Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: jihong_xie_080322_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 02:00 |
Key Words | | CME |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | jihong_xie_080322_1 |
Minimum Dst Value | | -50 |
SW Source | | ACE-L2 |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUATW9uIE9jdCAxMCAxMzo1Mzo1NSBVVEMgMjAyMpg72/8AAAGodEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiamlob25nX3hpZV8wODAzMjJfMTogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBJTVAtOCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMC0wMS0wMVQwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMDAtMDEtMDFUMDI6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjo1LjM2MjczOTk5OTUsICJtYXgiOjExLjk2NDA2MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2eurDbAAAABGdBTUEAAK/INwWK6QAAOo5JREFUeJzt3X9oXed9+HElkiurlm25UYzWaZ7nKURZFWxvJoigGeEJqs7OomCHCk8YzaievCigLi41Rps228QBUUQrjNkcIjMFlFUEUcRQjUYcolJBVXYpWhFDCzJzqYJVLIIowgijfb73s57v7bk/dO6558dzznm//jBX1/ec89zPOfc8n3Oe5zxP2RYAAAA8VRZ2AQAAAOKGBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwAAAAPEaCBQAA4DESLAAAAI+RYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwAAAAPEaCBQAA4DESLAAAAI+RYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwAAAAPEaCBQAA4DESLAAAAI+RYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwAAAAPEaCBX+VlXGMwRE/DpVPPvmkvr5+2zX7sWmOfCDhOAXAS1alkv0idOaUBDn5sYOam5s//vjjUDbN8aaIAxKLQx/+isHpdWBgYFfalStXrDfv379/8uTJqjR58emnnxb+/EcffdTa2lpZWbl79+5z58798pe/tN4/ceKEvn/+/PmHDx8Wfj+fst9w8o0+//zzb37zmwcOHNixY4es//Tp0z/60Y/kzf379z958sT62NmzZ63X8n5dXd2jR49kE4cPH7at8OjRo5kpdSYn5bEWLPED2SSAnmzaBV+P/MxoO9wdcqB2dnbmO5AKHM/ZGw1ADM4bAAcx/BX1E+W77757/PjxX6VJhiR/6vtSq7399tubadevX5cqrfDnv/rVr969e1c+LJnK8PDwSy+9pO9LZTYzMyNvbmxsSNIjSVXh9wtzGO2vfe1rb731liZ5jx8//vDDD6Wo8vr111+X1/oZeb+8vFy2rn/K+6+99ppuorm5WcpmrW16elreKf2epR8JlsNFIp1gOdwdkkBLpi7JdM4V5juec240AFE/bwBbJFjwVs4mQkky9GaJnLV/9rOf6ftSc1+8eFHv9MgLqyLP93mp77u7uysrK/fv3z80NFTg/PvGG2+8//771p/yWt7Z+u1T9pUrV/bt2ydrO3v27Pr6eoFvJNmS1cYkL1paWvS1JB+ZH7PulOT7vE3OOyuSTsm3dv5+tuyw5AyUrC3zTpVF6uZXXnlFX09NTcl3lH/1T3n/3/7t33SF8qYmZEq+4w9+8APnCZZ84Dvf+Y7sRwmC7NPMXa8vch4bhe+KFbuIvDMyMlJXV6f7sdijNNMvfvELyVqqqqpkWclcrVtEhb9OgY06OdQzo+18d/z617/Od0sv3/GcuUVbMG0x3DYOW/l/d9/+9rf37t27e/duWWHObRWIoVUGCcL3v/99a51y/fDlL3+58K8b8BUJFryUM8GSk+mvfvUrqdGlWrXu3HzrW9969dVXP0977bXX5M/Cn5dTsHxMTpfyeTmPF6jFZUE51UodI68nJycl47EV6R/+4R9k07IJuVjv6el58803C3wjqTCsXEReyJ/6WsogF/pP0q5evWrdGMj3+cziffe73z158mT2tiS/yXmnKt/72RwmWLK28+fP//jHP7alWfKn1EkSma10Xfj6669L2OW1VJbyvn5YV/j888//9Kc/lReyEnm9lWvXFyik7Epr1+smMhcscGzkW2exi8j7586ds2rfYo/STF/5ylc0knI4yXeR3Mj513F9qNui7