Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Quanqi_shi_011012_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 29, 2011 |
Start Time | | 2011/03/29 14:30 |
End Time | | 2011/03/29 17:30 |
Key Words | | shock and wave and flow conduct_real |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 11.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 115.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Quanqi_shi_011012_2 |
Minimum Dst Value | | 5 |
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 Cluster-4 for time period of this run.
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JDW4m9903buPqf4tQpVKRjUu29YgRI8gG5eenp6eTYLkjqmVlZWT67Nmz3F0CL0yjr6O7D76UxOeYfnRGg7orosAyFaDRZzS1sJgQTG1BIjg4uE+fPmFhYfycnJwcXGiUHSiwgC1btmyZNGkSN92pMdjC+fn5HTp0qOvrOXfu3KhRo7q+HgBTbCDHzA6BvPngp3LYYTsDDEBn2UaB1dzcvHv37jFjxvBXajDD8uXLS0tLr1y54uHhsWLFCorNA+DYQI7ZQAjQk2xhgAEwjyUXWO3O9jZ5mI/MHzlyZHJyclfW+dlnnw0bNuzJJ59844039K/y0JXWig/B7GZLuCrorC7mmCWwgRCgJ+HNBQAAAIAyFFgAAAAAlKHAAgAAAKAMBRYAAAAAZSiwAAAAAChDgQUAAABAGQosc4j/UjoAAADok3oM7yGsxEkXO/kBAABAETsDKCtxdh2bBTgAAABF7AygrMRJFzv5AQAAQBE7AygrcdLFTn4AAICVSk9Pf/311wcNGtQzZ1bZ2dk9//zzX331lXCr2BlAWYmTLnbyAwAArNQzzzyzbdu2qqqqnnk68kTHjx//+9//HhkZKbAYOwMoK3HSxU5+AACAlSJD1Z07d3r4SS9dujRy5EiBBdgZQFmJky528gMAAKyUVEOV8POyM4CyEidd7OQHAABYKRRY0mIlTrrYyQ8AALBSKLCkxUqcdLGTHwAAYKVQYEmLlTjpYic/AADASnV9qOIvwdC7d+/BgwcHBAQUFRV18XnZGUBZiZMudvIDAACsFJUCi5tobm4uKSlZtWqVk5NTF5+XnQGUlTjpYic/AKxakVKpcnIK9fCoLy2Vui0APU1gqKpITa3OyursGqqrqx999FEysXDhwn379vHz9+7dS+aIed4O77UlrMRJFzv5AWCNtPHxqUFBJ+bODRk3jrvFzZkjdaMAepqpoepadDT3uuiwxtLfg1VaWhoUFOTq6kr+1el0Li4uP/30E5k+cuQImW5sbOzwecXca0tYiZMudvIDwCqkvfdemKcnX061v6nkcqnbCNDTTA1VRUol97ooP3OmwzXos7e3z8jI4O66fv36qFGj1q5dS/6SaTHPK+ZeW2LLcZaXlw8fPlx/W7a0tKxZs8bOzo5kCUkL8q95a2YnPwAs1m2tNnzyZIGiyuAW6u7erNNJ3WqAnmNqqGppaiI11rXo6E6tQavVrlu3zt3dnZ/z/vvvkwW2bdsm8nnF3GtLbDnOxYsXb9myRX9b7tq1a+zYsZfbkIng4GDz1sxOfgBYlGuRkeF+fiFyeYfllHLcOJWDQ5inZ+KSJfzMxGXLpI4AoOdQPMmdU1NTw52