/fW5QsLFxZs2VJ++DC1N4fW6SS5ueuVyvjhFwUAjnRqtYoPP2SiVe66dWX797t/yKKnA6Wlnuyip31wxdxvrjXVhmaEBqUGfTegQ+neU9WnyHyuizaGyDHryvfXYxmkUq6LAwDggDYri7wbTB28mD0tONjcOrJ3v/R0oLTUk130tA9u9Q301XfWL0lfwk/lMzHrdPVp/76BNMlV5ICV9fTTtUlJyFgA4FXIm0BpdHT+hg3M+8CGzEyLccSDqNHTgdJST3bR0z68gbnffKX1ChOw5grm8gQ8qcGfk0e/2Vx96hRuCw3Arv5+c1HR9pycdUajiuuy+J6Bvr4GsfjSm28yh6biP/5x1N/IoacDpaWe7KKnfXgPtUl9pvoME7O2FW07XH7Yj4efZu4vcWvghqoqai/GAmCXXl+MOxKOmvWgJAwMzAgNHcWJK4ZAI6CnA6Wlnuyip314lb6BvpOqk6+VvsbErHfk70h0Er8cmJSEKm1WlvrsWSGf78mxDACs+vvNhYXbsrJWtbcruS6LL+nUaot37rzw8suev+sr1hcfunyIng6Ulnqyi5724YW0ndrgtOBAYSATs1Kup/jrOA6Vx45h4AYA4FZVXBxzIKr6+GNPjkUJNQlkLeTQTU8HSks9PTfhdlwXh2pdvV35N/KZgDVPMI8n4Mma/TCCMNeTyg4ckGzcOKJvQQMAeM7c2io/erT87bdFQUGZYWGjPpVO3gMflR/dXrSdOWjT04HSUk920dM+vFlhU+GHig+Z/9jn857fWbzTL09lKTBwAwBwQRkfzxx8dAUFnrzBi1XEMgdqMiHRSejpQGmpJ7voaR9erm+gL14Zv6t4F/Pfe1B2UNwg9rOrspg7UeQ9/3zpa69VHsPFuQAw5noMhrL9+y/u2sXcvJn8Obr1yFvkoRmha3PWkuPzkvQlzDeT6OlAaaknu+hpHz5B160j/8OL0hYxMSutPs3PMtZNm+uxWuRyrssyHoxGlUx2oLExl+uCANDIet1Vg1jc2zXKm1Z19XbFVMQwh+Wcxpyu729+RU8HSks92UVP+/AVJFGV6EuY/2TyPilEHKLp0HBdKDbpJBIhny9evlz15ZdkmuvijLnCwm0pKXOEQj7uSAgwnowqVdaqVTnPPnvrgBMSMtJR2q0Kmwr5Qv5T559am7M2siTS9k0vPR0oLfVkFz3tw7fIW+THKo9Zb62TUJPgT7fWsRiNVR9/zLytJAdBrosztiorj5GAlZu7nuuCAFCk32y2nrvSZmWN+rqrrt4u63VXijaF3aP0dKC01JNd9LQPn2O0GKNKo17Mf5H53xbVi/zp40JmrD8Bj2eqq+O6LGPOaFQN+NG+A+/R32/u8ccvxHioRS5PX7Ikc+XK7GefLdq+nYSt0a2nsKkwOC14VeaqHRd3xFTEDF2Ang6Ulnqyi5724aPkLXImYIVkhIRlhvnTx4X64uLrKSmioKCsVatGfQQEoJbZ3JqWFiwQ8JqaCrkui3exfmewqXD0rwx5i/u+4n3m8EuOww6XoacDpaWe7KKnffgutUn9qfJT5v+cvIsq9KODqXXgBkoueAdgkcEgZW6Yo1TGc10Wb9Gh0Ug2bizcurXw1Vc9GXKPue5qecbyLQVbDpcfdrYYPR0oLfVkFz3tw6e1mlt3Fu98UfLdx4U5N3L845IscjQs2r798qFDlceO1SUnc10cAB9TVRUnkx3Ap4RW/xjvyoMv0JDjbcyVGNfnrhj0dKC01JNd9LQPPyDRSZj/+QWiBcFpwWqTmusSscM6cEO7EjdWA4DR6O3