Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Wenhui_Li_081216_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 18, 2000 |
Start Time | | 2000/09/18 00:00 |
End Time | | 2000/09/18 07:00 |
Key Words | | Magnetotail |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -1.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.57 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 205.70000 |
Conductance Model | | TIEGCM |
Corotation | | real |
Run Number | | Wenhui_Li_081216_1 |
Minimum Dst Value | | -201 |
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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIERlYyAwOCAxNToxNTo1MyBFU1QgMjAyMADYNCIAAAGpdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiV2VuaHVpX0xpXzA4MTIxNl8xOiBMRk0gcGxvdCBvZiByaG8gYWxvbmcgR09FUy0xMCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMC0wOS0xOFQwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMDAtMDktMThUMDc6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMC44NjM1NDYwMDA1LCAibWF4IjozMi42MjEwMjYwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19uUtG4wAAAARnQU1BAACvyDcFiukAADglSURBVHic7d1/bFXnfcdxL9gxDrgY5DJDHM9lUCiYYAZLHeY6N+A0UCBAgcSlHnEcLzODrMkILXWtuAIPIrkrSplltVBApR1ZWeVFXmRF1jDCWa2Obgx5kYU8BBooRlBhIauyIsvyvvU3OTu9v3yu7zn3Pvee9+sPdO655z7nOec53Ofj554fGeMAAABwVUayKwAAAJBuCFgAAAAuI2ABAAC4jIAFAADgMgIWAACAywhYAAAALiNgAQAAuIyABQAA4DICFgAAgMsIWAAAAC4jYAEAALiMgAUAAOAyAhYAAIDLCFgAAAAuI2ABAAC4jIAFAADgMgIWAACAywhYAAAALiNgAQAAuIyABQAA4DICFgAAgMsIWAAAAC4jYAEAALiMgAUAAOAyAhYAAIDLCFgAAAAuI2ABAAC4jIAFAADgMgIWAACAywhYAAAALiNgwXQZGRylKc+LRrx06VJhYeGkJXuxao5JAJPiawKmi7Uzm0LnR3/pNS/2cFlZ2cWLF5Oyag4YF7Ezka44suGaBw8ezJ07d2xszJqza9cua1rmFxQU3L9/P9Zi3f3+nVppjY2NMyY0NDRYM2/evLlx48acCTJx/fp1+1qUvZALFy6sXbs2Ozs7Nze3trb27t270ZcXfX19lZWVUn5hYeGZM2cm3bSwhURaOEoJ9nJkYsWKFUFLrly5MqY96cU4k+xJV1Y9BV5ngjt37rz66qvS6FlZWXLUydH1/vvvW+/KUWEdeBs2bJCX9oqFbUT5v/n6668XFRVJgXL4bd++/YMPPoi09kgHUtj/BUEfnPo2x4hYBvNxjMJNO3fu/MUvfqHTH3/88bRp00ZGRvSlzN+2bdsUykx6wDp58mRFRcVvJgQCAXmp8yV2HDlyZHRCc3OzZI7o65JOsaurS4Km7BPp7SRsRV++v79/wYIFnZ2d8hFJY9LjOqltnAEr7MyysjKpuTVHqiRzkh6w4tnSOHnau0u6kiT01ltvyfE2PvH/SHa4HDz67rVr1+QPFTkI9cA7deqU/FUzMDAQvWKSw/bv3//RRx9pgfKfUY7k6NUIKirS/4IoH/EUAQvm4xiFm6Qn2Lx5s053dHRIwJJ/9aXMf++993Ra/gKePXt2dnb2rl27hoeHdaZ8Y8q3tv6RLWHl6tWrk863r9o+4hKlhs6DhUX6FeunKJkoLy/Xadk6+2KhAypRipXMJJsTffmamppJR61Cha40piwVdqY0or0/lj3w7rvvRlr47/7u76TLl70h9bfitbWwzNmzZ48OhMiELhA64mIX60dkzvHjxyWFaANFOn7CFhvk9u3b27dvz8nJkc9KRrEGHaNvTpSVSriR3SI7R3ZRS0tL2O2VcmQfhs5X8vG3337bPkdeysygigWRatiHlp0IKirS/wL78qFjn/aGmHRnjkf4ZhDf+ta3Zs2alZubKwWGXVeUhrDqIMfwz3/+c6tMiZvz58+3rwVwFwELbpIvcfnO0r+85bty586d8s0o0/JlKvP1K/673/3uli1bZBn5+7uurs4amJGvQvlWlfmymHQwTzzxxKTz7av2LmBJl2B1TjIhL3Vaeovm5uaxCYcOHZKXzouVJDrpCJb0KG1tbdI3SH8je9Lhr6teBCz5d/Hixb/+9a9l4pe//KVMR1l427ZtDybIhLa+feEDBw5I61sLyMsoq57aR2T+7t277cE97PETqVi7ZcuWyfbKB+VYlW0JzTFR6hZ2pVKILCZ1k+XlgAm7Cfn5+VHaWvJH0LtSlBwq0feJHGy1tbW6LZFKDhJUVKT/BVE+EtQQk+7MSN8Mb775pgQymS/xNPSIUlEawqrDpUuXli9fbn1k7969knEd7g1gCghYcJl8telfmc8++6yeQiTT0sdYX3mFhYX/+7//q9O//e1v7X2D9XenfYAnynz7er0LWEHvWhWQv8iLi4v1z2iZuHPnjsNiZbdIZ3Pz5s3oy8tL6WakU5HNf+WVV+wntDmvbUyLZfw++5IS9STkjU+MRJ46dSpKCVbjygZKOgxancyxNlwm5s6dO2m1Y/2IzNeIb70Me/xEKjYS+Wxubq7zzYm0UjlsdFomwm5C0NBm2OaI9JGMEDpfMlljY6PECz2fb//+/ZPm9Uj/v8JWMtJH7A1hF3ZnRvpmkL/NJv3PEqUh7HUoKyt75513ZOL69etFRUXynyts9QBXELDgsg8//FD+Xpcv0C984QvyUv6Vaflmt07FDeoArB/aHAamWOcHcXEES7Jjc3OzdQ7WpCNSSv6MXrRokfWbUZTlZUVWJy09gbvndMc6giUbLv3fu+++K//q3nBSQmgannSBKZQZfXmHx0nYxPDLX/6yoqJCGiLSseqwbpMetHahY1T2JSV2PHjwwP7W8PDwpCNYdpI/9u7dax2uQVEsUt2mNoJlf+lkZzr5ZnCyrkgN8f777+v3Uk1Njf4dCHiHgAX3ScA6c+ZMbW3t+KdfZKtWrbLelR7afgGdJdY+Sb5/rW986WO8C1hBZ5/IS50O6pInPadKtLe3y9/NV65ccVK3QCBgD1hhu7RJC4lpsegzW1paZsyYYZ0eFGnhSUew7As4HMGK6SMOA1akYu3kWO3o6JAALdPyb+gx5rBu9uWtESz5YNhNkP84oT9dWUtO7RysUGEDZdg1qkj/C6J8JOjlpDsz0jeDwxEshwfJypUrDx06VFxcHOtJaUCsCFhwnyQq+a7Uywnfeeed/Px8+x+Lb7311ubNm7WbGRgYiNQ3TBqwJLRJ16JX2O3atcu7gKXXT8lagq6f0m9q6xysSa8ibG1tld3S39/vsG4SUl955ZWRCXV1dbt3745SySjbMoUsNenMKAvrOUYi7DlYehLSgwcPZIEtW7ZYPxxLdAv9jTX6R+IMWJGKtZs9e7ZePimtX11dHXqMOaybffnt27fr/tm5c2fYTZCgIHHhyJEjukPk6Hr//fetJa9duyaB49SpU5JR5C2ZkJeTXkW4du1aCfea1+UwlnqGTUhh66wi/S+wC2rEoBIm3ZmRvhn0HCz5lP0crKB1OT9I5HtJZgZdPuI8mALOcVTBfffv35e/j/XUh48++kimg37ykG9S+Qty2rRpK1assK7riTVgXb16VTKNFFJUVNTW1uY8YAWZ9CPjEyfsh94BSPoAva+VkAmrkwtdS5RVR1leNDc360VVVVVVTk6aiVR4PPsh1oDV0tKiddYTyIIWlj7+1Vdf1Z22d+9ea4Fjx47JnLBlRvpInAErUrF2nZ2dCxYs0GNM8nHoMeawbvbla2tr5X+E7CLZUZGGkSRkyN6bO3eurFpvW3Xp0iXr3Q8//FACh660srLSyX2wPvjgA8lzOTk5UqCktz179oQdKwpbiDU/7P8Cu6BGDNoJk+7M8QjfDOMTZ3bKeq2rCEPX5fwgkaCpvxIGbXKkvQFMGUcVANfQUTl3/fp1CRPJrkXyBd3uxGuSVq179QGe4tsQgGsIWJM6cODA8PDw/fv3I/0u6SuSMq0T9RLgnXfesd+pAfAU34ZIT9nhuP6RxDO8kkZVxkytra1z587Nycmx34jVt2Q//PCHP0zMuuTgLCoq0tu5AQlAwAIAAHAZAQsAAMBlBCwAAACXEbAAAABcRsACAABwGQELAADAZX4JWKE3OAYAAImX7ESQIL7ZTt+0KAAAxvJPd+yb7fRNiwIAYCz/dMe+2U7ftCgAAMbyT3ecztvpzx99AQAwln+6Y99sp29aFAAAY/mnO/bNdvqmRQEAMJZ/umPfbKd5LTo4OHjjxo1k1wIAgMQxsDv2iG+207AW7e7unjZtmtTqW9/6VrLrAgBAgpjWHXsnnbfT5JPcT58+rbWSmDU6Oprs6gAAkAimdcfe8c12GtaiN27cyM/P14x1+PDhZFcHAIBEMK079o6J23nhwoVAIJCdnZ2bm7t79+6PPvrIequxsXHGhIaGhpjKNLBF6+vrNWBlZmb29PQkuzoAAHjOwO7YIyZu57PPPvv++++