Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit391-05-20030110_155400_20030110_203900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/10 |
Start Time | | 2003/01/10 15:54 |
End Time | | 2003/01/10 20:37 |
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 | | 13.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit391-05-20030110_155400_20030110_203900-constBx0 |
Minimum Dst Value | | -22 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxNzowMjoxMSBFU1QgMjAxOGGh/YwAAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzOTEtMDUtMjAwMzAxMTBfMTU1NDAwXzIwMDMwMTEwXzIwMzkwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIFBvbGFyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAzLTAxLTEwVDE1OjU0OjAwLjAwMFoiLCAibWF4IjoiMjAwMy0wMS0xMFQyMDozNzowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjAuOTE4Njc5OTk5NSwgIm1heCI6NC43MzYxMjAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19bnMvgQAAAARnQU1BAACvyDcFiukAADDrSURBVHic7d1/VFTnnfhxBQKI1B2UChgwGHRjtmiNi6kGNGgxIZqmmO2mtPUHqTa6iW7ZrT9INFF3k8juao56bLSr6dpzTEOsx9BUjSeHDbu1G+qS1WbZQA0mqKSLinai2KJgcD9f7ndvZ+fOT7gz93Kf9+sPzp3Lvfd5Ps/nzjyfmbkzM+gWAAAATDXI6g4AAAA4DQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJhM6QJr0CClwweAvonEg+e77747bty4oEeORNO2mgts1Rn0h9KJ9Hcec34DQACReJAsKCg4ePCgJU3b6jE/+p2xVfhOovSwhvtU6fDhwzNmzEhISMjIyFi0aNH58+e19W63e+HChcOHD09NTV2/fr3XETQBWunp6Vm9erXL5UpJSamoqJCbXvsGPsJbb701a9asxMRE6dXixYsvXboU+LD+1vuLzt/2AaLzuT7AcXzyeRB/YxJ4rNrb27OysjzXhzs4Pjly5MMNKtw7hSkjHwn+zrTBgwenpaWVlpa2trYG2L0P/W9ra3vyySezs7Nvu+022au4uFgG02dnvFbKwp/8yZ94NiHLd999t+cG+r+ampoeffRRSUR8fHxeXt5PfvITbf2nn34q/Rw3btyQIUOk9a9+9as1NTVB+2zsTJ83MBo2bNj169f733QfRLTC0M8lOZHkTqHfpyLRmWiWSpRlQSk9QOE+RsycOVOeYMnMcfXq1Y0bN8o8pK0vKyuTx9/zvR577LEf/vCHYTW0a9euyZMnf9xLFnbv3h1i9zSzZ88+cuRIR0fHhQsXli5dOnfu3MCH9bfeX3T+tg8andf6oMcJ5SB9e9FRprEXX3zRc5twB8cnR458uEGFe6cwZeQjwd+Z9tlnn/3mN7/53ve+V1BQEGD3cPv/ySef3HHHHXLYxsbG3//+9zLp/uxnP3vwwQd9dsZrpSxIqfTmm2/q/3rjjTdkjbHA+vDDD2VS37x589mzZ6V2+eUvf/lnf/Zn2r+kre985zuywY0bNy5evPj666/ff//9gfvsszN93qDPuwzEAktbkKT/+Z//+Te/+c3IdYYCy1acOUDyUPLd7343rZcs6M+K5IR46aWXMjMz5VmpdvPv/u7vRo4cKU/vnnrqKXmg0Te79X9fFDE2ITNQUlKStjxixAiZjbRlmU6MD8SBT8Rp06bJlKYty0J+fn4oe/kkk9zQoUMDH9bfek+e0QXdPsRpPpR2gx6kDwWWTGA5OTmdnZ2e2/RncHxy3siHGJS/zvu7U/Rz5Lu7u5999tnRo0e7XC6pG7SVAe7vO3fulDomMTFx6tSpDQ0N2vqampp77rlHVsq/tErIeGf3GsNPP/10yJAhsrBs2TLPZ1CvvPKKrAncf59p+va3v/3000/7jNHfLp59279/v2cTEt1PfvITY+dlLn/++ed9NiHhSFD+OuDZaIAHyVt+Bj/wg2e4uxgft32m1d9p4OnUqVNSYkosw4YNmzdvXnt7eyjhBG5UTgA5oGwvAxU4cULuFHLXCNpW0N56DohnQ8bT2HPLoOHL04m//du/zc7OTklJefzxx69du6atN97vjG2FMu1Onz79tdde0zssdX9GRkYo5+EA5cwCS06FoqKi1l7yDPu5557T1kumv/rVr8rzUf2mbPZJL1nYsGGDvt5rwYucdps2bdKf3MsdRp4Casty/5FT0Gv7wKWSnOv6iS7H0XeXvVJTU2XGys3N3bZt282bN4MGXl1dXVhYGPiw/tb7iy7o9iFO80GPE8pB/I1JgLGaM2fOq6++6nWoPg+OP84b+RCD8td5f3eKfo68lAvSpdOnT//2t78tLy/XVga4v5eUlLS0tEjfNm7cqFck8ph+4MABmQDk8X3x4sX6xp4NeU45bW1ta9as0V7gkQpjxowZr7/+uixXVVXJcldXV+D++0yT9EFmO58x+tvF83FJejVu3Lh/+7d/k5u1tbWyLGuMD1wy1X300Uc+m3jooYcee+yxX/ziF7///e/9deNWCA+SAQbf3zHD3cX4uO0zrf4O62nixInvvPOOhCyT+vLly5csWRJ6OD4bXbdunYzkb3o98MADYRVYQcchQG89B8RfW8Ytg4a/ZcuWL3/5yx9//LHcv+bPn//Xf/3X2nqf9zuvtkKZdo8ePXr33XfLuar9S+59lZWVxigcw5kF1p133vnBBx9oy/JUIycnR1uWTJ85c0bfTG7qm/3Xf/2X52ZeC560ml2e0jU3N2trFixY8K1vfetCL3nKGBcXZ9wlQG9jYmK0x2ghC7GxsZ7/lWmgvr5e7s/6ae3PiRMnxowZoz9q+zts4OaM0QXePkB0XuuDHieUg2j8jYlx/dtvv33vvfdqV6t4Hqpvg+OPI0c+xKD8dd7fnaKfIz927Fj9xQNdgPu71Eba8u9+9zvtJSiRlZW1ffv2c+fOeYVgjEgnT+jlIUL71/nz52VkKioq5K9+zVm4gywD4lnZGF94MO7i9d8f/OAHjzzyyK3eN/v+8R//0biB1kpnZ6fPDly5ckVmxC9+8YuJiYkygCtXrvT5QkLQB8kAg+8v9nB3MT5u+0yrv8P6IyOQmZkZejj+Gm1qatKWZcfAiZMio7RXH8bBq7eeA+KzraBb+gx//Pjxv/71r7VlObfvuOMObdnn/c6rrRCn3SlTpmjPeD/88EPpgAymz+45gzMLLHnI0B9WZEFuasuSaa8rhf1t5rXgRU7N9evXT58+Xbt5+fJlmULkIVieL77wwgvp6ele2/t77NZuhvLcXZ5qe76y5bm7Rp7Fjh49+vjx4/qaPr9U4BWdrV7B8uQ5Jv7WT5gw4dixY8ZDmfgKliNHPvSg/HXe350i3MHxOts979q6APd3n8PyH//xHyUlJSNGjBg3bpz+vp6/jbX+rF27Vr+8TMizc9lAf48ylPHxIgNifAVLb/S2227zeodL4pIaznMz2SAjI+PHP/6x/NXfZfM6ToBXsHTykCiV06JFi/RXH726FHhsQxx8T+HuYnzc9vpv4MN6kidgkkc5LbWTSq+Dww3Hc3s9U17XIXhurD8DkWcd+iu7QdsK0Ft/n6Iw9tNzy6DhS+Ho+bxCP+V83u+82gpx2q2urr7rrrtu3rz5jW98Q57n+IzCMZxZYIX4zMDzyZksGDfzeofbk0wn+uUpnr7//e8br2EM8FhzK7SrT1pbW+Wx0t8RqqqqRo0a9d5774Vy2FCa84zOVtdgefI3Jp7rBxkE7ky4nXTkyIcVlL/Oe/K8U/Rz5KUkCusVLM/NvG7Kg/6hQ4f0ys94OYvnzatXr+ovWvzqV7+SZ94HDx68/fbb9Vfswh1kKWgqKiq8VuqN3n333b/85S89/1VXV5edne212aZNm+Li4vQ3WYwFlgz7iy++GLgnGrfb/bnPfc64PuiDpL/BD/Dg2YdXsEK5GcorWLLyRz/6kVT/MsHLX+OIhXsuhfUKlpegbQXtrVHg0zjoAaX0aWlpMR7W5/3Oq60Qh07ud/K8d9WqVXI+65f0OZUzCyx5uqm/GSwF+7p167T1xjvJAw88oF1eIAvGt8A///nPNzY26tsvWLBAbnZ1dZ07d2758uX6Ez55UiINySPUa6+9lpWVpb/E6tlQgN7u3LnT5+ePSktL5TSVU1AalXBWrFjhc/ctW7aMHj1av5MHPay/9f6i87d90Oi81gc9TigH8TcmoYyV56HCHRyfHDny4QYV7p2inyP/wgsvFBYWfvTRR57XgoR+f9cW5GyRmUDOFimwpJTUVnrd2T33vXTp0rPPPjt16tRbvZeayfTwr//6r7L85ptv3nPPPdo7fQH67zNNZ86ckab1TxFKOD/72c/0LaUklVb+5V/+5Uqv2tra3Nzcv//7vw9wQM/1+sKHH34oFeRLL70kI3P9+vXjx4/rnyK8//77X3/99fPnz0vupM9Lly596KGHfB4z8IOkv8H3Gk9PIebL3wD6u+nvsJ5kNN544w0ZCjmFZCiMIxbuuSTb69dgPfjgg2EVWEHbCtpbowCncSgH3Lp1q3RJjiD3jv/8z//8+te/rq33eb/zaiv0tMpTOFm5Z8+eUEZpQHNgSLd6X5+UKVb7OIMs6K9bGu8k2gdkUlJS/uIv/sL4IQ6ZbFwul35z//79EydOjI+PlwlDHo/kGYC2/pVXXpHHyqSkpNmzZ584ccKrCePLJ16kopdy3tVrzZo1+qupWnMJCQnyVEDOXX/XUhhfpOno6Ahw2MDNGaPzt32A6HyuD3CcUOIKPCahjJVnD8MdHHVGPtygwr1T9HPkpRp45plnMjMz5T4rdYO2MvT7u7YgNZ88U09MTJTy6J133tFWet3ZPUdg+PDhjzzyyOnTp2X9woULtQueNNKHxx9/PGiyfMZy9uzZb3/72zJKcXFxI0aMmDdv3rvvvquPxj/90z/l5eX9US9Z+NGPfhT0gIN8TcAyBcqRpVeSoylTpujfg/XP//zPsl6GUcZhzJgxTz31lJ47r2MGfpD0N/he4+kpxHz5i9ffTX+H9XT48GFJ/W233SbPIrZv324csXDPJdngiSeekMGRIfqbv/kbOXLQ/oc+DkF7a2Q8jcMK/7PPPpP148ePl8dSKfGrq6u19T7vd15thZ5WOQnHjRvX3d0dyigNaA4MCQBgCkdOexHy/vvvS6lqdS/CdvPmTeMHsyLqK1/5yo9//ONotmgV7jwAAN8osIIqLy9va2s7c+bMl7/85b/6q7+yujthq6+v1z8tGGmfffbZD37wgwkTJujf1OBs3HlgJeMbUjZ8QB8QnQyXI4OC6Tgrgtq6dWtmZubIkSO/853vDMQvHUhOTn755Zej05acTtnZ2VLSRac5y3HnAQAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYTJUCy+eH0gEAQJRZXRFEiTJxKpNRAABsS53p2MlxqlkyAwBgW+pMx8rEqUxGAQCwLXWmY2XiVCajAADYljrTsTJxKpNRAABsS53pWJk4lckoAAC2pc507OQ4vS5y7+7utrpHAAAojQLLGu3t7VlZWf5Gvz+fCpTtR40adfr0aTO6CQAA+oICyxpPPvnkiy++GKDA6vORtZosIyPj5MmTfT4IAADoDwosCzQ2Nubk5HR2dkaowEpJSZG/cXFxW7du7fNxAABAn1FgWWDOnDmvvvrqLf+jL+tTU1OTkpJyc3O3bdt28+bN0A8u+0rpVl5err2UVVxc3N7ebk6/AQBAaCiwou3tt9++9957e3p6bgUb/evXr9fX1+fn50u15PWvUH786NChQ1Klyc309PSampoIhQMAAIwosKJtwoQJx44d05ZDGf2zZ8+6XK7Qj+95zNbW1qKiIq3qqqio4NOFAABEBwVWtIX7a9tSJKWlpYV1fM+bUlRVVlbGxcXJ+ry8vJaWlj70GQAAhIUCy0peo6/fLC0tbWhouHHjRmNjY1FR0YoVK/p8TE1dXV12drb8Kzk5uaqqqj99BgAAQVFgWclfgbV///6JEycmJCTk5OSsXbu2s7Ozz8fUud1uqdu018zS0tLeeeedPncbAAAERoHlBKG/57hnzx5tGyndotY9AABUQ4HlNEEzOmXKFNkmJiamqakpOl0CAEA1FFhOE0pGFy9erH1FVhT6AwCAgiiwnCaUjLa3t7tcLtny6NGjUegSAACqocBygrC+90GzdetW2XLs2LF8ORYAAKajwHKaEDMqddX48eNl482bN0e6SwAAqIYCy2lCz+jRo0dlY5fL1dbWFtEuAQCgGgospwkrow8//LBsv2TJksj1BwAABVFgOU1YGW1ubo7rVV9fH7kuAQCgGgosJ+jDRe66iooK2aWgoCBCfQMAQEEUWE4Tbkbdbnd6errsxW8UAgBgFgosp+lDRrXfz8nMzAzrRw8BAIA/FFhO07eM5uXlyY4bNmwwvT8AACiIAstp+pbRY8eOyY6JiYktLS1m9wgAAOVQYDlBfy5y182fP1/2LS0tDbpld3f3smXLFi5c6Ha7+9YWAADORoFljfb29qysLH+j39PTs3r1apfLlZKSUlFRITdDP3KfM9ra2pqYmCi7Hzt2zN82J0+eXLduXUZGhlbJzZs3r29tAQDgbBRY1njyySdffPFFf6O/a9euyZMnf9xLFnbv3h36kfuT0eeff152nzRpktcPFGp11dixY71eKrv99tv73BYAAA5GgWWBxsbGnJyczs5Of6M/bdq0I0eOaMuykJ+fH/rB+5NR6VJ2drYc4Xvf+57b7TbWVampqUuWLKmpqTl//rz2OlZtbW2fmwMAwKkosCwwZ86cV1999Zb/0R82bFh7e7u2fPHiRZfLFfrB+5nRqqoqrZaKjY011lWer2xJ7SX/Kisr609zAAA4EgVWtL399tv33nuvdlmVv9GPiYnp6urSlmVBah2vDQYF1M8epqWlaccZMWKEsa7SNTc3yzbJyckdHR39bBEAAIehwIq2CRMm6FeR2/AVLPHBBx/MmTPnH/7hH3zWVZ4KCgqkub179/azRQAAHIYCK9pCecHJqmuwwiWl1SB+xxAAAAMKLCt5jb5+c+fOnZZ8ijBcHR0dycnJ0mJzc3PUGgUAwP4osKzkr8Dq6elZtWqVq9eaNWui8z1YfVNWViYtrlu3LpqNAgBgcxRYTmDuRe5hqa2tHdT7Q9FBL9gCAEAdFFhOE/2Mal+UdfTo0Si3CwCAbVFgOU30M6p9/3soP2IIAIAiKLCcJvoZbW1tlUYTExP57WcAADQUWE5g4TVYmuLiYml3x44d0W8aAAAbosByGksyqv3ATl5eXvSbBgDAhiiwnMaSjHZ2drpcLmm6oaEh+q0DAGA3FFhOY1VGly1bJk2vXLnSktYBALAVCiynsSqj9fX10nRqaipfiAUAAAWWE1h+kbsmNzdXWq+urraqAwAA2AQFltNYmNHNmzdL6yUlJVZ1AAAAm6DAchoLM9rW1hbXSxas6gMAAHZAgeU01ma0pKREOrB582YL+wAAgOUosJzG2oxWV1dLB3Jzcy3sAwAAlqPAcgKbXOQuuru7U1NTpQ/19fUWdgMAAGtRYEXb4cOHZ8yYkZCQkJGRsWjRovPnzxu36U/BZHlGV65cKX1YtmyZtd0AAMBClk/HUWOXOGfOnHnw4EG323316tWNGzfOmjXLuE1/smJ5RhsaGqQPLpers7PT2p4AAGAVy6fjqLFjnB0dHUlJScb1A7rAEnl5edKNqqoqqzsCAIA17DAdR4ft4rx27dqmTZvmzp1r/Jf2lehSe+Xm5m7btu3mzZuhH9YOGd21a5d0o7i42OqOAABgDTtMx9Fhrzi1i6tGjhzZ3Nzsb5vr16/X19fn5+eXl5f73N2fCPc9OLfbHR8fLz05evSo1X0BAMACdpiOo8N2cV65cmX9+vXTp08PvNnZs2ddLlfoh7VJRhMTE6UnSUlJLS0tVvcFAIBos8l0HAV2jFNqrKFDhwbeprW1NS0tLfRj2iSj2mVYIj09vba21uruAAAQVTaZjqPALnEuWLCgsbGxq6vr3Llzy5cv97wGS09GaWlpQ0PDjRs3ZMuioqIVK1aEfnybZLS7u/udd9558MEHpT9xcXF79uyxukcAAESPTabjKLBLnPv37584cWJ8fHxWVtbSpUsvX76s/0tPhrZNQkJCTk7O2rVrw/q+A1tlVMqsiooK7aWsZcuWyU2rewQAQDTYajqOKCfHabeL3L3s27dPuySrsLCwvb3d6