DRZw9e3bYsGHHjh3705/+dOnSJfHPy84AarNxZmVljR49uqGhQX9bymQytVrNTZMJhUJh3srZyQ8AqdSXl9/Mz8/duzduzhyVm1uHFZVKoTgxe7auspJ8Otdfz536erWz873FZDKpwgHoeXQLrIqKivXr1zs6OpLpurq6MWPGxMbGkunffvvtueeeq6+vF/m87AygNhvnpEmTDh48ePfBbTlgwIDy8nJuWqvV2tnZmbdydvIDoLvVFhYWR0XFv/lm2IQJShcX8Yf8Wm8ODidnz26sru7wWVT3d3rlHTjQA0EBWAKK18EiBg4c6O/vn5eXR+bPnTt3z549/GI7duyYP3++yOdlZwC1zTjDw8PHjRvHnWKlvy379OnDf9OBTPTt21dgJb0EdWv7AWxY5fnzV379NXXjxt93LHXmpnR0DPfxubBjh8GeKmHnNm/mHh7p59d9oQFYFFzJXVq2GeeYMWNOnjzJTWMPFoCEGiora69eTVm1Su3qakY51XpzdNS4uia88UZtYaHZzWiqrw9xcLj3zankZIoBAlgsFFjSss04Te1wwjlYAN1NV10d7uurJNXM/YJG5ME+lUIR6uERO2tWUWhop/ZOiURade9sLRGXogawASiwpGX7cepvy507d5r6FmGnNjk7+QEgLG/v3jMrVyYtXhzm46PsfEV1fuvWHmtqdVYW/+wZ27f32PMCSAUFlrRsP06D62CtXr3ark1QUJD+dbBQYAF06PLRo2o3t87tmrpfTqldXBIWLKgrKZGw/QmLF/OHHSVsBkDPQIElLVbipIud/ADGtTQ1xQcGKmWyzlZUEZMnn1q0KOfbb6WO4AHNOh1fHWa0uzoigI1BgSUtVuKki538AKY0Vlef27w5dtas1uN9oosqpYODsu14X8SUKdozZ8pOnbplwb+sfP6jj/iWa9zc6rVaMrOuqEjqdgHQhwJLWqzESRc7+QG2oantGoA3zp8/vXCh2sVFKZdrFAqVs3PrhRLk8k4d8lPJ5anvvFMaG5v77bfaxESpI+u0lqYm/XhjXn45celSMhHu4yN10wAoQ4ElLVbipIud/AArUqRSRfr7q93cQt3dQz09la6uyk4WT6ZuYV5e+fv3366slDpEOnL37ft995ujI7+vrragQOqmAdBE8UKjvXv3Hjx4cEBAQJGI3b0osDisxEkXO/kBli9j2zZNZy+ALnzIz9Gx9Xifn9+5Dz7I//FHqePrFnVFRWGenvpRh3p4SN0oAMoo/lROc3NzSUnJqlWrnERc5QQFFoeVOOliJz/AYuX/8AOpCcyon1SurpH+/uETJ5IKI9TTkxRSZz/4oODoUW1SktQx9ajzH3+s3y3pmzZJ3SIAygSGqoqK1OrqrM6uobq6mvuxZ2dn58OHD/PzCwsLhwwZUn3/R6tQYHFYiZMudvIDel59aWnS0qVxc+Ykv/NO1pdfZu7YcW7LlpKIiJKYmDPLlkX6+Qmdfi6Tadzc1C4uGnJzd4+eNi1tw4b6tlPOu+PSnVatrrj496JTJmvW6aRuEQBlpoaqa9eiQ0LGkVuHNZb+HqzS0tKgoCBXV1fyb2ho6LPPPktmcvcGBgZ+9NFHHT6vmHttCStx0sVOfkC3IkXPjfPn09eti/T3Vzk5mX2+lEouT9u4UeporE+4nx/XgRf+9S+p2wJAn6mhqqhIyRVY5eVnOlyDPnt7+4yMDO6uF1544eDBg2QiNzd32LBht27d6vB5xdxrS1iJky528gO6oqm+vkGrLfj113MffaQZP75zFzoXc7KUTJa4bJnUUVqxxpqajK++KFD/duzKsQs3LkjdHADKTA1VLS1NpMa6di26U2vQarXr1q1zd3fn/j1+/PjTTz/d1NQ0c+bML774QszzirnXlrASJ13s5Ad0SmN1dcqaNWETJnS9llI6Ov6+Q0tvQiWThU6YkKv3K09gHl2zzk3jxve4QqWouF0hdaMAaKJ4kjunpqaGOwfrbtsvo4wZM2b16tUjR47UPXiEHQUWh5U46WInP6BDVZmZJ2bNCun8tc4Nz53y9ExYuLA0NhYnA/UAUl3NiJlhsBmqdFVStwuAJroFVkVFxfr16x31fmbqyJEjZIFv2/1gAwosDitx0sVOfoCBlqamvB9+iPT3V8pkSvH1k4ODUqE49eabF/fsydixo/rixZqCgurcXN39L91ATwq+GNx+IylUCqnbBUAZxetgEQMHDvT398/Ly+Pv/fnnn5966qk7d+506nnZGUBZiZMudvKDTc06HSmkKpOT83/8MfPTT2NmzlR1ZgeVSi6PmT49z0avIGXt9uTsMdhgDkoHmVL278J/S900AMq6e6jy8/M7dOhQZ5+XnQGUlTi7zuDLFFI3B7rkVklJ0sqVXfninsEOqnAfn8KQEBzds3Cb0jfpbzk3jdulm5ekbhRAd+m+oaq5uXn37t1jxozhr9Qg/nnZGUBZiZMudvLDxtzWak/Om9f1okrl4BDm7Z24bFlxWJjUMYFYpbdK9bdicnmy1C0C6F7dN1SRNY8cOTI52fiLCAUWh5U46WInP2xAY01N/tGjGk9Pc+oq8hByc3QM8/DI/OIL7ieTwUrNOjHr3jHBEIfUilSpmwPQ7fBjz9JiJU662MkPy0GKG21SUs6uXee3bo1/443wyZPDPD017u6kcgr38YmaMiXCzy/M21vt4aFxcVHJ5Q9c5sDUjigXl4RFizK3b887ePD8Rx9pExIq09NvV1bioue2p/J2Jb/h467HSd0cgJ6AAktarMRJFzv5IZUGrZZUPK3XN5fLQ0ip1PXTpO7flA4O0dOn39T7Igyw4I1Tb/DnXUndFoAeggJLWqzESRc7+dEDbmu12qSk3H37EhYtCvXyonPWefubo+PpxYtxEjqbqnRVMpWMSwVVkUrq5gD0EBRY0mIlTrrYyQ+zZWzbFu7t3Xr5TboFE3dSlIODSi5XOzurXFxUrq5KJ6fWq1IpFCqFQuPqGuruHj5x4okZM1LXrMneuRMnTgF/xXZnjbPUbQHoOSiwpMVKnHSxkx+dcuGjj9Sk3KF4OE8mC5s4MWnp0pLwcKmDA2tVfKuYT6k1Z9ZI3RyAnkPxQqO9e/cePHhwQEBAUVFRF5+XnQGUlTjpYic/OPXXr5/78MMof/9QT89QLy/N+PEaFxeNh0f01KlhPj5KhYLW1aRUCsWJV14p1mikjhhsR1By0L3dV2pnXTOOEQNDKP5UTnNzc0lJyapVq5ycnLr4vOwMoKzESZcN5EezTpd/+HD0iy+2nkVOyiPuEJtcrvbwaP06no+Pytm56/ufwidPTlqx4uLevTcyM+/U1rY0NTVcv66rrKy5coXcpO4DYMKi04u4jEzUJkrdFoAeJTBUpVakZlVndXYN1dXV/I89C1x8GwUWh5U46bK0/Lh85Eji229fi4wk0zX5+Zmff37mnXei/Pw0rq5R06efeuONuLlzTwQEaNzc6H4jz8guKCenxGXLGrRaqbsE4J6ZMTNJdvqG+0rdEICeZmqoir4Wzb1rd1hj6e/BKi0tDQoKcnV1NVhmz549kydPFvO8Yu61JazESZdU+cFdn6m+tLRIo0lYsCDUw0Pt5KSUy7uxZtIvnmQytbNz683NLdTLizy1Si4nNzKdEBhYmZYmSZ8ACHNVu5IMnh49XeqGAPQ0U0OVskjJvbOfKT/T4Rr02dvbZ2Rk6C8QERHx3HPP1dTUiHleMffaElbipKsn8yNz+/Yw865CLuYonqNjmLd3/GuvRb/4Yrgv+ZDvq3JxCZHLlQqF2t09PjDw8qFDjdXVPRYsAF3nbpzjcn3FmRVStwWgp5kaqppamkiNFX0tulNr0Gq169atc3d35+dkZmY+9dRTV9qd74ECi8NKnHR1d340aLWJS5aourZrStl2wE7Z9ksvrdOOjmpX1xMBATm