Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-07-20020606_025900_20020606_074300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/06 |
Start Time | | 2002/06/06 02:59 |
End Time | | 2002/06/06 07:41 |
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 | | -12.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-07-20020606_025900_20020606_074300-constBx0 |
Minimum Dst Value | | -8 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIEp1bCAxNyAwNDo0OTo1MSBFRFQgMjAxOC1VTYAAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyOTktMDctMjAwMjA2MDZfMDI1OTAwXzIwMDIwNjA2XzA3NDMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdlb3RhaWwgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDYtMDZUMDI6NTk6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA2LTA2VDA3OjQxOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4xMDU4MTY5OTk1LCAibWF4IjowLjQyMzM0MzAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0MqV0aAAAABGdBTUEAAK/INwWK6QAAO2hJREFUeJzt3X9UFeedP/AICAiUXBQFDBIMaoklBg0xGNAiRUvUpKRLs6RBJf4oJtWE3aKSiBF3TaR7NIs9biUrpuQc0hDDMZwGlZN1w+4hG+Liql0aWEMaVNJFxeQ2XturYPD7+fKcMzu9987cuZe58+t5v/7wDNeZeX58Zu7zmR935o7bAAAAAKCqO/SuAAAAAIDVIMECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkvCdYdd/DSUgAAFQXiy/Ojjz6aOXOm1zUHomgLjwUWbppJ8RIPqS0PWyQAgIxAfElmZ2cfOXJEl6Kt950vtEjFplmvl3TBSyf6eqh0/Pjx3Nzc8PDwhISEtWvXXr16lX1ut9tXrVo1ceLE2NjYHTt2CPNLfe5iZGRky5YtNpstJiamoqKC/hRKF4uOjva4uFStpFYr9bmv6yFnz55dunRpZGTk1KlTDx065N/8PvWJVCVd+sprCHztHPS8/NY4ODg4bdo0cc8fPXp00aJFYWFh1KjVq1dfunRJxZ4PBJedXWjpuHHj4uLiioqK+vv7ZRb3o/4DAwPPPvtscnLy+PHjaan8/HzqNI+VcfmQJmbPni0ugqbvvfdej2NqT0/PD3/4Q9oFQkNDMzIy3nnnHfb5H//4R6rnzJkzJ0yYQKX/4Ac/OHHihNc6u1fG7xnc0UZ148aNsRfth0CnDjKx9pWvVZXfljSAtMwFL93h63fEkiVLjh075nA4Ll++XFpaunz5cvZ5SUkJff9eGvXEE0+8/vrr8p+7qK2tnTdv3uejaOLgwYPu87z66qvl5eUeF5eqldRqpT73dT3nzp2jMbWhoeGrr766cOHCk08+6d/8PvWJVCWlQikVAl87Bz0v5r410uDxyiuviKOwePHiI0eOUIJ77dq1nTt3UgapYs8HgnuCxSa++eabP/zhDz/72c+ys7NlFve1/l988cXdd99Nq+3u7v7zn/9MWfV77733/e9/32NlXD6kCUqVfvOb3wj/9e6779In7gnWp59+Stnhnj17KO6Uu3z88cd/9Vd/xf6Lylq/fj3NcPPmzStXrrz99tvf/e535evssTJ+z+D3IqZLsORj7SskWGZn+u6gr5Lnn38+bhRNCEdFFGkaGxITE+molP3585//fMqUKXR499Of/pS+aITZbv/lIbt7ETRsREZGsulJkybR0MimaSAXvoilPnexYMECGl/ZNE1kZWW5zEAVmz59Ou2lXhsurpXUar0Wp3A9NE7v379feXOk5vfI10pK7cNSIRhL53jET8+7b400bKSkpDidTqkoUO4YEREhv36FPT88PLx9+/akpCSbzUZ5A/tQZn8/cOAAjW3h4eGZmZldXV3s8xMnTsydO5c+pP9imZD7zu7Slj/+8Y8TJkygiQ0bNoiPlA4dOkSfyNffY7esWbPmhRde8NhGqUXEdTt8+LC4CGrdO++84175H//4x7t27fJYBDWHGiVVAXGhMl+StyU6X/7L09dF3L+3PYZVajMQo4MNSjGpLdHR0Y8//vjg4KCS5sgXShsArZDmp47yI9aUwf/93/99cnJyTEzM008/ff36dZ96yWuLPPan+9Yu7mGv65Sqs/vu6V6WktF54cKFb731llBhOjxISEhQsrmagukTLIpxXl5e/yg6kn7ppZfY5xTCH/zgB3Q8KvxJs30xiiaqqqqEz10m3DU3N+fk5LBpGsXpEJBN03BO25b85y5oIxa2YJrffTYaA2gjVtJwca2kVuu1OIXrod2D+pm2e9oPV61aZbfb/ZvfI18rSZGKjY2lUTwtLW3fvn23bt1in0uFYCyd4xE/Pe++NS5btuzNN9+8LbG/0Jfv7t27hdNyY+x5Sheofz777LOvvvqqrKyMfSizvxcUFPT19VEddu7cKWQk1BVNTU30zU5f3GvXrhVmFhckHksGBga2bt3KTvBQhrFo0aK3336bphsbG2l6aGhIvv4eu4XqQMOYxzZKLSL+XqJazZw58z/+4z/oz7a2NpqmT9y/uCj0v//97z0W8cgjjzzxxBMffvjhn//8Z6lq3FbwJSnT+VLr9HUR9+9tj2GVWq3YnDlzPvjgA2oyjdYbN25ct26d8uZ4LLSyspJ68g+jli5d6kes9+7d+73vfe/zzz+nTbq4uPhv//Zvfeolry1ScgbLpYe9rlOqzh53T5eylIzOra2t9957L23S7L9oJ62urpbqQNMxfYJ1zz33fPLJJ2yaDjXo8JpNUwjPnz8vzEZ/CrP97ne/E8/mMuHi9OnTdBAv7DMrV6586qmnLo+iQ8aQkBD5z10EBQWx72hCE8HBweL/pY1s1qxZ3d3dXlvtUiup1coXp3w9NEG7FmtdUVFRSUmJf/P70SfulWRoyOzs7KTvPmHflgqB353jET897741vv/++/Pnz2f3A0kdK0+ZMqW3t3eMncPMmDFDOHkgkNnfKTdi03/605/YKSgybdq0X/ziFxcvXnSpqnvNBXSkTl8R7L8uXbpEYaqoqKB/hXvLfN1yaFMUZzbuZxTcF3H539dee+2xxx67PXqx75//+Z/dZ2ClOJ1OjxX4+uuvaai7//77w8PDqQPLy8s9niHw+iUp0/lSbfd1EffvbY9hlVqtFOqBxMRE5c2RKrSnp4dN04IemyAf69TU1P/5n/9h07Q53X333V5r4lOLFCZY4h72uk6pOnvcPV3KUjg6P/jgg+yw7dNPP6UKUJ97rJ4ZmT7Boq8M4WuFJuhPNk0hFN8ZSn9KzeYyIUbHi0lJSSdPnhQ++fLLL2nwpq9gOl58+eWX4+Pj5T932cHkj93pKPnRRx8Vf+KyuFSt/DtV4NN6xCeHYmNj/ZvfI18rKXbhwgVhfqkQqHgGi6ued98a77vvvvb2djbtcX+hL+gdO3YsXLjQayU9fu6ytYt3bYHM/i6eTfjzv/7rvwoKCiZNmjRz5kzhup7UzKw+27ZtE24jI3TYTTMI1yhl6i+FNkX3sxpCoePHj3e5wkXtohxOPBvNkJCQ8Otf/5r+Fa4fuaxH5gyWgL4SKXNavXq1cJbRpUryfauw88V8XcT9e9vlf+VXK0YHYBRH+kJgG5WQB/vaHPH8QqSkrpLLx5pyNXEqL0RZYU28tkhhgiXuYa/rVFJnqbIUjs7Nzc3f/va3b9269eSTT9LhkHsTzMv0CZbC3F98cEYT7rOxC9JiNMBMnTr11KlTUkX/0z/9E43oyj+/7e3uk/T09A8//FCqOJla+XGzi0/ryc7OFt/eJAzbvs7vka+VFOvv76dxxf1zcQjUugeLq56/7WlrvMON+zopx1LlBjVCKZFPZ7Bcqir+k77NW1pahJzbZWd3mfnatWvCSYuzZ8/SIfWRI0fuuusu4cycr1sOJTQVFRUuHwqF3nvvvR9//LH4vzo6OpKTk11m2717d0hIiHD1xH1MpQ3+lVdeka8JY7fbv/Wtb7l/7vVLUqrz3b88BX6cwVLyp5IzWPThG2+8QcddNHLTv+495uu2pOQMlnysKY3o6+tzX0phx3ptkccqyW/tXtcpVWePu6dLWQp7mHZPOnjbvHkzbfbCnX/WYPoEiw43hau8lIlXVlayz913kqVLl7LbC2jC/SL35MmTxVdD9u7dm5SUJOxOgqeeeooKom+ot956a9q0acK5U6nPXRw4cEDq90dHjx59+OGH5RsrVSup1Up97ut6Dh06JFx9KyoqEu7L8XV+n/pEqpK0QtpXaT+keFHoN23axD6XCoGvnYOev61gaxTvXytXrqRYDA0NXbx4cePGjcLZkTH2/Msvv5yTk/P73/9efJOH8v2dTVAn0Fc8bS2UYFFeyz502dnFy169enX79u2ZmZm3R28po+/9f//3f6fp3/zmN3PnzmVXf2Tq73GEO3/+PBUt/LKMmvPee+8Jc9LBAJXyb//2b1+PamtrS0tL+4d/+AeZFd72NKZ++umnlEG++uqr1DM3btw4efKk8CvC7373u2+//TYl3BQjqnNpaekjjzzicZ3yX5JSne/Sn2IK4yXVgVJ/Sq1WjHrj3Xffpa6gTYi6wr3HfN2WaH7hHqzvf//7fsS6pqaGSqT/og3yv//7v//6r/9aviYuHeu1RR6rJLO1K1mnVJ097p4uZSmPPh120od1dXXiD2XOjJqF6RvgdDppiGW/U6AJ4YSk+07CfiATExPzzDPPiH/OwCZo5LPZbOLNy4XD4bg9OoDR/hMREbFkyZLTp08L65f63AWl6pSn20Zt3bpVfJo0Ozu7ublZvrFStZJardTnvq7n9uiFktjYWOo9Gk2FW6d9nd+nPpGq5OHDh+fMmRMWFkbHQ7QDCxGXCoGvnYOev61gaxTvXywioaGhlNfS4E3Hwar0PGUDL774YmJiIrWF8gb2ofL9nU1Qtk2H4OHh4ZQeffDBB+xDmZ194sSJjz322GeffUafr1q1it3wxFAdWMIqU3+pIeHChQtr1qyh7TMkJGTSpEmPP/74Rx99JPTGr371q4yMjDtH0cQbb7zhdYUex1Qa22jNVCuKxYMPPig8B+tf//Vf6XPqRuqH6dOn//SnPxVi5LJO+S9Jqc536U8xhfGSaq/Un1KrFaODBAr9+PHj6ZDmF7/4hXuP+bot0Qw/+clPqHOoi/7u7/6O1uyxCTKx/uabb6gmqamp9PVFWbWwiynsWK8t8tir7lu7T70kVWePu6dLWcqjT9vqzJkzh4eHPfa8eZm+AQAAMHYWGM8089vf/pZSVb1rESi3bt2S+p1WgDz66KO//vWvtSxRG9ijAAAACZZ3ZWVlAwMD58+f/973vvc3f/M3elcnUDo7O4VfCwbaN99889prr913333CkxqsBHsUaMT96pgBv9BNUUlfWbJRoDpsFV7V1NQkJiZOmTJl/fr1VnqagIuoqKhf/vKX2pRFW11ycjKldNoUpzHsUQAAAAAqQ4IFAAAAoDIkWAAAAAAqQ4IFAAAAoDIkWAAAAAAqQ4IFAAAAoDJeEiyPv1QHAAAAjemdEWiEm3ZyE1EAAADD4mc4tnI7+UyZAQAADIuf4ZibdnITUQAAAMPiZzjmpp3cRBQAAMCw+BmOuWknNxEFAAAwLH6GY27ayU1EAQAADIuf4Zibdlorog6HQ+8qAAAA+Mxiw7EMK7fTqr8iXLt2bXBw8Isvvqh3RQAAAHxjpeFYHjfttEpE+/r6KLui5oSGhp45c0bv6gAAAPjAMsOxV1q3c2RkZMuWLTabLSYmpqKigv6UmnNwcHDatGniSChf1p01ItrT0xMfH09tCQoKon9DQkJqamr0rhQAAIBS1hiOldC6nbW1tfPmzft8FE0cPHhQas5nn332lVdeEUdC+bLuLBDR9vb2qKgoakhOTg5ln2VlZezSZ35+Pv2pd+0AAAC8s8BwrJDW7VywYMGxY8fYNE1kZWV5nK27uzslJcXpdIojoXBZj8we0aamJpZdFRYWDg8Psw9bWlpiY2Ppw/j4+BMnTuhbQwAAAK/MPhwrp3U7o6OjhdMtV65csdlsHmdbtmzZm2++efsvI6FwWY9MHdG6urqQkBBqQllZmZBdMf39/Xl5eexUVkVFhcv/AgAAGIqph2OfaN3OoKCgoaEhNk0TwcHB7vO8//778+fPZ7dYiSPhdVlLvr67urqa1X/Xrl0eZ6CkiuZhGVhGRkZfX5+2FQQAAFDKvMOxr4x4Buu+++5rb29n05yfwWI3WlHyVFtbKz9nR0dHcnIyzRwVFdXY2Oh0OrWpIQAAgHImHY79YMR7sKROPnF1D9bw8HBhYSFVOzw8vKmpSckidru9qKiI9VhoaOisWbPwPFIAADAU0w3HftO6nQcOHJD6JaDHThd/KLOsV+aKKCVG7M6qqKgo4WSeQnV1dZRdsTTrvffeC1ANAQAA/GCu4XgsdHgO1ubNm22jtm7dKn6WldcES2ZZr8wS0eHh4W3btrEHgMXHx3d1dfmxkqNHj4aFhdEasrKycBILAACMwyzD8dhx006TRLSpqYmdfKLsqre31+/1CI8kzc7ORo4FAAAGYZbheOys3E4z/orw5MmTrLYNDQ1jXBVyLAAAMBqzDMdjx007TRJRyquoqnPnzlVlbcixAADAUMwyHI8dN+00SUTZve1eH8qgHHIsAAAwDrMMx2PHTTvNENH+/n72XAa73a7iapFjAQCAQZhiOFYFN+00Q0R37dpF9SwqKlJ9zcixAADACEwxHKvCyu003U3uM2bMoHq2trYGYuXIsQAAQHemGI5VwU07DR/R9vZ2qmRiYmLgXtiMHAsAAPRl/OFYLdy00/ARXbduHVWyoqIioKUgxwIAAB0ZfzhWCzftNHZEnU5nVFQUVZISoECXJeRYU6ZMOXnyZKCLAwAAEBh8OFYRN+00dkTZ468yMzO1KY5djiTp6enalAgAAHDb8MOxirhpp7Ejqvrjr+QNDw9PnTqVSpw9e7Y2JQIAANw2/HCsIiu30yy/IgzQ46+UFBoVFRW4e+oBAABcGHk4Vhc37TRwRAP3+Ct5qampVG5HR4fG5QIAALeMPByri5t2GjiiAX38lYwNGzZQudXV1RqXCwAA3DLycKwubtpp1Ihq8PgrKY2NjVR0Xl6exuUCAAC3DDscq46bdho1oto8/soju93O7v1yOp3alw4AABwy7HCsOm7aaciIavn4K4/S09Op9La2Nl1KBwAA3hhzOA4EK7fT+L8i1PjxV+7KysqoAlVVVXpVAAAAuGLM4TgQuGmnISOq8eOv3DU3N1MFcnJy9KoAAABwxZjDcSBo3c6RkZEtW7bYbLaYmJiKigr6032eo0ePLlq0KCwsLCEhYfXq1ZcuXWKfj+WMlAEjqsvjr1zgNiwAANCSAYfjANG6nbW1tfPmzft8FE0cPHjQfZ7FixcfOXKExv5r167t3LkzNzeXfT6WqBgwono9/spFZmamLg+JAAAADhlwOA4Qrdu5YMGCY8eOsWmayMrKkp/f4XBERESwaYslWHo9/spFRUWFXj9jBAAA3hhwOA4QrdsZHR09ODjIpq9cuWKz2WRmvn79+u7du5cvX87+pKjExsZSvpWWlrZv375bt24pL9doEdXx8VcuKMPT90Z7AADgh9GG48DRup1BQUFDQ0NsmiaCg4Ol5mQ3Wk2ZMqW3t1f8+Y0bNzo7O7OyssrKyjwuIkX1toyFjo+/cuFwOEJG0YTedQEAAIsz2nAcOIY+g/X111/v2LFj4cKF7v914cIF+WVdGCqiuj/+ygVuwwIAAG0YajgOKKPfg0U5VmRkpPvn/f39cXFxyss1VER1f/yVi8rKSqpPeXm53hUBAACLM9RwHFBat/PAgQNSvyIUOn3lypXd3d1DQ0MXL17cuHGjcA9WUVFRV1fXzZs36X/z8vI2bdqkvFxDRVT3x1+5aGtro/qkp6frXREAALA4Qw3HAaXDc7A2b95sG7V161bxc7CETj98+PCcOXNCQ0OnTZtWWlr65Zdfij8PCwtLSUnZtm2bT49uMk5EjfD4KxfUk1QfqpVxqgQAAJZknOE40Lhpp2EiapDHX7nIycmhWjU3N+tdEQAAsDLjDMeBZuV2GvNXhPfcc48B7yivqqqiWrn/MBMAAEBFxhmOA42bdhojouvXr6eaTJgwQffHX7lgt2GlpaXpXREAALAygwzHGuCmncaI6JQpU6gmISEhRnv3HyV87MkRAwMDetcFAAAsyyDDsQa4aacBIupwOCZMmEA12bVrl9518SA/P5/q1tjYqHdFAADAsowwHGuDm3YaIKK1tbVUjZycHL0r4ll1dTVVb8OGDXpXBAAALMsIw7E2rNxOo93knpGRYeRTRB0dHVS91NRUvSsCAACWZYThWBvctFPviHZ1dVEdbDab0e6+EuA2LAAACDTdh2PNcNNOvSO6ceNGqgP9q2815K1YsYIqWV9fr3dFAADAmnQfjjXDTTt1jajT6bTZbFSHrq4uHavhVU1NDVWypKRE74oAAIA1IcGyGn0jarS3O0s5c+YM1TM5OVnvigAAgDUhwbIafSPKXkRjnLc7y2Bn2vr6+vSuCAAAWBASLCswyK8Ie3p6qPSoqCiHw6FXHZQrKCjAbVgAABAgSLCsRseIlpeXm+j5Uvv376faFhcX610RAACwICRYVqNXRIeHh+Pj46n0jo4OXSrgK3a+jeqsd0UAAMCCkGBZjV4RbWpqMt1LlFlGSJmW3hUBAACrQYJlNXpFlL3gb//+/bqU7p+ioiKz3JIPAADmggTLanSJaH9/P5UbHh5ut9u1L91v7J2JlGbpXREAALAaJFhWoPuvCKuqqsyYqeA2LAAACBAkWFajfUSHh4cTExOp3La2No2LHrvk5GSq+ZkzZ/SuCAAAWAoSrEAZGRnZsmWLzWaLiYmpqKigP93nOXr06KJFi8LCwhISElavXn3p0iXly0rRPqItLS1UaGpqqsblqqKkpIQqX1NTo3dFAADAUpBgBUptbe28efM+H0UTBw8edJ9n8eLFR44csdvt165d27lzZ25urvJlpWgf0cLCQiq0urpa43JVUV9fT5UvKCjQuyIAAGApSLACZcGCBceOHWPTNJGVlSU/v8PhiIiI8G9ZMY0jOjAwEDKKJrQsVy19fX3s6fMmrT8AABgTEqxAiY6OHhwcZNNXrlyx2WwyM1+/fn337t3Lly/3Y1kXGke0urqaSiwsLNSyUHXdeeed1ATqZKfTqXddAADAIpBgBUpQUNDQ0BCbpong4GCpOdlP/6ZMmdLb26tw2TtkBaA1kmbMmEEltra2almoumbNmkVNCAkJMdczJgAAwMiQYAWKT2ehvv766x07dixcuNCPZV1oGdG2tjYqLjExcXh4WLNCVcdu0o+KisIZLAAAUAsSrEDx9T4qyrEiIyP9W1ZMy4iyJ6FXVVVpVmKAZGdn47eEAACgIiRYgXLgwAGpXwIKnb5y5cru7u6hoaGLFy9u3LhRuAdLZlmvNIvo4OBgeHh4SEhIf3+/NiUGTnNzM/VbcnKyqU/FAQCAcSDBCpSRkZHNmzfbRm3dulX8LCuh0w8fPjxnzpzQ0NBp06aVlpZ++eWXXpf1SrOI7t+/n8rKz8/XprhAS01NpeY0NDToXREAALACJFhWoP1N7gMDAykpKVRWU1OTBsVpgD0QKz09Xe+KAACAFSDBshoNIjo4OBgaGkoFRUdHW+aamtPpjI+PN/svIgEAwCCQYFmNBhH97W9/y06VZWZmBrosLe3Zs4calZOTo3dFAADA9JBgWY0GEWXvxpk4ceJnn30W6LK0ZLfbbTYb3v0MAABjhwTLagId0YqKCvbc856enoAWpIvy8nKzP5geAACMAAmW1QQ0onV1deyh521tbYErRUcDAwPs2RPCU/UBAAD8gATLO6fTWVlZmZKSQkMv/fvSSy/duHFDxZqNnTa/Ijxx4gRlHrT++vr6ABVhBCUlJdTGjRs36l0RAAAwMSRY3m3atCk3N7erq4syLfp38eLFzz//vIo1U1eAItrT0xMVFUUrp1wzEOs3DmopNZOS6YGBAb3rAgAAZoUEy7u4uDjxw8ppmj5Ro0oBEYiIUqqRnJxMay4qKlJ95QZUUFBgjVcAAQCAXpBgecd5guVwODIzM2m12dnZnLwOub29nd3Iz0l7AQBAdUiwvNu0aVNeXt4nn3xCwy39S9NcXSJkD2WYMWMGV5fM8PpnAAAYCyRY3lFetW3btnvuuSc8PJz+3b59u9FuchdTN6LWfiiDDLz+GQAAxgIJlhUE6FeEln8ogzy8/hkAAPyGBMtq1IooJw9lkIHXPwMAgN+QYHnX1dWVlZU1YcIEDZ41NXZUN/mrWna7vbW1VX4efh7KIAOvfwYAAL8ZOVVQl//tzMzM3Llz55/+9CcVaxM4FNHJkyeXl5dXSWCv28vIyJCaoaKiYtKkSfw8lEEGXv8MAAD+QYLlXXh4+PXr11WsSkDdoZJx48ZZ7F3OfsDrnwEAwD9IsLy7++67+/r61KtJYLGzU5WVlVInqNasWZOTk1NWViY1Q25uLq0kLCxscHBQ79boD69/BgAAPyDB8u6Xv/xlQUGBkZ8Cpe6vCIeHh1taWvC2YwavfwYAAD8gwZKY2xuvaxgZGdmyZYvNZouJiamoqKA/3ec5fvx4bm4ujd8JCQlr1669evWqx9J9rblP84NXeP0zAAD4ip/hWOt21tbWzps37/NRNHHw4EH3eZYsWXLs2DGHw3H58uXS0tLly5ezz8cSFX4iqpnf/e531KtBQUEfffSR3nUBAABz4Gc49r+d48aN82OpBQsWUPLEpmkiKytLfv5r165FRkayaSRYhtLa2spOJX7nO9/Ruy4AAGAO/AzH/rfzrrvu+t///V9fl4qOjhZuEr9y5YrNZpOfv7m5WXgcAEUlNjY2IiIiLS1t3759t27dUl4uPxHVjMPhmDVrFuXZ1Ld79uzRuzoAAGAC/AzH/rfz1Vdf/eEPf3j+/HmP91FJCQoKGhoaYtM0ERwcLDPz6dOnp0+ffu7cOfGHN27c6OzszMrKKisrc5l/jPeHgR8OHz58B8cvDgIAAJ/wMxyP6aKbH0mM8jNYNGAnJSWdPHnS4/9euHDB69kvl9oqnxl8UllZSd0bHx/f39+vd10AAMDQ+BmOtW6nwnuwGhsbp06deurUKan10FgeFxenvFx+Iqq94eHhvLw86uHMzEz5dw0BAADn+BmOtW7ngQMHpH5FKHT63r17k5KSenp6XJYtKirq6uq6efNmd3c3jeibNm1SXi4/EdXF4OBgcnIydfKGDRv0rgsAABgXP8Ox1u0cGRnZvHmzbdTWrVvF928Jne5+5dHhcNwevd1nzpw5YWFhKSkp27ZtczqdysvlJ6J66ezsDA8Pp36ur6/Xuy4AAGBQ/AzH3LSTm4jqiFIr6mdKs/COQgAA8Iif4djK7cSvCLW3bt066urk5GS8sREAANzxMxxz005uIqqv4eHhjIwM6u38/Hzc8A4AAC74GY65aSc3EdVdf39/fHw8dXhlZaXedQEAAGPhZzjmpp3cRNQITpw4ERISQn3e0tKid10AAMBA+BmOuWknNxE1iD179lCfR0VF9fb26l0XAAAwCn6GY27ayU1EjaOwsJC6PSIiora2Vu+6AACAIfAzHFu5nfgVob4cDkdYWBj1fHBwMB7cAAAAt5FgWQ8/ETWUZ555Zty4cezhWDiPBQAA/AzH3LSTm4gajd1u37BhAzuJWFRUxB7KDwAAfOJnOOamndxE1JgaGxujoqIoCjNmzMDlQgAAbvEzHHPTTm4iali9vb3p6em4XAgAwDN+hmNu2slNRI3M6XTiciEAAM/4GY6t3E78itCYcLkQAIBb/AzH3LSTm4iaAi4XAgDwiZ/hmJt2chNRsxBfLnzggQdOnTqld42so6+vr7y8/Ec/+tH58+f1rgsAwF/gZzjmpp3cRNRcSktLhWu48fHxxcXF9fX1AwMDetfLTCidamlp2bNnT0lJSUZGBrv8ykRHRzc3N+tdQQCA/8PPcMxNO7mJqLm0trayVGDKlCniG+bS0tLKy8vpf52jPN6qRXlYV1dXW1vbiy++eOeddy5atGh4eFj7Jmjvs88+e+KJJx577DGXdEowefJk9nxXprCwsL+/X+9aAwD8f/wMx1ZuJ25yNwVKktgLoXt6empqavLz88VJQ3h4+Le+9S12GbGkpCQvLy89PT0xMdE9qyDf/va3d+3aZe3XS/f19cXExIhbHR8fT51WVlZWW1vb0dFht9tpNsqoPvzww/3797POtNlsuNcNAIyAn+GYm3ZyE1ELcDqdbW1tFRUVGRkZHhMpJjY2NjU1NScn55FHHomOjg4JCRH+i5IwS2ZalINSOsXaGBYW9i//8i8snZJBmdaKFSvYItnZ2bQGbaoKAOARP8Ox1u0cGRnZsmULHU/TUTiNoPSn+zzHjx/Pzc0NDw9PSEhYu3bt1atXlS8rhZ+IWszg4OALL7wwf/78559/vr6+vrW1tbOzs6+vz31OSsuam5uLi4vFJ8CslGm1t7ezpi1atKi2trarq0v5sk1NTSwzo92qqqqKk2upAGBA/AzHWreTBoZ58+Z9PoomDh486D7PkiVLjh075nA4Ll++XFpaunz5cuXLSuEnouAx07rrrrseeOCBTz75RO/a+YkyJNacwsJC/9Iju92+bt061hupqakdHR2qVxIAwCt+hmOt27lgwQJKntg0TWRlZcnPf+3atcjISP+WFeMnoiAQMq2IiAiWWCQkJAwODupdL5/V1dWxC6BlZWVjPPnU1tZG2RXrjTlz5rz//vtqVRIAQAl+hmOt2xkdHS2McFeuXLHZbPLz0wCZk5Pj37Ji/EQU3NntduHGcEovzPUYiOrqalbzXbt2qbJCyjsrKyvZzwwpb/PpUiMAwBjxMxxr3c6goKChoSE2TRPBwcEyM58+fXr69Onnzp1TuKzMDdH8RBQ8oqyCNqe0tDT2szuz3OtdVlbG0iDVfwMo3PkeFRVVX1+v7soBAKTwMxwb9wxWW1tbUlLSyZMn/VjWHT8RBRkOhyM7O5v9ArG9vV3v6sgZHh4uLCxkt6U3NTUFYv0ffPDBypUrWZpVUlKCd28DgAb4GY4Neg9WY2Pj1KlTXV6fgnuwYOycTidLXKKiolpaWvSujmeU6+Tl5bFKBjoRrK+vZ7fPp6Wl4XIhWBht3l4fawIa4Gc41rqdBw4ckPoloNDpe/fuTUpKcr+II7OsV/xEFLwaHh5mr0EMCQlpaGjQuzqutm3bxp6tGh8fr03GQ6Wwi6e4XAiWRLs8u9pus9noEEvv6vCOn+FYh+dgbd682TZq69at4mdZCZ3ufvsUu3ghs6xX/EQUFKqsrGRbV01Njd51+T8tLS2sVpRjafn4LtrFSkpKcLkQrKSvr6+2trawsJCGDGE0iY6OLigooL3e4wu4QAP8DMfctJObiIJy9CUrPP5A77r8f9XV1aw+QUFBe/fu1b4CuFwIZkfHBs3NzRs2bJgxY4b4KD05OTk1NXXq1KniDynxEidbdrsdm70G+BmOrdxO/IoQvGpqamI5TXFxsY7PNx8cHMzPz2cbakVFhY53iogvF+7bt89cj7QAPvX19T333HOzZs1KT08XvzKL8qfCwsLa2lrxux9ok25sbKQMTHggHHPnnXeyZXU5tuEKP8MxN+3kJqLgq7a2NnbaZvr06e+++672FWhvb2evr46NjW1tbdW+Ai7ElwvHjRtHo5HeNQL4P5QttbS07Nmzh7bSjIwM8Qsb2I2V2dnZVVVVHR0dXg+ZPCZbtAb6xBrv1zImfoZjbtrJTUTBD52dnaGhoezanPBLVW0IlwVpVOjv79eyaHlr1qwRhpz4+Pji4uL6+nqc0ALt0SEQHfxMmzZt3rx5LumUsH2yJwk//fTTft8+SNt2aWnprFmzhNUWFBQY/GEuJsXPcMxNO7mJKPhHOGdDNm7cqMFd3i6XBY32Aman07l+/fr09PS77rpLPJilpaWVl5e3trbi11gQULSD1NTUZGRkuKdTtOOUlZXV1tZ2dHQI19PVegtWb2/vhg0bwsPDWXGZmZnNzc1G2z1NjZ/hmJt2chNR8NvHH39cXV3NvliTk5PpuDlwZRntsqC8np4eGupoVBOfP6COmj179syZM9977z29KwjWQYl7Y2PjihUrhLupvjVq6tSpx48f1+z2xIGBgaqqKto9WR1mzJixf/9+HFSogp/hmJt2chNRGCNKJuiYNaCnsgx7WdArGmAo76yoqBCfVwgNDaVDfL2rBmY1PDzc2dlJ/9KmtW7dOiGJp32koKCgqalJx7SGiqa8SvhBYtSoZ555Rq/6WAM/w7GV2+lyYlnv6oBp0Hf9nj17AnEq6z//8z/j4uIMe1nQJ4ODgw899JCwfxUWFporWQSDWLp0KTshKmxLdIRDaY1al/zGjvZTOoQQjrvI448/jtuz/MbPcMxNO7mJKKhF3VNZdru9srJSuOrx8ssvq1VPfdEoSGMhO+tgs9lUfyk1WNiZM2eKiorGjRvHdgo6mKF9xMg/36uqqoqMjAwKChLuR6QNHk/l9RU/wzE37eQmoqAiVU5l0UpqamqEmznGjx+fkJBgsXei9ff3r1ixgjUwOzvb/T1XAGItLS05OTlsgwkODk5NTTVRak5bOyWC8fHxrP50XEEHYNjmleNnOOamndxEFFQnPpW1aNEil3eQy2tsbBRu4KARpaOjg453TX1lUEZTUxMbdSglpWN9qzYTBOfOnfvRj35Exw8Kn9/hdDrr6+vZk2xZalJeXm7SZ3/Q5k17Nx1OCNcN8/LyaBegHRz3wsvjZzjmpp3cRBQCgb5M169fL3yTKnkuVFtbm3AnOB2gc3IbuN1uX7dundBqSij7+vow3ljSmTNnIiMjhZ2CsiU6DtmwYQPlW62trS67Bm0Y1dXVwlmfxMREms0a53G7urqo1cK9+UFBQXSA8c477+hdL+PiZzjmpp3cRBQCpLOzk32BChf7hPswXJ4LRV+4wvUyGlHq6up4O5dDyaXwaGwabyZNmoT7VCymqalJSClCQ0Nddgoh5XrooYceeOCB2bNnC6lYenp6Q0OD9fYIShb3798vftchHs8rhZ/h2MrtdNnb9a4OmB4dsnd0dNyWfi7U9OnTQ0JC2D2wNLpUVVVxe/KGGl5ZWSncDrxjxw7rjancog2bhXXVqlVHjx5lCcTg4CAl1pRkbNy4MScnxz3lov3lxIkTetc9