u4AABBxNpyOI0SZOG2Z0fr6+vT0dOlbdnZ2Q0OD1d0BACCy7DkdR4Iycdo1o21tbVOnTpXuJScnV1dXW90dAAAiyLbTsemUidPGGe3s7CwrK9Pex9ywYYPV3QEAIFLsPB2by8lx2vwaLC+bN2+Oi4uTfv7pn/7pT3/6U6u7AwCA+ew/HZtFmTgHQkaPHj06ZMgQrRwsLi7mi7IAAA4zIKZjUygT5wDJqP71DZrc3NwdO3Z0dHRY3S8AAEwwUKbj/lMmzgGS0e7u7urq6qNHj27YsEH7gKF2/fvy5cv5mCEAYKAbKNNx/ykT5wDMqBRbBw4cKCws1F/QkmVZwxeTAgAGqIE4HfeNk+McWBe5B9DQ0LB8+fLk5GQtkBEjRnz96193u91W9wsAgPAM6Ok4LMrEOfAz2tHRsWPHjvHjx2tl1qRJk6zuEQAA4XHAdBwiZeJ0SkZbW1tjY2O1Gmvfvn1WdwcAgDA4ZjoOSpk4HZTRurq6JUuWaBe/Nzc3W90dAABC5aTpODBl4nRcRktLS7U3CrnmHQAwUDhvOvbHyXE65iJ3nzo6OsaOHStxlZeXW90XAABC4rzp2B+7xHn48OEZM2YkJCRkZGQsWrTo/Pnzxm16enpWr17tcrlSUlIqKirkZujHd2RG6+vrtV/XOXTokNV9AQAgOEdOxz7ZJc6ZM2cePHjQ7XZfvXp148aNs2bNMm6za9euyZMnf9xLFnbv3h368Z2a0a1bt0poqampra2tVvcFAIAgnDodG9kxzo6OjqSkJOP6adOmHTlyRFuWhfz8/NCP6eCMFhcXa99BysVYAACbc/B07MX8ODs7O9etW5eTk5OYmCh/n3vuuevXr4e++7Vr1zZt2jR37lzjv4YNG9be3q4tX7x40eVyhX5YB2dUxiQzM1MC3LBhg9V9AQAgEAdPx17Mj3PFihWzZs1qaGiQSkv+zpw587vf/W6ovek1cuRIn98+EBMT09XVpS3LQmxsrM/d/elPUDZXU1MT1+vYsWNW9wUAAL+cPR17Mj/OtLQ0z+uBZFnWhL77lStX1q9fP336dOO/eAUrgHXr1kmMmZmZ+hABAGA3jp+OdbYrsG711lhDhw41rucarAC6u7sLCgokzJKSEqv7AgCAb46fjnUReYuwqKjogw8+6OzslL+yHMpbhAsWLGhsbOzq6jp37tzy5cs9r8HSk7Fz504+RRiA1LIul0si3bp1q9V9AQDABxWmY01ELnJfu3btnXfemZiYKH+fffbZUC5y379//8SJE+Pj47OyspYuXXr58uU/dPF/k9HT07Nq1SpXrzVr1vA9WEbV1dUSqYz8yZMnre4LAADeFJmOb9nzaxrMos5F7p6WL18uwX7+859///33re4LAAD/hzrTsTJxKpPRzs7OYcOGSbzyl2/GAgDYijrTsflxNjQ05OfnDxkyxFavHtmhD1Fz//33S7yDBw+uq6uzui8AAPyBOtOx+XFOnTp148aNv/vd70w/cn+ok1HhdrtLSkok5NzcXF7EAgDYhzrTsflxJiYmXrt2zfTD9oGa12BpOjs7x44dK1FXVlZa3RcAAP4/daZj8+O84447WlpaTD9sP6mTUV1tba32iUKfX4sPAED0qTMdmx/nyy+/XFJS0tbWZvqR+0OdjHoqKyuTwIuKiqzuCAAA/48607E5cQb+EUA7jKYd+hB97e3tqampEvvevXut7gsAAApNx8rEqUxGvezbt09ilzKL3ygEAFhOnenY/DgHDx5s+jH7xm6volmlqKhIwi8rK7O6IwAA1akzHZsf5+233/7f//3fph+2n9TJqFFLS0tiYqKMQE1NjdV9AQAoTZ3p2Pw4X3rppUcfffTMmTNh/VZgpKmTUZ8qKytlBMaOHdvZ2Wl1XwAA6lJnOjY/Ti5yt6Hu7u5JkybJIFRUVFjdFwCAutSZjpWJU5mM+lNXVxfXq6Ghweq+AAAUpc507OQ47fYqmuWWL18u4zB16lR+PwcAYAl1pmO7xPnWW2/NmjUrMTExIyNj8eLFly5dMm7Tn4JJnYwG0NHRkZmZKUOxY8cOq/sCAFCROtOxXeKcPXv2kSNHpAK4cOHC0qVL586da9ymP1lRJ6OBVVdXy1C4XK7W1lar+wIAUI4607Ed47x69erQoUON6ymwTPG1r31NRqOkpMTqjgAAlKPOdGzHOKurqwsLC43rtW8kT0pKys3N3bZt282bN0M/pjoZDaq1tdXlcsmAyDhb3RcAgFrUmY5tF+eJEyfGjBlz6tQpfxtcv369vr4+Pz+/vLzc6182/z1E+9i+fbsMyIgRI9xut9V9AQAoRJ3p2F5x1tbWjh49+vjx40G3PHv2rMvlCv3I6mQ0FFVVVVrR+YUvfKGjo8Pq7gAAVKHOdGyjOGXWHzVq1HvvvRfKxq2trWlpaaEfXJ2MhkK71F1TUFBAjQUAiA51pmO7xLlly5bRo0c3NTUZ/6Uno7S0tKGh4caNG42NjUVFRStWrAj9+OpkNEQ1NTVS0aanp1NjAQCiRp3p2C5xGi+Z0qd8PRn79++fOHFiQkJCTk7O2rVrg/6sHtdgBSUVLTUWACBq1JmOlYlTmYyGixoLABA16kzHysSpTEb7gBoLABAd6kzHysSpTEb7hhoLABAF6kzHysSpTEb7jBoLABBp6kzHTo6Ti9zDRY0FAIgodaZjZeJUJqP95FljffLJJ1Z3BwDgKOpMx8rEqUxG+0+vsQYPHjxnzpwNfjz55JNTpkzZtm1bP5vr7u42pdsAAPtTZzpWJk5lMmoKqbEC/7Cjp5qamj439NRTT8XHxz/zzDMmdh4AYFvqTMfKxKlMRs2ycePGnJycJ554wt8rWA8//LBWYCUmJu7atasPTUhlFhMTI0e47bbbTp48aXoIAAC7UWc6dnKcXOQeaWfOnJEKTBve0tLS0K+L7+7urqio0HaMjY2Vv3FxcVu3bo1obwEAllNnOlYmTmUyGn1VVVXJyckywmPHjg3lhaiWlpa8vDytqKqsrJSyrLy8XCu2iouL29vbo9BnAIAl1JmOlYlTmYxaorm5edKkSaG8XahXY9nZ2XV1dfr6Q4cOpaamyvr09PT+XNQFALAzdaZjZeJUJqNW6ezsXLZsWYC3C2VNWVmZvoHb7fbaoLW1taioSNugoqKCTxcCgPOoMx0rE6cyGbWWv7cLZVnWyHr57549e/ztLkVVZWVlXFycbJmXl9fS0hKNTgMAokWd6djJcXKRuyWMbxdu3bpVq5lkfVNTU9Aj1NXVZWdna9WYVGwNDQ1tbW2R7zgAIOLUmY7tEudbb701a9YsmZIzMjIWL1586dIl4zY9PT2rV692uVwpKSkVFRVyM/Tjq5NRO/B8uzA+Pl5bKC8vl/UhHsHtdpeWlurFcUJCAjUWADiAOtOxXeKcPXv2kSNHOjo6Lly4sHTp0rlz5xq32bVr1+TJkz/uJQu7d+8O/fjqZNQ+Vq5cqZVHSUlJhw4d6sMR9uzZo9dnTzzxhPGyLQDAwKLOdGzHOK9evTp06FDj+mnTpkkRpi3LQn5+fujHVCej9iHlcl5eXkZGRn8+Ffjv//7vd911l1ZjuVyuDRs2UGYBwMClznRsxzirq6sLCwuN64cNG6Z/SdLFixdlug39mOpk1JFOnjxZUlJCmQUAA50607Ht4jxx4sSYMWNOnTpl/FdMTExXV5e2LAuxsbFeGwwKKOJdR4RRZgHAQKfOdGyvOGtra0ePHn38+HGf/+UVLNyizAKAgUyd6dhGcVZVVY0aNeq9997ztwHXYEHnWWYlJCRIXf7zn//c6k4BAIJQZzq2S5xbtmyROdLnlyTpydi5cyefIoQnKbNmzZqlfx/E5s2bQ/8mCABA9KkzHdslTuMlU/pvrejJ6OnpWbVqlavXmjVrgn4PFtdgqaC7u3vChAmxsbFalrOzs/fu3Wt1pwAAvqkzHSsTpzIZVVNnZ+fRo0e1b5Af1PuV8fxiNADYkDrTsTJxKpNRlXV3d+/duzczM1Mrs4qKijx/DxEAYDl1pmNl4lQmo+js7KysrHS5XFqZVVZW1tLSUldXx+VZAGA5daZjZeJUJqPQuN3u8vLyxMRESb12hdaECROs7hQAqE6d6djJcXKRO5qbm+fPn6+dAIMHD163bh1fmgUAFlJnOlYmTmUyCqM33ngjJyeH7yYFAMupMx0rE6cyGYU/fAU8AFhOnelYmTiVySgCo8wCAAupMx0rE6cyGUUoKLMAwBLqTMdOjpOL3BGYZ5kVGxs7YsSI7du319bWNjU16T8rDgAwkTrTsTJxKpNRhEvKLP0r4L1kZ2fn5eUVFxeXlZX95V/+5aJFi06fPm11fwFgAFNnOlYmTmUyij