7d+PKBcCIfbn7uNfD9oztUrcFoKdRPMmdU1NTw5+DVVZW9vTTT8fHx3f2eVFgWTeNRkOq7P79+w8ZMiQwMLCiooKb39LSsmbNGjs7O3t7+7Vr15J/zVu/+Py4U1tbf/+EJFLWVKanX/n114rk5Jw9ezI+//zcBx+kr1sXM2NG6xnl3E+7cDcx9dO4cWq5PMzbO9zbmxRSKoUiasqUwuPHzYsIwCYFnAjgXjBnK85K3RaAnka3wCIj6fr16x0dHbl/ycT3339vxvOiwLJuXl5earW6traWlNgLFizw9b13fuuuXbvGjh17uQ2ZCA4ONm/9pvKjNC7uzNtvt55LTvWInlIuj50xozg01MzuALAJJbdKPsv8zD/Sf0b0jKWJS99KfOuLzC9mxc2aGD5RoVKQzxzk04lMKeM+pui/hByUDrhAAzCI4nWwiIEDB/r7++fd/50xfIuwQ7YfZ01NzWOPPcZNy2QyUnhx02RCoVCYt06SH5d//lnl5NRdv+vSdtO4umb86190egGg82rv1Jr9wO/zvl+fvv7VuFd9I3wD4wPPVZ47VXYquyr7/I3zV2uvXqm98mnGp6uTV3+R9UVMaczl6ssbz26cd3LeooRFH5z74Kvsr+bGzR2vGd++VDLv5hPuQ7dnAKwCruQuLduP8/jx425u937edcCAAeXl5dy0Vqu1s7Mzb50kPyjsl+ImHMinaweNm1vsrFlnVq5MXrkyZ/fuO7VmDmwA4sWWxXIlVHVjNaly/CP8ZSEyU/lKCh3HEEc3lRspmDzDPD3VnqRqISXR1KipzmpnR6XjOIqX8Kd6kyvl+bX5Unc2gARQYEnLxuNMS0sbNWrUxYsXuX/79OnT2NjITZOJvn37Cjy2lyDjb+ZtO7TUTk5x8+bdyOr4Gm4Awgz2IV28cXFyxGSZSuYV6nUo79DkyMl+EX6B8YEzY2euSF6x79K+yzWXr9dfTylPKagtOFNxJq0iLb4svqmlidRS5CGttTxX0dPYLSTJ7d5BwPuBkDmk7FOoFF5hXotOL3o37V2fCJ8liUuWJS1bkLAg/ybqKmAaCixp2XKcMTExI0aMSEpK4udQ3oMll59esiRv//7rcXE3cV1yG6Vr1n2W+dnbiW/POznPJ8yHDOQLTi+ILo3ecn7L5PDJnqGeHqEepOhZmLBwR+aO9enrf77ysxlH1rS3tR+e+3BRwqI1KWuyqrLqm+rnxs2VvJrp6k3ZevITqYdM7dwyqPNIqcTN4faWOWucZ8XO+tf5f53RniE1YndsXADbhgJLWjYb55EjR4YOHZqSkqI/k+I5WDiKZy1IuZN3M0/MkgfyD7TuH2o7S5rW7pZ7O11CZKQymxk7c2L4RIvde0SKoWlR00iZeOTykZjSGK5PSGVzuux0pa7yl8JfXo5+2UXlIlfKndROZEKmkpEyiHSXh8bjlROvrEtbF16M3+QGsCCSlDLl5eX/8R//IbAACizrtn379hEjRmRnZxvM37lzp6lvEXZqk7OTH5LTNet+zP8xoiSi/Xwy9l9vuH7g0gEytL+V+NaSxCVvnnpzatRUhVpBBn7hooef5msgyesb8UWbd5j373t62k5+clQ5dnjgjyww/9T8jWkbZ8XOmh8/f+aJmTnVOZJsUwDoGaTQaT8Odrfly5e/9NJLAguwM4DaZpztT5mqbdvh1NLSsnr1ars2QUFB+tfBkqrAqtZVX7t17Vjhsc1nN08Im8CdVnLvRJm2wytytZxUDC4aFyelk0KlmBw+eWr0VN8I34ATASuSVpBHzY6b7aHxmBM35/3094Nzg3Orc1XFqsiSyPCS8IP5B6dETXFVurbWHEpHcnNWOb8Y9eLalLUb0jcsTVzqqnGVK+Xkdm/A5gfptoM7rmrXKZFT5sbN3XB2wycZn5CxOfBU4MSwiZPCJ02OmOyicmldZ+tlTFtPgiELtzZVqWhtp1Khvx/o/