XB3FEiw8h3POTeaM4bbxiHf7+7v//7vJSGT9yWzzD4Yto2hVYZPPvnkxRdftBaRyypJT3N+WSAYJFjwUs4Ey7rczLwTIxed9+/f19fyQi7Wt/28XCLra3lRuBaXhODQoUNST8i/2VfS9fX1//M//6OvpcqRS2cn30hZ5ZEyHDx4UC+y5cVnn31W+PPW/wr5sktLS7YNLSwsSBVlxWTb952UNp9Hjx4NDAxIbST5n0Tjrbfeknf0v6Tq0rsIX/3qV2XTbW1t8lqqf1vKcuvWLUm/ttJ3tt57772t397jhe82yZtW/OV7yZ61Fb7AsZHvGxW7iLyveaT1Z1FHaT6y7O7du51/HdeHuu2HVnh36IvCTYT5juecG7X+zIzhtnHI97uT3D378LZtq0AMM8vQ3Nz8wQcfyItPP/30wIEDkrHlLB4QDBIseClnglX4A8qqXRx+fttM4u2335bPfPe73825qky2xhGbfHekJPOQK36rz4p1h8nJHSy5sH755Zcz35SL7+eee85qJNr2/XwcJliZpLqSa32r/D//+c9feuklKeQLL7wgf8q/8lpSMUm2Mjchb0p9+YMf/ED+zbyz5aQM2+56h8dGUess/Plij9JMP/7xj48fPy472nY4+Xqo2z5ceHeoysrKzE7utgw43/FcoCS2P53EIefvrvAXzPlnvhjevXtXj9vu7m69TgBCRIIFLzlPsOSSNPM2Rr5bDpmfty7rZcHCtbhkCXL9Kmdb+de68M28kt72oTyLrU+V1eBoq2utP/N93iZz8cnJSSlnKpWyfSbf+wW4SLCyyyMJ1p07d86fP7/1m4rqT/7kT7I3IWnirl27vvOd79jed5JgbXsHy8mxkanYRRwmWPlWm0kOp6mpKclL5LX8mx0HPw717K243h0q3/Gcc6M5/9w2Dvl+dw7vYDncv0ePHr169erBgwdz9jIEgkSCBS85T7C0o8nnn3++vr7+6quv5us0k/n506dPr6e9/vrrBaqNjY2NF198Ua6nt9JXtHLC1ZYCa5F33nnnlVde0TpsaWnJ6iySkz4VKBWD7alAPY9bfVZsTxFmf/7ixYv66Lt85StXrliJ182bN6XiWVxctG033/uFZYclZ6BOnDgh2Zu2T0k5JfiZiaBkVLJpfZzwgw8+qK2tzbwZsG3K4iTB0j5GImcfrHzHhiQQOZuuCixSYoKVb7WZ9u3bpw/xyU7v6urKjoMfh/q20S42wcp3PGeyxd+25m3jkO93p32wZKnMPli2bTnfv3LcyptyhZAzGkCQOOzgJecJltTub775ZmXaG2+8YfWWKPD58+fPy4W1nMflYr3AU3U9PT3/8i//Yv1569Ytece2ZjnXyzVueXn54cOHM588yknyoexxraSG0HGqhLzI7FOV8/OS0Mi2pAxS/sxxrcqyFH4/n3wfzrngj370I6m5q6qqJAJ1dXWS/GXeWnj06JGEV7u2/PKXv5TXVg+tfCvcKjLBkj2oT5PJrsne9fmOjeHhYXkn5/odHk75vkWxR2mm6enpQ4cOSSQPHDggaXF2HPw41D1PsAoczxZb/G1r3jYOW/l/d5Iwye/Feoowe1vO96/80LSVMGc0gCBx2MFLhfszeeXTTz+V03QAG4IfqO2ci8GhHsw5wXL69GlrLDcgXJzp4BmpDKz+NH6Qy9z19fVHjx7la6xBJJBgbSs2h7rf5wSbDz74IHOkBiBcnOngmaqqqn/6p3/yb/03b97cv3+/bMUanbIyF3cr93BV/olEIbcVxTIHLPtQjyi/zwmZ5Lg6cOCAjgcGmIAECwAAwGMkWAAAAB4jwQIAAPAYCRYAAIDHSLAAAAA8RoIFAADgsaQkWNnjYgMAAA+FXdWbJSnhYMcDAOAf6lmbOIeDzBoAgGBQz9okJRzseAAA/EM9a5OUcLDjAQDwD/WsTZzDQRMhAADBoJ61SUo42PEAAPiHetYmKeFI8o5fWVlZXl7e3NwMuyAAgNhKcj2bU5zDQROhuHv3bnl5uXz9t956K+yyAABiK7H1bD5JCUcCd/z09HRvb+/evXs1v/yjP/qjsEsEAIitBNazhSUlHMnZ8fPz8319fQcPHrTdwHvhhRfCLhoAILaSU886FOdwJKqJ8N69e5cuXaqtrbW+b11dXWdn59TU1MLCgvxZXV29sbERdjEBAPEU+3q2WEkJRyx3vCRMkld1d3fX19dbeZUkUr29vdPT05nplCZei4uLIZYWABBjsaxnSxHncMT4Dtbs7Gx/f39dXV1mXtXV1TUzM5PzNlVra6t8ZmxsLPiiAgCSIGb1bOmSEo5I7/i5ubl79+5tbm5m96+S193d3fnyKsvly5flw/JvYGUGACRKpOtZPyQlHNHd8VNTU5pLVVVVWXlVbW1tT0+P5FUOR7eamJiQpVpbW/0uLQAgmaJbz/okzuGIRxPh6OhoZr/1/v7+2dnZYrurLy8v6+I+FRIAkHDRrWd9kpRwRHfHr66u7t69W8r/jW98w/VjgJubm9rPfWFhwdviAQCwFeV61idJCUd0d/zKykpF2vr6einr6ejokCCMjo56VC4AAP6/6NazPolzOOLRRKjdp1paWkpcz8DAgKzn0qVLnpQKAIBM0a1nfZKUcER3x/f19UnhBwcHS1yPdpYvPVEDACBbdOtZnyQlHNHd8Y2NjVL4ubm5EteztLQk66mpqXH44CEAAM5Ft571SZzDEYMmwgcPHlRUVNTV1XmSFenApJJplb4qAAAyRbSe9Y+h4ciXFbnOliK640dGRqTk7e3tnqxN1sN47gAAP0S0nvWP0eHIt7cc7sUY3ME6c+aMlFzSLE/WduPGDVlbX1+fJ2sDAMAS0XrWP0aHo8QEq8RFTODtJM2Tk5Oytra2Nk/WBgCAJaL1rH+MDkfCE6yFhQVvh19fW1uTFe7cudOrFQIAoKJYz/rK6HAUm2CVFeRnSX2hHbB6e3s9XKfeElteXvZwnQAARLGe9ZXR4Uj4Hay2tjYp9sTEhIfr1E5d4+PjHq4TAIAo1rO+MjocSU6wNjc3q6urpdgrKyserpbx3AEAfohcPes3o8OR5KcI7927J2VuamrydrXT09Oy2tbWVm9XCwBIuMjVs34zNBz5ciPXOVPkdvy1a9f8uNW0vLysHecZzx0A4KHI1bN+S0o4IrfjdVDQ6elpz9fc0NAga15YWPB8zQCAxIpcPeu3OIcjuk2EGxsbO3furK6u9uM+U0dHh+d95wEACRetejYASQlHtHa8dsBqbm72Y+VDQ0Oy8v7+fj9WDgBIpmjVswFISjiiteN7e3ulwDdu3PBj5VNTU4znDgDwVrTq2QDEORzRbSJsamqSAs/Pz/uxch3Pvbq62o+VAwCSKVr1bACSEo4I7fjV1VUpbW1trX8P+tXX18smHjx44NP6AQBJE6F6NhhxDkdE72CNj49LaTs7O/3bBOO5AwC8FaF6NhhJCUeEdnxfX5+UdnR01L9NDA4OyibkX/82AQBIlAjVs8FISjgitOMPHjxY5vN8zPqUIv3cAQBeiVA9G4w4hyOKTYQ60rrkWL5uZWVlRbt5+boVAEByRKWeDUxSwhGVHT86OipF7e7u9ntDep+Mfu4AAE9EpZ4NTFLCEZUdL6mV3x2wVGdnJ+O5AwC8EpV6NjBxDkfkmgg3NjZqamp27ty5trbm97Z0PPeenh6/NwQASIJI1LNBSko4IrHjte95a2trANuam5uTbR07diyAbQEAYi8S9WyQkhKOSOz4IEdPWF1draio2Llzp3/DmQIAkiMS9WyQ4hyOyDURtra2Sjnv3bsXzOZ0Qp6FhYVgNgcAiLFI1LNBSko4zN/xGxsbO9PkRTBb1A71Y2NjwWwOABBj5tezAYtzOKJ1ByvIDlhK+7lfunQpsC0CAOLK/Ho2YEkJh/k7Pvjpa+jnDgDwivn1bMAMDUe+204DAwO70q5cuVLsCr0rnS8C7oC19Zt+7rLR9fX1wDYKAIgl8+vZgBkdDtveevfdd48fP/6rNElH5M9tF49KE+GDBw8k16mvrw/4mb5jx45JZObm5oLcKAAgfgyvZ4NndDhse0uyq48//lhfy4uWlhbXqzJNYDPk2PT09Mh2R0ZGAt4uAJ+kUqnBwUEeXkHwDK9ng2d0OGx7q6qq6smTJ/paXsifrldlmsBmyLGR1Eq229vbG/B2AfikoaFB79kz0ygCZng9Gzyjw2HbW7Y/d+zYkf35Anwvbgl06uXl5eWAtysXu/RzB2JjbW3tC1/4gp7xfvKTn4RdHCSL4fVs8IwOR0LuYEleJcWTHCv4TcvpuKKiorq6mvHcgaiTn7P2qlRHjhxZXV0Nu1BIEJPr2VAYHY7CfbDkT9erMkpYHbCUnIVl6/Pz86FsHYAnJLtqbGyU33JDQ8O9e/dqa2vldUtLSwAzxwPK5Ho2FEaHI+dThA8fPozZU4RhdcBSZ86cka3fuHEjlK0bTiqn5eXlwMbWB9yx7l0dPHhQu16lUinNseQKihwLwTC5ng2FoeHIlxtduXIlfuNghdUBS2k/d0mzQtm6yZaWlvbs2SPB+frXvx52WYC8MrOrzNPI3Nzczp075f22tjYuEhAAk+vZUMQ5HJG4g6XDqTc3N4dbgMbGxrAKYCydvEhJshV2cYAcrOyqqakp+yLNaiskx0IAjK1nw5KUcBi744OfIcdmfX1dL3MZz91mdXV1x44dmmDV1dXNzs6GXSLgt1jZVYH+7KlUqqamRj7T1dXFsyzwlbH1bFiSEg5jd3zwM+RkYzz3nCSjkrDU1tZqN7WKioqw+skB2ZxkV2pmZkYvovr6+gIrHhLI2Ho2LHEOh/lNhBsbGzvTwr17L5e2ZYznnqW3t1fC0tnZKa+lZtKj6PLly2GXCygiu1JWjtXT08N9LPjEzHo2REkJh5k7Xnv5tLa2hluM27dvlzGe+2+TSkg7r0xNTek7t27d0rmxu7u7qaIQovX19ebm5mJHupqYmNADmIsE+MTMejZESQmHmTs+9A5YSvu5M557Js19JcfKvLkoyZZ2Z5FYrayshFg8JJZkV+3t7cVmV2p0dFRzrGvXrvlUPCSZmfVsiOIcDvObCE3ogLX1m37ucuZl3GeL1EA57+qlUqm6ujp9JJ5HCxGwzBEZ3KX4w8PDej68ffu258Ur3cTExNGjR7u7u3nmMYrMrGdDlJRwGLjjDemApfSsbTWHQQe4z5n7SsXW0tKi97emp6cDLxoSKrPfVSk3UPXiQUxOTnpYPE88++