Pjo6OjY0dO3bsiSee0PknT56sqKj4zQRJYPLSeZkGtmhNTY3UauHChRqzvve97yW7RgAAeMvA7tgjKbCd2dnZOiHp6uLFizotE+Xl5c4LMbBFNWC9/PLLGrAWL16c7BoBAOAtA7tjjxi9nWNjY2+//fbGjRv1ZU5Ojsyx3pKXzosysEW3bt0qtWppaXn44YdlYt68ecmuEQAA3jKwO/aIudup4zpz584dGBiw5tgXyMrKCvuRSBJUb8cCgYDUqru7e2hoKDMzU6bv3buX7EoBAOAhA7tjjxi9nWNjYy0tLWvWrNGXaTaCZQUsmS4pKZHpzs7OZFcKAAAPGdgdeyQFttMaqQo6B0teOi/EwBYtLy+XWun1g3pF4cGDB4OWOX36dFNTU29vbzIqCACAywzsjj1i4nbu2bPn+vXrMvHgwYOGhgYrSOlVhHfv3k2Pqwj1+kH9AVTvO1pZWWlf4NatW/rj5qOPPpqkOgIA4CYDu2OPmLid7e3tK1askDaYPXt2bW2tJCrrLclbaXMfrOLiYqmVPo5Q/pXpmTNn2u/qbgWsRx55JGm1BADAPQZ2xx5J5+00/CR3e8ASBQUF8jLo10CJVmZWHgCAKfBPj+ab7TSvRadPny61GhkZ0Zc7duyQl8eOHbMvU1hYSMACAKQN//RovtlO81o0KDlJtJKXErPsy+gol4GVBwBgCvzTo/lmO81r0aDk1NvbKy8LCwvtp2ExggUASCf+6dF8s53mtWhQcpJcNXPmTPtZWeO2ESx76gIAIEUZ2B17xDfbaViL6hWChYWF1pyRkZFHH31UZtovkMzLy9OAZU9dAACkKNO6Y++k83aafBWh3pehuLjYmtPd3a31LCoqsmZalb9y5UoyqgkAgJtM646945vtNKxFQwOWnoNlv63o0NCQFbB4ig4AIA2Y1h17xzfbaViLXr58Waq0evVq+8yDBw/KzGeeeUZf9vf3WwGrra0tGdUEAMBNpnXH3vHNdhrWovqDYCAQsM+8cuWKzFyyZIl9GdXU1JSEWgIA4CrTumPv+GY7DWvRsAEr6Mz3zs5OK2Dt27cvGdUEAMBNpnXH3knn7TT5JPeOjg6p0qZNm+wzR0dHZWZmZqa+1CdA64WEVVVVyagmAABuMq079o5vttOwFtXwVFNTEzTf/vyc48eP63la8m9ZWVkyqgkAgJtM646945vtNKxFIwWskpISmd/X1yfTjY2NMl1XVxd0vSEAACnKtO7YO77ZTsNaNFLACgQCMr+rq0umNVqdOHEiMzNz+vTpyagmAABuMq079o5vttOwFj18+LBUqbGxMWh+VVWVzD979qxMV1dX67Q+kXBwcDAZNQUAwDWmdcfe8c12GtaiTU1NYW++oLfCkvgl05WVlTqaVVpays3cAQBpwLTu2DvpvJ0mX0UYKWAdPXpU5kvMkumysjKZ7unpWb9+PTdzBwCkAdO6Y++YuJ0XLlxYu3ZtdnZ2bm5ubW3t3bt3dX48gcm0Ft23b59U6fjx40Hz7edmLVy4UKYHBgask7GSUVMAAFxjWnfsHRO3c+PGjV1dXWNjYyMjI6+//rqELZ0fT6uY1qISoaRKEqeC5re3t8v8rVu3ynRmZqZMj46ORhruAgAgtZjWHXvH9O2UmJWVlaXTfghYPT09Mr+8vHz80xE7mWhra5OJ+vr6xNcTAAAXmdYde8f07ezs7LSPYM2aNUvy1uLFi5ubm2Mqx7QW1asFz507FzTfelqO/bE558+fl+kdO3Yko6YAALjGtO7YO0ZvZ19f37Jly27evBk0/9q1axs2bDhw4EDQ/IyoElVrR/R+V93d3UHzrafl9Pf3y8TChQvHf39YCwCA1GVad+wdc7fz0qVLixYtunr1ath3Hzx4MGPGDOelmdaikQKWyM/P18EtK1TduHEjw/YQaAAAUpRp3bF3DN3O9vb2oqKiKHd+SvWApbdg6O3tDX1L73r1xhtvyL/V1dUyZ2RkJMP2EGgAAFKUad2xd0zcztbW1sLCwv7+/qD5NTU1AwMDMnH79u1t27bt2bPHeZmmtWhxcbFU6caNG6Fv6eCWnqRVV1enM2fOnCkvh4aGElpLAABcZVp37B0TtzPS6VPt7e0rVqyQl/Pnzz9w4MDIyEhMZXpT2SmKErB27Nghby1ZsiTD9iwdvSdWaOgEACCFmNYde8c322lYi0YJWHoPUr0J1tGjR3Wm/SHQAACkKNO6Y++k83aafBXh9OnTpUphB+H0OdDKulGW/mIYet8sAABSiGndsXd8s52GtWiUzKdPy1HWkNXKlSvl5aJFi2L6YRQAAKOY1h17xzfbaViLRglYeltRpZcZ6m0alP50GAgEEltfAABcYFp37B3fbKdJLTo4OCj1KSgoCPuu3lZU6Ula9+7de+SRR+TltGnTzPzFEwAAJ/zTf/lmO01qUR2RKi4uDvuuPiRHSbSyPtLd3S1vffazn5X5s2fPTmB9AQBwh1HdsafSeTuNPck9esDSp+VEqnNvb6/MLykp8biOAAC4z6ju2FO+2U6TWlRDUllZWaQFogSs4eHhzAmc7Q4ASDlGdcee8s12mtSi3d3d0U9Ut85nD/uu3kNLb2oPAEAKMao79pRvttOkFnUYsCLVuby8XN7q6OjwrIIAAHjCqO7YU77ZTpNatLOzU+qzfv36SAtED1ivvfZahu0m7wAApAqjumNP+WY7TWpRvZVoTU1N2HdHRkaiByyJVvLWvn37vKwjAADuM6o79lQ6b6exVxFGD1j6A6KYM2dO2AV0AKy8vNzLOgIA4D6jumNP+WY7TWrRtrY2qU99fX3Yd/v6+vSGouvWrQu7gN7lobCw0Ms6AgDgPqO6Y0/5ZjtNatGmpiapj/wbaYH+/v7u7u6hoaGw746MjOgDc4aHh72qIgAAHjCqO/aUb7bTpBadNGBNqrS0NOPTJxUCAJAqjOqOPeWb7TSpReMPWOvXr5cSzp8/716lAADwnFHdsafSeTuNPcm9vr5e6tPW1jblEg4ePCglNDY2ulgrAAC8ZlR37CkTt/PChQtr167Nzs7Ozc2tra29e/eu9ZZEihkTGhoaYirTqBatqamR+pw+fXrKJeh1iNXV1e5VCgAAzxnVHXvKxO3cuHFjV1fX2NjYyMjI66+/LmFL5588ebKiouI3EwKBgLx0XqZRLRp/wJL9IyWsXr3avUoBAOA5o7pjT5m+nRKzsrKydFrS1cWLF3VaJmK6EZRRLapnUHV2dk65hKGhISlh+vTpLtYKAACvGdUde8r07ZQUYo1g5eTkSN7SaZmQl87LMapFA4GA1Ke7uzueQiRdSSH37t1zqVIAAHjOqO7YU0ZvZ19f37Jly27evKkvg1rFGtmyZESVoEo74ErAWrVqlRTy05/+1KVKAQDgOaO6Y0+Zu52XLl1atGjR1atXrTlpM4K1ZMkSqU9/f388hcjmSyEPPfTQM888U1xc/LWvfW10dNStGgIA4AWjumNPGbqd7e3tRUVFV65csc8MOgdLXjov0KgWlTwk9blx40Y8hYQO0cVZIAAAXjOqO/aUidvZ2tpaWFgYOsCjVxHevXs31a8idCVg/fVf/7WUU1ZW9vDDD0tpWVlZnI8FADCcUd2xp0zcziinTzU0NKTBfbBcCViWf/qnf5LSVq5c6UppAAB4x6ju2FO+2U6TWlQf1ezWKVOXL1+W0vLz810pDQAA7xjVHXsqnbfT2KsI3a3P0NCQJjZ+IgQAGM6o7thTvtlOk1rU9cBXUFAgBQ4MDLhYJgAArjOqO/aUb7bTmBbVm7DPnDnTxTJLSkqkzI6ODhfLBADAdeZ0x17zzXYa06I3btyQyhQXF7tY5o4dO6TMEydOuFgmAACuM6c79ppvttOYFvUiYB08eFDKPHz4sItlAgDgOnO6Y6+l83aaeZK7FwHr6NGjUuaOHTtcLBMAANeZ0x17zTfbaUyL9vX1SWVKSkpcLPP8+fNSZnl5uYtlAgDgOnO6Y6/5ZjuNadHu7m6pTCAQcLFMDW0LFy50sUwAAFxnTnfsNc+3s6amJjc3V3borFmzamtrvV5dJOa0qBcBa3BwUH8GHRkZcbFYAADcZU537DVvt3P79u1btmwZHh6Wafl38+bNu3bt8nSNkZjTol4ELDFz5kye9wwAMJw53bHXvN3OrKysjz/+2Hop09nZ2Z6uMRJzWvTs2bNSmerqaneLLS0tlWJ7e3vdLRYAABeZ0x17zdvtlDhl/9FKAlZOTo6na7RL1lWELS0teXl5JSUlYZ9dc/r0aalMTU2NuyutrKyUYiW9uVssAAAuImC5Y9u2bdLxP3jwQKbl37Vr17o+cuNQIls0Pz9fI113d3foux4FrH379kmxx48fd7dYAABcRMByTV1d3YwZM6ZNm5abm7tnzx6vVxdJIlt0+vTpGrD6+/tD3z127Ji8JXnI3ZVqsfX19e4WCwCAiwhY6SaRLVpcXBzpR8nu7u45c+bIWy+++KK7K9VTuyorK90tFgAAFxGw0k0iW3ThwoWRAlZTU5O+9dRTT7m70p6eHil29erV7hYLAICLCFjuuHnz5ty5c2VvTvtUVlaWp2u0S9ZJ7nq+edg16i3XxUsvveTuSu/duyfFzpw5091iAQBwEQHLHQUFBadOnRobG/N0LU4kskU3bdoUJdJt3LhR3jp37pzr683MzJSSR0dHXS8ZAABXELBcKj0jY2rpKuywUzwjUols0UAgoDUMe5sGfberq8v19epPk319fa6XDACAKwhY7pg1a1Y8D28JDVhuFeUpK2Bdvnw59N2SkhKPYpCOnLW3t7teMgAAriBguePYsWM1NTVT/tEq1QPW+fPnQ9/Vmzh48dDAiooKKflLX/qS6yUDAOAKAtbUTYsqppPcQwPWrFmzpITFixc3NzfHVKukXEV44sSJoLcka8r8zMxML9abl5en6+WJhAAAMxGwjBCpGa5du7Zhw4YDBw6ELh+F9/X9hHUfrMbGxqC3BgYGZL4kMC/Wu2jRooyJCzYHBwe9KB8AgDgRsNwhnX08H4/SDA8ePJgxY4YrRbnOClihz8PRu1WVl5d7sd4LFy5I4UuWLPGicAAA4kfAckdubu7HH3885