tW9HLgdHq1HgpT8Jb8cuOey8BKHa7yi9Qexf6/eSOAkWGeN8+8d2IUo2n9jbnLk5Pqm1kvCZldlR1+L1jZocaQMAMR79dVXZ8+eXdtTx1uqqqo2btw4aNCgCxcuCCyGAguEdCo/rtZe/TTz0/Xp6/fm7l15ZuXsk7O9wryc1c4WXlKweSOl3tSoqR+kf5B5I9Ps9CBlUMaNjN1ZuxckLNids3vbhW3TIqc5qZzIyuUq+fSY6Xty9+RU5Vy5eYX8rW6sjrwWafZzAQCYUl5e7ubmJvyFLYr69evn5OSUnp4u3CoUWCCE5IdfpF/r0Rl+YDa4sCGKpx4ujNr2MHG707w0Xm+eevOXgl8qbldUNlQW1xWTTUYKpm+yv9mZvVNTpPnt6m9fZn75fd73m9I3LU1aeij/UM4NHCwDAOgJKLBACMmP7qgSSHEw++Tsf1/9977cfcvPLJ8dO3tq1NSJoRMnhE7wVHtOCJvgFeolU8pkITK5Ui5wmlH71ZIHzombMzt+tkeoB/dAriJxVbl6h3tPCpu0InnF9sztS5KWvJvy7o+Xf9x2YduChAWuGlf+K/Hj7h/Daj2kqGo9FOiudp8fP39Z0rI5J+d4hXl5aDwmhU/yi/DzCfchE69EvfJ20ttbz2/98NyH76S8s/j04hVnVsyKm/XSiZfmxM4hTxSUErQ+bf2G9A0rk1e+m/rujswdIUUhBbUF3EGx0vrSg/kHST1U3fj7T01X6iq5ewEAwEqhwAIhZhdYXFnjpHQihU5gfGB6ZQe7UsXQNev25O5Zn77+eOFxbm8NP/9s5VkqTwEAAEAFCiwQQvJDrpT7hvl+eO7D3Tm7o0qjQq6GHC04elp7OrEs8cClA9/lfbc/b3+SNqnjdQEAADADBRYIYSc/AAAAKGJnAGUlTrrYyQ8AAACK2BlAWYmTLnbyAwAAgCJ2BlBW4qSLnfwAAACgiJ0BlJU46WInPwAAAChiZwBlJU662MkPAAAAitgZQFmJky528gMAAIAidgZQVuKki538AAAAoIidAZSVOLvO4FctpW4OAACA9WFnAGUlTrrYyQ8AAACK2BlAWYmTLnbyAwAAgCJ2BlBW4qSLnfwAAACgiJ0BlJU46WInPwAAAChiZwBlJU662MkPAAAAitgZQFmJky528gMAAIAidgZQVuKki538AAAAoIidAZSVOOliJz8AAAAoYmcAZSVOutjJDwAAAIrYGUBZiZMudvIDAACAInYGUAuK04o63YqaCgAAYDnYGUAtKE4r6nQraioAAIDlYGcAtaA4rajTraipAAAAloOdAdSC4uxlGq2naGlpWbNmjZ2dnb29/dq1a8m/ZjeVVpMAAADYwc4AakFx9kCn79q1a+zYsZfbkIng4GDz1sNOfgAAAFDEzgBqQXH2QKfLZDK1Ws1NkwmFQmHeetjJDwAAAIrYGUAtKM4e6PQBAwaUl5dz01qt1s7Ozrz1sJMfAAAAFLEzgLISJ6dPnz6NjY3cNJno27evwMIC54Sxkx8AAAAUsTOAWlycFy5cUCgUjz76aHdUM9iDBQAAICF2BlCLi9PR0XHTpk23bt3qjpXjHCwAAAAJsTOAWlyc/fv3r6ur66aV79y509S3CDu1ydnJDwAAAIrYGUAtLs4///nPBQUF3bTylpaW1atX27UJCgrSvw4WCiwAAIDuxs4AanFxfvPNN1OnTi0tLZW6IULYyQ8AAACK2BlALS5Oq/jKngU2CQAAwPKxM4CyEidd7OQHAAAARewMoKzESRc7+QEAAEAROwMoK3HSxU5+AAAAUMTOAMpKnHSxkx8AAAAUsTOAshInXezkBwAAAEXsDKCsxEkXO/kBAABAETsDKCtx0sVOfgAAAFDEzgDKSpx0sZMfAAAAFLEzgLISJ13s5AcAAABF7AygrMRJFzv5AQAAQBE7AygrcdLFTn4AAABQxM4AykqcXWfhP48IAABg+dgZQFmJky528gMAAIAidgZQVuKki538AAAAoIidAZSVOOliJz8AAAAoYmcAZSVOutjJDwAAAIrYGUBZiZMudvIDAACAInYGUFbipIud/AAAAKCInQGUlTjpYic/AAAAKGJnAGUlTrrYyQ8AAACK2BlAWYmTLnbyAwAAgCJ2BlBW4qSLnfwAAACgiJ0BlJU46WInPwAAAChiZwBlJU662MkPAAAAitgZQFmJky528gMAAIAidgZQ24xTo9G4u7v3799/yJAhgYGBFRUV3PyWlpY1a9bY2dnZ29uvXbuW/Gve+kl+hISMIzeVyjE6enpCwsIzZ945deqN9PSNxcXhOl01vVAAAABsBwos6+bl5aVWq2tra8vKyhYsWODr68vN37Vr19ixYy+3IRPBwcHmrZ8vsARuSqVDWNiknJyvm5rq6UUGAABgxVBg2Y6amprHHnuMm5bJZKTw4qbJhEKhMG+dYgosYzcHtdr1xImZWVmfX7sWW1mZdvt2JZ0gAQAArAEKLNtx/PhxNzc3bnrAgAHl5eXctFartbOzM2+dJD/q6gqzs78ODfVSKmVKpUPbLitHs6oucnOMiZmemfnpzZt5dXUlzc06OpEDAABYGBRYNiItLW3UqFEXL17k/u3Tp09jYyM3TSb69u0r8NheggQeSCqk3Nz9MTEvktrL3JKr9RYW5pGZue3atRM1NXm1tVfIamtqClpamkw9b2NjTed7CAAAoOegwLIyRuuemJiYESNGJCUl8XMo7sHq7EPq60vi4uZpNK5tVZcDd8SwK+UXf9hRqXTg1kn+5ucfMi8iAACAHoACy+odOXJk6NChKSkp+jMpnoPV1fbdV1ysCgub0MV9XcZOsXeMiPBNTg7Sak/hmCMAAFgIFFjWbfv27SNGjMjOzjaYv3PnTlPfIuzUJu/u/KivLz59eoFKRbfqclCrZRqNZ2Li8oqKM93afgAAAKNQYFm39qdM1dbW3m27Dtbq1avt2gQFBelfB8uiCiwBt29XVlVl3LlTe+1axNWrqrS09dHRL4aEmHl+vVIpCw+flJn5eV1diVQRAQAAO1BggRALzI/a2oIbN87V1hbm5R1KT38/PHxiF77V+MB+L5VKFhHhd+XKLwLn1wMAAIhhgQNoN2ElTrqsKD9IVdTUVH/tWlx8/OsREZOVSoVSSfNkL71z7R1DQz3On98udcQAAGC5rGgA7SJW4qTLBvJDp6vOzv4mKmpKSIiM0vcZDUsujcYtNnZOTs7XVVU53CVVsQ8MAIBxNjCAisRKnHTZZH6Q6qe5WUcqoYYG7c2b+eTfmporaWlrw8ImUTraKLwDrLUgS05eVVdXLHVPAABAd7HJAdQoVuKki5380Mfvf2pqqr9zp5b85a59WlwcnZCwKCbmZZVKQbHkCg0dn5u7T9qQAQCALnYGUFbipIud/DADqcOKi5UnT7ZeVZXewUfH0FCvixf34ppeAABWjZ0BlJU46WInP7qbTldZWHg8I2NbXNw8tdpJfMmlVMojIialpPyTPLaw8Lfq6uympnqpowEAgA6wM4CyEidd7OSHJBobqxMTl4eEyLtwRhdXhJGbA6nboqOnFRTgMhMAANJjZwBlJU662MkPS1BcHH7ixEyl0ux6y0gFplI5xsS8VFZ2WurgAADYws4AykqcdLGTHxaoqirz7Nn3IyOntu3ionWOlwN3UyrJX8ewsInV1RelDhQAwAaxM4CyEidd7OSHFWlpaaqtvXzlyv+XlrYhOfmdrKzPcnJ2nTw5X6PxMPunhO6f7yVLTFyCc7wAALqOnQGUlTjpYic/bMmdO7U3bmQVFPycmvpuWJi3WVVX68Uj0tM31tQUkLXhpC4AgM5iZwBlJU662MkPm6fTVV69qk5NXRcTMzMh4c3U1H+eODFL/JFHpdJBqZSFhnoVFPwkdSgAAFaAnQGUlTi7rteDpG4OdC+drrqkJDwjY8f5859oNOPF7+IKD/fOydlN6japIwAAsETsDKCsxEkXO/kBvNu3tadOva5UKsw7s75tX5eDRuOZm7v35s1LOLwIAGxiZwBlJU662MkPEHDp0v7Y2DnR0dNUKllXvr2oVDrFxc25cSNd6oAAALodOwMoK3HSxU5+gHj5+YeioqYplbK2az2Y+Y3Ftgt0vXLu3NaKihSpAwIAoI+dAZSVOOliJz+gK1pamm7friwrO5WUtOLUqTeiol4m5Vcn6y2nvLwDUscBAEANOwMoK3HSxU5+QDdpbtbdvHkpNzc4MXFJaOh4EdeMcODO4goLmxAdPSM9/UOpIwAAMAc7AygrcdLFTn5AT7p6NSQ01Nu8I4xqtSI+fv61a5FSBwEAIISdAZSVOOliJz9AKi0tTZmZn6pUZv4CI3lgVNRLFy/uq6m5InUoAAC/Y2cAZSVOutjJD7AEtbVXs7O/SklZFR09Ra2Wm3cN+rCwCSkpa8rK4u7cwW/+AIBk2BlAWYmTLnbyAyyWTlddWhpTUhJaW1uQmrparRZzIpf+Li6HqKhXbt7Eb1oDQI9iZwBlJU662MkPsDqNjdWpqf8MC/NSKh3FXRO19QcWT59eevNmntRtBwDbx84AykqcdLGTH2ADqqsvnjw5V6lUKJWidm5pNO6FhcelbjUA2CZ2BlBW4qSLnfwAm5SffzQ01EPM/i212vXEiX9cufKL1E0GABvBzgDKSpx0sZMfYNsqK8/Hxc1WqZzFFFvh4ZPq6q5K3WQAsG7sDKC2HGd5efnw4cP1t2VLS8uaNWvs7Ozs7e3Xrl1L/jVvzezkBzDl9u3K06eXhoR0fLl5lUqWmrpR6vYCgPVhZwC15TgXL168ZcsW/W25a9eusWPHXm5DJoKDg81bMzv5ASxLSQlSqZxEXPjUMTr6JVxwCwDEYGcAtdk4s7KyRo8e3dDQoL8tZTKZWq3mpsmEQqEwb+Xs5AcAJz4+UPRlIMirzFmlkickLKyvv97S0iR12wHAgrAzgNpsnJMmTTp48ODdB7flgAEDysvLuWmtVmtnZ2feytnJD4D2SkoilErXTl5Z3vnSpe+kbjgASI+dAdQ24wwPDx83bhx3ipX+tuzTp09jYyM3TSb69u0rsJJegrq1/QCWr6Wlqaoq+/r1k5GRU8VdcKv1FhbmkZoaVFoaLXXzAUAa7AygNhKnQd0zZsyYkydP8nfxi2EPFkD3aWqqLyr6TaVyVqudNRq3DqsujcY5K+sLHEMEYAo7A6htxmlqhxPOwQLoeWfPfqhUOgmfJh8VNaWyMkXqlgJAt2NnALX9OPW35c6dO019i7BTm5yd/ACgKDFxiUol7/AwYkSE/7VrJ6RuLAB0C3YGUNuP0+A6WKtXr7ZrExQUpH8dLBRYAD3p/PmPxRRbarVzcvI7zc06qdsLAHSwM4CyEidd7OQHQHe7efNSVNSUtp+m7vgceaVSHh7uk5f3Pc7cArBS7AygrMRJFzv5AdCTamsLoqNfFllstd0cyI1UXZGRU4qL1VI3HwA6xs4AykqcdLGTHwBSuXOnNjl5jUrlIv4aEOQWGuqt01WKfxadrio//+DZsx9WVKR1XywAwGNnAGUlTrrYyQ8AS9DUVF9cHH769MKwMG9xP5Uoz88/ZnRVeXk/qFROISFyskxkpF9sbAD/qNu3K3o4LgAGsTOAshInXezkB4DF0moT0tM3JiauiIjwMfUzPidOzNB/SErKGoGyTKerkioWAHawM4CyEidd7OQHgBWJj3/D2HnxDtXVmZcufS98qDEx8S2pmw/ABHYGUFbipIud/ACwOvn5R5TKBy4AoVYbXuZUo3FWKn8/1JiTs1vqVgOwgp0BlJU46WInPwCsV3T0NKNfPKysPMstkJr6Xnj4pNzcvdK2E4Ap7AygrMRJFzv5AWDVYmPn6FdXly7txzVLAaTFzgDKSpx0sZMfAFZNp