yzWrbQLzvhgoH1bLiSEg4Dd/z4+LjVhzp0Opo8DQdqcXFRh2bI19dKcuKOjg6tCQgabHp6empqal566SUPr52K7dVemN7Hkqs7066prAYHHmqOIgPr2XDFORyGNxGGO0OOjc6HyHjuSvvGbZv7Xr58WQ+tS5cuBVMwmG9kZOTpp5/WA2PPnj2SbM3Ozpb4VIS32ZXSg1xMTEx4ssLSraysWKdrniOJIgPr2XAlJRwG7vhwZ8ix0X7uDQ0NYRfECBIHhw0ot2/f1l7DbW1t9GBLuFQqpW3HykqztDW5v79ffmUu8gY/siulVwjm3Me6deuWFTGmn48iA+vZcCUlHKbteMmrtKdq2AX5P9ohrIzx3Le25MxeuH3QZmZmRh8tbGpqitOjhZJfDg4OMn69E5ID9fX1aapdX1//z//8z//93//92WefybEheZU+FWFlWpLWOI+qf9mV6unpkZVXV1ebkNDIVYr+9ORfSbbCLg6KZlo9G7o4h8PkJkK9VjNq6ClDHmkMnV7WF7VrUqlUY2Oj1g3y2r+yBeb+/fvl5eXyjQ4cOBB2WUwnv2XNsMvSQ6VLSpT9Gcmo5LiS3Ms6HTU0NAwMDBT+uWXOM+jf/VHNseQrhHvo6jWeFEPPjd3d3SEWBu6YVs+GLinhMG3H6+DphnTAUjpwOReO2nRbbKJp1YVSQ8zMzPhTtCDIF5cjYc+ePZoHVFdXh10icy0uLp46dUoD1dLS4uQmkCQx/f39OoatkuNN0rLs402OKMmr9AN+dyTQJzbCvTyQX412AzXt7j6cM62eDV2cw2HyHSw9wxrVoqT93BN+4ah90err6130lZFLcM2bxdDQkB/F84l8Wange3p6MhuzVFVVlQnDiJhGYjI4OCjZp+agIyMjxR4wko1JXpV5T0tSCvn16cAfmeNdBdBNU76OZopyeSBZo9+by6mzs9O6wNPj0JD+qXDOtHo2dEkJh1E7fmFhQcrT2NgYdkF+i45NkPALR320qpQs0xpkyPwJSSQnkOq8t7c3s5qX1F8yrcnJSal09TJgfHw87JKaRZJRK2ISq1LGm9XU1rYLduzYoS/+8A//MLBrMCmJ9tA/cODA+++/L+eoYLZrbV2bWfX7ancFBpmLHKPqWRMkJRxG7Xi53jXwXpHVzz3Jdyy0K1WJZ3bJSDSSXV1dZgZzbm6uv7/fllfp7ZPMAstn5L/a29tDLKpR1tbWJKPSzuwNDQ3etgXrTcTM1sOAnzBYXV3V9nFRXl4eZHOhbbYuQ+YQQ7GMqmdNEOdwGNtEeObMGTNvDCS8n7vew5Mr6dKzIql6taasrKz8m7/5G0+KVzqpxvr6+jLbASXHys6rLFLFlqUf48/ZcTtp5LpI77JIgpWvM7snDh06pClO8F0IlpeX9eGGgM8DAwMDmTd9dSZQOR0FVgB4wqh61gRJCYc5O15qMjlNmznxn/Zzv3HjRtgFCUfp7YOZZmdnrTymp6cn+A4l6+vrslHJAySvkj1r3ZzQvKq/v1+qsW17DulSklsEU2YzLSws6PzKZekBz/zelUtLS6Ojo2Fd5/zt3/6tJpH3798PbKM68pzVLmnUNGJwzpx61hBRCsejR4/Onj1bWVm5b9++q1evFrWsOTt+enra2IuzhPdz96R90CKZzTPPPGPlNFJbyAV6YFm1ZFfaAqiNlaqurk4yLSd5lUWTzubmZl9Layyp4GWvaQzlushFZ/Yo0nRnbGwsmM3pyHOy0czYJvxuekSZU88aIkrhOHfuXE9Pz+PHj+Wsd+HChffee6/w581sItRhlgYGBsIuSA5J7ufuYfugRXKs5eXl//zP/9RGYe3qdO3aNb+vy2dnZ7/+9a9bR758qUuXLrmbsGVpaaki7cGDB34U1WSSalvd1HxtEzSNNtgF1vdOk3iJcOabejedbljRYk49a4gohaOystKqmeTFiRMnnC9rzo7XR3XMfEAmyf3cvW0fzDY3N2eNmSTV9vDwsOeD5steGx8f10v/svRULXv27PnzP//zEjMDbR2TAntVTvPdvHnTalFtbGyM9MBmLmiX88D63ukp0TYlot5N5wGLaDGnnjVElMKRmWA9fvy4qqrK+bKG7Hg5YVVUVJjctyCxd+a9bR/MRwKro0dqmuXVSLMPHjwYGhqyeq/LdxkZGfGqOVJH1j5y5IgnazPcyspKX1+fNY3gP/7jPyahTTCb/hwCGHZYT4m1tbW2UyLDjUaRIfWsOXwPR3d39+7duyXue/fuPX/+fCmr6urqunDhwkaavNixY4ftA2UFlbJpr0xOTpalB30OuyB5JfPOvJ7NA0t85WJdK7Cy9CwoTmaVzieVSsnvwupo1dHRIWvzNifQKlBWHo9ZgPKZn58/deqURlITLLmiM2oo4CDduHGjLJCuovJbKEsP4J79X3oTkeFGI8SQetYc/obj9OnTr776qjaFyL+vvPLK2bNnXa/t0aNHnZ2dctaTK/WbN29KxuZ8WUN2vKSbZWYP86135iXOYRckUFqdBPmtJQe6deuW1Q4lOXdRdw1lcamZjhw5YnXt6u/v9y8B0qlUzOw4WDqJvNWuKqmkXGPMzs7KD2Fubi7sooVmdXVVcs0A+t5pA3TOMWv0bGnUfGIozJB61hz+hmPHjh2PHz+2/pTXkh55suY7d+6cO3eu8Gdsd7CkNvq7v/u70bSZmRk5q8oJdDnN894w+WiFasLE9fkks597c3NzvrO8ryRPkmzbGltSqvlt06y1tTVJdKxFmpqaZA1+95XRO6+257yiTr6LnAp015elHwUYHBw0cPCUsGiXQV8HbZETr94yzBl2vexJ7EPNUUSCZeNvODJ7TW0V33HK5o033nj48OGTJ0+mp6efe+65omaoKNx6aKmvr5fcQiqt1rTOzk75ef/FX/zF/v375fz7/vvvuy781m/aoWQ9JtdSVj/35DSOBNw+mE22K3WJDmJZlu7Ym/PYlrxcDkirNbCtrc3z1sB8pCLUefcCHlvcJ5pa6WAEev9PUqvkPCTokE44ISdD/46xqampsvw92XW40aRd7EUaCZaNv+F47bXXpBr4/PPP5bX8e+LEia6uLtdru3PnTl1dnSRtss5ip8rSM+mf/umfdqfJGiR/kovXg2laeTghC8qp2d1lrnYWlutCF8sGKWn93INvH8xJDqqBgQE9FCsqKuQo1TRLs4GWlhbtCCUfkP8KvmOKttf09/cHvF1vSTDHx8et1Ep++0NDQ4HdwI4WbSUsyxj/03N9fX1l+btMWBd7dMOKChIsG9/D0dPTs2vXrvLy8t27d1+8eNHvzWWy5UZSS217i+LBgwfyY5YTyr00ORfLUhcuXNA17N+/X19IVXfmzJli7x/odPEmd8BSSevnHlb7YE5Sq0n8tV556qmn5N8vfvGLVjbg4bOBxdIBcuUKx9gHYAuTYkv0rHGtGhsb5adt8r1kE2jfO/+mLdcuEwXaIpj1OVpIsGySEo4Sd/zKyopeRUlS1dbWpvcStElRzj4O203M74ClEtXPPfT2wZwk0f/Lv/xL69pAqpmZmZlwswHZumYnkavtbKlVU1PTxMQEqZUT2oTnUyuh5FW68gKfYdbnaCHBsklKOLzd8TrskPWkvZ4mhoeHCzxxozPTyVne/DO7DjOYkK4PhrQPZrPmuvmzP/uzsMvyf7RBJ0KdjuW6SK5/rNTKyTMEsNHLQj+GWtU5LQonTyZPLIZsJFg2/obj/v372qxW/hvZg1f5x9ZE6McmdHhuq99xRUVFV1dXzqe7tSLv7e31oxjeSlTXB22D4FFwJ1KpVJnXswn5pL+/X/IqOdvoD1N+pObfOTaT9r2zzWPjCR1xt/B+MfMGM/IhwbLxNxx1dXXvvffekydPfN2KE77u+NXV1ZGREWtQorL0A+3Xrl3LvKGlFbkhHX22pd2SItcYVCzZQTqwPk+QOaTdww0/jLVWVnLBU9TjxrDRR/lqa2u9vfWu+0gqiG1Xq7fQuPUYCSRYNv6GQ8JtQna1FdSOn5ub6+3ttZokytJPIMup4aOPPtKnw6JyT0gvW2Pf9UGf62S+M+e0T0zOcbcNIVc7Vtu9pAVhFycO/JhF6vbt2w6b5hNyLooHEiwbf8Oxd+/eEG/tBtBEmI+cjDInMFFf+tKXgixDKRIy0yrtg8XSjsnG3vPb3NzUmYPlt/bee+9F5XrGcNeuXdN7gR6uU3J0WefU1NS2n0zUMzdRR4Jl4284hoeH5frDhG7doex4bTp88cUXNcF64YUXgi+DO0no5077oDvafCwHdtgFsZNrOR18vLa21r+hmxJI8lT5pXjY905OjNXV1fLTczLmCLM+RwgJlo334SgvKMhO7plC3PFyEjlx4kRDQ8MPf/jDsMpQrCT0c6d90B2Nm2kTllvZleQB9Gf3nLdjxelNKedDLsf+XBQbJFg2cQ5HiE2EMRD7fu60D7qjtx/K8swfFxZtcpKaOMkzNPtHH4L2ahaKrq4uWZtk6g4/z081KqhnbfwNR3l5ua/rd44dX6x49y2lfbAUeq9oeHg47IL8n56eHs2unPTpgQv6exGlZ9Wbm5s6VbnzVemjFREagC2xqGdt/A3H7t27Hz9+7OsmCuAOVin0Nn5ch/iL97fz2+TkpETvyJEjYRfk/7Gyq3hMRG0snTbH+W2nfObn52U9x44dc74Isz5HBfWsjb/heOedd+Sy49e//rWvW3GCHV8s7edeV1cXdkF80d7e7kltkUzr6+s1NTUmdIvp7+8vSw/wy70rv42Pj3vS905vRxU1JavVJXRlZaXErcNX1LM2vjcR0sk9omLcz31tbU2+mtTKBaY2QmEmtCDr8AH0zgnG5uamJ4P56cChxT7mqWNxMdyo4ahnbeIcDpoIS+Tto0PmoH2wdDMzM+G22ty+fVt7BU1MTIRVhqTRvnc3btxwvQadbanwBM85mZDQY1vUszZJCQc73oW4ntRoHyzd5uamzlgQylN7kiJLasW9q4Bp37vGxkbXa9CnEfv7+4tdkIuiSKCetUlKONjxLuh0FjE7qWn7oGmjDERRb2+vu8qyROPj45pdmfMYY0JsbGxo37vFxUV3a9ABF1y09DHrcyRQz9rEORw0EZZoYWFB4lZdXW3CWPxe0b66RT3EhJy0ucfJfL0ekrpZewLF78ZqJGhWffnyZRfL6lgP9fX17g4YZn02H/WsTZTCcf/+/ZMnT1alyYtPP/3U+bLseBfkPKg3e6QqDbssntF+JEU9xIR8tOvx5ORkMJuTylXyObKrEOnDxe6SJG3mcz2clfZYKKUHGPxGPWsTpXAcPnz47bff3ky7fv360aNHnS/LjndHp869fft22AXxhjW+gOs2DmQaHh6WYHZ0dASwLanaNd3v7e0NYHPIx/WdJO376PqhGe2/xXCjJqOetYlSOGzjwldWVhb+PE2Epbt06VKcqjS9hqZ90CtLS0vB9IxJpVI6/Lchk8cn2eXLl12cE3TYl1IOFYYbNR/1rE2UwnH69Onr168/Sbt69ar86XxZdrw7Y2NjZd7NQRY6bWVw14MEOQUwT9zy8rK2DHZ0dJBdhW5xcbEsPal2UanS9PR0iU/MxHhkvtignrWJUjh+8Ytf6N1pvY757LPPbB8oKyiUMkednkxra2vDLogHrBM07YMe0kdN29rafFq/7Cwru+IJMkNo37uiZoLXa5sSx0Zh1mfDUc/aRCkcchK/fv261QfrxIkTzpdlx7tmyKQopdNRfFwMcogC9NEwn44QWWdDQ4MmcGRX5tDuUJ2dnc4X0WvjEg8SZn02HPWsTZTCYZtmp6hZd9jx7qysrDz77LMSvW9961thl6VUUh/wFJIfzpw54/mTfVITj4+P//7v/35ZelZpBi0zimbVO3fuXFtbc/J5ffawlBFKlXbDam5uLnE98An1rE2UwnH06NGrV69afbC2fYqQJsLSaa9wUVVVFelbCJubm3orbn5+PuyyxM3ExIQEtqGhwcMOUvv27dMDr6mpiezKQEW11umdp9JTcDkFBfNQBdyhnrWJUjiWlpZOnDhRmSYv5E/ny7Lj3ZFLRm0AinozjV77Sm1NL2nPSUj1Eb9iZ/DNZ2VlxbouikHbdCzdunVL9k57e7uTD3s4VTPDjZqMetYmKeFgx7uWSqU+/PBDbaw5c+ZM2MVxiecHfaXhHRgYKH1Vc3NzOsthdXV1T09P6SuEH3TKKbn6evDgQeFP6iw3rgdwt4nrBKnxQD1rE+dw0EToIetR+SjmKNYtFtoHfaKdbA4ePFhiJTo9Pa1PenZ0dDjs34OwOOzUqPe6vOqZzqzPJqOetUlKONjxpUulUjoNnCc3KoKkY/BIghh2QeJMU9iiHt23GRoa0vZoSeJpyTWfTuu5bZdz7a3legB3G70fxm/ZTNSzNkkJBzveEzMzM5pjlTieTcBKmaEWDvX395eVMG2O7iNJsJgmMio2Nja2nXhKWxK97ZbuyYgP8AP1rE2cw0EToR/kSrQirZR7FQHTxs0IFTiKUqmUdpwq9ubT+vq6zsAttTX7KFq2vXTxo0VPu2Ex3KiBqGdtkhIOdryHRkZG9GZDJKrD2dlZD/vYooAjR45IqCcnJ50vsry8rI+YSRJMD7nI2XZ+QE8GcLdh1mdjUc/axDkc3MHyjw5sU11d7dWT+f7R+arl37ALEn96VDh/1DSVSulA7c3Nzds+jAYDyUWLPvI5NzeX/b9WG6K3zXnM+mws6lmbpISDHe85bR2Q06vJnSF++MMf6pCVDJwTgKWlJW0+djI06Pj4uPbna29vj+74arh8+bLsRDkbZP+XTwOvW5OKrqyseLtmlIh61iYp4WDH+6Gjo0MvJc3Msebn58vLy6WElZWVtA8Go6WlRQK+bUf1kZERfWDw0qVL7JpI0xE6cjbB6zWYH2NW6ZOJXDWZhnrWJs7hoInQb3Ip2dbWVpYeIX19fT3s4tjpY+Tid37nd8IuS1IMDw9LwI8dO5bvA1IN9/X16X6J1rOoyEd70WX3yNTH/XK2HpbIq7l34C3qWZukhIMd75O1tTWpTcvSE+kYlWNJRf78889LwXbt2nXnzp2wi5MUOg1wvgG+5QjRu57V1dVTU1PBFw9+0F7nnZ2dmW8uLi7611NKGx8ZbtQ01LM2SQkHO94/kmM1NTVpZxpDmnukGPrkP8+mBU8Og5x3FyTl0scMpdItMHISIkcH/7QNdqU3mXx61k9nq2TWZ9NQz9rEORw0EQZG6k5tDsjZ1zVgVnZVU1NDRR48HfrINm1OKpXS0cgkxypqmnZEQnNzc9lvD9eu3aT8G8nFwFmf19fX5eD3asz6KKKetUlKONjxfpNURidLCbdjRGZ2xb2rUOjg3ZmV3+TkpD6u39nZaVQ7MryiEw62t7frn9pS7OsdJj9G2CrRxYsX9WJ+YmIi7LKEg3rWJinhYMcHQBIarVmvXbsWVhl0AlopxszMTFhlgLYS9vT0bKU76OgDg319fYa0IMNzmlVbfe/0LqaVb/lBN2HUcKOHDx/WBKurqyvssoSDetYmzuGgiTB409PTWpuGcg1nDX9qVMNBAuns2s8++6zkWGXpQf9HRkbCLhT8pVm13lLS177OZqMdv8wZbnRjY+OZZ56xqptTp04lsCmcetYmKeFgxwdmbGxMWwcCfkxMs6uoTOATb5ubm0899ZTWNJLvFjV5DiJKR0Vpbm62BgL1e3g8o2Z9HhoaKktPdi7XltrdUI7827dvh12uQFHP2iQlHOz4IOm5Rk6ys7OzwWxRsyu/L5rhnHUpn0qlwi4LgmDlVdofy/MB3LNpfwATfvJyRaFJlZ7xVldXdTiSsvTMUYakgAGgnrWJczhoIgyRzgBYW1sbwH1yHYanoqIiyc/vmOav//qv/+AP/qC/vz/sgiA4mvGoAB520cuqy5cv+72hbY2NjUlJWlpabG/qRI01NTUJOTVRz9pEKRy2hGnv3r1FLetfwZCTPubze7/3e3JV51/vZrl+1V5fSbsbD5hG+94pPwZwtzFkuFE5uelAgJJR2f5rbW1NH2rWLv+xnzyRetYmquEYHh6+cuVK4c9wBytcct7RsXDEa6+95scmrOzqxo0bfqwfgHPyk7fOtwG0i2mjZOjDjcqlnXzfhoaGfJeRU1NT2oBYW1sb7+tA6lmbSIbjyZMnhw4d+uyzz5wvwo4Pxd27d/Vs+9RTT505c8bbYT+1Nz3ZFWCOffv26U8+mCd5dYDTAO6W5SNJlaRWZdtNcL66utrV1aWROXXq1NraWmAlDBL1rE0kw/Hee+9dvHixqEXY8aGQ88gf//Ef79mzp7KyUk8unZ2dnpwNZ2ZmtEdt4fMagCD19/fLr/J3f/d3g2kOC33WZ20VraurczKCrjXibm1tbXZ7YgxQz9pEMhzPP/98znshZQUFX05YlpeX+/r69IaTdkcoZRAHOalpdiXr9LCQAKJlYmJC7wmFVQDtBeG8o73kndYDhnK1mXNO9OiinrWJXjg+/PDD06dPF7sUO94EkmZdunRJr+HEsWPHXIxZZd27kmtlRgYHkkzyFblsk1NKKKeCubm5svR4V8U2+cl5z+qVFacHDKlnbaIXjqNHj/7kJz8pdil2vDlWV1cHBwf1/CIaGxvlFOPw/ChnNM2uurq6yK4AaBeohYWF4DetD0q7m67nwYMHbW1teg5sbW1116Iq59KlpaXZ2dnJycm/+qu/evrpp3fs2HHz5k25lA3l9Eg9axOxcHz00Ue2sUYKoInQZOvr60NDQzoWsz6Ds22alUqldD7p9vb2cJ8bAmAIHXwr+KfzJLOpSCvleUk56ek5raam5nvf+97Y2JjthpbkYXJVOTExIWfLgYGB3t7ejo4OScjkhKkL5lNdXd3c3HzmzBlZSoJz7969AHrFUc/aRCwcx48fv3v3rosF2fFmkozq1q1bOoqM3s0aGRnJmWbJFaqeUOSyj+wKgNJREoKfX1lyHU+6f62urkoalJkbHTlyRE6JcvFpdVotQM6KkmzJNefLL78sf5aXl8uyVvuAjaxQVi4flqxrdHR0dnZWEjgP73VRz9okJRzseMNNTk4eO3ZMzwL19fXXrl3LfCpncXFRGwLkM3F9whmAC3LppddmQW5UzkLal9SrESIk3fnCF76QMyuSbEnvRXV3d0tiNDQ0NDU1JblR4XZAydvkM2NjY4ODg5J9tra25rvjJV9Eoicf2Ldv35e//OWJiQnXKRf1rE2cw2E7jMIuDrZ37969lpYW62d/48aNf/3Xf3377be/9KUv6YWdnDXCLiMAs2jqEOQ46To8hJysPLz9I/nQ0aNHZZ0jIyMzMzNLS0uen+42Njbm5+clP5MrWEnXJG/TyXxsqqur5VK2t7dXSiIZpJMRKBT1rE1SwsGOjxC5JLXml7AcPHgwZo80A/CEjpVQysgvRZGkSvMSFw9BG2htbW1xcfGNN97QM61ezdo0NjZqdy5JuSQRzJdyUc/axDkc3MGKNLmAO3nypO67L37xi2RXAHLS6d4DGxVvdHS0rODcOBH1IG0rnXLNzMwMDw93d3cfOXIkZ1cw+fqScl27dk3yWu3IpTNeh/0lzJKUcLDjo2hjY+Mb3/iG/MInJibCLgsAQ83OzsoZvqmpKZjNNTY2yuYkzQpmc6GT5CmVSml3rp6enmPHjulYOZl27drFjYxsSQkHOx4AYkmuxPQui/PeQq7du3evzPHcODG2uLg4Pj5++fLlU6dOZT60GHa5zBLncNBECABJoM8gB9ApSvt7hTj7oZn+4z/+42tf+xr1rE1SwsGOB4C4unTpkpzkBwYGfN2Kzo1TU1PD48w5Uc/aJCUc7HgAiCvteN7e3u7rVnRunP7+fl+3El3UszZxDgdNhACQBCsrK2XpAZz8e7LPmhtHXvi0iaijnrVJSjjY8QAQYzrcqH+zPl++fFnW39nZ6dP6Y4B61iYp4WDHA0CMdXV1yXl+aGjIj5Vbc+PMz8/7sf54oJ61iXM4aCIEgISQ1ErO893d3X6sXMcybW1t9WPlsUE9a5OUcLDjASDG5ufndYQqz9e8ubmpk83fu3fP85XHCfWsTVLCwY4HgBiTNEhHGP/3f/93b9esjyg2NjZ6u9r4oZ61iXM4aCIEgOR49tln5VT/9NNPe9vVXefGYcKubVHP2iQlHOx4AIi3AwcO6OX09773Pa/Wac2Ns7Gx4dU644p61ibO4eAOFgAkx9jY2DPPPCNn+4qKiuHhYU/WqXPj+PRwYsxQz9okJRzseABIgsHBQZ37ub29fW1trZRVLS4u6tw4Ja4nIahnbSIWjoWFhba2tqqqqvr6+jt37jhfkB0PAAkxMTGhw1Y1NjYuLy+7Xo/OjeP3FIexQT1rE6VwyMXEoUOHpqennzx58vDhwzfffLPw52kiBIBkevDggVyN6/w5Y2Nj7tbA3DhFoZ61iVI45GKiqLtWmdjxAJA0Or+N6OnpWV9fL2rZwcFBWbC3t9enssUP9axNlMKxd+/eW7du1dXVVVZWvv76648