Y+naMCyHpWzY8eOoLf0Plhbt271Yr16K6y8vDwvCgcAIH4ELHe89dZbNTU1v/3tb6f28aBmkKIGBgZk4vbt29u2bYvpyYaJbFHrR8nQ+6p79KRni56GFfb2EAAAJB0Byx1TPsk97OlT7e3tK1askJfz588/cOBATBfiJSVgFRYWBr11+PDhsOdmuaW0tDTS7SEAAEg6AlY6SMpJ7oODg9YaQ68WrKurC3t1oVt27NiREeH2EAAAJB0BK90krEVv3Lih6aqgoED+Dbqgz+sAdPDgQSn/6NGjHpUPAEA8CFjpJvEBa/Xq1aG/1pWVlcnM3t5ej9be1tYm5dfX13tUPgAA8SBgpZsEB6zp06dXVlZmhDxzUO/g4N2NQDs7O6V8WbVH5QMAEA8CVrpJWIv29vbKuiRIhT3dyrvn5Ci9kams3aPyAQCIBwEr3SSsRbu7uzXiNDU1yYT8a701PDysg1verX10dDRzwpSf/wgAgHcIWOkgKVcRWgGrpaVFJl577TXrLf310OvhJa9/hQQAYMoIWOkmwQGrrKysvb1dJtavX2+9pb8eylueViAQCISe+wUAgAkIWOkmYS167tw5WZeknL6+vozffzJgR0eHzNm0aZOnFaipqfH0VlsAAEwZASvdJKxF9WE4ErBu3bqld8MKesu75+QoPffLu5vFAwAwZQSsdJPggLV+/frR0dGgawaPHj0qLw8ePOhpBc6ePStrqaqq8nQtAABMAQErHSTlJHf7MFXQ+eb19fXysq2tzdMK9PT0JOBMLwAApoCAlW4S1qI6TKUBq6SkxH7f9q1btybgQYGhP00CAGAIAla6SViL6ilQGrA2b94s04cOHdK39Pq+7u5ur+uQmZnp6e1MAQCYGgJWuklwwNITrZYvX66/Tra3t8vLhQsXynR/f7/XdUjYigAAiAkBK90kOGDpDdxLS0s1YJ0+fVpe5uXlyfS9e/e8rsP69etlRR0dHV6vCACAmBCw0k3CWlTPZNeA9d3vflem8/Pz9Tz3hJ1r/+STT+ot4wcHBxOwOgAAHCJgpYOkXEWo9/nUgHXlyhXrXqOJPPdcr15MzPleAAA4R8BKskipqLGxccaEhoaGWAt0r3bRaMDSezFYt8IaGhq6fPmyTJSWliagDl/84hdlXVlZWX19fQlYHQAADhGwjBDUDCdPnqyoqPjNhEAgIC+nXJR3NGDpSVdiyZIl8vLKlStdXV16h/cE1OGnP/2prGvbtm0JWBcAAM4RsIwQ1AySri5evKjTMlFeXj7loryjJ5hbAauqqkqfDKg3WK+urk5AHfSB04kJcwAAOEfAMkJQM+Tk5IyNjem0TMjLKRflHb3Z1blz5/Tl4cOH9a4NLS0tMvHaa68loA72c78AADAHAcsIQc0Q9DIrKyt0+Sg8r+6EoLuJStLKmHg0YWNjo3Xyu9du3LihVxEmYF0AADhHwDJC6o5gWQGrv79fXhYWFtbV1elvhQmow9DQkKxr5syZCVgXAADOEbCMEP0cLHk55aK8o2e1WwFreHg4c0J5eXnGp7d0TwCelgMAMBABywhhryK8e/euyVcR6j2o7I+pse7nnsgbU2k19AanAAAYgoCVZJFOn2poaDD8PlihyWbr1q3WhgwMDCSmGiUlJXp7iMSsDgAAJwhY6SaJAUsvJFSjo6OJqUZlZaWsrqurKzGrAwDACQJWOkjKVYR663b7QwD1QkKRl5eXmDqI6urqDNvtuAAAMAEBK90krEVDw5xeSCgWLlyYmDqIffv2yRqPHz+esDUCADApAla6SWLAsmauXr06MXUQTU1NCbvtFgAADhGw0o0JAauwsDAxdRBHjx6VNb7xxhsJWyMAAJMiYKWbxLTo4OCgrKigoCB07aq3tzcB1RCnT5+W1dXU1CRmdQAAOEHASgeJP8k90jNq5s+fr3VI2FnnnZ2dGROP6EnM6gAAcIKAlW6SG7BaW1sfeuih7OzshN2YqqenR2pSXl6emNUBAOAEASvdJKZF9YLBJUuWJGBd0Q0MDCT4ukUAACZFwEo3iWnR7u5uWVEgEEjAuqK7d++e1CQ/Pz/ZFQEA4P8RsNKN3wLW+KfPe07YveMBAJgUASvd+DBgFRQUSGVu3bqV7IoAAPAJAlY6SPxVhPpUnKqqqgSsa1L6vOe+vr5kVwQAgE8QsNJNYlrUqLtPBQIBqUx3d3eyKwIAwCcIWOnGhwGrsrJSKtPV1ZXsigAA8AkCVrpJTIu2tbXJiurr6xOwrklVV1cn8tamAABMioCVbhLTokY9Ynnfvn1SmWPHjiW7IgAAfIKAlQ4Sf5K7UQHr8OHDUpnGxsZkVwQAgE8QsEwUT2AKWn5kZKSurm7VqlXvvfeeizU0KmCdOHHCnBPCAAAYJ2CZKZ5WCfrs2bNnNaXNmTMn7nr9v/r6eimzra3NxTKnzKgz7gEAGCdgmcnFgKU3rFIDAwNxV+0TkmbMOa+8vb1dKrNp06ZkVwQAgE8QsEwkrTJr1qysrKzFixc3NzfH+tmgOQsWLNCA5eIYj1EBq6enRypTVlaW7IoAAPAJApbRrl27tmHDhgMHDgTNz4gqaGF9VJ+QCbcGsYwKWDdu3JDKFBcXJ7siAAB8goBlugcPHsyYMcP58kEteuvWLZmTl5enkai0tFTiSPy1Wr9+vZTW2dkZf1HxGxoaksrMnDkz2RUBAOATBCzTxRmwOjo6ZE5lZeX58+d1HKuioiL+Wpn2dBodpRsZGUl2RQAA+B0Clolqamr0t7zbt29v27Ztz549zj8b1KLHjx+XOXV1dXqikpg3b178NTQtYBUWFkp9XBmcAwAgfgQsE7W3t69YsULaZv78+QcOHIhpYCaoRSVayZyWlhaZ3r9/v0zn5+ePjo7GWcOysjIpqre3N85y3FJcXOzuZZIAAMSDgJVuglrU/iBkyVUFBQWuBCMNNOaMGK1evVrq09PTk+yKAADwOwSsdBDlKkJNVNbQjp7qfvDgwTjXaFrA0pPuOzo6kl0RAAB+h4CVbuwtOjg4qJcQWr8J6qnupaWlca7FtIClwfF73/tesisCAMDvELDSjb1FL1++LC9LSkqsOcPDw3rBXZzZaPr06UZdtff4449LfaZNm9bf35/sugAAQMBKO/YWbWtrk5fV1dX2BfTXtOPHj8e5FqMOnc997nNapQMHDnR3d5tz9n1YkgIXLVo0e/bsEydOJLsuAABPGNVLeso322lr0YMHD8rLxsZG+wLHjh2TmRKz4lyLUYdOa2vrI488Yj8R7b333kt2pSLSp1OLhQsXJrsuAABPGNVLeiqdtzPoJPfly5dfvXpV5m/atElenjt3zr7wwMDAtAm3b9+e2upGRkak2OnTp7tQdVedPXv24Ycf1p2Qk5Pz2GOPrVu3bv/+/U8//fRTTz2l+8QE+/btsxqLW0sAQFoiYKUba2hkdHRU/pXpoNOS+vr6/uAP/kDmf/GLX5zaKkx+9t8//uM/zps3LysrKyNE/MNFkixl24eGhqZcQk9PT2trq2TTzMxMvTmqi0/gBgCYg4CVbqw80djYqKeiDw8P2xfo7u7WBWbNmjW1VZgcsJSEy40bN+pmLl261Non+vDEy5cvZ2dny8umpqaYynzsscfkUxKMplYrvau+Onz48MDAQOYEBrEAIP0QsNKNnuitlwqKJUuWBC0wMjLywgsv6AJTe1qz+QFrfOIJ0BJijh49eufOHZlYt26dDmLJ5re2turOycrKOn36dPRyJFeVl5fn5uZqJlNTuwbz5Zdfto8vjn96dwkpf3BwcM+ePU8//XRbW5s512YCAKaMgJVutEW/+c1val/+uc99LuxikjzsPX1Ment75bNlZWXx1jWBrB9M33jjjWXLltl/OpwzZ87Zs2dDP3Lo0KHPf/7zEq1Cf22UcCkZS8pcu3atvJw7d67EuKCPS8KT9Hbu3Dndwy0tLRrRpEDrGY56wUGQhx56SP6VEPxf//VfsuS9e/eGh4dldUEjkQAAkxGw0o22qHWdmv0mWHZW4JCkFesq9EfGQCAQb10T60c/+pEVYmTbBwYGJGzpS4k+g4OD9oV/8IMfWAvraN+8efNGRkYkNul+E3oqm8rJycnLy5O9vXPnTolfS5cuXblypb715JNPamYS9fX19kRrNZPFfvaYll9QUPCZz3xGU11RUZFMrFmzJv6nSQIAPEXASgdBnfS47TSjw4cPR/rUv/zLv+jyTzzxRFlZmfTfDh+hk6IBy0ozDz/8sMapK1euTJs2TWdKdvnGN77xq1/96vHHH5e0ZO3Mxx57TEKVfQBJXlrXKuqElZ+i+5u/+ZugKklRu3fvXr58eWtr69tvv93U1CT7ds6cOVbJkWjjSvZ68cUXn3rqqe3bt2/ZskVa8Mtf/nLoL4wyR4r94IMP/uEf/mHdunVf//rXrQtIZaNeeumlp59++ic/+cm//du/yWKycEdHh+wr2eSvfe1rEhNleVlFaWnpd77zHatwOcBkGdmBsiflU7KwTkQ6n0wXcKspAcB8BKx047xF9VQqOwkKLS0t0k3eunUrygdTNGD19vbqWJT93HaJCOfOnfvDP/xD+6CR7opvf/vbP/7xj/v6+kKL+upXv5ox8fPrvXv3xieGA/W3Qil/0aJFWsKOHTsklKxevVpP/8qI8VnUep6+ZKbnnntu6dKleXl55eXl8+fPz/h0RC2S6dOnS/ySD0owkgqUTQhdTLfUHiXVihUrdCLsWrKysqRwSeT6rvwrFZOJmTNnWnV7/vnnZb0S2p555hl5t7CwUMuUtyRNSlaTHVJXV7dgwQJZTPa//A0gLSJRT0KbHFqy4RLF9BfYuNscAJKGgJVunLfo0NDQjBkzMiYGaYLGSz7zmc9EOdVaEoksU1VV5VKVE0d77tD5+ohGe/L40pe+FFPJkg8kHPT39+twkeQG+7u3JsRTcztJHqtWrcqYGHXT4a6MidGsjN//1TKUlZlCF4sS2iRH6hCdNdrnBQlbupaVK1dqZSSKSTiTiPbaa6/p6WhyxMq/p0+fHhgYkHaUaWlQ6wQ1ayzN2lEyLQt3dXVZc6zWkX0Yesd/aaOgw0Mzn3zq+PHjkgKlfbUCspjkV6