Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-08-20021115_035600_20021115_084100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/15 |
Start Time | | 2002/11/15 03:56 |
End Time | | 2002/11/15 08:39 |
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 | | 28.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-08-20021115_035600_20021115_084100-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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxOToyNDowMCBFU1QgMjAxOC7kpKkAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNjctMDgtMjAwMjExMTVfMDM1NjAwXzIwMDIxMTE1XzA4NDEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMTEtMTVUMDM6NTY6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTExLTE1VDA4OjM5OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4wMjM4MDg5OTk1LCAibWF4IjozLjc3NjM3MTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX3q5ic4AAAABGdBTUEAAK/INwWK6QAAO9RJREFUeJzt3X9UVOedP3D5oYyCZDAT+VFEFEyxBw11qQcFDRpi/UES0rpdoqgk2sUkmJIWkURitHUjm2IWczCSFRtylrZoWcNp0HB62Mx2yZZYspItG4ghCTFjFuOYEJ20o4zB7yc8e+53OjP3coe5M/fOfd6vPzh3LvfH8zyfe+f53Gfu3Jl0EwAAAAAUNUntAgAAAADoDRIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIUhwQIAAABQGBIsAAAAAIXpM8GaNEmf9QIA8Ct/vHn+4Q9/mDdv3rhb9seu0ReAivR58ImdVDjZAAAk+ONNMicn5+TJk6rsGu/5CkJjekuf7eXtpdKpU6eWL18eERERHx+/ZcuWixcvCv96++23V61aFRkZmZCQcOzYMWF1Z9HR0R73Mjo6WlFRYTQaY2JiKisr6SWb/8EHH+Tn5xvH0AS99Lj6a6+9tnLlSoPBQKXaunXr5cuXpTcrNl9sO84VcW8f+fNdWsNjXcZtE7EQSGzcY2i8bRyPuGp56aPRarXOmjVLbL9ytu9Vy/uDWOFDQkJiY2MLCwstFovE6hMo/9DQ0COPPJKcnDx58mRaa/Xq1XR4eyyMy0ya+Na3vuW8C5qeP3++8wLCv/r7+7/3ve/NmDFjypQpmZmZv/nNb9j8L774gso5b968qVOn0t7vu+++jo6OccvsXpgJL+CO3iGvXbvm+64nwN85gUSsSW9v75o1a6LG0MSf/vQn54J5PH+9Cp9XZ6LLir7WXLZA7ktr9Flzb98jVqxYQRdYw8PDV69e3bdvH3WKbP65c+eod2lqavr888/Pnz//wAMPuG/queeeKy8v97iX+vr6RYsWfTiGJo4ePcrmL1myZPfu3cNjnnjiCXrpcfW777779OnTNpvt008/LSkpWbdunfRmxeaLbWfc5pI536vzR6yQYiEQ27hYaLxtHI+4annpo5E6j2eeeUY6LZDevlct7w9ijfbVV1998sknP/nJT3JyciRW97b8Fy5cmD17Nm22r6/vL3/5C2XVr7766ne/+12PhXGZSROUKv32t78V/vXKK6/QHPcE67333qPssKamhg5+yl3efPPN73//++xftK8f/vCHtMD169cvXbp0/PjxO++8U7rMHgsz4QUmvErQJVjSsR4YGLjtttsOHjw4NIZ6CnpJM6ULNoHwyTwTJVbxKyRYQYPeSn70ox/FjqEJ4aqIQkiHb2JiIl2Vspf/+I//OHPmTLq8e/TRR+lIFRa7+deXDu67oO5w2rRpbJq67bq6Oony0JbnzJlDp5nH/1JfRf0rm6aJ7OxsNk3bpzSCTV+5ckXYnQRaPjIyUnqzYvPFtiMIZDcvp5DOIRDbuFhofGkcj3Tf8hJHI3UbKSkpdrtdToLlY8s7HI6nnnoqKSmJrrwpb2AzJc73I0eOUN9mMBiysrJ6e3vZfLrW//a3v00z6V+sX3E/2V2K/cUXX0ydOpUmtm/f/otf/EKYf+zYMZojXX6PzfLQQw9RnuqxjmKrOJftxIkTzrug2v3mN79xL/yGDRv279/vcRdUHaqUWAGcdyrxJnlTpPGl3zy9XcX9fdtjWMUOA2d0xUUpJtUlOjr6/vvvt1qtcqojvVM6AGiDtDw11ARivXHjxqefftp5zp49e4qKilwK5kJm+JzJPBOdl3c/KZwDMW5j0sXJz372s