ePXK+LDseABJodHS0urpamwsXFxcdLsXcOC5Qz9pEKRx6FfL48eONjY0LFy6cPXs2+wMFhFJmAEC4JK9qamrS5kKHw1np3Djt7e1+ly1OqGdtohSOqqoqayQSSbMqKyudL8uOB4DEkrpDe6zrhfrm5maBDzM3jjvUszZRCkdra2tmgiX5lvNl2fEAkHC3b9/W5sJjx44VeLpwfHycqZ1doJ61iVI47ty5c+HChY00uQQ5d+5c4c/TRAgAyLS4uKhT39TU1MzMzOT8TEtLi3xA0qyAyxZ11LM2EQvH9evX9+3bV1lZ2dnZSSd3AECx1tfXOzo69MK7v7/f1lwoWZe839DQULgZEdmoZ23iHA7uYAEAcrp169bOnTulamhubs5sLtTcS/43vKJFFfWsTVLCwY4HAGSymgvr6+u1uXBhYaEsPbVzsYNmYYt6NktSwsGOBwDYSCLV2dmp80Nfu3atp6eHqZ1do561iXM4aCIEAGxLUiudH1o89dRTP//5z8MuUSRRz9okJRzseABAPrOzs9olS4yOjoZdnEiinrVJSjjY8QCAAr797W9rWyHji7pDPWsT53DQRAgAcG55eXllZSXsUkQV9axNUsLBjgcAwD/UszZJCQc7HgAA/1DP2sQ5HDQRAgAQDOpZm6SEgx0PAIB/qGdt4hwO7mABABAM6lmbpISDHQ8AgH+oZ22SEo4yAADgp7CrerMkKBy2fV/UnywelcWjVVoWj8rmWDysxaNV2iQvnvOdhEtQOCJ0pLJ4VDbH4mEtHq3SsnhUNsfiHn4eCQpHhI5UFo/K5lg8rMWjVVoWj8rmWNzDzyNB4YjQkcriUdkci4e1eLRKy+JR2RyLe/h5JCgc7HvXCJ1rhM41QucaoXON0JWC6NkkKBzse9cInWuEzjVC5xqhc43QlYLo2SQoHOx71wida4TONULnGqFzjdCVgujZJCgc7HvXCJ1rhM41QucaoXON0JWC6NkkKBzse9cInWuEzjVC5xqhc43QlYLo2RAOAAAAj5FgAQAAeIwECwAAwGMkWAAAAB4jwQIAAPAYCRYAAIDHSLAAAAA8FuEEa2BgYFfalStXnLzv1bIx4Prrf/TRRydOnKisrNy9e/f58+cfPnzofNl4KPHIefTo0cGDB22jxSQ8dGW/4WJZQlc4dPxgSznqtpL9g93K800LHFTbLlvg/ViKaoL17rvvHj9+/Fdpra2t8mfh971aNgZK+fonT56cmZl58uTJxsbGN7/5TfmZOV82Bko/ct5666133nkn83yd8NBZClR1/GBdh44frOvQqcT+YLfyf9N8B5WTZZMTPRXVBEt20scff6yv5UVLS0vh97cyfksulo2TUkKXSX5gO3bs2HbZOCkxdP/1X/916NChzc3NzDcTHjpL9jHGD1aVErpM/GCLDV2Sf7Bbzr5p5kG1xW82S1QTrKqqKtm1+lpeyJ+F39/K2Pculo2TUkKXaXp62rp2IXROQvfKK698//vft72Z8NBZClR1/GBdhy4TP9hiQ5fkH+yWs2+aeVBt8ZvNEtUEy/bDsJLofO97tWwMePL1FxYWvvKVr9y/f9/FstFVSug++eSTl19+OfvzCQ9dvg84WZbQ5fxATvxgt4oMXcJ/sFsOvqntoHKybHKip6KaYJWSICc8uS7968up57nnnvvZz3627TpjppTQHT58+Kc//am+TuAFsYt7CdsuS+jUtgkWP9it4kOX8B/s1nbfNPugcrJscqKnoppg2Zpy5c/C73u1bAyU+PUnJycPHDiQSqWcrDNmSgldWRbny8bAtl+zQFXHD9Z16Lb4wboNXcJ/sFsFv2nOg8rJssmJnopqgqUPIzx8+DDnQwrZ729l/JZcLBsnpYTu5s2b9fX1i4uLDtcZM6WELlP2Q0mJDZ2lQG8YfrCuQ8cP1nXo8r2ZkNBt5f+m+Q6qLX6zWaKaYIkrV67kHE4j3/uZP5Jil40Z16HLd1VXYNmYKeWoy/dmwkOX74jiB2txHTp+sKUcdfneTEjotvJ80wIHFb9ZmwgnWAAAAGYiwQIAAPAYCRYAAIDHSLAAAAA8FtUEy8UkpiXOPVnipKElLg4AACIkqvV6sZOYljj3ZImThpY+5ygAAIiQONTrTiYxLXHuSReThnq4OAAAiJY41OtOJjEtceT+EmerKH2yCwAAECGRr9cdTmJa7Ps2236scIZU4uIAACBaol2vO5/EtNj3bX3Pi70FVeLiAAAg0iJcrxc1iWmJc0+WON9qiYsDAIBoiWq9XuwkpiXOPeli0lAPFwcAANES1XrdxSSmJc49Weykod4uDgAAIoQaHQAAwGMkWAAAAB4jwQIAAPAYCRYAAIDHSLAAAAA8RoIFAADgMRIsAAAAj5FgAQAAeIwECwAAwGMkWAAAAB4jwQIAAPAYCRYAAIDHSLAAAAA8RoIFAADgMRIsAAAAj5FgAQAAeIwECwAAwGMkWAAAAB4jwQIAAPAYCRYAAIDHSLAAAAA8RoIFAADgMRIsAAAAj5FgAQAAeIwECwAAwGMkWAAAAB77X7kcfNU9AeUHAAAAAElFTkSuQmCC)
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