sOhAYtmyZSkpKS5vlcbjecX4GY65aSc3EQUteXwu1Lhx42iMwWEroQFVeCwFdRF+2W52lEAUFBTcMfqQKjrGkJ+ZUq7Dhw+HhYVRnv3aa69pU0PjkDoMmzt37oMPPtjS0qJ3BXXDz3DMTTu5iSjohYaTdevWUT7x85//XO+6GEtjYyN7bD0pLi7G47JMqq+vj92fbrPZlJ+LopyM84MNj4dhlHRa45XSlEf6ukfzMxxz005uIgpgQOyKIXvgBR3Q79q1C9dKzIVSBHbVLzU11QJpgV7oMOz+++8XXz009SulGxoa7hh90EZdXZ3yB8PyMxxz005uIgpgWH19fYWFhWxcmTFjBie/rLSA2tpa9ozcFStW4PcKY9fT02OKV0pTfU6cOCEcC9H+29LSsmfPnpKSkoyMDPGlT+G+ftpCysvLGxsbu7q6hOa4HE3xMxxbuZ24yR3AgOgrW3gSUl5e3tmzZ3FGxLBojBSeu1FZWWm0DMDsjPxKaarb/PnzqVZxcXEe0yn2X7NmzaLZHnroIfcZKH1MT09PSkoKCgravXu3sGZ+hmNu2slNRAGMj8ZpGkhsNpvwXfyzn/3MOO+eA6asrIzFiMbOhoYGvatjWS6vlI6JiZk8efKiRYsCnWnRbiicj6Syzpw5U19fT0Gnwx6Pz92Ij4/Pz8+nGWprazs6OtwfY0ZHSs3NzZQyFhQUCM1hQkNDhU2In+FY63aOjIxs2bKFdlrahioqKuhPz9XydNppLGek+IkogFlQRvXkk08qucTAD2oyjU8TJ0587rnn9K1Je3s7C0pERERnZ6e+leGB+yulKUfZtWtXgM7vDgwMTJo0KSQkJDc3Ny0tTXhNqoCG6QcffPCBBx544YUXPKZTXlH2RgsWFhZGR0ezdWZnZ586dYqf4VjrdlLmO2/evM9H0cTBgwdlZnZPsPwul5+IApjLjh07Zs+ePXfuXKlLDD/+8Y/pO5q+Oiz8Y7S+vj5qIDVTfFbv/vvvD9z4Kq+np4c9dT0oKMhEbwm0htdff532heDgYGFLoL1AlS2BcjjKeKqrq/Pz8ydMmOCyu1GaRVsg/W9LS4vqP/VtaGgQnuPPz3CsdTsXLFhw7NgxNk0TWVlZMjMjwQLgiswlBuGoWuZ9LKYwODjIXgxMx/fUWGqLS0snT55MmWVoaKjq46tC7e3tLM/Lzs7GdVu9OJ1O2jyKi4vFBx7ClkCpkteNn50AFidVLscwtKWlpqbu3bu3s7NTgxu/7Hb7woULkWAFUHR0tLDHXrlyhXZjmZndE6zY2NiIiAhKtPft23fr1i3l5fITUQDLYJcY2EUTSjgmTZoklXLRodqyZcsuXbqkd5W9oG8/9tKYWbNmiS/KUCvYWbq+vj42p/z46hgViBq2tLSwEqk+BrnbmnMetwT288MVK1ZUSaDw0S5DKZRLUkWbUFlZGa1QlxdB0vb/yCOP8DMca93OoKCgoaEhNk0TwcHBMjN7DMONGzco3abvU9pK3OeXoVYTAEBLlEk0NDSwzEP+fSw0nJw5c0bv+sp5/fXXhdpSgpWdnU1jISWRMnebeRxf6ZtzwoQJH330kbrVa2xsZGnfunXrOLwBzuCELUH8jm0l9E2q3PEzHJvpDJbYhQsX5JdVvioAMC/6PnnjjTeElx4qeYWLXqqrq1n6kpiY+Oabb/p6CkoYX8PCwlhjIyIi9uzZo9Z5Juo3ttry8nJVVggBQhH/yU9+Mnv27GeffVbqDNaaNWtoM3viiScMklSJ8TMcm+keLLH+/v64uDjl5fITUQAO0RfC2bNn6TCdpQj5+fmGunmIKkNVYnWrqKgY48khtjbhdcLJycn19fVjrCHViq3NsOkpWAY/w7HW7Txw4IDUrwjdO93lk6Kioq6urps3b3Z3d+fl5W3atEl5ufxEFIBnLS0t7LphfHy88vflBVR7ezt7FSNVrLW1VcU109rS09OFy0D+tZeyvQ0bNrCTf3jYFWiAn+FYh+dgbd682TZq69at4udgiTvd5RIy+/Dw4cNz5swJCwtLSUnZtm2bTyfG+YkoAOf6+/vpAEyt00VjJFwWzM7ODsRbrql19fX1wru0qeE+3YVGi7OXF0VFReHNRaANfoZjbtrJTUQBgPIGIbPJyMgQfpqnJXUvC8qjo01qr/AMrZKSEmqy18c6XLp0idI+ll2Z933DYDr8DMdWbqfH02AAwImOjo7k5GSWQDQ2NmqZZgXusqAMu91eVlbGfsDP7vrPzMyUugm6uLiYzRMXF8eeywWgDX6GY27ayU1EAUBAOUdRUZFwlEXTgS6RsrodO3YE9LKgvN7eXkqeXH+pL+2tt97SuIbAOX6GY27ayU1EAcBFXV3duHHj6Etg/PjxAX1Q1vbt24XERd/bv/7xH/8xLS1t3bp1Umewnnvuue985ztr1qzRq4bALX6GY27ayU1EAcDdr371qzvvvPOOQD4o68SJE8L73fBzPAAp/AzH3LSTm4gCgEdOpzNAD8oaHh4WniOVnJz82muvqbVmAOvhZzjmpp3cRBQAZKj+oKy+vr6MjAx2bqy6uhpvmAGQx89wbOV24leEAOBOxQdlNTY2slcEJicnd3R0qFhJAKviZzjmpp3