qqj516tqJE5lhYXnh4aMekYEcZnkCXog4ZE/JnmPD3Uubng6Ulnqyi5724Qf6BvqytFlHyo8wMesPRX+IVcR2+f6X/zUCAamQKCho1N+jBhg1tDr/QNKV5zeKIIfTYa+7skVPB0pLPdlFT/vwG0aL8YDswMsFLzNHAYFGwHWJWGBSq03V1dLoaGU8riaB8ZO7fr2Ax6tNSuK6IDB6JCLfGqt9xw4mYJGDyejWw1x3FXo+9HXp63FVce48hZ4OlJZ6soue9uFnlO1KciwIFAaG54dHFET4wb0LK2JimONjm8J+sBmAsdBjMDBNjiR7rssCo3f1xAlmP6rPnu3Uake9HuvQg7JmmZtPoacD9Yd66vX6Bx980HafDQwM7N69OyAgYOrUqVFRUeRP1/NHip724X+MFuNX1V8xR4TkOp+/QrwxN1fA42WEho764gmAkVInJpZERuLiPx9F4lReeHj+xo1CPj99yZJR32eQHEtJuvr86ufR0uhhr7uyRU8H6g/13LJly6FDh2z3WVxc3OOPP14ziEzEf/8BirP5I0VP+/BL2k7tmuw1q7NWr85evS5nna+fxzK3tnZptbIDB6pPneK6LHAb8p7+qPyoO1elAIwb67mr+owMT8bSi6uKczZWu2v0dKA+X0+FQvHwww93d3fb7jMej5eamspMk4nAwEDX80eKnvbhxxLViczR4WzNWeYe777LOjIWTip4ldCMULJXSIjnuiAAt5A3Y+WHD8veeov5zqDFOPrjHglVzCGUL+SP9D0qPR2oz9dz2bJlp0+fvnn7PpsyZYper2emm5qaAgICXM8fKXrahx8jB4XNFza/kP9CoDAwSBTk08M3NIjFAh5PHBKCDwq9yvai7aQHipbiWiWv099vlkg2ZmaGtbdT9J7E+p1BD28YL6oXkbXwBLxLzZdazSP+Pik9Hahv11MsFs+ZM4e5lMp2n02cONFisTDTZGLSpEmu5zs0waUxqQ+Mu+S6ZOY81hH5EXGD2HdvXNhjMHTrdJXHjmkE/vAFSf9AmpOSpv7bhzQ1FTLjuVe598U3X9ep1RZERFx4+WUhn58WHEyOFZ6sLV4ZP7oPBxn0dKA+Vk+7fDN79uz8/HzrQ9bFcAYL3GS0GI/Kj+64uIM5Xkh0Hr2x45Z16NFRf+PaCxkM0n6/GH8fvAppVMXFOyWSjUajiuuyjAfVyZPMweF6Soon112pjKp1Oev+UPSHuKq4UQ92Q08H6tv1dHZiCddgwYhYR3t/R/5OojrRR89j1SUnM0OPenJphVcpLz+ckjInK2sV1wUB8FXm1tbSqCjp3r0Zy5fnrFvn4QixsYpY5lBZrC8e9Uro6UD9p562++z48eMOvy3obP7NEe5yetoHPWTNMuuXYrK0WVwXZ5Talcoeg0GblWVU+cP78qKi7SRgpaUF9/r+yPsAnLBed3UjL8/DVWk6NBf1F8MywyIKIjy5rys9Haj/1NNuHKzIyMiAQXv27LEdB8vh/JsIWHDzptQgZQIWeZeWVJvko+exmM8CBDzeqIe38R4mk1qhiNV78F4ZgFr9ZrM6MfHqJ5+kBQeLQ0I8PCCQt52j+87gUPR0oLTUk130tA/aqIyqv177KxOzchtzuS7OaCjj45mA5cnozADg65hrBshPU0HBQJ+nbxetF7Z7Pq4bPR0oLfVkFz3tg0KFTYXMceSA7AA5pvjceSzytpUcWJtlsqbCQmQsAAqRONUgFld+9BETsDy8YEBtUm++sHlX8a4PKz9MqEnwvHj0dKC01JNd9LQPOqmMKuvbNR+9Hou