5oa2v70pe+NHr06Hnz5hUWFo4dO1b/nlIvsbGxy5Yta25utrrLADAgqTMdKxOnMhmFWbq7u7WvgD906NDevXuTk5M9K62SkpJjx45Z3UcAGGDUmY6ViVOZjCJCGhoaduzY8e677y5btkz7gngxderU6upqKcWs7h0ADAzqTMdOjpOL3BEhbW1tGzZsSE1N1U6tsWPHSu3Fbx0CQFDqTMc2ijNoJdSfgkmdjCJqpKKSukqqK+2EHD58eGFh4YEDB6zuFwDYlzrTse3iDFxgReKwQH90d3dXV1dPnTpVK7MGDx78/vvvW90pALApdaZj28VJgYUBavHixVqNddddd7W1tVndHQCwI3WmY9vFGbjASk1NTUpKys3N3bZt282bN005LGCWn/70p+PGjZOTLTMzs6mpyeruAIDtqDMd2y7OoEN//fr1+vr6/Pz88vJy474BRKzLwB+43e6CggI539LT0+vq6qzuDgDYizrTse3iDHHoz54963K5TD8s0H8dHR0PP/ywnHLJycm1tbVWdwcAbESd6dh2cYY49K2trWlpaaYfFjBFd3d3aWmpnHVxcXF8rhAAdOpMx7aL0zj0+hqZsRoaGm7cuNHY2FhUVLRixYr+HBaItPLycq3G2rFjh9V9AQBbUGc6tlGc/i6Z0pf3798/ceLEhISEnJyctWvXBv1eR67BguUqKyu10+/555+3ui8AYD11pmNl4lQmo7CbXbt2xcXFyRlo/FgGAKhGnelYmTiVyShs6MCBA1qNNW/evPb2dqu7AwCWUWc6ViZOZTIKezp27NjQoUPlPIyJiXnttdes7g4AWEOd6ViZOJXJKGzr5Zdf1q8ILCws3LNnT0dHh9WdAoCoUmc6dnKcXOQOW+nu7l6yZMmYMWMSEhK0czIxMbG0tPTQoUPyL6t7Fza3211TUzMQew7AQupMx8rEqUxGYX8dHR179+4tKirSq//U1NTy8vL6+nqruxaGnJwc6XlZWZnVHQEwkKgzHSsTpzIZxQDS2tpaWVmZm5urV1p33nnn3Llz33zzTau7FsjJkye1r1EV9913n9XdATCQqDMdKxOnMhnFQCQlS3l5eXp6ul5pyfL8+fP37t3b1tZmde/+4NChQ4WFhVoPY2Nj77nnnubmZqs7BWAgUWc6ViZOZTKKgau7u3v8+PFyrsbHx3tePpibm7ty5cqjR48G/XLdCJF2pdTTX2lzuVzSH1tVfgAGCnWmYyfHyUXuGHDa29urqqrkb1NT09atW4uLi5OTk/VzODExccaMGVOmTHnkkUdqa2tPnjzZ0tIS0f643e7Kykr9pbXMzEzplayMaKMAHEyd6ViZOJXJKByms7NTaqmKioq8vLxBfrhcruzs7MLCwpKSkrKysiVLljz22GM///nP+9xoa2vr5MmTR40apX13l5g0adK+ffv4zCCAflJnOlYmTmUyCgdrb29/+umnY2Ji4uPj77vvvtzc3MzMTH9VV7gXcknxVFdXV1lZWVxcrH+RhJCbNTU1UYgOgArUmY6ViVOZjMLxpFryuhhLCq/m5uba2toDBw5s375d+1mez33uc0Ev5PIsqjzfi9TejkxNTT18+HDU4wPgZOpMx8rEqUxGgaampn379kkh5e9Cri996Utf+MIXvvjFL3oVVZMmTSovL6+uruYqKwARos507OQ4vd4usbo7gGUCXMhFUQUgmtSZjm0UZ9BKqKenZ/Xq1S6XKyUlRaYKuRnWwc3oIzDgtbe3P/roo3KPuOuuuyiqAESZOtOx7eIMMPS7du2aPHnyx71kYffu3aYcFlBQS0sLHwkEEH3qTMe2izPA0E+bNu3IkSPasizk5+ebclgAABAd6kzHtoszwNAPGzasvb1dW7548aLL5TLlsAAAIDrUmY5tF2eAoY+Jienq6tKWZSE2Nta4bwAR7DQAAAiBOtOx7eLkFSwAAJxKnenYdnFyDRYAAE6lznRsuziNQ6+v2blzJ58iBABg4FJnOrZRnP4umdKXe3p6Vq1a5eq1Zs2aoN+DFfiSLAAAEH0RrCTsRJU4Qxed3Duplag1RCu04oxWotYQrdCKkxoacBgXb0469R12B6MVWnFGK1FriFZoxUkNDTiMizcnnfoOu4PRCq04o5WoNUQrtOKkhgYcxsWbk059h93BaIVWnNFK1BqiFVpxUkMDDuPijXPFtkiNPZEX2yI19kReFEGavXHq2xapsSfyYlukxp7IiyJIszdOfdsiNfZEXmyL1NgTeVEEafbGqW9bpMaeyIttkRp7Ii+KIM3eOPVti9TYE3mxLVJjT+RFEaQZAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTOb/AGvS/vNb/6le/euCBB4YOHTpq1KhXXnnFuGNPT8/q1atdLldKSkpFRYXcDLwe4fKZmkH/17Bhw4w7kpqI8pmXjz766OGHH3b1kgW5adyRvESaz9S43e6FCxcOHz48NTV1/fr1PnckNZHz1ltvzZo1KzExMSMjY/HixZcuXdLWhzK25MXZnF9gabwekk6dOpWVlbVv377f/va3Z8+e/cY3vmHcZdeuXZMnT/64lyzs3r078Hr0TYDv3HvppZdWrlxpXE9qosArL9OmTVu7dq2719NPPy03jbuQl+jwSk1ZWVlpaen5Xo899tgPf/hD4y6kJnJmz5595MiRjo6OCxcuLF26dO7cudr6UMaWvDibogWWVFQ7duwIvKVMIXK30ZZlIT8/P/B69I2/AuvGjRtjxoz55JNPjFuSmijwyktSUtLVq1e15StXrshN45bkJTq8UjNixAiZ2rVlqbEKCgqMW5Ka6JD7yNChQ7XlAGNLXhShaIGVlpb27LPPZmRkDB8+fOHChfKk3LjlsGHD2tvbteWLFy+6XK7A69E3/gosedL2+OOP+9yS1ESBV16+9rWvPffcc59++qncWdatWyc3jVuSl+gwFlgyqtqyVFqew0tqoqy6urqwsFBbDjC25EURihZYsbGx8+fPv9CrtLS0rKzMuEtMTExXV5e2LAuyS+D16BufBdZnn332x3/8x42NjT53ITVR4JWXTz755I477tAuAJKF3/zmN8ZdyEt0eKVmwYIF3/rWt7RHs29+85txcXHGXUhNFJw4cWLMmDGnTp3SboYytuTF2RQtsOT5gedzvtTUVOMuPLeIDp8FVlVV1Ve+8hV/u5CaKPDKS1FR0dNPP61fgyU3jbuQl+jwSs3ly5elrkpJSUlLS3vhhRfS09ONu5CaSKutrR09evTx48f1NaGMLXlxNkULrIKCAs+rFnwWWLw7Hh0+C6xJkyb94he/8LcLqYkCr7wMGTLE3zVYOvISHQE+F/L9739fii3jelITUfKEcNSoUe+9957nylDGlrw4m6IF1iuvvKK/qF5aWup5rY++5c6dO31+jsPfevSNcbY4fPjwfffdF2BLUhMFxk8Rrlu3TnsF65lnnvF5xS55iQ6v1MhDWWtrq+Tltddey8rK+vWvf23cktREzpYtW0aPHt3U1OS1PsDYkhdFOL/A8vpeJX39c889l5qampKSsmDBAp8Xuff09KxatUr74p81a9Z4fkOJz/UIl7/UFBQUVFdX+9xeWyA1EeUzLx9++GFxcfEf9XrooYdOnz7tub22QF4izWdq5OniqFGjkpKSZs+efeLECa/ttQVSEzmDDDo6Om4FHFvyogjnF1gAAABRRoEFAABgMgosAAAAk1FgAQAAmMzhBVa4P8Ppb/3hw4dnzJiRkJAgx1m0aNH58+d9NhfgFzp9/kqrkc/N+OFPAAAGFocXWOH+DKe/9TNnzjx48KDb7b569erGjRulaPPZXNBf6AxaYPncjB/+BABgYHF4geUplJ/hDOXr3aRc8/kti6Hs3rcCiy+dAwBgYFGowArlZziD/kDBtWvXNm3apL8S5iXo7n0rsPjZBAAABhZVCqwQf4Yz8E9saldHjRw5srm52WcrQX+hs28FFj/8CQDAwKJEgRX6z3AGfa3oypUr69evnz59unbT65r0cF/B8nflO69gAQAwoDm/wArrZzhDudpJaiz9Wi4vXIMFAABuOb7ACvdnOP2tX7BgQWNjY1dX17lz55YvX+7vGqygv9DZtwKLH/4EAGBgcXiBFe7PcPpbv3///okTJ8bHx2dlZS1duvTy5cs+mwv8654+f9g4cIeDHhYAANiQwwssAACA6KPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMNn/AJCJS188INX6AAAAAElFTkSuQmCC)
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