+Tk5JiYmAcffPDLL79k893PYvd9yenEly1b9utf/1ooMF1FxMfHe9ssWhBkCRYFLy8vzzJmxYoVdLyy+RSb++67j65HhZe02IUxNLF3715hvsuECzpQDhw4IIw00BFAe6TQ0qG2efNmusR3WZ7exOnwEistHZ3CoUnXInTMsen169dTyelwoQ1WVVXRy3Er3trampubK71Zsfli2xH43s2bTCbqmNPT0w8dOnTjxg2JioxbSJcQiG1cLDS+NI5Hum95iaNx7dq1v/zlL8XK4zLTx5andIHa5/333//888/LysrYTInzvaCgYHBwkI6Wffv2CV0IHQ8tLS30lk3vyFu3bhVrNDZBncTQ0NCuXbvYCAFlGMuXLz9+/DhNNzc30/TIyIh0+T02C5WB+iePdRRbxfl9iUo1b968//zP/6SXZrOZpmmO+xsXHf9itxasWbPmBz/4wRtvvPGXv/xFrBg3ZbxJSjS+2Da9XcX9fdtjWMU262zhwoWvv/46VZmO5NLS0m3btsmvjsed0rlALfnJmFWrVk0g1hQjOp6d59DLuLg46TaRGT5nMs9EiVVcAjFuYx48ePCuu+768MMP6WyllPHHP/4xm+/xLHbZl5xOvL29ff78+XTks3/RuVxdXS2zNTQlyBKsuXPnvvPOO2yaLjXo8ppNU2w++ugjYTF6KSz2P//zP86LuUw4Y1k2XdIJo7hhYWF09Hw6prCwsLi42Hl5Cv/tt99OV/lipQ0NDWXv0YQmaGtsmg0ss93RhHBYizl79uycOXOEM1lss2LzxbbjXHGP+/VqPvVq3d3d9PYknFceSRfSPQRiGxcLzYQbxyMeWl7saPzd7363ePFidgOHnATLx5ZPTU0VBg8EEuc75UZs+s9//jMbgiKzZs16/vnnP/74Y4lyTvprdAlObxHsXxcvXqQwVVZW0l/hLkBvj5zw8HDnrtF9qMB9FZf/vvjii/fee+/NsU+L/vmf/9l9AbYXu93usQBXrlyhPuyOO+4wGAzUgOXl5R4v/cd9k5RofLG6e7uK+/u2x7CKbVYMtUBiYqL86ojttL+/n03Tih6rIB1rOlRcYkQL0youC7usJTN8zmSeiRKruATCmcfGTEtLe/fdd9k0nSn0vsGmPZ7FLvuS2Yl/5zvfYVd37733HhWAQuOxeBoXZAkWHXPCIUsT9JJNU2ycb+Wjl2KLuUy4oIPp6aefXrZsGXtJlwJ0BcCmqSM3mUzOC9Nl7j333OM8x+VUEbuSoPz9iSeeEO56oZceV2foKjYpKenMmTPCnIkNFbhvx7nYHlvD2/k3x8ZypQeHxr26cgmB2MbFQqPgCBYnLS92NC5YsKCzs1NivzKvm8Xmuxztzqe2QOJ891iS//qv/yooKLj11lvnzZsnfEoitjArz+7du4Ub/m6OfYhDCwifUUqUX0xcXJxEJj158mSXT7ioXtQjOi9GC8THx//qV7+iv8KnbC7bkRjBEtBbImVOW7Zscb/576aMN0mZje/M21Xc37dd/iu9WWd0jUFxpHSZHVRCVuFtdZyXFyIl9im5dKzpQnECI1gC9/B57CDcNzWxESznQIzbmJSGOqeGwgHs8Sx22ZfMTry1tfWb3/zmjRs3HnjgAbpqcq9CUAiyBEvmFZLzxRlNuC/GPmn2iDp44V6ZnJwc6rzZNOXpLglWRkbGG2+8IVFasc/C6eiUeQ8W5XAJCQlvvfWWnM1KfPTucTsCBbt5i8VCb/1i/5UupMA5BGIbFwuNUvdg8dPyYkej2BW2WGF8bHlKibwawZIoCb1Nt7W1CT2Zy8nusjDVXRi0ePvtt+la+eTJk9/4xjeEMVRvjxzqESsrK11mCjudP3/+m2++6fyvrq6u5ORkl8UOHDgQHh4ufCzinmBt2LDhmWeekS4JQ3nz9OnT3eeP+yYp1vgSb54TGMGS81LOCBbNfPnllz/77DPqkumve4t5eyzJGcGSjjVlBu73YG3cuNHjfsWIhc/jHhk5R6z0STFuY1LqMzg46L5Zj2exy75kBoLOYrrG27lzJ50dwg2CQSfIEiy63BQ+vqUUu6qqis13P0lWrVrFbi+gCfdbAW677Tbnj/Y2bdpEL0dGRj7++OPS0lLhiuHYsWN0PgifQznfbnXq1KmlS5dKl/bIkSNi39uikrMxgyeffFLsLfvgwYNJSUnCST7uZsXmi23Hubl8mU8tQ+cJnQPUhhSdHTt2iO1IopBiIRDbuFhovG0cj7hqeTlHo5wRLB9b/h/+4R9yc3M/+OAD57s35J/vQoPQezc1CCVYlNeymS4nu/O6ly9ffuqpp7Kysm6O3fxHb+i///3vafq3v/3tt7/9bfbpj0T5PTbLRx99RLsWvllG1Xn11VeFJQ8fPkx7+fd///crY8xmc3p6+rPPPiuxQef5wsR7771HGeRzzz1HLXPt2rUzZ84I3yK88847jx8/TlcddDZRmUtKStasWeNxm9JvkmKN79KezmTGS6wBxV6KbdYZtcYrr7xCTUGHEDWFe4t5eyzR8sI9WN/97ncnEOt3332XLvwoRsK3COmlMOIl1iYywyfRbnLOOImT4qaMxqytraXGpC3QufanP/3p7/7u79h8j2exy77kHyR0dUozGxoaJCqrccFU1ptjI4rUi7AvINCEMNLofpKwL8jExMQ8/PDDzt9TYBPU8xmNRuHliRMnFi5cOGXKlFmzZtEBTTm7sCl636GzgrZDGYDzTe45OTmtra3SpaUcnBJw9oShXbt2CeOf9Oa4evXqW8bQyeMyjOxcCxc2m01is2Lzxbbj/i+xXUvPZ60XERFB1yJ08ojdGiJdSLEQSGzcY2i8bRy0vJyjcZLb+eVeGB9bnroTSu8SExMpoNQVsZnyz3c28etf/5qurQ0GA6VHr7/+OpvpcrI7l3zGjBn33nsvq/LmzZvZDU8MlYFl7RLlnyTyXn/+/PmHHnqIut7w8PBbb731/vvv/8Mf/iC0xksvvZSZmckanCZefvnlcTc4ya2Huzn2HU/aMpWKzprvfOc7wnOw/u3f/o3mUzNSO8yZM+fRRx91fkNz3qb0m6RY47u0pzOZ8RKrr9hLsc06oyteCv3kyZPpkub55593bzFvjyVa4O///u+pcaiJfvrTn9KWPVZBItbkv//7v+nkihxDWdrbb7/tvCOP55HM8HncCJsp54xzPym8asyvvvqK5qelpdGbD10wCF2hx7PYZV/yDxI6pOfNm+dwOFyqLNYaGhRMZQUAAEUEV0elLsqTKNdRuxQqu3HjhnCHfmDcc889v/rVrwK5R8XhHAMA4A4SrHGVlZUNDQ199NFHd9111+OPP652cVTW3d0tfFvQ37766qsXX3xxwYIFwpMaghTOMfAL9wFwDb6hB0UhvaXLSoHicFSMq7a2NjExcebMmT/84Q+D9DEBCoqKinrhhRcCsy86OJOTkymlC8zu/AfnGAAAAIDCkGABAAAAKAwJFgAAAIDCkGABAAAAKAwJFgAAAIDCkGABAAAAKIyXBMvjd9cBAAAgwNTOCAKEm3pyE1EAAADN4qc75qae3EQUAABAs/jpjrmpJzcRBQAA0Cx+umM915PPD30BAAA0i5/umJt6chNRAAAAzeKnO+amntxEFAAAQLP46Y65qSc3EZXJMUbtUgAAAF/46Y65qSc3EZVAGdXg4GB3d3dDQ8Mtt9wyY8aMP/7xjxPeWlNTU2pq6o9//GMFSwgAAPrGT3es53pye5P7uXPnfvCDHzzyyCPFxcX5+fk5OTnJyclRUVEeH/iWm5tL+ZbNZpO5cavVWltbm5mZKWzBlywNAAC4wk93rJV6njp1avny5REREfHx8Vu2bLl48aL7Mr4kTPxEdGhoKDIyUuz5uZRpZWRkLF26NCkpadasWQaDgc2nicLCwra2NrHPDe12e3NzM6Vr4eHhbBXaS0hICE3ExcV1dXUFuJoAABCM+OmOtVLPFStWnDx5cnh4+OrVq/v27Vu5cqX7Mr5EhZOIUnaVlpbGEiCj0djY2Nja2mo2mwcHB6lt3Ze32Wy0TF5enpCBmUymsrKy7u5u+i9bhVbftm2bMABGCVZBQUFLSwulXFarla1L+VlTU1OgawsAAMGGk+74pnYSLGfU60+bNs19PhIsaUJ2NW/evEOHDlksFvnr0sLV1dXp6elCpkUhCA0NpSxNmJOVlVVXV0dJlfOKDodj+/btbIGqqiql6wQAALrCQ3fMaK6eX3755YEDB9atW+f+Lza+Qh0/5QGUQNy4cUP+ZnUfUSG7or80PeHt9PT0lJWVxcXFOX+qSJnTwMCAxFr19fXso8OCggL5t3MpZe/evdnZ2a+88kqA9wsAAN7SfXcs0FY9WY8+c+ZMie782rVr3d3d1KFSHuBxdTF+LrualMquBA6H49FHH507d+7hw4dlrtLR0cGGuzIyMrwaPPMRHSpCiCkvLCoqamxsVKQRAABAcfrujp1prp5Xrlx5+umnly1bJr3Y+fPnqTuXv1kdR1Tx7GrC+vv7WUkCedv7s88+y7KrGTNmOOfT6enp5eXl7e3tdrs9MCUBAIBx6bg7dqHFelKOFRkZKb2MxWKJjY2Vv029RlQ72RUzPDwcyNvee3p62Bchjx8/fnMsw6utrV29erXzMylogYyMjKSkpA0bNpjNZlplcHDQ3wUDAACP9Nodu9NKPTdt2tTX1zcyMvLxxx+XlpY634MlBKOwsLC3t/f69eu0JPXiO3bskL99XUZUa9kV43zbe0VFhf8KZrfb2V35dMC4/4tyqcrKSufndbkwGo3Jycm5ubkFBQV/+7d/mzCmvLx8rwhactasWSdPnvRTdQAAeKDL7tgjrdTzxIkTCxcunDJlCvVhJSUln332mfAvIRhsmYiIiJSUlN27d3v10Y/+IqrN7Eog3PYeEhLy6quv+mMXZWVlrPrSt9VbrdYtW7aEhYXNmTOHkiTKyRITE6Vv15Mwffr0wN/FDwCgG/rrjsXouZ4uXaPaxVGSxrMrprq6mrV8fHy84p/Ktbe3Txp7KFdPT4+c5d3TcUq8BgYGzGZzS0vLz3/+83FHsBYtWsQerJqTk4McCwBgYnTWHUvgpp46imhJScn06dM1nl3dHPus8OGHH2ZfLYyLi6NURqktU27ERqEoh1Nqm3L09/ezB1ggxwIAmBg9dcfSuKln8EeU8pW2tjbq2oVbiLScXQkoEVm9ejUbbWpoaFBkmwUFBZPGfkVR7Id9/Ac5FgCAL3TQHcvETT2DOaJWq7W6ujo