6tWKu+dehUV9aLUzQEAhgZQVuKki538ALB2dXVFZ89u1mrPSN0QAGjFzgDKSpx0sZMfAAAAFLEzgLISJ13s5AcAAABF7AygrMTZdb0eJHVzAAAArA87AygrcdLFTn4AAABQxM4AykqcdPUCAAAAs0g9hvcQVuKkjk+R9hNdnGmr67GKRlraeqyikZa2HqtopKWtxyoaaWnrsYpGWtp6DKZtGytxUmf5eWxp67GKRlraeqyikZa2HqtopKWtxyoaaWnrsYpGWtp6DKZtGytxUmf5eWxp67GKRlraeqyikZa2HqtopKWtxyoaaWnrsYpGWtp6DKZtGytxUmf5eWxp67GKRlraeqyikZa2HqtopKWtxyoaaWnrsYpGWtp6DKZtGytxUsdOilCETjMDOs0M6DQzoNPMgE4zAzudxkqc1LGTIhSh08yATjMDOs0M6DQzoNPMwE6nsRIndeykCEXoNDOg08yATjMDOs0M6DQzsNNprMRJHTspQhE6zQzoNDOg08yATjMDOs0M7HQaK3FSx06KUIROMwM6zQzoNDOg08yATjMDO53GSpwAAAAAPQYFFgAAAABlKLAAAAAAKEOBBQAAAEAZCiwAAAAAylBgAQAAAFCGAgsAAACAMhRY9/S6r/1d5eXlw4cPN3XpDpVK5eLi8sgjjwwZMmTevHnXr1/n5re0tKxZs8bOzs7e3n7t2rXk325svUSMdlqvBxl9oKnOQacJdBoyrX3PnD17dsKECY899tjQoUP37t3b/oHINDM6DZkm/PIcMGBA+wci08zoNJvPNBRYDzA6ti1evHjLli2mhr3x48cfO3asqqqqpqZm06ZN7u7u3Pxdu3aNHTv2chsyERwc3I3tllT711WHDzHVOeg0Acg0g166ePEi+eTz448/3rhxo7CwcObMme0fgkwzo9OQaQKvxx07drzzzjvt5yPTzOg0m880FFgPaJ8iWVlZo0ePbmhoEDMi1tbW/uEPf+CmZTKZWq3mpsmEQqHohvZaBPG1An+Xqc5Bp3W4JAeZRpDi4KuvvhJeEplmRqfpQ6bp0+l0o0aNKi4ubr8kMs2MTtNnk5mGAusB7Tf8pEmTDh482P6u9kvW1dVt3brV19eX+3fAgAHl5eXctFartbOz65YWW4D2PTNo0CDyUvnrX//6+eefNzU1tV/SVOeg0wQ6jYdM4wwePHj9+vVDhgwZOHDg3Llzyefg9ksi08zoNB4yzUBwcPD8+fONLolMM6PTeLaaaSiwHmCw4cPDw8eNG8cdABY+iMMdZn7yyScvXbrEzenTp09jYyM3TSb69u3bPU2WntGeuX37dnJyMvnksXz58vb3muocdJpAp/EPRKZxSKSzZ88uaxMQEPDqq6+2fwgyzYxO4x+ITNPX3Nz8P//zP1lZWUYfgkwzo9P4B9pqpqHAeoBBiowZM+bkyZNG72rv5s2bGzZscHZ25v61mRq8QwI9U1hYaDRwfNozo9N4yDQOCZzEy02TcmHQoEHtH4JMM6PTeMg0fUeOHPHz8zP1EGSaGZ3Gs9VMQ4H1AOHvQYipsR577DFu2maOIndIoFuKiooGDx7cfj7OVzCj0/Qh0wgnJydSInDT169fN1orINPM6DR9yDTe3//+9/j4eFMPQaaZ0Wn6bDLTUGA9QPy5xvy/c+bMycrKamxsvHr16pIlS/ijyDt37rSN70F0yKBnAgICLly4oNPpSLd4enouXbq0/ZKmOgedJtBpyDSDTtu7d++sWbP4o13653kg03hmdBoyrf1AoFKp5HK5wJLINDM6zeYzDQXWPR3uqTJVYB09evRvf/vbww8/PHz48AULFlRWVnLzW1paVq9ebdcmKCjIeq/kIcBop3Ed8sgjj4wePXrdunUNDQ36y3MTpjoHnSbQaci09i/P999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