Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit362-04-20021102_112300_20021102_160800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/02 |
Start Time | | 2002/11/02 11:23 |
End Time | | 2002/11/02 16:06 |
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 | | 8.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 162.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit362-04-20021102_112300_20021102_160800-constBx0 |
Minimum Dst Value | | -56 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IE9jdCAxMCAwOToyNDozOCBFRFQgMjAxOZ8uS+kAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNjItMDUtMjAwMjExMDJfMTYwOTAwXzIwMDIxMTAyXzIwNTQwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTExLTAyVDE2OjA5OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0xMS0wMlQyMDo1MjowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjguNzkwNTQ5OTk5NSwgIm1heCI6MTYuMDE2NDUwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfVJcxG8AAAAEZ0FNQQAAr8g3BYrpAAAiV0lEQVR4nO3de3AV5fnAceQaSMsvgZSYSAJIaaUDtDLqSAkICHjBC1pLA8hNamkVRtsqF7mVtkDbKYw6KloaOs6oXOwgowU6jpV2tFZGm6GlchMVDJY7AaIGEMLvmez8dva3Z3ez5+TN4WWf7+cPZs9mz/vu87579nl294Q0Ow8AAACjml3oHQAAAEgaCiwAAADDKLAAAAAMo8ACAAAwjAILAADAMAosAAAAwyiwAAAADKPAAgAAMIwCCwAAwDAKLAAAAMMosAAAAAyjwAIAADCMAgsAAMAwCiwAAADDKLAAAAAMo8ACAAAwjAILAADAMAosAAAAwyiwAAAADKPAAgAAMIwCCwAAwDAKLAAAAMMosAAAAAyjwAIAADCMAgsAAMAwCiwAAADDKLAAAAAMo8ACAAAwjAILAADAMAosAAAAw5QWWM2aKQ0cABqjKU6eb731Vo8ePRpsuSm6Jheg6Sg9tsI+VHzYACBCU5wky8rK1q5de0G65pzvYByagtIxTfdSaf369QMHDmzTpk1RUdGECRMOHDjg/mjLli3Dhw/Pzc0tLi6uqKhwVm7cuHHIkCE5OTmy/eTJk48cORLYS11d3fTp0/Py8vLz82fOnCkv3d69wnYyrJewZsPWR+xt2D4Ers+g/UBhnQYOdVin1dXV48eP79ChQ0FBwfz58xvcybD1gRI58ukGFX2UHj58uKSkxLveyMg3Bd/OuxFdcsklhYWF5eXlVVVVEW/PYP/3799/3333de3atVWrVvKuG2+8Uc4wgTvjWykL3/jGN7xdyHLPnj29G7g/2r59+5133ikfgdatW1911VUvvviis/748eOynz169Gjbtq30fvvtt7/22msN7nPqzmS8Qar27dufOnWq8V1noEkLi7QmziGHnJy4wj6qH3zwwS233JJXTxbkZUSnWUBZFk3p6KR7jhg8eLBcYEnOPnny5IIFCyQPOet37twpWeS55547duzY3r17R48e7awfNmzYhg0bampqDh48OGXKlBEjRgT28vTTT/ft2/fDerKwfPnymLsX3UtYs2HrG9zbmDf8Mm4/TuNhQx3W6cSJEyU1Hqg3atSoFStWZDY4gRI58ukGFX2USgGxaNEi7zZGRr4ppBZYzsK5c+c++eSTn/70p2VlZRFvT3f/9+3b16VLF2l227Ztn3/+uaTSV1555YYbbgjcGd9KWZBS6eWXX3Z/9NJLL8ma1AJr165dkqp/+9vfyodFape33377O9/5jvMj6evee++VDU6fPn3o0KHVq1dfd9110fscuDMZb5DxWy7qAivmxMnh8d3vfnfMmDGBDfbr12/27NnV9WbNmiUvIzrNAgqsaEkbHTmVPPDAA4X1ZMG9KpLjYOnSpZ07d5arUuflr3/9606dOsnl3f333y8nGnez8///0jy1C8lA7dq1c5YlzT/xxBPRuyQ1WW5ubuCP5OMhKc1ZloX+/ft7dyMt3l7Cmg1b3+DexkzzGbcfp/GwoQ7rtGPHjlIoOMtSY7k5sjGDEyh5I38+XlARR6mUDt27d6+trfVu08iR/+KLL+bOnVtaWirX7lI3OCsjPu/Lli2TOiYnJ+faa6/dunWrs/6111678sorZaX8yKmEUj/svriOHz/etm1bWfjhD3/olumioqJC1kTvf+AQ3XPPPZIaw4auwQJrzZo13i4kuhdffDF15yVD//KXvwzsQsKRoMJ2wNtpxEnyfMjgR588031L6nk7cFrDDgMvuUKTElNiad++/R133HH48OE44UR3KgeANCjby0CZmjghJy45faW2JiT1yGfTWT5x4oSbibw9ph7P3jFscBzkuuIXv/hF165d8/PzJ02a9OmnnzrrUz+AqX3Fyb8DBgxYuXKlu8NyAVBUVBTngLwYJa3AkiNg6NChVfUGDx48b948Z71M8O233y7Xo+5L2WxfPVn42c9+5q73LfjI0bZ48WL34l4OI+lRjg85XsePHy9XFalvWbdu3aBBgwJbk0PcPb7lUlIOXLf3goIC+fD06tXrscceO3v2bIOBe3sJazZsfYN7GzPNZ9x+nMbDhjqsUzlDyUtnWU5YDQ5CnJ0PlLyRPx8vqIij9Oabb37++ed9+9nIkZdyQXZp9+7dx44de/DBB52VEZ/3kSNHfvTRR/KBXbBggZvY5Pj54x//KOd9Oa1PnjzZ3djbkTfT7N+/f8aMGc4NHqkwBg4cuHr1alletWqVLJ85cyZ6/wOnT/ZBklxgjGFv8Z6XZK969Ojx97//XV5u2rRJlmVN6olLPi+Bz4/ETTfdNGrUqDfffPPzzz8P243zMU6SEYMf1ma6b0k9bwdOa1izXn369Hn99dclZMnlU6dO/f73vx8/nMBO58yZIyP5Sb3hw4ebmrjzkQXWXXfdJTsmIcgJUHZAXkZ0GjiGDY7DkiVLrr/++g8//FA+aHffffdPfvITZ33gB9DXV5z8++c//7lnz54Su/Mj+Rj+6le/Cgw2AZJWYF1++eXvvfeesyyXGnIZ7SzLBO/Zs8fdTF66m/3nP//xbuZb8HJKdbmke//99501LVq0kEPwYL3y8vKJEyf63lJZWdmtW7ew82nz5s2dc7SQBWnN+1NJA++88458nt2jOYyvl7Bmo7uL2NuYaT7j9uM0HjbUYZ2OGzdu7NixzvZyNd+yZcvo7Rvc+UCJHPmYQTlSj9JXX331mmuucb5u4t3PRo78V7/6VffmgSvi8y61kbP82WefObegRElJyeOPP/7xxx97G0lNSF5yHS+nCOdHBw4ckJGZOXOm/Ot+ETPdI0cORW9lk3q/IfUtvp8+88wzt9122/n6h32/+93vUjdweqmtrQ3cgRMnTkgi/OY3v5mTkyMD+NBDDwXeP2jwJBkx+GGxp/uW1PN24LSGNRtGRqBz587xwwnrdPv27c6yvNHUxEkVUl4vcM+d58vOASMLbtkU2Kn70juGDY7DFVdcsWPHDmdZDnLpxVkO/AD6+oqZf6+++mrnAmzXrl2yAzKqgbuXAEkrsOSU4Z5WZEFeOssywd4vGMrLsM18Cz5yRM6fP3/AgAHOS7l49d4mkQt678ZymVJaWrp582Zvv96TaZxrd7nU9t4z8L49rJfMbhWktuPd7cDRSOs+SkT7MRsPHOqwTo8ePSp1lWRHuZRfuHDhpZdeGr19BnewEjny8YPy8h6lvXv3fuONN1L3M93B8R3t3o+2K+Lz7t3MffnPf/5z5MiRHTt27NGjh/tcL2xjZ39mz57tfudSyEW5bOA+o4w5Pl5yKEZU0q1atfI94ZK4pIbzbiYbFBUVvfDCC/Kv+5TN107EHSyXnBKlcpowYULgl/MaPEnGHHyvdN+Set72/TS6WS+5DJB5lBOCc1C5dXC64Xi3d2fK9zQ8deM4E+dewMuVoXuu830Khg4dOmvWLPc7WPIyolP3pXcMGxwHqSC9FxjusRf4AfT1FTP/rlu37utf//rZs2dHjx4tFzypISRG0gqsmFdI3oszWUjdzHlcHUhqLPfrKWVlZd4v+ngLrFWrVhUXF7/77rsRexvn2ydVVVVyrgxrIbCXDL7sEr23MdN8xu3HaTxsqOOM4ZNPPul+adTUd7ASOfJpBeXlPUqbpYhuJ+bIS0mU1h0s72a+l3Ku/9Of/uTW3L4Pu2/jkydPujcttmzZIhfca9euveyyy9zb2OkeOVLQzJw507fS7bRnz55vv/2290f/+Mc/unbt6tts8eLFLVu2dJ+tpBZYcsAvWrQoek8ckqq//OUvp65v8CQZNvgRJ88M7mDFeRnnDpasfPbZZ+W6S/K6/Js6YukeSxncwTofY+KiyaEY/R2s8w0dzw2Og5Q+H330UWqzgR9AX18xx1A+gHIZ9vDDD8uB7X63L5GSVmDJ5ab7DFjq9Dlz5jjrUz8kw4cPd75eIAupXwX4yle+sm3bNnf7cePGycszZ858/PHHU6dOdS/4Kioq3OdQ5eXlkyZNctYvWbKktLTU/fiFWbZsWeDvH0lTcnTKkSedSjjTpk0LfHtYL2HNhq1vcG9jnv4ybj9O42FDHdapbCzHgCSPlStXlpSUuDe90x2cQIkc+XSDinOUevezkSO/cOHCQYMGffDBB96vgMT/vLv7LAlA9lkKLCklnZW+D7v3vUeOHJk7d+611157vv77l5IV/va3v8nyyy+/fOWVVzpP+iL2P3D69uzZI127v0Uo4bzyyivulnIxIL389a9/PVFv06ZNvXr1+s1vfhPR4PmgPL1r1y6pIJcuXSojc+rUqc2bN7u/RXjdddetXr1arlLkhCb7PGXKlJtuuimwzeiTZNjg+8bTK+Z8hQ1g2MuwZr1kNF566SUZCjmEZChSRyzdY0m2d7+DdcMNN8QssNLdwEeqedkx5w7WI488EljNRxzP52OMw6OPPirjIC3Ix+Tf//739773PWd94AfQ11f8+ZVrOVn5+9//PnA0EiNp8dTW1sqJ3vktBllwb1emfkicX5DJz8//0Y9+5P1lB2dBkk1eXp77cs2aNX369GndurWkajkfSeHvNiXnnYKCAmlHijD3m9epF/E1NTWpeyuFvFTxzn9qMmPGDPcmqtNdmzZt5ApADtmw71KE9RLWbNj6iL31rQ/rOuP248QVPdRhnUpBJmlMrvCGDRtWWVnZ4JiHrdcz8ukGFeco9e55I0deqgHJKJ07d5YDQOoGZ2X8z7uzINW2XKDn5ORIefT66687K30fdu8IdOjQ4bbbbtu9e7esHz9+vPO9GYfsg1PlR+x/s5CEsXfv3nvuuUeOz5YtW3bs2PGOO+5466233NH4wx/+cNVVV/1PPVl49tlnG2ywWVCelswnLcteyYnr6quvdv8frL/85S+yXoZRxqFbt27333+/94TmbTP6JBk2+L7x9Io5X2Hxhr0Ma9Zr/fr1MvWtWrWSq4jHH388dcTSPZZkgx/84AcyODJEP//5z6XliP1Pa+IiSN184403OseGlHfOkemTejx7f9rgOJw7d07WX3HFFfLRllp/3bp1zvrAD6Cvr/jzK0djjx49vvjii8DRSIykxQMAaLzkZbum869//UtK1Qu9F5k7e/as+2tA2XHrrbe+8MIL2ezxguAjBADwo8Bq0IMPPrh///49e/Zcf/31P/7xjy/07mTunXfecX9bsKmdO3fumWee6d27t/s/NSQYHyFcGKkPpCw8oV8UO5muRAYF4zgqGvToo4927ty5U6dO995770X9fw186Utfeuqpp7LTlxxXXbt2lZIuO91dWHyEAAAADKPAAgAAMIwCCwAAwDCLCqywr4Ns2bJl+PDhubm5xcXFFRUVF2TfAAAA4rOowHL4CqydO3eWlJQ899xzx44d27t37+jRoy/UjgEAAMRke4ElFdUTTzxxoXYGAAAgA7YXWIWFhXPnzi0qKurQocP48ePd/787g2YBAMAFZ6JYuAhYF6dv6Fu0aHH33Xe7f4Fu4sSJ0e9lRgEAsJaedGxdnL6hb9++/aFDh5xlqbEKCgqMNAsAALJPTzq2Lk7f0JeVlUld5SwfOHAgrQKLO1gAAFhFTzq2Lk7f0FdUVIwdO9Z9ROj8+frALdNqFgAAZJ+edGxRnGE3nObNm1dQUJCfnz9u3Djvl9wpsAAAuLjoScdJjpNHhAAAWEVPOlYTp5oZBQDAWnrSsZo41cwoAADW0pOOkxwnjwgBALCKnnSsJk41MwoAgLX0pOMkx8kdLAAArKInHauJU82MAgBgLT3pWE2camYUAABr6UnHSY6TR4QAAFhFTzpWE6eaGQUAwFp60nGS4+QOFgAAVtGTjtXEqWZGAQCwlp50rCZONTMKAIC19KTjJMfJI0IAAKyiJx2riVPNjAIAYC096TjJcXIHCwAAq+hJxxbFGVgJmSqS9MwoAADW0pOOrYsztcBqimYBAED26UnH1sVpsMDiESEAAFbRk46tizO1wCooKGjXrl2vXr0ee+yxs2fPGmkWAABkn550bF2cgUN/6tSpd955p3///g8++GD0eyM02S4DAIBY9KRj6+KMGPq9e/fm5eUZbxYAAGSHnnRsXZwRQ19VVVVYWGi8WQAAkB160rF1cfqGvry8fOvWradPn962bdvQoUOnTZsWtmVgUzwiBADAHnrSsUVxBtZDa9as6dOnT5s2bbp37z579uza2lrv9mk1bnh3AQBAmvSk4yTHyR0sAACsoicdq4lTzYwCAGAtPelYTZxqZhQAAGvpScdJjpNHhAAAWEVPOlYTp5oZBQDAWnrScZLj5A4WAABW0ZOO1cSpZkYBALCWnnSsJk41MwoAgLX0pOMkx8kjQgAArKInHauJU82MAgBgLT3pOMlxcgcLAACr6EnHauJUM6MAAFhLTzpWE6eaGQUAwFp60nGS4+QRIQAAVtGTjtXEqWZGAQCwlp50rCZONTMKAIC19KTjJMfJI0IAAKyiJx1bFGdEJXT48OGSkpLGzIqeGQUAwFp60rF1cQYO/X333bdo0aJ0Z4U7WAAAWEVPOrYuztSh37ZtW/fu3Wtra7mDBQDARU1POrYuztShv/nmm59//vnAHzWmWQAAkGV60rF1cfqG/tVXX73mmmvq6upSfxT43ghNuNMAACAGPenYujh9Q9+7d+833ngj8EeNaRYAAGSfnnRsXZy+oW/MjSjuYAEAYBU96di6OCOGPrX2MtIsAADIDj3p2KI4G7zhRIEFAMBFTU86TnKcPCIEAMAqetKxmjjVzCgAANbSk46THCd3sAAAsIqedKwmTjUzCgCAtfSkYzVxqplRAACspScdJzlOHhECAGAVPelYTZxqZhQAAGvpScdJjpM7WAAAWEVPOlYTp5oZBQDAWnrSsZo41cwoAADW0pOOkxwnjwgBALCKnnSsJk41MwoAgLX0pOMkx8kdLAAArKInHauJU82MAgBgLT3pWE2camYUAABr6UnHSY6TR4QAAFhFTzq2KM7ASmj9+vUDBw5s06ZNUVHRhAkTDhw4kHHjJvYRAABkTk86ti5O39APHjx47dq11dXVJ0+eXLBgwZAhQ9JqijtYAADYQ086ti7OiKGvqalp166d8WYBAEB26EnH1sUZNvSffvrp4sWLR4wYYbZZAACQNXrSsXVxBg6984yvU6dO77//fvR7IzTZLgMAgFj0pGPr4gwb+hMnTsyfP3/AgAFmmwUAAFmjJx1bF2fE0EuNlZubm1ZT3MECAMAeetKxdXH6hn7cuHHbtm07c+bMxx9/PHXqVO93sNKaJD0zCgCAtfSkY4viDLzhtGbNmj59+rRu3bqkpGTKlClHjx71bp9W44Z3FwAApElPOk5ynDwiBADAKnrSsfk4a2tr58yZ071795ycHPl33rx5p06dMt5LuvTMKAAA1tKTjs3HOW3atCFDhmzdulUqLfl38ODBDzzwgPFe4uAOFgAAVtGTjs3HWVhYWFVV5b6UZVljvJd06ZlRAACspScdU2ABAIAs0ZOOm+QR4dChQ997773a2lr5V5Z5RAgAAM5TYDWG1FWzZ8++/PLLc3Jy5N+5c+fyJXcAAHBeUzpWE6eaGQUAwFp60nGS4+QRIQAAVtGTjs3HuXXr1v79+7dt29aq4saGfQAAQDk96dh8nNdee+2CBQs+++wz4y2niztYAABYRU86Nh9nTk7Op59+arzZRtIzowAAWEtPOjYfZ5cuXT766CPjzTaSnhkFAMBaetKx+TifeuqpkSNH7t+/33jL6eIRIQAAVtGTjs3E2awhRnpp5B5e6F0AAEA7Pek4yXHaVuQBAKCcnnRsPs5LLrkkszcGVkIbN24cMmRITk5OUVHR5MmTjxw5knHjmb0RAACYoicdm4/zsssu++9//5vx231DP2zYsA0bNtTU1Bw8eHDKlCkjRoww0iwAAMg+PenYfJxLly6988479+zZU1dXl8kOhQ/9yZMnc3Nz02qKR4QAANhDTzo2H2cjv+QesfG6desGDRqU8V5l9kYAAGCKnnRsXZxhQ19ZWdmtW7edO3dGv9fm32QEAEA5PenYujgDh37Tpk2lpaWbN2822ywAAMgmPenYujhTh37VqlXFxcXvvvuu2WYBAECW6UnH1sXpG/olS5aUlpZu3769wS0DN+ARIQAA9tCTji2KM7AeSv0qVU1NjfujtBo3v8cAACAdetJxkuPkDhYAAFbRk47VxKlmRgEAsJaedKwmTjUzCgCAtfSk4yTHySNCAACsoicdq4lTzYwCAGAtPek4yXFyBwsAAKvoScdq4lQzowAAWEtPOlYTp5oZBQDAWnrScZLj5BEhAABW0ZOO1cSpZkYBALCWnnSc5Di5gwUAgFX0pGM1caqZUQAArKUnHauJU82MAgBgLT3pOMlx8ogQAACr6EnHauJUM6MAAFhLTzpOcpzcwQIAwCp60rGaONXMKAAA1tKTji2KM+xWk5FbUHpmFAAAa+lJx9bFGTb0GUwJjwgBALCKnnRsXZwGCyyDbwcAAI2nJx1bFycFFgAASaUnHVsXZ2MKrGaRTO8pAABIj550bF2c3MECACCp9KRj6+LkS+4AACSVnnRsXZzxC6y0JknPjAIAYC096diiOMNuOEWsT6txk/sKAADSpycdJzlOHhECAGAVPelYTZxqZhQAAGvpScdJjpM7WAAAWEVPOlYTp5oZBQDAWnrSsZo41cwoAADW0pOOkxwnjwgBALCKnnSsJk41MwoAgLX0pOMkx8kdLAAArKInHauJU82MAgBgLT3pWE2camYUAABr6UnHSY6TR4QAAFhFTzpWE6eaGQUAwFp60nGS4+QOFgAAVtGTjtXEqWZGAQCwlp50rCZONTMKAIC19KTjJMfJI0IAAKyiJx1bFGdgJVRXVzd9+vS8vLz8/PyZM2fKy4wbN7GPAAAgc3rSsXVx+ob+6aef7tu374f1ZGH58uVpNcUdLAAA7KEnHVsXp2/o+/Xrt2HDBmdZFvr372+kWQAAkH160rF1cfqGvn379ocPH3aWDx06lJeXZ6RZAACQfXrSsXVx+oa+efPmZ86ccZZloUWLFtHvjdCEOw0AAGLQk46ti5M7WAAAJJWedGxdnAa/g8UdLAAArKInHVsXp2/oly1bFvZbhGlNkp4ZBQDAWnrSsUVxBt5wqqure/jhh/PqzZgxw/v/YFFgAQBwcdGTjpMcJ48IAQCwip50rCZONTMKAIC19KTjJMfJHSwAAKyiJx2riVPNjAIAYC096VhNnGpmFAAAa+lJx0mOk0eEAABYRU86VhOnmhkFAMBaetKxmjjVzCgAANbSk46THCePCAEAsIqedKwmTjUzCgCAtfSk4yTHyR0sAACsoicdq4lTzYwCAGAtPelYTZxqZhQAAGvpScdJjpNHhAAAWEVPOlYTp5oZBQDAWnrScZLj5A4WAABW0ZOObY+zurp6/PjxHTp0KCgomD9/fsbt6JlRAACspScd2x7nxIkTy8vLD9QbNWrUihUrMmtHz4wCAGAtPenY9jg7dux48OBBZ1lqrLKysvjv5REhAABW0ZOObY9TCqxDhw45y1Jp5eXlZdaOnhkFAMBaetKx7XGOGzdu7NixB+uNGTOmZcuWERs3i5S1fQYAAIH0pGPb4zx69KjUVfn5+YWFhQsXLrz00ksza0fPjAIAYC096fhiivPJJ5+UYiuz9+qZUQAArKUnHdse59ixY6uqqqqrq1euXFlSUrJjxw73Rw1OEo8IAQCwip50bHucFRUVxcXF7dq1GzZsWGVlpfdHaU2SnhkFAMBaetJxkuPkDhYAAFbRk47VxAkAACxwoSuCLNESZ3zZmfsk9ZK1juiFXpLRS9Y6ohd6SVJHFx3GxS9Jh37CPmD0Qi/J6CVrHdELvSSpo4sO4+KXpEM/YR8weqGXZPSStY7ohV6S1NFFh3HxS9Khn7APGL3QSzJ6yVpH9EIvSeroosO4wAA+YHZiXqzF1NiJeYFBHEwwgLOSnZgXazE1dmJeYBAHEwzgrGQn5sVaTI2dmBcYxMEEAzgr2Yl5sRZTYyfmBQZxMMEAzkp2Yl6sxdTYiXmBQRxMAAAAhlFgAQAAGEaBBQAAYBgFFgAAgGEUWAAAAIZRYAEAABhGgQUAAGAYBRYCNPs/gSsd7du3T31jXV3d9OnT8/Ly8vPzZ86cKS+j1yMtgfPywQcf3HLLLXn1ZEFepr6ReWlqgVNTXV09fvz4Dh06FBQUzJ8/P/CNTE3T2bhx45AhQ3JycoqKiiZPnnzkyBFnfZyxZV7QeBRYCBXxf+4tXbr0oYceSl3/9NNP9+3b98N6srB8+fLo9ciAb1769es3e/bs6nqzZs2Sl6lvYV6ywzc1EydOLC8vP1Bv1KhRK1asSH0LU9N0hg0btmHDhpqamoMHD06ZMmXEiBHO+jhjy7yg8SiwECqswDp9+nS3bt327duXuqVkdzmjOcuy0L9//+j1yIBvXtq1a3fy5Eln+cSJE/IydUvmJTt8U9OxY0dJ7c6y1FhlZWWpWzI12SGfkdzcXGc5YmyZFxhEgYVQYQWWXLRNmjQpcMv27dsfPnzYWT506FBeXl70emTANy933XXXvHnzjh8/Xl1dPWfOHHmZuiXzkh2pBZaMqrMslZZ3eJmaLFu3bt2gQYOc5YixZV5gEAUWQgUWWOfOnfva1762bdu2wLc0b978zJkzzrIstGjRIno9MuCbl3379nXp0sX5ApAsfPLJJ6lvYV6ywzc148aNGzt27MF6Y8aMadmyZepbmJosqKys7Nat286dO52XccaWeUHjUWAhVGCBtWrVqltvvTXsLVz2ZYFvXoYOHTpr1iz3O1jyMvUtzEt2+Kbm6NGjUlfl5+cXFhYuXLjw0ksvTX0LU9PUNm3aVFpaunnzZndNnLFlXtB4FFgIFVhgfetb33rzzTfD3sIXF7LANy9t27YN+w6Wi3nJjojfC3nyySel2Epdz9Q0KbkgLC4ufvfdd70r44wt84LGo8BCqNRssX79+m9/+9sRWy5btizwV2zC1iMDqb9FOGfOHOcO1iOPPBL4jV3mJTt8UzN27NiqqiqZl5UrV5aUlOzYsSN1S6am6SxZsqS0tHT79u2+9RFjy7zAIAosBPD9l1fu+rKysnXr1gVu7yzU1dU9/PDDzv/JNGPGDO9/HhO4HmkJnJddu3bdeOON/1Pvpptu2r17t3d7Z4F5aWqBU1NRUVFcXNyuXbthw4ZVVlb6tncWmJqm0yxFTU3N+cixZV5gEAUWAACAYRRYAAAAhlFgAQAAGEaBBQAAYBgFFvzS/QupYevD2kkV+IdyI9Z7Nb53AACMo8CCX7p/ITVsfVg7YcIKqegCy1TvAAAYRIGFKHH+Qmqc/3nP206YzAosU70DAGAQBRaixPkLqXH+doS3nTCZFVimegcAwCAKLISK+RdSG/zrp752wmRWYJnqHQAAgyiwECz+X0iNvoeU2k7EV9oD98S33vf2dHsHACALKLAQIK2/kBrxLajAdsIY/w5WWr0DAGAQBRb80v0LqWHrw9oJk1mBZap3AAAMosCCX7p/ITVsfVg7DfbY4HqvxvcOAIBxFFgAAACGUWABAAAYRoEFAABgGAUWAACAYRRYAAAAhlFgAQAAGEaBBQAAYBgFFgAAgGEUWAAAAIZRYAEAABhGgQUAAGAYBRYAAIBhFFgAAACGUWABAAAYRoEFAABgGAUWAACAYRRYAAAAhlFgAQAAGEaBBQAAYBgFFgAAgGEUWAAAAIZRYAEAABhGgQUAAGAYBRYAAIBhFFgAAACGUWABAAAY9r/e3EDlNHrb9QAAAABJRU5ErkJggg==)
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