Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-09-20020613_153700_20020613_202100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/13 |
Start Time | | 2002/06/13 15:37 |
End Time | | 2002/06/13 20:19 |
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 | | -32.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-09-20020613_153700_20020613_202100-constBx0 |
Minimum Dst Value | | -19 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxNzoxODoyMyBFU1QgMjAxOFvmzOAAAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMDItMDktMjAwMjA2MTNfMTUzNzAwXzIwMDIwNjEzXzIwMjEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIFBvbGFyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTA2LTEzVDE1OjM3OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wNi0xM1QyMDoxOTowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjEuMDc2NDg5OTk5NSwgIm1heCI6NC4yMjI3MTAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF191yp1/gAAAARnQU1BAACvyDcFiukAADiMSURBVHic7d1/fBT1nfhxyA+yJIgbiIRgAkGCgo0xUHoXJGCggaKgRi960QaJikfaxodpL0osUcIdCvXAR2yjxBM0Ph6pIuZsrgXEO870Ds+Ui0fspZJi1ICxFzTqKrENEiTf9yPzvXlsZ3Y2u9nZ3cnO6/lHHrOTmc985v3Znfd7Z2dnxwwCAADAVGPC3QEAAIBIQ4EFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwAIAADAZBRYAAIDJKLAAAABMRoEFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwAIAADAZBRYAAIDJKLAAAABMRoEFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwAIAADAZBRYAAIDJKLAAAABMRoEFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACazS4E1Zoxd9hQATBSMg+cbb7wxe/bsYVsOxqYtlQss1RmYzi6ja/Q85vkNAF4E4yCZm5v78ssvh2XTljrmh74zltr9iGeXWPv7Vmn//v1LliyJi4tLSUlZu3btqVOnlPnnz5+///77nU5nYmJiZWWlPFTmv/LKK8uWLXM4HLL8XXfd9cknn3jcitHqLpfr9ttvnzRpUlJS0qZNm4w6abQVo2b97a3R8uKtt95asWJFQkLCtGnTdu/e7R43hS/RM+KxkTF/btjGNctPnDhxZMGxT+T97YyXJ7nHzpgS+WAweqaNHTs2OTm5qKiou7vby+oj6H9PT8/3v//99PT02NhYWWvlypUyUh47o5kpE5dffrn7JmR67ty57guo/+ro6LjpppvkMDJu3LgFCxa89NJLyvzPP/9c+jl79uzx48fL1m+44YZDhw4N22d9Z0a8gJ68PM+cORP4pkcgqBWG+lySJ5Ic0o0SgSmdCWWpRFk2MnaJmr/HiKVLl8obLKl7Tp8+vXnzZskryvy6urr58+e/P0Qmnn76aWX+8uXLDxw40NfX99FHH61fv37VqlUet2K0eklJiRzWTw255ZZbnnnmGY+rG23FqFl/e2u0/PHjx9PS0hoaGj777LOTJ0/eeuutI4ued/q053ExXxp/7LHHKioqRhYcjyIy8v52ZtgnuaYzpkQ+GIyeaV9//fUf/vCHv/3bv83NzfWyur/9//DDD2fMmCHNHjt27E9/+pMk3V/96lff+c53PHZGM1MmpFT65S9/qf7rF7/4hczRF1jvvPOOJPXt27fL80Rql9/85jd/9Vd/pfxLtnX33XfLAl999dXHH3/84osvXn311d777LEzI15gxKuMxgJLmZBBv/nmm2+77bbgdYYCy/pGfdTkUHLvvfcmD5EJ9V2RPCEky6ampsq7UuXhT37ykylTpsjbux/84AdyoFEXG/zzkx/6TUhGiY+PV6YXLlwoOUaZlolFixbpl5fclpCQ4LG3RqtPnjxZkpYyLTWW9+O7fitGzfrbW6PlJa/X1tZ66YyXl5979LzzscAatnEZ3JkzZ8oBTnkYSHA8irzI+9gZo+WNOhNg5AcGBh588MHp06c7nU6pG5SZXl7vO3fulDrG4XDk5OS0t7cr8w8dOjRv3jyZKf9SKiH9i13T7c8//3z8+PEyUVpa6v5WZ/fu3TLHe/89Dsedd975wAMPeNxHo1Xc+7Z37173TcjevfTSS/rOSy7fsmWLx03I7shOGXXAfaNeDpKDBsH3fvD0dxX9cdvjsBo9DdzJmxMpMWVfJk6ceOONN/b29vqyO943Kk8AaVCWl0B5Hzghh3Q5sA+7rWF76x4Q9w3pn8buSw67+/J24u///u/T09MTExPvuOOOL7/8Upmvf93pt+VL2l28ePELL7ygdljq/pSUFF+eh5Fk1BdY8lTIz8/vHiJv3x966CFlvoz0DTfcIO9H1Yey2IdDZKK6ulqdr5nQkKfd1q1b1Tfr8mRVn6nyXlCegvpVmpqa8vLyPLZmtLq8DuWhMi0vS4/NetmKUbP+9tZoeXkVSZzl5SEv19tvv93lcmka8TF63ukLrKSkJCkRMjMzH3/88XPnzvnYuORROV6oDwMJjkeRF3kfO2O0vFFnAoy8lAuyiXffffezzz4rLy9XZnp5vRcUFHR1dcmOb968Wa1IJHSNjY2SAOT4ftddd3nsp3vK6enp2bBhg3KCRyqMJUuWvPjiizK9Z88emT579qz3/nscDumDZDuP+2i0ivtxSXo1e/bs//zP/5SHzc3NMi1z9Acueaq89957HjdxzTXX3HLLLa+//vqf/vQno24M+nCQ9BJ8ozb9XUV/3PY4rEbNusvKynrttddklyWpl5WVrVu3zvfd8bjRqqoqieQfhqxYscKvAmvYOHjprXtAjLalX3LY3d+xY8e3v/3t999/X15fxcXFP/rRj5T5Hl93mm35knYPHjw4d+5cea4q/5JX37Zt2/R7EdlGfYF1ySWXvP3228q0vNWYNWuWMi0jfeLECXUxeagu9rvf/c59Mc2EO6Vml7d0nZ2dypyoqCjlICtkIjo6WrPK0aNHZ86caXQ8NVp9zZo13/3udz8aIu9EY2JivO+1ZitGzfrbW6PlZUJegUr3ioqKSkpKNO34GD3vjN4Bt7a2yjFOfal7b1xez5deeumxY8fUOSMOjkcRGXkfO2O0vFFnAox8RkaGevJA5eX1LrWRMv3HP/5ROQUl0tLSfvrTn37wwQde+jnmz8kbejlEKP86deqU7GllZaX8VS9o8/eZIy9n98pGf+JBv4rmv0899dT1118/OPRh3z/+4z/qF1C20t/f77EDX3zxhWTEK6+80uFwSAArKio8nkgY9iDpJfhG++7vKvrjtsdhNWrWiEQgNTXV990x2mhHR4cyLSt6HzgpMoqGjCAOmt66B8TjtoZd0uPuz5kz5/e//70yLc/tGTNmKNMeX3eabfmYdr/1rW/9/Oc/Hxz6/Fo6IMH02L0INuoLLDlkqIcVmZCHyrSMtPuVofLQaDHNhIY8NTdt2rR48WLlofc33/L+cvr06UeOHHHfrvvB1Gj1Tz/9VOoqObLL29CHH3546tSpHlc32srIThX41Y77CbakpCRNlHyMnndeDtMnT57Un+fw2PiePXuuu+469zkmnsGKyMj73hmj5Y06429wNM9295e2ysvr3WNP/vu//7ugoGDy5MmzZ89WP9czWljpz8aNG92vXZN357KA+hmll/4bkZezl2I0NjZW8wmX7JfUcO6LyQIpKSnPP/+8/FU/ZdO04+UMlkoOiVI5rV271uOpzWEPkj4G352/q+iP25r/em/Wnbwxk3GUg6rypFLrYH93x315daRkeS/vbZS3N/KeWX3xDrstL701+haFvp/uSw67+1I4ur+vUJ9yHl93mm35mHabmpouu+yyc+fO3XrrrfI+x+NeRLZRX2D5+M7A/c2ZTOgX03zC7U5ylS+Xp0hqnzZt2ptvvumlt75cffLEE094uTTS41ZGcLGLX+3k5ua6XyLme5of/PPoeeelke7ubskfvjSenZ39+uuvu88x6xqsiIy8X50xWt6oMwFGXkoiv85geemJHPT37dunvm/RX87i/vD06dPqSYu33npL3nm//PLLF198sXo60N9njhQ0lZWVmpnqRufOnfub3/zG/V8tLS3p6emaxbZu3RoTE6N+yKIvsOSg8cgjj3jvicLlcl1wwQX6+cMeJI2C7+XgOYIzWL489OUMlsx87rnn5L2rJHj5q4+Yv88lv85gaQy7rWF7q+f9aTxsg1L6dHV16Zv1+LrTbMvH0Mnr7oorrrjvvvvk+axe0mcro77Akreb6ofBUrBXVVUp8/UvkhUrViiXF8iE/iPwiy66yP1zpTVr1sjDs2fPfvDBB2VlZeobvp07d3r8AtGOHTvkbb368jNitLq815H+y4HvhRdeSEtLU8/cahhtxahZf3trtPzu3bvVTzCLiorcr3DShNF79LzTNCIbkpeuvCylKRnie+65Z9jG9+/ff9VVVwUYHI8iMvL+dmbYJ7mmMwFG/uGHH87Ly3vvvffcrwXx/fWuTEjQJBPIs0gKLCkNlZmaF7v7up988smDDz6Yk5MzOHQdm6SHf//3f5fpX/7yl/PmzVM+6fPSf4/p8MSJE7Jp9VuEsju/+tWv1CXlDZVs5de//vUXQ5qbmzMzMx999FEvDQ56KrDeeecdqSAfe+wxicyZM2eOHDmifovw6quvfvHFF6VAlyeG9Hn9+vXXXHONxza9HySNgq+Jpzsfx8sogEYPjZp1J9H4xS9+IaGQp5CEQh8xf59Lsrx6DdZ3vvMdvwqsYbc1bG/1vDyNfWmwpqZGuiQtyKvjf/7nf/76r/9ame/xdafZlu/DKm/JZOauXbt8iVLkGfX72d/fL6lX+TqDTKjnLfUvEuULMomJid/73vf0X+KQ5OF0OtWHe/fuzcrKGjdunJQ7cjySdwDKfCnJpR53DtmwYYN6OnSMTl9fn763RqtLHpVDcHx8/PLly48ePWq0s0ZbMWrW394aLT849EFJUlKSRE9SuPul1pp2vEfPx/1ybyQuLk7eHsnrWR1ZL43n5uY2NTX5GHMvO2uTyPvbGaPljToTYOSlGvjxj3+cmpoq+y51gzLT99e7MiHvWOSdusPhkPLotddeU2ZqXuzuPZ80adL111//7rvvyvzbb79dueBJIX1QClwv/R9jkDlOnjx55513yms8JiZm8uTJN9544xtvvKFG49lnn12wYMGFQ2TiueeeG7bBMZ4SsKRAaVl6JU+Ab33rW+p9sP7t3/5N5ksYJQ4zZ878wQ9+4PGJMWa4g6RR8DXxdOfjeBntr9FDo2bdydstGfrY2Fh5V/DTn/5UHzF/n0uywN/8zd9IcCREf/d3fyctD9t/3+MwbG/19E9jv3b/66+/lvlz5syRY6yU+OqR0+PrTrMt34dVnoSzZ88eGBjwJUqRxy77CQDwwj5pL3C//e1vpVQNdy/8du7cuWG/QWWu66677vnnnw/lFi2FVxQAgAJreOXl5T09PSdOnPj2t7/9wx/+MNzd8Vtra6v6bcFg+/rrr5966qkrrrhCvVODDfGKQojoP2Cy4AF9VHTSXxG5UzAdz4ph1dTUpKamTpky5e677x6NNx2YMGHCk08+GZptydMpPT1dSrrQbM6aeEUBAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExmlwLL4zfVAQCAWcKd6q3FLuFg4AEACB7yrEYkh4PKGgCA0CDPatglHAw8AADBQ57VsEs4GHgAAIKHPKthl3Aw8AAABA95VsMu4WDgAQAIHvKshl3CwcADABAk/f395FmNSA4H3yIEACDY2trapk6dSp7VsFY4ent709LSjAbp/Pnz999/v9PpTExMrKyslIe+t8zAAwAQDDU1NZzI0LNWOL7//e8/8sgjRoNUV1c3f/7894fIxNNPP+17yww8AADB8MYbb4wdO5Y8q2GhcBw7dmzWrFlePsdduHDhgQMHlGmZWLRoke+NM/AAAARDSUkJZ7D0LBSOa6+99uc///mgcTE0ceLE3t5eZfrjjz92Op2+N87AAwBgus7OzpiYGIfDQZ7VsEo4/uVf/uUv/uIvlMuqjAYpKirq7NmzyrRMREdHaxbgRygBAAgl5fRVeXk5eVbDKuG44oorDh8+rExzBgsAAOtTT1/19PSQZzWsEg5fTjhxDRYAANahnr4aJM/qWDEcmkFSH+7cuZNvEQIAYAXup68GybM6VgyHUYF1/vz5++67zzlkw4YN3AcLAIBwueGGG9TTV4PkWR27hIOBBwDALEuXLpXEGh0drZy+GiTP6kRyOPgWIQAAwRAfHy+JdfLkyeoc8qyGXcLBwAMAYIqBgYELL7xQEuszzzyjziTPatglHAw8AACmOHTokGTV7Oxs95nkWQ27hIOBBwDAFMXFxZJVt2zZ4j6TPKthl3Aw8AAABK6/v3/ChAmSVTs7O93nk2c17BIOBh4AgMA1NTXpPx8cJM/qRHI4+BYhAADmUj4frKmp0cwnz2rYJRwMPAAAAerr63M4HJJSu7u7Nf8iz2rYJRwMPAAAAWpoaJB8mpubq/8XeVbDLuFg4AEACFBBQYHHzwcHybM6dgkHAw8AQCCUzwdjYmJ6e3v1/yXPatglHAw8AACB2LVrlyTT/Px8j/8lz2pEcjj4FiEAAGaR0kqSqZRZHv9LntWwSzgYeAAARqy3tzdmiMfPBwfJszp2CQcDDwDAiCmfDxYUFBgtQJ7VsEs4GHgAAEYsNzdXMmlDQ4PRAuRZDbuEg4EHAGBkuru7JY06HI6+vj6jZcizGnYJBwMPAMDI1NTUeP98cJA8qxPJ4eBbhAAABE75fLCpqcnLMuRZDbuEg4EHAGAEOjs7JYdOmDChv7/fy2LkWQ2rhGP//v1LliyJi4tLSUlZu3btqVOn9MsEckaKgQcAYAS2bNkiObS4uNj7YuRZDauEY+nSpS+//LLL5Tp9+vTmzZuXLVumXyaQwWPgAQAYgezs7GE/Hxwkz+pYMRx9fX3x8fH6+RRYAACEkvL5YFJS0sDAgPclybMalgvHl19+uXXr1lWrVun/pYyx1F6ZmZmPP/74uXPnfG+WgQcAwF9VVVWSQNetWzfskuRZDWuFQ7m4asqUKVIyGy1z5syZ1tbWRYsWlZeXe1zdSJD7DgBApMnIyJAEeujQoWGXJM9qWC4cX3zxxaZNmxYvXux9sZMnTzqdTt+bZeABAPBLW1ubj58PDpJndawYDqmxEhISvC/T3d2dnJzse5sMPAAAflE+H9R/XuQReVbDKuFYs2bNsWPHzp49+8EHH5SVlblfg6WOWVFRUXt7+1dffSVL5ufn33PPPb63z8ADAOCX1NRUyZ6HDx/2ZWHyrIZVwrF3796srKxx48alpaWtX7/+008/Vf+ljpmyTFxc3KxZszZu3Oj9jmcaDDwAAL6TukpSp9RYPi5PntWI5HBwkTsAACNTXl7u++eDgxRYOnYJBwMPAIDvlM8H29rafFyePKthl3Aw8AAA+GjJkiWSN1NSUnxfhTyrYZdwMPAAAPiiu7tbubRm7ty5vq9FntWwSzgYeAAAfNHf3x8bGyt587nnnvN9LfKshl3CwcADAOCL+vp6SZo5OTl+rUWe1YjkcPAtQgAA/JWXlydJc9euXX6tRZ7VsEs4GHgAAIbV1dUlGdPhcPT19fm1InlWwy7hYOABABhWdXW1ZMzi4mJ/VyTPatglHAw8AADDUm5/1dzc7O+K5FkNu4SDgQcAwLtDhw5JukxPTx/BuuRZDbuEg4EHAMC74uJiSZfV1dUjWJc8qxHJ4eBbhAAA+MjlcjkcDkmX3d3dI1idPKthl3Aw8AAAeFFXVye5Mj8/f2Srk2c17BIOBh4AAC9ycnIkVzY0NIxsdfKshl3CwcADAGCko6NDEqXT6ezv7x9ZC+RZDbuEg4EHAMBIRUWFJMrS0tIRt0Ce1bBLOBh4AAA8GhgYmDp1qiTKlpaWETdCntWI5HDwLUIAAIa1b98+yZJz5swJpBHyrIZdwsHAAwDgUWFhoWTJ7du3B9IIeVbDKuHYv3//kiVL4uLiUlJS1q5de+rUKf0y58+fv//++51OZ2JiYmVlpTz0vX0GHgAAvd7e3pghPT09gbRDntWwSjiWLl368ssvu1yu06dPb968edmyZfpl6urq5s+f//4QmXj66ad9b5+BBwBAr6amRlLk6tWrA2yHPKthxXD09fXFx8fr5y9cuPDAgQPKtEwsWrTI9zYZeAAA9LKzsyVFNjY2BtgOeVbDcuH48ssvt27dumrVKv2/Jk6c2Nvbq0x//PHHTqfT92YZeAAANFpbWyU/JiUlDQwMBNgUeVbDWuFQvu43ZcqUzs5O/X+joqLOnj2rTMtEdHS0x9WNBL33AACMKmVlZZIfy8vLA2+KPKthuXB88cUXmzZtWrx4sf5fnMECAMAs/f39SUlJkh/b2toCb408q2HFcEiNlZCQoJ/PNVgAAJilsbFRkuOCBQtMaY08q2GVcKxZs+bYsWNnz5794IMPysrK3K/BUsds586dfIsQAABTrFy5UpJjbW2tKa2RZzWsEo69e/dmZWWNGzcuLS1t/fr1n376qfovdczOnz9/3333OYds2LCB+2ABADAy3d3dMTExDodDvfYmQORZjUgOBxe5AwDg0bZt2yQzFhYWmtUgeVbDLuFg4AEAUPT29s6aNUsy48GDB81qkzyrYZdwMPAAAIiurq5x48aZdfsrFXlWwy7hYOABABAHDx5UrpzJz883sVnyrIZdwsHAAwAw+H8FlsPhePfdd01sljyrYZdwMPAAAPT392dkZEhOrKmpMbdl8qyG+eGQwauqqpo1a5ZUx/L3oYceOnPmjOlb8QXfIgQAwN2WLVskIWZmZpp49ZWCPKthfjjuueeeZcuWtbe3S6Ulf5cuXXrvvfeavhV/MfAAAJvr6upyOBySEA8fPmx64+RZDfPDkZyc3N3drT6UaZlj+lb8xcADAGyuoKBAsmFxcXEwGifPalBgAQAQ+ZRr251OZ09PTzDaJ89qBOUjwvz8/Lfffru/v1/+yjQfEQIAEEbBu7ZdRZ7VCMpF7hs3brzkkkscDof8ffDBB8N1kbs7Bh4AYFvBu7ZdRZ7ViORw8C1CAACCem27ijyrYZdwMPAAAHsK6rXtKvKshvnhaG9vX7Ro0fjx4y119sgKfQAAIMSCfW27ijyrYX44cnJyNm/e/Mc//tH0lgPBwAMA7CYE17aryLMa5ofD4XB8+eWXpjcbIAYeAGA3Ibi2XUWe1TA/HDNmzOjq6jK92QAx8AAAWwnNte0q8qyG+eF48sknCwoKgv1Zry/4FiEAjAr9/f19fX3h7kWkCc217SryrIY54RgzHFO2EmAPw90FAIAHHR0dF1544fjx4w8dOhTuvkSOkF3briLPalglHK+88sqyZcscDkdKSspdd931ySef6JcJpGhj4AHAmp544gnlqB4bG1taWtrZ2RnuHo16oby2XUWe1TA/HGPHjh3BWsuXLz9w4EBfX99HH320fv36VatW6ZcJZPAYeACwoJ6enksvvVQO0crVQoqCgoLQXDYUqe64446QXduuIs9qmB+Oiy+++H//938DaeH06dMJCQn6+RRYABBJpLqaM2eOHJ/lr0x3dnaWlpaqlVZOTk5TU1MoS4TIsGPHDiWAzz33XCi3S57VMD8cjz322E033XTixInz58+PrAV5ReXl5enny+AlJSXFx8dLVf7444+fO3fO9zYZeACwFE115T6/urpajvZKlZCRkVFbW9vX19fb2xvG3o4KLperqqoqNjZWCV1LS0sot06e1TA/HAFe5H706NGZM2ceP37caIEzZ860trYuWrSovLzcl01b50J7AIDCqLpS9ff3S12lXEgkoqOjo6KiNm3aRJnl0cDAQE1NjVqVfvOb39yzZ0+I+0Ce1bBWOJqbm6dPn37kyJFhlzx58qTT6fS9ZQYeACxi2OpKJXVDU1NTVlaW+7vlqVOnrl69uqKiQmqI9vZ2PkOUOKiVaF5eXohPXKnIsxoWCoc8RaZNm/bmm2/6snB3d3dycrLvjTPwAGAFvldX7u6+++7Zs2dnZ2dPmDBB8+mEw+GQ+atWrVqxYkVDQ4OtTnE1NzcvWLBAiYPEU4rRMHaGPKthlXDs2LFj+vTpHR0d+n+pY1ZUVCRvVr766qtjx47l5+ffc889vrfPwANA2I2sutLo7OyUSqK6urqgoEA9c2OrU1yyR7Jfso/q/u7atSvsu0me1bBKOPSvEPWuvuqY7d27NysrKy4ubtasWRs3buzv7/erffM7DQDwmSnVlZ4ki5aWluTkZGl58uTJRqe4brzxxhUrVvzrv/6rWdsNl2effTY2Nnbs2LFjhu4jKoWmX9kweMizGnYJBwMPAGEUpOpK5XK5Dh48qJzF8XKKKzo6OryfowWora0tPj5e2ZeSkhIr/CqdijyrEcnh0LyJCXd3AMCm/vmf/1kpdIJUXXmnnOL65je/qaaDwsLC7u7uEHcjcI2Njcr5uYSEhHXr1oW7O1rkWQ27hIOBB4CwePTRR5WyRmqsMJ5xGRgYePXVV3fs2KHUKE6ns66uLlydGYHq6mr1xFXYL7fyiDyrYZdwMPAAEHpSUak3Z7LIr990d3erl4fn5uZ6/HKVpfT19RUUFEhvY2JiQvnbgv4iz2rYJRwMPACEmHrd1UUXXWS100WNjY1Tp05VLoGvrq625jkh0dXVlZmZqZxyO3ToULi74w15VsMu4WDgASCUgn1Ve+BcLte6deuUU1nSyZaWlhB8He+ll166+eabm5ubfVlYFlPO/0n3Ojs7g9y1QJFnNSI5HFzkDgBhYf3qSiVFjNJVERcX941vfCMY17/39vbW1NSoNwUdM3TzquLi4vr6eqP41NXVxcTEyJKrV69W71tkZeRZDbuEg4EHYDddXV0VFRVr1qw5depUKLc7iqorRX9/f1VVVVRUlFr9OJ3OnJyc0tJSqYoOHjw44r2Qlvfs2SMVklIqCWUrCQkJ7u//MzMzZaRkQ/1DXn311TvuuEP5l3TMsh9fapBnNewSDgYeQGSTcmrfvn3bt28vKSlZsGCB+/024+PjZX5obkc56qor1UsvvZSSknLxxRerV+W7k5LrL//yL/Py8tauXdvQ0NDc3NzR0eHlZ3lkgXXr1qmjIAVWQUFBY2PjiRMnmpqaZCxkdaneVq5c6T5SDodj8uTJyrTMlw2FMgIBIs9q2CUcDDyACPPrX/96xowZaWlp8+fP19++XGgKhfT09Pr6+qB2afRWVxpSOUmFVFtbW1ZWJkWVx5LLPbBS0UqpJKXtkiVLMjMzpVBT/5uTkyPteCnFpNiSbVVWVrp/gCgFWWtrayh3OXDkWQ27hIOBBxAx2traioqK3D/SGjN0TY/k+PLy8rq6upaWFpfLJUt2dHTI9MGDB7Ozs5XFZCJIX0aLmOrKI6mQtm7dqsRw+fLlUnVlZGQ4nU4vVVdVVZW/V6bLVv7hH/5BGrf4FwY9Is9q2CUcDDyACLBv3z7JvkoKj46OnjBhwowZM1577TWlnPJiYGCgvr4+NTVVWTc/P1+qNBM7FtnVlUqqVc2JJQlsV1eXzJehefLJJ+Pj46XwffTRR8PVwzAiz2pEcjg07yfC3R0AGKH+/n4pj5T7IY0Zuh6ooqJiBHWMtLNt2zb1vEtJSYkUBx6XlMbb29ubm5t/8pOf3HbbbU888YSXq47kX5dddlnEV1e+kAh7+TQwspFnNewSDgYewGjkcrmkJFJuiSlSU1NramqGPV81bJvl5eUOh2PM0I0JVq5cKeWaFFv5+fnZ2dnqWS4v3K86ysnJUWZSXdkceVbDLuFg4AGMLv/xH/8xa9YsKYDUa6caGhpM/MZ+Z2dnUVGRUQmVlJQkBVNeXp5yuislJcX7VUdjx4599913zeobRiPyrIZdwsHAAxhFpJC66KKLlNpl6dKlQbrkube3d9y4cWOGvulWX19/8ODB1tZWzYeGPT09Uti5nzNzv+pI1iorK1u4cOHzzz8fjB5iFCHPatglHAw8gFFky5YtSnV1+eWXB3VDUifV1tYG+JkjMEie1bFLOBh4AKPF4cOHY4b80z/9U7j7AviKPKsRyeHgW4QARh2Xy6VcZl5ZWRnuvgB+IM9q2CUcDDyAUaGgoECOV7m5uaPlF+gABXlWwyrheOWVV5YtW+ZwOFJSUu66665PPvlEv8z58+fvv/9+p9OZmJgo7+3koe/tM/BAUEk18Nprr912220vvPBCuPsyitXW1o4Zus2V0e2pAMsiz2pYJRzLly8/cOBAX1/fRx99tH79+lWrVumXqaurmz9//vtDZOLpp5/2vX0GHggGqQPkhVlYWOj+7f1rr7328OHD4e7a6NPW1qbcm6qpqSncfQH8Rp7VsGI4Tp8+nZCQoJ+/cOFCKcKUaZlYtGiR720y8IBZ5I2QVAClpaUZGRmaOye5P8zMzJTaSxYOd39HBwmU8lMzEthw9wUYCfKshhXDIcfuvLw8/fyJEyeqP0Hw8ccfyztm39tk4IEA/exnP3M4HFOnTo2JiVGrKHkZFhYWSiGlfKR18ODB5ubmqqoq9c7jskBZWVlHR0e4u291JSUlyt1E+/v7w90XYCTIsxqWC8fRo0dnzpx5/Phx/b+ioqLOnj2rTMtEdHS0ZgGjWxLzLUIgQOqnV0IKrNzc3Orq6paWFqMLsWX+nj17ZDH1BZifn9/Y2MiF2x5JrCREEyZMaG9vD3dfgBEiz2pYKxzy3nf69OlHjhzx+F/OYAFhIYWR5H55EcXHxxcVFfn1qZ9UDKWlpcrqSgtZWVke30HZVmdnpxKfXbt2hbsvwMiRZzUsFA55Dzdt2rQ333zTaAGuwQJCr7q6WqmNSkpKRnz+yeVy1dbWpqSkKE3FxsZK1SWFhbldHY0kpAsWLJCYSOUa7r4AASHPalglHDt27Jg+fbrHCzXUMdu5cyffIgRCpq+vT7knU0xMTE1NTeANSkU1adIk5cfvFNK+zb9vWF5eLnFIT0/n2wAY7cizGlYJh/6SKfVwo47Z+fPn77vvPueQDRs2cB8sIHi6uroyMzOVq9RN/KXh/iFSaZWWlqoXdeXk5DQ1Ndnw8qznnntOqV9bW1vD3RcgUORZDbuEg4EHfNfc3Kzcc2HOnDnB+yCvp6enurpavblDRkZGbW2tTb5DJ9XkNddco+z49u3bw90dwATkWY1IDgffIgRGoK6uTrkRw+rVq0PwuZVUVFJXqbfUcjgcqampr732WrC3G4gTJ05kZ2enpKQ89dRT6jdvfKG/L6vsb/D6CYQSeVbDLuFg4IFh/e53v1u3bp2S+KuqqkL5mZ1sq6mp6YorrlC2npCQYJ27mUsJ2NbWVl9fX15enp+fr7mfqpg6daoUoxUVFXv27Glvb9fEzei+rBdffPEll1zy4osvhmu/AHORZzXsEg4GHvBuyZIlSuKfMGFCQ0NDWPogpUlWVpZ6I9PCwsLu7u7Qd8Plcl1//fWLFi26+eabMzMz3W+sqrjwwgsnTZokf6W36h0oVA6HIzs7e+7cubLA5Zdf7uW+rEAkIc9q2CUcDDxgpK2traioSKkAYmNjw37BtfKhoVK4SEUi5UjINi2hqKqq0p+jkjJLCqNt27bt27dPX/N1dnY2NTVVV1cXFBRoTlON8e2+rEAEIM9q2CUcDDygJ+VCXl6eUgdER0fPmjVL5oS7U/+f1DGrV69W+iYFSlB/bEepq9xro7FjxzocDqmopNz097r7vr4+qaWuuuqqiRMnbtiwgfsvwCbIsxqRHA7N+8hwdwewCqkY6uvrlbswKGeJKioqenp6wt0vDxobG5WfNZRyp7q62qwzQErNpK+rkpKS1q1bd+jQIZfLZZPvMwJmIc9q2CUcDDwwOHR10bZt29RfYk5NTa2pqZGZ4e6XN9I99dL7OXPmtLS0BNhgbW3tuHHj1LtwuddVfIQHjBh5VsMu4WDgYXMFBQUJCQnjx49XSors7OyGhoZRVE80NzdLdaV0/rLLLtuzZ4+/LfT29ko1qfwujSIxMZG6CjALeVbDLuFg4GFnjzzyiFpVrFy50sQ7s4dSf39/VVWVuiNTp04tLi6ur6/3/uGmrCXV2OrVq9Vv811wwQWy7i233EJdBZiIPKthl3Aw8AiX3/72t5WVlcePHw/L1js6OtTL2BMSEvz6BU9rysrKGjN0Lwn3KywzMzMrKioOHjzofuFUc3PzunXr1CWlwCooKGhsbOTiKiAYyLMadgkHA4+w2LVrl3LiJDo6evv27aFM7QMDA1u2bFGuNEpKShrBZ2rWJPvV3t4+OFQ71tTUrFy50r3Ykv1duHDhlVdeedFFF6kzc3Jyamtr/brlOgB/kWc1IjkcfIsQYeR+6kiVnp5eX18fgq23tLSoXxIsKSmx+GXsAZKytbm5ubKy0v36KjFjxoyqqqrg/ZYiAHfkWQ27hIOBR8hoTh3V1dXV1tY2NDRkZ2erF5gH7yqovr6+srIy5bRZRkaGVB5B2pA19fb2Ll68WPb9G9/4Rrj7AtgLeVbDLuFg4BEaXk4dSeFVX1+fmpqq/Dc/P7+trc2s7XZ1dbW3t+/bt09pXwqsyspK215sJKNg230HwoU8q2GXcDDwCDYfTx1J4t+2bZvT6VSLsMB/lk5KK