5OZmlViEhIWFhYS+99JLa5ZKL0qDKykpW+O3bt/uYFVGWxvJLtb4MiBwLAGDCgro79go39QzOiHZ1dRUVFQk/yZyamlpTU0P5lscfFtS4pqYmVpHc3FyX39uRb2BggD2Cobm5WdnieQU5FgDAxARpdzwBeq5nkN7kTskT9dkNDQ3CIwbCw8Pz8/Pb29vVLpqvuru7WV6SnJzc29vr7eoOhyMrK4tWLyws9EfxvIIcCwBgAoKoO/YRN/UMhohSAlFbW0vpVGhoKEutTCZTZWWlnh6MOTQ0xJKkqKio1tZWr9atqqpiyZlGBvCQYwEAeCsoumNFcFNPDUeU8qf6+vr169ezL9wx6enpTU1NuvyZF6pUcXExq+bevXtlrtXV1RU+RsFvI/oOORYAgFe03B0ri5t6aiyi1Bm3trZu3749NTXV+XPM2bNn0xzKP9QuoN/V1NSwJ5EmJCS8+OKL0gtTc7F7/CsrKwNTPPmcc6wLFy6oXRwAAE3TWnfsP9zUUxsRraiomDJlyty5c1luITxwYf369fX19Xr6KFCO9vZ24cNQylGKiooaGxs9PnuCjXhlZGQE/rkMcgg5FlWH8sU9e/Z4fFQpzacqzJ8/P2C/hA0AoDUa6Y4DQM/11OBN7pMnTxbuW8/JyaFOl/pabSYNgZGfn0+tERkZ6Ryp9PT08vJySr/YJ6QvvfQSu2eL8hi1yyuKyiZ82VOO3NzchoaGiX2qSGvxfMwAQFDTSHccANzUUwMRHRgYCA0NDQkJKS0txf06AovFcnMsQamtrV29ejV7CgNDKUtGRgab/vnPf652Scdx6tSplJSU5cuXi/3YTmVl5YwZM6aMESpYWFjY1tYmM2EaGho6cODAtGnTYmNjz5075+8aAQAoTgvdcWBwU08NRJR9zlVWVqZ2QTTNbrebzWbKRYSnVDC6+ViNKkjpdWNjY15enlA7k8lEB0Z3dzctIPy6Ii1J07Qk/YsWpmVchsGMRmNWVtb27dspN21vbxc+XR0cHJSftAEABJIWuuPA4Kaeakd0YGAgPDzcYDAExe/baITVan3hhRcoh6ioqFC7LH5hsViqq6vT09OFnIn9yuSsWbNopvONes4ZFf03ISHBPd9iC1Biyj6JRioPABqkenccMHqup0vfo25hMHwFEnp6eujYYHfKO6M0a/369ZSEtbW1sc9SnVECajab6+rqSktLc3NzXVKuiIiImpoaXT7pAwCCl+rdccBopZ6nTp1avnw5dQnx8fFbtmy5ePGi+zKjo6MVFRV0jR4TE1NZWUkv5W9f3Yhi+ArkcDgczz77bEZGxs6dO7u7uyeQG7GU6/HHHxce/5GcnNzY2OiP0gIATAASrEBbsWLFyZMnh4eHr169um/fvpUrV7ovU19fv2jRog/H0MTRo0flb1/diGL4CgKvvb1d+IoATXR0dKhdIgAAJFiqstls06ZNc5+/ZMmS06dPs2mayM7Olr9NFSOK4StQi8PhaGxsTExMZGlWXl6ecAc9AIAqkGCp5ssvvzxw4MC6devc/xUdHW21Wtn0pUuXjEaj/M2qGFEMX4G67HZ7dXW18ENMdEDy9khbANAOJFjqYB3AzJkzBwYG3P8bGho6MjLCpmkiLCzM4+pi/F56TzB8BRoxPDxMWT57GurkyZMjIiI2b96sdqEAgDtIsFRz5cqVp59+etmyZe7/CsYRLAxfgaZQxl9UVCRcdRw+fBiPywKAQEKCpSbKsSIjI93nB909WBi+Am16/vnnp06dynKszMzMzs5OtUsEALxAghVomzZt6uvrGxkZ+fjjj0tLS53vwRKCceTIkeD6FiGGr0DLmpubhfvfi4qK3J+zBQCgOCRYgXbixImFCxdOmTJl1qxZJSUln332mfAvIRijo6M7d+40jtm1a5fGn4OF4SvQPrvdXlVVxW7MioqK2r9/Px5MCgB+hQRLD9S9yR3DVxAsBgcH169fz06T1NTU1tZWtUsEALqFBEtvAhxRDF9B0Ono6BB+FTEvL6+/v1/tEgGADiHB0psARxTDVxCMHA5HXV0de2JWSEhIfHz8+++/r3ahAEBXkGDpTSAjiuErCGpWqzU3N5cNZWVlZaldHADQFSRYehPIiGL4CoIdXRvMmzcvNDSUjuSmpia1iwMA+oEESw9Uuckdw1egG42NjezbhR5/WQEAYAKQYOlNwCK6efNmDF+BbhQWFtLxnJGRgQe+A4AikGDpTQAievbs2aSkJNpRREQEhq9AH2w2W2pqKq4ZAEApSLD0RvGIDg4OtrW11dTUFBcXZ2ZmRkVFCZ9F5uTkKLsvABV1d3eHh4fTgU0HvNplAYCghwRLb3yP6NmzZ3Nzc/Py8lzSKUFsbOxtt902e/bsd999V5EyA2hEbW0tHeEmkwk/pwMAPkKCpQdK3eQ+PDxcVVUVFhbmvLW4uLjVq1eXlZXV19d3dXXRMgqWHEBr6Ginw56uMXAzFgD4AgmW3kwsotSX0LU7XbgLeVVMTMwbb7yBdAp4Y7Va2S9D7927V+2yAEAQQ4KlNxOIaHNzM7u9l124d42x2Wz+KB6A9nV0dISP6ezsVLssABCskGDpjVcRNZvNmZmZLLVKS0vDb98CMFVVVXRSJCYmWq1WtcsCAEEJCZbeyIxob29vfn6+cJdVQ0MD7jgBENDpkJOTQ2dHQUGB2mUBgKCEBEsP5NzkPjQ0REmV2WwuKSm5/fbb2Z3sRqNx7969drs9wAUG0D6LxcJ+Dbq2tlbtsgBA8EGCFWivvfbaypUrDQZDfHz81q1bL1++7L6ML98KpOUfffTRysrK4uLivLy8jIwMdseui5CQkNLSUjwmFEBCa2srnSx0tvb09KhdFgAIMkiwAu3uu+8+ffq0zWb79NNPS0pK1q1b576ML1Fxz6UYk8mUlpaWm5sbHR1NLx9//HEfKgHAC7oOYTnWK6+8onZZACCYIMFS09WrVyMjI93n+55gUerW2NjY3t7e3d09ODjovIDD4cAv2gLIZLfbQ0ND6ZxKSEhQuywAEEyQYKmptbU1NzfXfT4bcJo2bVp6evqhQ4du3Lghf5u0bldXl3JlBOAd+zoIpVl0uaJ2WQAgaCDBUs3Zs2fnzJlz7tw5sQWuXbtGb+jZ2dnuvz4r9jngBO7ZAoBx0TlIZ1ZWVpbaBQGAoMFPd6yteprN5qSkpDNnzoy75Pnz541Go/wt8xNRgICx2WzsyyL19fVqlwUAggM/3bGG6tnc3JyQkPDWW2/JWdhiscTGxsrfOD8RBQiklpYW9mQTPHoUAOTgpzvWSj0PHjyYlJTU39/v/i8hGIWFhb29vdevX+/r68vLy9uxY4f87fMTUYAAY78DXVxcrHZBACAI8NMda6We7rdMCb/6JwTjxIkTCxcujIiISElJ2b17t1cPAuUnogABNjAwYDAY6BTDbxQCwLj46Y71XE/c5A4QGPv376dTLD09HT8tBQDS+OmOuaknNxEFCDy73Z6amkpnWXV1tdplAQBN46c75qae3EQUQBUdHR10lkVFRVksFrXLAgDaxU93zE09uYkogFoKCwvpRCsoKFC7IACgXfx0x3quJ+7BAggki8ViNBrpXGtvb1e7LACgUfx0x9zUk5uIAqiotraWzrXk5GSvvuQLAPzgpzvmpp7cRBRARQ6HIyMjg063qqoqtcsCAFrET3fMTT25iSiAurq6uuh0MxgMHp8bDACc46c75qae3EQUQHXbtm2jMy4vL0/tggCA5vDTHeu5nrjJHUAVw8PDJpOJTrrm5ma1ywIA2sJPd8xNPbmJKIAWNDQ0sMdivfzyy2qXBQA0hJ/umJt6chNRAI2Ij49ng8eDg4NqlwUAtIKf7pibenITUQCNeOyxx+i8CwkJuXDhgtpl0Q+bzdbS0mK1WtUuCMAE8dMdc1NPbiIKoB3Lly+nU2/v3r1qF0Q/VqxYQU26YMECtQsCMEH8dMd6riducgdQV09PD516RqNxeHhY7bIEPWrDqqqq0NBQalL6W1NTg6e5QjDipztWvp50ztO7QEpKisFgoL979uy5du3auGu99tprK1eupFXi4+O3bt16+fJl92VGR0crKirozTomJqayspJeyi8VPxEF0JSCggIMYvnI4XDU1tayL2aSmTNnsonk5OTGxka1SwfgHX66Y+XruWPHDkqVent7KdOivytWrPjRj3407lp333336dOnbTbbp59+WlJSsm7dOvdl6uvrFy1a9OEYmjh69Kj8UvETUQBNwSCWj5qbm1NTU1lGlZub29XVRTPb29vZE/MJTXR0dKhdTAC5+OmOla9nbGysxWIRXtI0zfFqC1evXo2MjHSfv2TJEkrC2DRNZGdny98mPxEF0BoMYk2M2WzOzMxkWVRaWlpra6vzfx0OR2NjY2JiIlsgLy+Pclm1igogHz/dsRYTLHofoQs19/nR0dHCd2cuXbpE18Tyt8lPRAG0BoNY3urt7c3Pz2eZU1xcXENDA6VTHpe02+3V1dXUtmzh4uLiwcFBysyQbIFm8dMd++UjQrqWeuedd+jMp780LecjQsHZs2fnzJlz7tw593+FhoaOjIywaZoICwtzWWCSpAnXCAB8hEEsmR588MGkpCR6c2MpKbWYnDvZKXMtKyszGAy01uTJk9k7HnIs0CZ+umO/3OS+e/fuuXPn0tlOf5966ik5N7kzdOFFby5nzpzx+F+MYAEEKQxiSaP2qaqqEj7vo4vJ0tLSoaEhrzYyMDBQVFQkXFK6fKQIoBH8dMcaqmdzc3NCQsJbb70ltgDuwQIIXhjEcsfyKuEedhI25he/+MWEt/nmm2/eeuut7LYtb1M0gADgpzvWSj0PHjyYlJTU39/v/i8hGEeOHMG3CAGCFAaxBO55lclk2rZtW0dHh91ut9lsPm6f8irKrmiziYmJHt9UAVTET3esfD17e3uzs7OnTp3q1f1P7rdMCe8ywuqjo6M7d+40jtm1axeegwUQXDgfxLpw4cK99947a9Ys97xK7B72CaMsNicnh90jz57sAKAR/HTHytczKytr3759f/7znxXfsrdwkzuApvA8iEV1F77rN2PGDD/lVc7oGpV9FTEqKspsNvtvRwBe4ac7Vr6eBoPhyy+/VHyzPuInogBaxucgVktLC2U5wl1Wzg+y8StK4AoLC2mn4eHhVIbA7BRAGj/dsfL1nD179uDgoOKb9RE/EQXQMg4HsSibZKnVpk2bjh071t3dHeAClJWVsRyrrq4uwLsGcMdPd6x8PV944QW6SNXat1