nqd77zHQnZWoHOzk4dg5TFZBn5rFstDiAVZRCw0kxMLSodlfZb2l39/d//vdXh6clAS5cuDU1a+ltbmt3Aqbm5uays7Pvf//6dO3dkb6TKpXzSatKpS+TV8PHf//3fzzzzTMbEL4x//Md/rE25YcOG4uJiSQP//u//rldWSgtqWvrmN78pL6WE//zP/1y9erWOe61Zs0biTktLy3vvvadhQlOFLKNDfQsXLpQyZZnNmzdXVFTIp2TX6VpkYu7cuVZmypgYUdOhrPnz51vDY5///Od1wuGvq5oIlyxZostLrNRbkEis1CE0mWONpemNOfLz8z/72c/qx9evXy91Kykp+cIXvqBz/uRP/kQn9Aw5iXRr167VwqW2Wvif/dmf6Rx90qWQTdA59lPldI7sE2tUTx8qIE2gH5RKyqozJh67/vTTT+uoniR4mSNLPvfcczJHart7926plbSCDu9JhVtbW6UVpHUkw0kWlFaQGPf8889LU7744ouygHxQdrv+gPvCCy/s3LlTpo8cOfKrX/1K2ssafNUrYXWfbN++XRaWxbQCUoJsuPwrlbRGYaUorclf/dVfyYQs/+Mf//jmzZuaPhlfBBwiYKWbOFt0z5498+bN0w5GzZgxQzoP+dLXoQL5rk/LgJU2pOfTZtLLGDs6Olws3Mn1jNa4kVUT6y3pmyUuSKTTkSQJDdJtV1dXS+yor6+Xw0x/EpUcIF1+ZWWlFVmchLCk8HRUz2L97my/V0gUmkflf7FeFeHKDrTuTqylST6TLJsxcZMRvQjjiSee0GwtmUyisLTgpk2b3n33XR3Vs8YXrbv1WsfJlStXZJm2tjaZIxPHjx/Xib/92789ceLEqlWrvvzlL3/44Yf6U7IcTnpqoLyl6fPWrVt61qCsQocYpXCd0MFFXbtOyMKyRvlUe3u79cdJ6P+dcdtZgzKhw8/ujkNPQWhNrDFXzd9Sf52QnazbLnN0V+sFOin0p2N6yCBgpYGgr8L4C5T/lnovA3v/oV+s8q367W9/WyYqKiriXxEQhXYS8u9TTz0l2WvLli3r1q0rLS3dtWuXdOcyR14+/vjj0pevXr3aGkuzxo2kJ9azwZYvX64H8ObNm/UazxdeeEEmJNLpGXLy1le+8hUdBpNYoIe6fFAz39e//nUdKJI/PyRPSJlvvvnmv/7rv0qnLh2/ZA75lNRHypRlZGFZiyzz7LPPWmNpekmplK+/7Ur0keV1Qj6u/78WL16sEzrylxH1Qoc/+qM/0nfl/6k1qqcTYQcFdcjNPqqnNZH/zjq6Jpss26sTOifDdkJe9EsuotBYJmVqGpPtlf2p67VqoilQPProozphDXCGCr1tirXfpBxtOMmjOiHHgDXSqcOK8q+1f6yf13VcUxpRjxPZWGuf/Omf/qkuo+0lJPdrCXJI6F8C69ev1wmZM3/+fJmQRCgHof61IK0pE/LWmjVr7BMVE/SIFfIpOdh0YFUqpudNyl4KPU6sy5OlHJ2w3rIGaKXhdA/I4aF7QDZN94CsUU8nkBCse17Wq/+JZI5VEzmSZWLBggWyvTrmqv93ZJmXXnpJzy59+eWXg8ZcZUJeyrs/+MEPNP7K/1/rDn8/+tGPZE5fX5/1Q79eKyNp2Iq/oRfN6Ni8LGOdhjH+afy1/9Df09OjE1botE4IsUKnRHkdBg7Nmh7dCieDgJVm3G1R6/blYQWdwgKYyf7VnFyho3rjn45MyNe9deM06S10JEY6M+nq6uvrJXNIB3bkyJFf/OIXOlpjdRJWd9Xe3i4d2MWLF6VL0x9w9ZYi0u9afUnoeWnjIdd4WjXRCfEf//Ef8j2g0UHDhMRH7bCld9fwJFlEf6WVTl3nxD9yZpUQmhpNHteEJTSay98G1p8E2ohz58614q8VxK2LZqwJjY/WHwAyIWFOy7T+JLBycOjv+xIxrV/zNXRqrNSP64S8pasrmpAxEc1DQ6dEapmQ/4968oP953XJo7Jd8n9kx44dmuAT8K1ighTbzsbGxhkTGhoaYvqg6y2qZ+zKt/bzzz8vfz7q/wRl3TATACw6HiAR8M0339RRvXXr1umwTXl5uQ6W6GW28u5f/MVfyL8bN27cu3evTEh0e/XVV2Xiz//8z+/cuaNR73/+53/0p+R//ud/lpcy8/bt25o+v/GNb+hZg7W1tTpcpCXLhHSE1kinNW4kxcqnXnjhBesWJ9pPS3co8VE7zq985St61qDUSs+Q0z5VJiS26refdK7aYUuy1AnJmponrAEkyQTWWJq+Zd3WLm9CxsQwlY7YyUv93UAHRPUtHaaSb91NmzZpBbZu3apd+Fe/+lUdc925c6cOtcq26ITM0bE02RA9V0/2qk48+eST+kuuNIEVJnRCyrRqIjFCg44OqsmENayo43waR3TCGnO10kxo/PVtIE72/8UESaXtPHnypHwR/GZCIBCQl84/m4AW/dnPfibfdIcOHeJEVwC+Zf0IZZ34b535FOVssFu3bulE6HlpydoQqwLWhDXUak1YV+BKetbUa01YY64yERR/f/jDH37/+99vamqSiLxv3z6Z85d/+Zf6Q7/EbgmpMrFt2zb9tXTdBM3B1kUzzz33nExIzpNkqZeqyFsafyVJ6w/9entnmaiqqtLkKulTh1olmOror6xu6dKl+rutXp4sfatmXImMsozmWutnU2sEKzR06oCZJGZNlpIdpcIZvz+oZv2Am6w2TbBU2k5prYsXL+q0TMjffM4/658WBQDAU1FC53i4Wyjbr0XwT3ecStuZk5MzNjam0zIhL51/1j8tCgCAsfzTHafSdga1SlZWVugC/OgLAICx/NMdp9J2MoIFAEBK8093nErbGXQOVkx3nPJPiwIAYCz/dMeptJ16FeHdu3fNvIoQAABE55/uOMW2s6GhwZD7YAEAgFj5pzv2zXYCAAADJDsRJIhftnPcT6nZOfZJKPZJKPZJKPZJKPZJKPZJKP/sE79s57ifGtU59kko9kko9kko9kko9kko9kko/+wTv2znuJ8a1Tn2SSj2SSj2SSj2SSj2SSj2SSj/7BO/bOe4nxrVOfZJKPZJKPZJKPZJKPZJKPZJKP/sE79s57ifGhXx4DiBExwncILjxM981PYc6HCC4wROcJzACY4TP/NR23OgwwmOEzjBcQInOE78zEdtz4EOJzhO4ATHCZzgOPEzH7U9Bzqc4DiBExwncILjxM9oewAAAJcRsAAAAFxGwAIAAHAZAQsAAMBlBCwAAACXEbAAAABcRsACAABwWQoHrMbGxhkTGhoanMx367NILWHb9MKFC2vXrs3Ozs7Nza2trb17967zz0aZj9QVpU3v379fXFwc5YZGHCf+EalN+/r6Kisrc3JyCgsLz5w5E9NnOU7SVaoGrJMnT1ZUVPxmQiAQkJfR57v1WaSWSG26cePGrq6usbGxkZGR119/XcKW889ynKSf6G26f//+t956K1LA4jjxj0ht2t/fv2DBgs7OTvlKkb/WXn31Veef5ThJY6kasOSIvHjxok7LRHl5efT547Y76k7hs0hRTtpUvhOzsrKslxwnPhSlTa9duyZ95+joaFDA4jjxoUhtWlNTE2nUiuPEz1I1YOXk5Ei/qNMyIS+jzx+3HehT+CxSlJM2lb877SNYHCc+FKVNN2/e/POf/3w85JknHCc+FKlNZ82a1dbWVlBQkJ2dvXPnzvv371sf4Tjxs1QNWEFfdtYIRKT5bn0WqWXSNu3r61u2bNnNmzedf5bjJP1EatNLly6tWbMm7DKTfpbjJP1Eaeu6urqPP/54ZGTklVde2bVrV0yfDTsfaSBVA1Y8fw3wl4R/RG9T6T4XLVp09erVmD7LcZJ+IrXpihUrfv3rX+t0pIDFceIfUdpaopVOS8zKzs6O6bMcJ+kqVQNW0O/W8jL6fLc+i9QSpU3b29uLioquXLkS62c5TtJPpDbNCOH8sxwn6SdSmwYCAXvAChuSOE58KFUDll55cffu3bBXZITOH7f9ATqFzyJFRWrT1tbWwsLC/v7+0I9wnPiQkzaNdA4Wx4l/RGrTM2fOvPLKKyMT6urqdu/ebX2E48TPUjVgiYaGhrD3Dok03/79GOtnkbrCtmmUkQmOE3+atE0jBawon+U4ST+R2rS5uXn27NnZ2dlVVVVhT3KP8lmOk3SVwgELAADATAQsAAAAlxGwAAAAXEbAAgAAcFmqBqwoD+uN9YGaDh+0GXax+/fv79q1S6oxe/bsQ4cORfl42Mu8b968uXHjxpwJMnH9+nUn2w4AAAyXqgEr0sN6Y32gpsMHbUZabPfu3fYb+J46dSp6tYMC1ooVK44cOTI6obm5eeXKlVPeIQAAwBypGrDs7A/rjfWBmg4ftBlpsezsbOv+cjJhf6RdWEEBa9q0afaXYe//CwAAUk46BCz7w3pjfRyBw8cURFrMHrAi3cDXLihgbd++vbm5eWzCoUOH5KWjDQYAAGZL+YAV9LDeWB+o6fBBm5EWq66utm7gKxOTPqczqJzbt28XFxfruVkycefOnegfBwAAKSG1A1bow3rdGsEKOic90mL379+vqqrKzs4uKChobW2dNWtW2I9bguZUVlY2Nzdb52BN+gsjAABICSkcsMI+rDfWB2o6fNCmk8XOnDljfwRVWNEHzCYdAAMAACkhVQNWpIf1xvpATYcP2oy02N69e2Xm2NhYZ2fnokWLBgYGolc7KGCtXLny0KFD1jlYXEUIAEB6SNWAFeVhvbE+UNPhgzbDLnbmzJmCgoLs7OzKysq+vj7nFdaZEsj0bl5CJibNZwAAICWkasACAAAwFgELAADAZQQsAAAAlxGwAAAAXEbAAgAAcBkBCwAAwGUELAAAAJcRsAAAAFxGwAIAAHAZAQsAAMBlBCwAAACXEbAAAABcRsACAABwGQELAADAZQQsAAAAlxGwAAAAXEbAAgAAcBkBCwAAwGUELAAAAJcRsAAAAFxGwAIAAHAZAQsAAMBlBCwAAACXEbAAAABcRsACAABwGQELAADAZf8H8Jejq0ive2IAAAAASUVORK5CYII=)
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