/ePxnJyckws3QDAF+RZDbuEg4FH8AwMDPh76sjlcpWXlysfI8bFxV155ZXbt28fwaaVe5FffPHFSmklTdXU1HD3AQChR57VsEs4GHgEybXXXhsdHT2yU0ednZ3FxcXqmacpU6b4cmOnQU+/8TJhwoSFCxe+/fbbge0NAIwQeVYjksPh17cIu7u7W1tbQ9MxRIyuri7l2RUTEzPiU0d333230oL709XjjZ28/HYeZ60AhBcFloZdwiEDv2zZMklO1Z786Ec/ioqKkmXKysqam5s7Ojo83jKnr68v9D2HZcnzRPlRv4SEhBdeeCGQpqRykkLK6MZOV1999bx58yZPnkxdBcCyKLA0LBSOYU81+XVGyvu6PkpPT1+wYIEkvJKSkpkzZ8bGxm7atCnQ/UREOHz4sFIG5eXlmV55G93Y6cILL6SuAmBNFFgalguH9wIrkGYnTpxYUVHh8QyWuP7663Nycm666SbJlxkZGeqXvPR8/AU0DVm4sbFx/fr1drsvUfC8/fbbd95553/913+FftMylEp1VVhYGOxap7e3d8OGDVFRUePGjevu7g7qtgBgxCiwNCwXjuAVWP4mQlm+q6urpaVl3759Uk4tW7YsOTnZ/fc3xugulFFveiQP29raZK3y8vL8/PykpCT3tZYsWbJr1y4+cBwxiXNVVZXyqa5yDimU8VR//UYGN2RnkuSpGNl3Ywcw2lFgaVguHN4LLKlU4uPjpax5/PHHz507Z0qz/jK6UCYtLU0mZs+eLd3TXLAsnE5nSkqKTIwdO1ZdpaioSKo3Pu7xncRKgu9esAYSz7fffvvmIb7fiWrbtm3K5rZs2TLCfQCASESBpWG5cAw7QmfOnGltbV20aFF5ebl+XS9M76rRhTLqya3CwkLJx5LylU92XC7Xrl27jhw5Ul9fn5+fry4p5YLsC99hHNaePXvUL9Dl5eVJYOvq6qRI8jGeUkXJKtu3by8pKZEhc6+PfTwNJs2OGfq6n2w3mDsKAKMPBZaG5cLh4widPHnS6XSa3uyI9fb2/vCHP5T0/73vfU9Suy8/0yFVl5Rf6s+qjBm6/fe8efPuvffeoHZ1NJJCVq1i58yZ09TUpF9GH8/09PRp06Zdfvnl+nJKMWnSpLFjx0ZHR8fFxXk/DSYPpVxWFmhsbAzVfgPAqEGBpWG5cPg4QpJNk5OTTW82LNra2srLy5Uv/Ct27NgR7k5Zgsvlam9vX716tRIWCdGuXbuG/QRQH0919ZUrV8q/6urqWlpalEuaurq6enp6+vr6vJwGk/8q/5Iq7fDhw6HYcwAYbaycZ8PCcuHQj5A6p6ioSNLtV199dezYMUl499xzTyDNWo3UDdu2bVMv3C4rK7PzVfASjZycHImDEhCn01ldXe3Xz/dKC5s2bXI4HBkZGa+//rqPV4jrT4NddNFFyg2opD6Tp99IdwgAIpz182yIWSgcmvMN7vOVib1792ZlZcXFxc2aNWvjxo1+pdvRMvC9vb2S4JWfqEtPT7fbPR26urrq6uoKCwvV22SMHTtWak2/7ojhzq8niTvlNNikSZPUE1qdnZ0jawoA7GC05NmQsUs4RtfAd3R0KOdvIvhUlpSSys/2yd41NTWVlpa6/wKMSE5OvuSSSwK8Q3qApLCbMGFCVFTU888/H8ZuAID1ja48GwKRHA6jU2KjwsDAwPbt2yP1VJZUV+PHjx8zdF2/+y0tnE5nYWFhXV2d7/dNCLb+/v4Rnz8DAPsYdXk22OwSjlE68BF2Kkv9BPCCCy5QiyopsHJzc6urq1taWrglGACMUqM0zwaPXcIxegdecyrr1Vdf9fhD1FbTPWTQ6yeA8+bNe/bZZ0d71QgAGBzNeTZI7BKO0T7w7qeyoqOj9+3bF+4eedPa2iqdjIqKuvLKKy3+CSAAwBSjPc+azi7hiICBHxgYuOOOO5RKJTY2trS01ILfa2tra6uqqkpOTuYTQACwlQjIs+aK5HCM6ovcPZIC5c4775w5c6a6UwUFBVa49aVSV7l/CBgfHz9//vy9e/fyCSAA2EFk5FkT2SUcETbwnZ2dpaWlyoVZIicnp6mpKZTnhw4dOtTV1aWvq5KSktatWyf/5WQVANhKhOXZwNklHBE58D09PdXV1VLTKMWNFDq1tbUulytIVzjJ5trb25ubm2+77bYxQ7cApa4CACgiMs8Gwi7hiOCB7+/vl7pKPY0UHR0tf9euXSuVUEdHh+9fOVTrp5/97Gc33njj3XffXVJSkp+fn52dnZqaOsaTxMRE6ioAwGBE59mRsUs4In7gpcRpamqaN2+ex0ooPT19wYIFK1eulJqpqKgoMzOzuLh42PpJIykpac6cOXl5edLC1VdfvW3bNuoqAIAi4vOsv+wSDvsM/IYNG+bOnXvddddJJZSRkaH+qJ/v9ZNUY/JwwoQJu3fvPnjwYGtrK3dVAAB4Z58866NIDoemgAh3d8JmYGBAKqSWlpZ9+/bV19dfeumlY4aui5dpj/WTy+WSf1FUAQB8Z+c865FdwsHAu+vo6Ah3FwAAEYU8q2GXcDDwAAAED3lWwy7hYOABAAge8qyGXcLBwAMAEDzkWQ27hIOBBwAgeMizGpEcDr5FCABAaJBnNewSDgYeAIDgIc9q2CUcPt5sEwAAjEy4U721EA5vQvN0iZitsCNW2wo7Ys+tsCNW20rE7EjIthIZiJQ3kfR85SBiqU2EZivsiD23wo5YbSsRsyMh20pkIFLeRNLzlYOIpTYRmq2wI/bcCjtita1EzI6EbCuRgUh5E0nPVw4iltpEaLbCjthzK+yI1bYSMTsSsq1EBiIVfjxfrYYRsRpGxIIYFKthRKyG8Qg/XhVWw4hYDSNiQQyK1TAiVsN4hB+vCqthRKyGEbEgBsVqGBGrYTzCj1eF1TAiVsOIWBCDYjWMiNUwHuHHq8JqGBGrYUQsiEGxGkbEahgPAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwAIAADAZBRYAAIDJKLAAAABMRoFlvjH/RzP/rbfeWrFiRUJCwrRp03bv3q1f8fz58/fff7/T6UxMTKysrJSH3ufDRx5HZMyfmzhxon5FRiRIPI7Ie++9t3r1aucQmZCH+hUZkeDxOCgul+v222+fNGlSUlLSpk2bPK7IoATDK6+8smzZMofDkZKSctddd33yySfKfF+iyohYBAVWsGiOU8ePH09LS2toaPjss89Onjx566236lepq6ubP3/++0Nk4umnn/Y+H37xche+xx57rKKiQj+fEQkqzYgsXLhw48aNriEPPPCAPNSvwogEm2ZQSkpKioqKTg255ZZbnnnmGf0qDEowLF++/MCBA319fR999NH69etXrVqlzPclqoyIRVBgBYvmOCUVVW1trfclJaPIK0qZlolFixZ5nw+/GBVYX3311cyZMz/88EP9koxIUGlGJD4+/vTp08r0F198IQ/1SzIiwaYZlMmTJ0uCV6alxsrNzdUvyaAEm7wuEhISlGkvUWVErIYCK1g0x6nk5OQHH3wwJSVl0qRJt99+u7xH1y85ceLE3t5eZfrjjz92Op3e58MvRgWWvI274447PC7JiASVZkQKCwsfeuihzz//XF4dVVVV8lC/JCMSbPoCS+KpTEul5R5YBiVkmpqa8vLylGkvUWVErIYCK1g0x6no6Oji4uKPhhQVFZWUlOhXiYqKOnv2rDItE7KK9/nwi8cC6+uvv7700kuPHTvmcRVGJKg0I/Lhhx/OmDFDuQxIJv7whz/oV2FEgk0zKGvWrPnud7+rHLhuu+22mJgY/SoMSlAdPXp05syZx48fVx76ElVGxCIosIJFc5yStw7ubwSTkpL0q/C2I6g8Flh79uy57rrrjFZhRIJKMyL5+fkPPPCAeg2WPNSvwogEm2ZQPv30U6mrEhMTk5OTH3744alTp+pXYVCCp7m5efr06UeOHFHn+BJVRsQiKLCCRXOcys3Ndb+UwWOBxQfnQeWxwMrOzn799deNVmFEgkozIuPHjze6BkvFiASbl++CPPHEE1Js6eczKEEib/+mTZv25ptvus/0JaqMiEVQYAWL5ji1e/du9Ux7UVGR+0U/6pI7d+70+BUPo/nwiz5z7N+//6qrrvKyJCMSVPpvEVZVVSlnsH784x97vHqXEQk2zaDIUau7u1tG5IUXXkhLS/v973+vX5JBCYYdO3ZMnz69o6NDM99LVBkRq6HAMp/mBkvq/IceeigpKSkxMXHNmjUeL3I/f/78fffdp9wHaMOGDe43L/E4Hz4yGpHc3NympiaPyysTjEiQeByRd955Z+XKlRcOueaaa95991335ZUJRiR4PA6KvDOcNm1afHz88uXLjx49qllemWBQgmGMTl9f36DXqDIiVkOBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgm8/cXOo3mG7Wj4eXHO4f9bWmFx1943b9//5IlS+Li4mTra9euPXXqVCAxAQDAbiiwTObvL3QazTdqR8NodV9+W9qdpsBaunTpyy+/7HK5Tp8+vXnzZin1RhwQAABsiAIriHz5hU5f7vzm3o6G0epeflvaIy93F5Qiz+MtHwEAgBEKrCDy5Rc6ffntAvd2NIxW9/Lb0h4ZFVhffvnl1q1bjc6fAQAAjyiwgsXHX+gc9tc3Ne1oGK3uy29Lu/NYYCnXZk2ZMqWzs9P76gAAwB0FVlD4/gud3s9g6dvRXJPupVmPvy3t8ZL2QeMzWF988cWmTZsWL17s+74DAAAKLPP59QudXq7B8tiOhtHqvvy2tDsv12BJjWV0BRgAAPCIAstk/v5Cp9F8o3Z8bNbLb0t7pCmw1qxZc+zYsbNnz37wwQdlZWVcgwUAgF8osEzm7y90Gs03akfDy493Gv22tPcOKzP37t2blZU1bty4tLS09evXf/rpp2bFBwAAO6DAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQU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