f4iSiAxvEziGWz2VhlKbmpra1VsSTV1dUsydu/f7+KxQC4yVN3rEw93W9R19r9T1ooAwDc5GYQa3BwMD09ndVUC78VWF9fT3kelaesrEztsgDX+OmO9VxPrSV5AMDofhDLbDabTKZJYw+jGhgYULs4/6elpYXlWOvXr/fr/fUAEvjpjpWvZ0hIiOLb9B0/EQXQPn0PYgljRfn5+b4/1EpZnZ2d7Hb72NjY3//+92oXB3jET3esfD2/8Y1v/O///q/im/URPxEFCAq6HMRyOBzbtm1jQ+ZVVVXaHCVqb29nJUxLS1O7LMAjfrpj5ev53HPPfe973/voo4+8ehCov/ETUYCgoL9BrLNnz37zm99kz51qampSuzhSFixYQOWcOnWqbhofggg/3bHy9cRN7gAgh54GsRwOB/v5CoPBEPgHMUzA2rVrddP4EFz46Y71XE+tJXkA4OzMmTN0YoaGhr7++utql8VX+/fvZ+8zK1asULsssuhvBBGCBT/dMTf15CaiAMHCbDazpGTp0qVql8UnnZ2d4eHhYWFhZWVlWnsEoAQ9jSBCEOGnO+amntxEFCBYOByOZcuW0bk5ffp0u92udnEmaHh4ODExkWpRWVmpdlm8g0EsUAU/3TE39eQmogDBJSsri05PdR907gs2DpSTk6PN7wxKwyAWBB4/3TE39eQmogDBpbW1lU7P1NTUYExQ6urq2CCQBn+AVQ4MYkHg8dMd67meuMkdIChQdkVnaHNzs9oF8Q5lJwaDgUpOOaLaZZk4DGJBgPHTHWuonuNmQr4kTPxEFCDo1NfX0xmakZGhdkG8YLPZ0tLSqNjbt29Xuyw+wSAWBBg/3bHm6imdYPljswCgLrvdHhcXRyep2WxWuyxyFRcXs6QweG/PF2AQCwKJn+5Yc/VEggXAIfYcqdWrV6tdEFmam5vZE9t7e3vVLosCMIgFgcRPd6y5ekonWCaTadq0aenp6YcOHbpx44YimwUA1VHXzu5nos5e7bKMY2BggP1eckNDg9plUQwGsSBg+OmONVfPcZv+2rVr3d3d2dnZZWVl7utK8FuRAUABdEbTeVpcXKx2QaQ4HI7MzEwqZ2FhodplURIGsSBg+OmONVdPmU1//vx5ei9QfLMAoJbBwcHwMRaLRe2yiGJZYHJyss1mU7ssCsMgFgQGP92x5uops+npLTg2NlbxzQKAigoLC+lUdR+c1oj29nYqHqWAQfFzzt7CIBYEBj/dsebq6d70whx68+3t7b1+/XpfX19eXt6OHTt82SwAaI2W+/gXX3xx+vTpVLyamhq1y+IvGMSCAOCnO9ZQPcVumRKmT5w4sXDhwoiIiJSUlN27d4/77WjcgwUQdOjaic7W6upqtQvyV9jYFbnjjjvULosfaTnBBd3gpzvmpp7cRBQgqLFUJi4uTlPPlzp8+DBLsP7lX/5F7bL4FwaxwN/46Y65qSc3EQUIdhkZGXTCNjY2ql2Q/+NwOFiRtm7dqnZZ/A6DWOBv/HTH3NSTm4gCBLumpiY6YdPT09UuyP9paGhg3xzU1KCa/2AQC/yKn+6Ym3pyE1GAYOdwOBITEydp40eUh4eH2c/4BN1vUU8YG8SKiIh4+eWX1S4L6BA/3bGe64mb3AGCVG1tLZ2zubm5ahfkZmVlJZUkJydH7YIEVEJCAnsgBT4oBMXx0x1zU09uIgqgAzabzWg00mmr7hOnBgYG2A/46PLBVxIeeughqnVoaKj+nqcKquOnO+amntxEFEAf2NBRQUGBimVYv3699n+9x08WLVpEda+trVW7IKA3/HTH3NSTm4gC6MPQ0JDBYAgPDx8YGFClAGazmd43oqKiqCSqFEBdra2t7NZ+h8OhdllAV/jpjrmpJzcRBdCNbdu2qTWAJDyaYf/+/YHfu0akpaVRCzQ1NaldENAVfrpjPdcTN7kDBLX+/n528n7/+98P8K55ezSDR42NjdQIlGiqXRDQFX66Y27qyU1EAfQkMjKSfU4XyJ1y+GgGjyi5ZO3Q3t6udllAP/jpjrmpJzcRBdCTl156KSQkhM7fzs7OgO2Uz0czeFRTU6OR52WAbvDTHXNTT24iCqAze/fupfM3LS0tMJ/WcftoBo+Gh4fZ8zJ6enrULgvoBD/dMTf15CaiADrjcDjY3daVlZUB2B3Pj2bwqLy8nBqEmkXtgoBO8NMd67meuMkdQB+6urrCx/h7HIXzRzN4pPrzMkBn+OmONVTPcTOh0dHRiooKo9EYExND17L00quNK1FGAFBHWVkZ+0ab/x7LhEcziCkuLqZmKS0tVbsgoAf8dMeaq6dE09fX1y9atOjDMTRx9OhRRTYLANpns9mSk5PpRK6pqfHTLvBoBjHseRkGgwEDe+A7frpjzdVToumXLFly+vRpNk0T2dnZimwWAIJCR0cH6+apv1d843g0g7SCggJqnL1796pdEAh6/HTHmqunRNNHR0dbrVY2fenSJaPRqMhmASBYsM+q/PHUADyaQVpnZye1D73rYngPfMRPd6y5eko0fWho6MjICJumibCwMPd1Jfix0AAQEMI4U11dnYKb/eMf/zh58mQ8mkEaZZ+T8PPP4DN+umPN1RMjWAAgoaWlhQ2lWCwWRTbY09PDnhc/ZcoUDM9IwM8/gyL46Y41V0/cgwUA0tijqvLz833fFKVrUVFRbJB75syZSB2k4eefwXf8dMeaq6d70wtzjhw5gm8RAoDFYmGPF/fxhnT2jHiyadOm48ePKzUkpmP4+WfwHT/dsYbqKXbLlDA9Ojq6c+dO45hdu3bhOVgA3GI9vclkEm4b8IrNZmNfiwsPD8dNRfLh55/Bd/x0x3quJ25yB9Cx3NxcOq+Lioq8XXFwcDA9PZ3dyNXR0eGPsukYfv4ZfMRPd8xNPbmJKAAnKE9it0+1tbXJX8tsNptMpkljvx6N336ZAPz8M/iIn+6Ym3pyE1EAfrDRlFtuueWxxx6T85Dx+vr68PBwdoO8zWYLQAl1CT//DL7gpzvmpp7cRBSAHw6Hg/1+DmM0GrOysrZv315bW9ve3i6kXBaL5V//9V8feughtlhVVRW+LegL/Pwz+IKf7pibenITUQCusB8QDAkJiYmJcX+8MKVcixcvjoiIYC+joqLwiAFFsEfqP/zww2oXBIIPP92xnuuJm9wBeNDT08OesGC1Ws1mc11dXWlpaW5uLrvXShAZGYkHtSuF/XIO5bX4lgB4i5/umJt6chNRABCwlOsnP/nJPffc884776hdHP1gT3Un8+fPx+et4BV+umNu6slNRAEA/M1ut993330GgwF3u4O3+OmOuaknNxEFAAiM7u5u9qSMsrIytcsCQYOf7pibenITUQCAgOns7GRPvti/f7/aZYHgwE93rOd64iZ3AAB/a2lpYTlWXV2d2mWBIMBPd8xNPbmJKABAgNXX17MfdqRkS+2ygNbx0x1zU09uIgoAEHjV1dUsxzKbzWqXBTSNn+6Ym3pyE1EAAFWUlZWxp7l2dXWpXRbQLn66Yz3XE/dgAQAEUmFhIb3ZxsXF9ff3q10W0Ch+umOt1HN0dLSiosJoNMbExFRWVtJL92V8SZj4iSgAgFocDkd+fj693yYmJsr5+W3gED/dsVbqWV9fv2jRog/H0MTRo0fdl/ElKvxEFABARTabLScnh95y09LSrFar2sUBzeGnO9ZKPZcsWXL69Gk2TRPZ2dnuyyDBAgDQvuHhYcqu2GeF//Ef/6F2cUBb+OmOtVLP6Oho4Vrn0qVLRqPRfRmKislkmjZtWnp6+qFDh27cuCF/+/xEFABAdUNDQ2FhYex7hTU1NXa7Xe0SgVbw0x1rpZ6hoaEjIyNsmibozBRb8tq1a93d3dnZ2e4/zjBJkh9LDwAAfy0zM1N4+01OTm5sbFS7RKAJ/HTHWqmnnBEsZ+fPnx93GWf8RBQAQAscDgddDLe3t2dkZLA0iyY6OjrULheojJ/uWCv1lHMPljOLxRIbGyt/+/xEFABAUyjTamxsTExMZGlWXl5eT0+P2oUC1fDTHWulnkeOHBH7FqEQjMLCwt7e3uvXr/f19dEpumPHDvnb5yeiAAAaZLfbq6urjUYjS7OKi4sHBwfVLtT/h7vEAoaf7lgr9RwdHd25c6dxzK5du5yfgyUE48SJEwsXLoyIiEhJSdm9e7dX5wM/EQUA0Kzh4eGysjKDwUDvyfRmnpCQcP/99/u4TbrwdjgcLjNpDiVw3d3d1HFkZGTccccdTz755F4RaWlpkydP/ulPf+pjSUAOfrpjPdcTN7kDAGjQwMBAUVGR8OY8ffr0goKC2tpabz86HBoaWrNmDW1h9uzZxcXF+fn5OTk5ycnJUVFR0t95EhMXF0cFa2xsxFNS/Yef7pibenITUQCAoHD06FGDwTB16lTnFMdoNDonW/39/e3t7WyAym6300zKfsrKyvLy8kwmk3S2RJlWRkbG4sWLaRfR0dHl5eViI1grV668bYzz6unp6bQK7R2fHiqLn+6Ym3pyE1EAgGDBMqehoaHm5ubt27ezx5MKKCsKCQmZNPb1Q0p3wsPDXVIoysb+5m/+hv61efNmSrxaW1vNZvPg4ODw8LD7XuSgfI5yu9WrVzuPgVEWSHtJSEjYuHGj8k3AH366Y27qyU1EAQCCl1iyJYwqrV+/vrq6uq2tzWKx+K8YdrudcrXKykrnp3mxnG9in2bqzPvvv//YY4/V1NRQK1FTePV9BX66Y27qyU1EAQD0gZKtqqqqtWvXHj58uLu7W62P6qxWa3l5eURExPTp0yU+zeQEVbawsDA0NNQ9/aUGSU5Ozs3NpWbZtGnTt771rblz5x49erS/v995EJGf7ljP9XSJvdrFAQCA4CY2wEa5xfLly2m+jpOttrY2Sp5YfVmCFRYWlp2dnZ6eLjzkTEJqaupdd91FC/PTHXNTT24iCgAAASCWbOnsq4h2u53qwhIjlkqWl5efO3eutra2s7PTeUmr1TowMGA2m1taWg4fPjxz5syoqKilS5dSasXneAc39eQmogAAEGBtbW0sdYiJiXHOJBT5KqLwTK+Ojo4NGzbceeed//RP/0R5TH9/v/ATc86U+ix1eHi4urqa8kVWl8TEREqqXL5AIBNVgUpbU1MzefJkfrpjburJTUQBACDwKMdqbGxkmYTHryKmpKRMmzaN5os9LaKqquree+/duHGjt8/0osUyMzNpy7TiqlWrQkNDad0J3H4+NDTU29tLK1ION3XqVPY82Elj3+JsamqS/2VMCZQR8tMdc1NPbiIKAABaIPZVxAlgz/Ravnw5e2zY4sWLc3NzU1NThZ8ekuZ8+/mGDRuysrKWLl1aXl5OCVleXh5tWewmKkraFP99bn66Yz3X0+VAUbs4AADAKavVWlRUFB0dnZ+fLzaCtXbt2klj94/X1NSIPdOLkjaXQSn2AWJXVxcbQissLIyLi6OUjtIpmbefC0wmU1paGq24YMECmn7++ef90RT8dMfc1JObiAIAQDCiVImSpN7eXsW37Hz7eVVVVfiYHTt2UELW3t7e3d0dyB/e5qc75qae3EQUAABAAuVbE7tXXRH8dMfc1JObiAIAAGgWP90xN/XkJqIAAACaxU93rOd64iZ3AAAATeGnO+amntxEFAAAQLP46Y65qSc3EQUAANAsfrpjburJTUQBAAA0i5/umJt6AgAAgAaonREECC/1lBaYeGMv2ItudoS9YC/62EvAdoS9cAjN9DU9HZTYC897CdiOsBfsRR97CdiOsBcOoZm+pqeDEnvheS8B2xH2gr3oYy8B2xH2wiE009f0dFBiLzzvJWA7wl6wF33sJWA7wl44hGb6Gg4XbUJcNAuh0SbERbMQGg4h5F/Doa9NiItmITTahLhoFkLDIYT8azj0tQlx0SyERpsQF81CaDiEkH8Nh742IS6ahdBoE+KiWQgNhxDyr+HQ1ybERbMQGm1CXDQLoeEQQg4AAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMB0mWKOjoxUVFUajMSYmprKykl46/9dqtc6aNUvskSRi60pvE+QQa8NJf82rdREXRUg049tvv71q1arIyMiEhIRjx47JXxeh8Z3MUyY6Olr+uoiLIsSa8YMPPsjPzzeOoQl6KX9dhEZ/dJhg1dfXL1q06MMxNHH06FHn/z7yyCPPPPOMWEcutq70NkEOsTaU8/w9xMWvxJrx3LlzdDXS1NT0+eefnz9//oEHHpC/LkLjOzlt+Nxzz5WXl8tfF3FRhFgzLlmyZPfu3cNjnnjiCXopf12ERn90mGDRMX369Gk2TRPZ2dnCv/r6+lJSUux2u0unLrwUW1dimyCTWBtKJFiIS2CINSNlVHV1dR5XQWgCYNw2vH79+pw5cy5cuCDMQVwCQ6wZp02bdvXqVTZ95coVeimsgtBwSIcJVnR0tNVqZdOXLl0yGo3Cv9auXfvLX/7yplunLrwUW1dimyCTWBtS45tMJnonSk9PP3To0I0bN4RVEJfAEGvG2NjYp556Kj4+fsaMGZs3b6aLcmEVhCYAxm3Do0ePPvjgg85zEJfAEGvG9evX79mz54svvqCTpaqqil4KqyA0HNJhghUaGjoyMsKmaSIsLIxN/+53v1u8eDH7YFts1ERsXbH5IJ90G167dq27u5su2srKyuSvi7goQqwZaaKoqOjTMYWFhcXFxfLXRWh8J92GX3311e23397X1+fVuoiLIsSa8cKFC7Nnz2b3xtHEJ598In9dhEZ/dJhgiV0HLFiwoLOzk02LJVi4tvAfOW14/vx5j/MRF7+SaF56yaYpxzKZTF6ti9D4SLoNm5ub77nnHm/XRVwUIdaMeXl5TzzxhHAPFr2Uvy5Coz86TLAk7vUZ9wtr+HTcf+S0ocViiY2Nlb8u4qIIsWbMycmhvIpNX7x40WOChdD4j3QbZmRkvPHGG96ui7goQqwZp06dKnYP1rjrIjT6o8ME68iRI+N+F0PsHiyxdeVsE6SJtWFhYWFvb+/169f7+vrogm/Hjh3CKohLYIg147FjxzZu3Ch8ROh8uw9CEwASbXjq1KmlS5e6r4K4BIZYM1KSVFVVxUawnnzySeckCaHhkA4TrNHR0Z07d7Inkezatcvj00TEEiyxdeVsE6SJteGJEycWLlwYERGRkpKye/duu90urIK4BIZEM+7Zs8dkMsXExGzatMnjTe4Ijf9ItGFOTk5ra6v7KohLYIg143vvvbd69epbxqxZs+b9998XVkFoOKTDBAsAAABAXUiwAAAAABSGBAsAAABAYUiwAAAAABSmwwTrtddeW7lypcFgiI+P37p16+XLl9l8b39iU2w77sSe+yD9A8bSi8n5CWQAAADQJh323Hfffffp06dtNtunn35aUlKybt06Nt/bn9gU244YsTRIZnok9sVGAAAACDo678WvXr0aGRnJpn15vJvzdsQgwQIAAABG5714a2trbm4um/blBwqctyNG8QRL7CeQAQAAQOP0nGCdPXt2zpw5586dYy8n/BObLtsRo2yCxUj/BDIAAABok24TLLPZnJSUdObMGWHOxEaw3LcjcUu7x5KI3b0uc/Wb4j+BDAAAANqkzwSrubk5ISHhrbfecp45gXuwPG5HjD9GsBixn0AGAAAAbdJhgnXw4MGkpKT+/n6X+d7+xKbYdsQom2BJ/AQyAAAAaJwOE6xJbmw2203vf2JTbDvj7nHc+XJWl/gJZAAAANA4HSZYAAAAAOpCggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgsP8HJjLdb+vhxvIAAAAASUVORK5CYII=)
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