cRBQAvBr7g7IcDkdJSYnw40QDvvENwJj4GY65aSc3EQUAhVwelKV8wTNnzsyYMYMtWFdXF7gaAlgPP8MxN+3kJqIAoJz4QVnTp09funTpiRMnKH+SOadVU1PDTn2lp6fjEZ0AvuJnOOamndxEFAB8VVdXFxoa6v4QTpvNlpycnJOTU1BQUFJSQv8mJCSw/yorK/PpdagAwPAzHFu5nbjJHQAUamxsDA4ODgsLe/jhh9PS0oTXJ7ujVKylpUXv+gKYFT/DMTft5CaiAOAfh8PhclJqcHCwt7e3ra2tqamprq4uPj6evkm2bNmiVw0BLICf4ZibdnITUQAIkOHhYS3fGA1gSfwMx9y0k5uIAgAAGBY/wzE37eQmogAAAIbFz3DMTTu5iSgAAIBh8TMcW7md+BUhAACAofAzHHPTTm4iCgAAYFj8DMfctJObiAIAABgWP8MxN+0EAAAAA9A7I9AIL+0UaBNaK5WiWUEoxbAFoRTDFoRSDFsQSgHues1KmyO+jzgvRbOCUIphC0Iphi0IpQB3vWalzRHfR5yXollBKMWwBaEUwxaEUoC7XrPS5ojvI85L0awglGLYglCKYQtCKcBdr2FDMSyExrAQGsNCaAwLoQHutgBs9IaF0BgWQmNYCI1hITTA3RaAjd6wEBrDQmgMC6ExLIQGuNsCsNEbFkJjWAiNYSE0hoXQAHdbADZ6w0JoDAuhMSyExrAQGsAWAAAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAycydYIyMjW7ZssdlsMTExFRUV9Cf7/OjRo4sWLQoLC0tISFi9evWlS5eULyv1OfhEvhsHBwenTZsm9ZwYhCagpLrxjr/k07IIjSpkuvHs2bNLly6NjIycOnXqoUOHlC+L0KhC4V4THR2tfFmExvLMnWDV1tbOmzfv81E0cfDgQfb54sWLjxw5Yrfbr127tnPnztzcXOXLSn0OPpHvxmefffaVV16RGsURmoCS6kYlz0VEaAJKqhvPnTtHByQNDQ1fffXVhQsXnnzySeXLIjSqUNKNr776anl5ufJlERrLM3eCtWDBgmPHjrFpmsjKynKfx+FwRERECH8Ko4jUskrWCV7JdGN3d3dKSorT6XQZ0REabUh1o0yChdBoQ6obKaPav3+/x0UQGm147cabN29Onz79iy++ED5BaMDcCVZ0dPTg4CCbvnLlis1mc5nh+vXru3fvXr58ufCJsNFLLet1naCETDcuW7bszTffvO02oiM02pDqRur/2NhYOhpJS0vbt2/frVu3hEUQGm1IdWNcXNz27dsTEhImTpy4atUqu90uLILQaMNrNx48ePDpp58Wf4LQgLkTrKCgoKGhITZNE8HBweL/ZRfFp0yZ0tvbq3xZ+XWCQlLd+P7778+fP5/dbSB1ygShCSj5brxx40ZnZycdTJeVlSlfFqFRhVQ30kRxcfHlUUVFRSUlJcqXRWhUId+N33zzzaxZs7q7u31aFqGxPHMnWF6PAL7++usdO3YsXLhQ+bI4qlCFVDfed9997e3tbFoqwUJoAkpJN164cMHj5whNQMl0L/3JpinHio2N9WlZhGbs5LuxsbHx0Ucf9XVZhMbyzJ1gKbmGTTlWZGSk8mVxXVwVMjf6eP21GkITUEq6sb+/Py4uTvmyCI0qpLoxOzub8io2fenSJY8JFkITUPLdmJ6e/uGHH/q6LEJjeeZOsA4cOODxVxgrV67s7u4eGhq6ePHixo0bPd6DJbWs1OfgEyXdKHUPFkITUFLdWFRU1NXVdfPmTdp38vLyNm3aJCyC0GhDqhsPHTr01FNPCZcIxff6IDTakOnGo0ePPvzww+6LIDRg7gRrZGRk8+bNtlFbt24VniNy+PDhOXPmhIaGTps2rbS09MsvvxQWETZ6qWWlPgefKOlGqQQLoQko+b0mLCwsJSVl27ZtTqdTWASh0YZMN7700kuxsbExMTF09OjxJneEJqBkujE7O7u5udl9EYQGzJ1gAQAAABgQEiwAAAAAlSHBAgAAAFAZEiwAAAAAlZk7wTp+/Hhubm54eHhCQsLatWuvXr3KPvf15ZpS63Exllexjn1xAAAAMAtzJ1hLliw5duyYw+G4fPlyaWmp8DgGX1+uKbUeF2N5FevYFwcAAACzMHeCJXbt2jXhgaJjebCbeD0u/HgVq4qLAwAAgFlYJ8Fqbm7Oyclh02N5NYF4PS78eBWriosDAACAWVgkwTp9+vT06dPPnTvH/vT75Zou63Exllexjn1xAAAAMAsrJFhtbW1JSUknT54UPvHvDJb7elzel+frq1jHuDgAAACYlOkTrMbGxqlTp546dUr8oR/3YHlcj4uxvIp17IsDAACAWZg7wdq7d29SUlJPT4/L576+XFNqPQpXK/MqVhUXBwAAALMwd4J1hxuHw3Hb95drSq3HhR+vYlVxcQAAADALcydYAAAAAAaEBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZf8PqKPHMoHu+ZgAAAAASUVORK5CYII=)
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