58ELI5/vBB4X+jeRgaXR0ixyjvXOjrU2h00kGfO19lGsagYCJVrVJSZ5/p9h6t0Hy5pON0lHUgdJST3bR0z6oJWuW8QS8QGHgXuneWEWsJ1d0csI6ZANOYnm59CVLyG7KCw/nuiA0MpnUzGhYtbVJXJeFNSRR1X7zDfPv72Fw7+rtSqpN+kL1RWhGaHheOFuHQXo6UFrqyS562gfNdN06cmTx0fNYvV1dNQkJTYWFGNvdyxVt306a2OWDB7kuCI3a25VMwFKrE7kuCzv0xcXMJZi1iYnNMpmHaztVfcqTAUWdoacDpaWe7KKnfVCOHFb4Qv6Toif3SvcelR/1ufNYOolEyOfnrFvnydCCMNb8aWBYn9PUVKjRCPxmMNvapKTvLmwv9PTjPEOPwXrDVk2HhpXiMejpQGmpJ7voaR9gtBi/VH3JHGXEDWKuizMylw8eZOUqVwDwcj0GQ/HOndLXXrt24oQ6MdHDrw0WNhXyBLzgtODsxmzW79NKTwdKSz3ZRU/7gJuD57GCREHkWBN7JfZU9Skf+l6hSa0mx1xFbCzXBQGAsVWTkMC8m2oQs/A+0PotH6lB6vnabJlMano6UFrqyS562gcwjBbj1+qvffR+hUaVqnDbtoqYGK4LAgBjpV2pFIeEZISGevjF4a7erhNXT5xSnTpcfpjELLaKR3R0aEpKIvPynqenA6Wlnuyip32AVbG+mKQrnoD3cdXHvvVZYfnhw/igEMBffffhYHS0ua3N8wFFT6pOMu8kZc2eXiNvZbEYlcr4oqI/MF8poKcDpaWe7KKnfYAtTYfmq5qvPL/X6TjTSSSioKDc9es9P/gC+KXubl0bq1+UG0/sfjhI3j0y7yS1neyM8DIw0FdZeYyJVkJhYFbWKno6UFrqyS562gfYYW7IdeuCd62YrQPQOGAGa2iRyzHuKICdzk6tQMAj3X+DT52ZZpB3TUaVShwSkhkW5uF/d6u5NaYi5qTqpLJdqevWsVI8g0Ganr4kM3PlYLrid3Y23qSpA6Wlnuyip33AUPIW+Vn1WSZmqYw+86EbM7a7KCjIYjRyXRYAL9LcLGPOr6hUJ7kuy8iY1GomWnXrdJ6fnz5x9QSLp+dNJvWFC5tzcp5lXtvr11N6vr9LND0dKC319NyE23FdHOBSUm0Su/eOGAcVMTEY2x3Aobq6ZJKuent9bFRe64eD9SKR52uT6CQ8AY8v5Ht4+qqjQ1NaGpWXF85Eq5yctWVl+20XoKcDpaWe7JoAAAAAo8J1Hz5OaKmnTxjrZjcOzRpV4Hz947AJVMEbNuEHVRiHTaAK3rAJehKVHUqr7Z38oJWjCpyvfxw2gSp4wyb8oArjsAlUwRs2gYAF3PODVo4qcL7+cdgEquANm/CDKozDJlAFb9gEAhZwzw9aOarA+frHYROogjdswg+qMA6bQBW8YRMIWAA+gNp/VK+CveANsBe8BHYEOIOWAb4ExzJvgL3gDbAXvAR2BDiDlgG+BMcyb4C94A2wF7wEdgQ4g5YBvgTHMm+AveANsBe8BHYEOIOWAb4ExzJvgL3gDbAXvAR2BDiDlgEAAADAMgQsAAAAAJYhYAEAAACwDAELAAAAgGUIWAAAAAAsQ8ACAAAAYBkCFgAAAADLELCASxO+ZztTKBQ++eSTP/rRj2bMmBEeHn7jxo2hTxwYGNi9e3dAQMDUqVOjoqLIn67ngwsO9wJDr9c/+OCDzkb6wV5gkcO9MOF2Dp+IvcAuZ6+2TCZbsmTJ3Xffff/993/22WdDn4gdAXYQsIB7dseyBQsWJCUltba2Go3Gt956a+HChUOfEhcX9/jjj9cMIhPx8fGu58OwHPbfW7ZsOXTokLOuHXuBdUMD1rBPwV4YC3avvFKpJO80Tp061dLSUldXt27duqFPwY4AOwhYwD0XvYjJZPqnf/qnoUvyeLzU1FRmmkwEBga6ng/DGroXFArFww8/3N3d7azXx15gnfsBC3thTNm98iRRffjhh66XxI4AOwhYwD1nvUhHR8fbb7+9fPnyoUtOmTJFr9cz001NTQEBAa7nw7CG7oVly5adPn166EPYC2Nn6Es9bdo08h7jP/7jP2JjY/v6+oYuib0wFux2xPTp0/ft2zdjxox77rnnhRdeaG1tHbokdgTYQcAC7jkMWMxlEPfdd9+1a9eGPjpx4kSLxcJMk4lJkya5ng/DstsLYrF4zpw5zPUizhIw9gLrHL7UPT09JSUlgYGBO3bsGPoo9sJYsNsR5NVbv369btDatWs3bNgw9CnYEWAHAQu456z/bm9v379//xNPPDH0IbxZZJ3dXpg9e3Z+fr7Dh6ywF1jn4jPBuro6h68k9sJYsNsR5MUkryEzTTLWtGnThj4FOwLsIGAB91x0KiRj3X333UPn43IH1rn+/prDfYS9wDoX/wsajWb69OlD52MvjAW7HcHn80muYqZv3LjhMGBhR4AdBCzgnt2x7Pnnn1coFBaL5fr169u2bXN4Ddbx48cdfjHH2XwYljvXU9v9ib3AOruXeu3atXK53Gw2k/+IRYsWvfrqq0OXxF4YC3Y74rPPPnvuueesHxG++OKLQ5fEjgA7CFjAJYfnSL7++utf/epXP/zhDx988MFXXnmlubnZdnlmYmBgIDIyMmDQnj17bIeccTgfXBj2TJWzgIW9wCIX/ws/+tGPHn744ejo6O7ubtvlmQnsBXY5+3d44403pk2bNnXqVPIO0OFF7tgRYAcBCwAAAIBlCFgAAAAALEPAAgAAAGAZAhYAAAAAyxCwgDMikWjhwoWTJ0+eMWPGpk2bDAYDM3+k90x1th47Lm65OuxtXF1sZdgrxAEAgELoD4AzixcvTk1NNZlMOp3ulVdesQ7HMNJ7pjpbjx1nT3fnNq4utoJQBQAAQ6FvAK9gNBqtA4p6Ml6f7XrsOHu6i9u4ulNaBCwAABgKfQN4hXPnzs2fP5+Z9uSOE7brsePs6S5u4+pOaV3cjhcAAKiFgAXcKysrmzVrllKpZP4c9T1T7dZjx9nT3bmN67BbcX07XgAAoA0CFnAsOzt75syZFy9etM4Z3Rmsoeuxu/DcxWod3sbV4XXrQ7diy9nteAEAgDYIWMClhISE+++/v7S01HbmKK7BcrgeO86e7s5tXN3cirPb8QIAAG0QsIAz77333syZMysrK+3mj/Seqc7W4+ZqXdzG1Z3SurgdLwAAUAsBCzgzYQiTyXRz5PdMdbYeOy5uuersNq7ulNbF7XgBAIBaCFgAAAAALEPAAgAAAGAZAhYAAAAAyxCwAAAAAFiGgAUAAADAMgQsAAAAAJYhYAEAAACwDAELAAAAgGUIWAAAAAAsQ8ACAAAAYBkCFgAAAADLELAAAAAAWIaABQAAAMAyBCwAAAAAliFgAQAAALAMAQsAAACAZQhYAAAAACxDwAIAAABgGQIWAAAAAMsQsAAAAABYhoAFAAAAwDIELAAAAACWIWABAAAAsAwBCwAAAIBlCFgAAAAALEPAAgAAAGDZ/wMgtcU7sjPfwQAAAABJRU5ErkJggg==)
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