Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CCMC_CCMC_082908_1b | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 14 2006 |
Start Time | | 2006/12/14 11:30 |
End Time | | 2006/12/16 00:00 |
Key Words | | GEM 2008 Metrics Challenge |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 90.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | CCMC_CCMC_082908_1b |
Minimum Dst Value | | -162 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIE1heSAyMSAwMjozOToxOSBFRFQgMjAxN2vyeKQAAAGvdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiQ0NNQ19DQ01DXzA4MjkwOF8xYjogT3BlbkdHQ00gcGxvdCBvZiByaG8gYWxvbmcgR09FUy0xMSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwNi0xMi0xNFQxMTozMDowMC4wMDBaIiwgIm1heCI6IjIwMDYtMTItMTZUMDA6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMi41MTA4MTgwMDA1LCAibWF4Ijo1OC45MDU2NTgwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19l4yRTgAAAARnQU1BAACvyDcFiukAADlYSURBVHic7d17eBRVmvjxkBtJiKEDgQhCuF9UROQBBIMIESICI8gyiHIZBRRFGBHNRcAMzIyXnV0cRYUIoyv7jMqgq4xcZBxHnl3vgwKSAURRcMNskKhRcSZKNPmdJ+fnecpT3dXd1ZV0per7+SNPdV1OnXpPpc7bVdVVCQ0AAABwVEK8KwAAAOA1JFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLMB1EhL4x4xOU0Ts9ddf79OnT9iSm2LV7ACAB/BvDLgO/Wu0miJiI0eOfPbZZ+OyanYABxFMxAt7nqccOnRo6tSp7dq1S01NHTJkyNNPPx12kjj6nHPOOfX19WpOMXz22Wcbj0oWxbq2GmLx4uLiQCCQnZ1dWlqqSv7www8nTZoUaCQGxEc5/oUXXigoKEhLS+vUqdO8efM+/fRTOb6mpmbOnDlipTk5Ob/4xS9slx9Kwg+0kdZLmVVUVFx++eWZjcTA/v37oy0hElVVVQsXLuzevXtKSorY8PHjx2/fvj3CqbE0fVhNcZ4pKyvrm2++iX3VNjR1TmDdUhb7UoKJHP/FF1+I/4I+ffqkp6eLAidPnvzSSy+FWnvQfd5ivHEGmxscPdIyxI59yDvef//93Nzcf//3f//4449Fx/Dmm2/+y7/8S9hJ4jgiervnn39elfPcc8+JMer4YrGsm6tRXl4+ePDgjxqJgQ0bNsjxI0aMWL58eU2jO+64Q3yU48eNG7djx45Tp0598sknCxYsmDhxohx/7bXXzpgx40Sj6dOnP/bYY/bKtxZjgvXBBx906NBh9erVVY3uu+8+8VGMjKqQsI4fP96tW7fbbrvt4MGD//znP0UOunXr1ssuuyySqbE0fSSaIsGKcJEWl2BZt5T1vhSqYmLx66+/XrTyt99+e/LkyT/84Q+XXHKJdTVCFUWCBc9gH/KOa6655te//nW0k8RxZPPmzfn5+WrM8OHDn376aXV8sVjWzdUQmY1ImOSwGFAlZ2RkfPXVV3L4yy+/FB/Ny4oZ2rRpI4fbt28vUi45LHKskSNHxl6+mTnB+td//deOHTu2a9fu5ptvFp1WqDmlmTNnGs+uCWVlZbNmzbIu7fvvv//Vr37VvXv37Ozs66677uuvv1bzr1u3TvTBaWlpohUqKirk+Llz54qUMdQmWE+Npem1mYNui5pZZG+33HJLbiMxIE9Bmc+4GEW7iBgj0o4uXbq0atWqIXS4gharOXz4sEg0xbZkZWVdeeWV1dXVkWyO9UpvvPFGUaCYXwQq6PZat1TYfSnoUunp6V988UWoMoOKNsEyt4jWEGGDGWqHr6uru/POO/Py8gKBgPgOEHRdFg2h6nDxxRc/9dRTqsLiu0SnTp2iDQu8hATLO8R/fqgLUhaTxAFCHHf69Onz2muviY+7du0Sw2KMOrJYLOvmaoiDrDrCiq/U4tAph6dNmyY6DHHUq6mpWbFihfhoXnbLli2jR4+WwyLBEovLYZFpqXJiKT/o5msfx44de7yRGFi5cmWoOSURnCNHjhjHiI9nnnmmdWmrV6++9NJLP/roo88//1z0oEuXLlXzT5ky5ejRo6IHWrVqlUp9RG8h+rBQm2A9NZam12YOui1qZtFTivGVjcaMGSPaQpvBLNpFxPjJkyf//e9/Vx+DhitUsUYDBw58+eWX//nPf4odZtGiRfPnz498c4KuVOxyl19++d8bFRYWBt2EsC1lvS8FXUqsdPr06a+++qrYllAla2I/g6U1RNhghtrhReov/t/FZorxS5YsCboui4ZQddi5c+fZZ58tdl05ad68effee2+E0YAnkWB5R3Jycm1tbbST5HHkkUceueKKKxoaT/WvX7++wXB8sVjWzdVITEw8ffq0HBYDSUlJclheH5HfTcWAOjore/bs6dGjh+qBZs+eLb7Tf9LommuuEdWIsXyLzTd+PHDggBz+29/+1qtXL+vFxdq14IhuRlU1VGn9+/d/77335PCJEydEbdX8VVVVcvgf//hHenq6HBYFGrtP7St+2Km2m16bOei2qJl79uypZqioqDDPYBbtImL8sWPHjB+DhitUsaF8+eWXXbp0iXxzQq300KFDclgsGHQTrFsq7L6kUZUXKcj555+flpYm6nD77beHPXPjSIJlbAijoMEMtcP37t1bnQIMtS6LhjDWYejQoU888URD4zVxUQHRNKG2BX5AguUdtk8dNTSeABffa5988knxV10iCbusm6sR6gyT+Bp6xx13qHukxEfjUrt27crLy3vrrbfUmM8++0zkVdnZ2aICd911l/oqb6/8UMw9h+rkxIDotKwX79ixo/VZh6CliV7Z2FOKlDFUZeSAKNB85iPCqbE0vTZz0G1RM4sx1jOYRbuIGG+8JT9UuEIVa7R79+6CggKxd8kmUGl6tJtjnF9dvRLzB90E65YKuy+ZCzQSkRGJ789+9jN1F6OWipnXGOF48yStIcIGM9QObwxyqHVZNISxDlu2bOnXr99333139dVXr1mzJtSGwCdIsLxD5AF33313tJPUceSee+4R31PVOW013mJZN1cj1D1S4iAb6h6pTZs2de7c+e233w5V5sMPPyyqYbt8C+aeQ31dFgNhT36Io7n5vpmZM2dalyZ6gqNHj0ZSGTkges3S0tJQM1tPjaXptZmDbkvYUz7yNp2gbJzBiuRjJGewxMiNGzeKJF50yeKvWjbaE3LG+cOewbJuqbD7krlAM/Ht4owzzrCex0aCpTWiNmfYYIba4fv06WM+g6WtK8KGEMnWeeedV1RU1L17d+Otk/AnEizveP/998UXzfvuu6+yslJ8i33rrbeMP98LNSnsYc5iWTdXY926daF+5bdixQp5hmnZsmUqMVq9enVeXp7qnBTRtYg1ipmfeuqprl27qksM0ZZvzdxfFhYWyjuNxIDx9p2ggRK1ysnJEcFRv/wSH9VZilCl3X///WPHjj148KDoCfbv33/VVVeFqowcOHbsmEhA1a/PPv/8861bt0Y4NZamjyQyaubly5ere2UKCgpEW8jxHTp0EBULuqJQi8SYYIUq1kjE5LnnnhMB+fDDD0VAzDlBhHUzzq/uwbrsssuCboJ1S4Xdl4LG5JJLLvnDH/5w4sSJ06dPi/+IBQsWiGoEnTNU3MKObzA1ojZn2GCG2uHvuuuu0aNHi6WM92Bp64p8JxHf08TI3/3udxFuFDyMVvcUcUS48sorA4FAamrq0KFDjU+KCjUpksOcRbGurYb4Kim+R8rnUZWUlKjT+KKnHz9+fNtGog9QV0MSTE6dOiXGP/roo6I3ysjIGDdu3J49e2yXH4q2UjVS/lYuOzv7pptuMv4ALVSg3n33XbHeNo1Ez7pv3z7jIkFL+/7779esWdO/f//WrVuLr91btmwJugrjx48//nju3LkiIMnJye3btxfN8frrr0c4NZamD7stauba2trFixfLX3uJAXVZRyTQYtVBywy1SIwJVqhijbZv396vX7+UlBSR3Iu2MOcEEdbNOP8NN9wggiNC9Mtf/lKUHHQTrFvKel8Kusf+5S9/EYWI9aalpfXo0ePmm2/+7LPPgq7aXEjY8YrWiNo8YYMZaocXSaH4LtSlSxdRf5FQBl1X5DuJ2LH79OlTV1enbXKoaMDDaHXA47x0cPfStjQ1kSeJXCfetYiz7777Tt2h3zx+8pOfPPnkk825RrgWRyvA47yUlHhpW5rIkiVLqqqqjh07dumll956663xrk6c7d69W/1asKl9//33jzzyyHnnnaee1ACf42gFm8wXC+LS+bmkGtbiW0kXBsQ2L21LE7n//vu7dOnSsWPH66+/nscEZGZmrl27tnnWJXbO7t27i5SueVYH9+NoBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwmF8SrKC/kwcAAE6Jd1fvLn4JBw0PAEDToZ/V+CUcNDwAAE2Hflbj5XBw6hIAgOZBP6vxSzhoeAAAmg79rMYv4aDhAQBoOvSzGi+Hg0uEAAA0D/pZjV/CQcMjdqdOnYp3FQDApehnNX4JBw2PGI0fPz41NfXxxx+Pd0UAwI3oZzVeDgeXCOEguRf1798/3hUBADein9X4JRw0PGJRWVkpE6xu3brFuy4A4Eb0sxq/hIOGRyyOHDkiE6wePXrEuy4A4Eb0sxovh4NLhHDK8ePH5V50/vnnx7suAOBG9LMav4SDhkcs9u7dKxOsvLy8eNcFANyIflbjl3DQ8IhRYmKi2Iu6du0a74oAgBvRz2q8HA4uEcIpH3zwgdyLLr744njXBQDciH5W45dw0PCIxe7du2WCVVhYGO+6AIAb0c9q/BIOGh4xmjFjhtiLVqxYEe+KAIAb0c9qvBwOLhHCQdOnTxd7UVlZWbwrAgBuRD+r8Us4aHjEYteuXTJN79u3b7zrAgBuRD+r8Us4aHjEoqKiQiZY2dnZ8a4LALgR/azGy+HgEiEcNHr0aLEXzZo1K94VAQA3op/V+CUcNDxitHLlSrEXib/xrggAuBH9rMYt4Qh1tqm+vr64uDgQCGRnZ5eWloqPtst3qKbwKRIsALBAP6txSzhCNUx5efngwYM/aiQGNmzYEFWZXCKEU0iwAMAC/azGLeEI1TAjRozYsWOHHBYD+fn5zpYPRKisrIzHNABAKPSzGreEQzRMTk5ORkbGgAEDHnjgge+++06Oz8rKqq6ulsMnT54MBAK2y3emovCrnj17ir1I7J/xrggAuBH9rMZd4fjmm292796dn5+/ZMkSOSYxMfH06dNyWAwkJSVZLJ5gqclrD++qra1t3bq12Ityc3PjXRcAcCP6WY0bw/Hxxx+rM1WcwYIbPPPMMzJNHzVqVLzrAgBuRD+rcWM4Kisr1XkC7sGCG1RUVCQnJ4u9aP78+fGuCwC4Ef2sxi3hmDFjhujDvv3224MHD44dO3bx4sVy/Lp160L9ijBsW3KJEA4qLi7mV4QAEAr9rMYt4di8efPAgQNbt27dq1ev5cuX19bWyvH19fVFRUWBRiUlJcbnYEXVljQ8YsRjGgDAAv2sxi/hoOERIxIsALBAP6vxcji4RAgHzZ8/n3uwACAU+lmNX8JBwyNGOTk5Yi+y/TtWAPA2+lmNX8JBwyNG/fv3F3tR3759410RAHAj+lmNl8PBJUI4iFflAIAF+lmNX8JBwyNG3OQOABboZzV+CQcNjxiRYAGABfpZjZfDwSVCOIgHjQKABfpZjV/CQcMjFrt375avylm4cGG86wIAbkQ/q/FLOGh4xKK8vFyeBx02bFi86wIAbkQ/q/FyOLhECKecOnUqLS1N7EXib7zrAgBuRD+r8Us4aHjEKC8vT+xFAwYMiHdFAMCN6Gc1fgkHDY8YDRo0iJvcASAU+lmNl8PBJUI4qHv37iRYABAK/azGL+Gg4WFbVVXVggULZJpOggUAQdHPavwSDhoetp1xxhnqPCgJFgAERT+r8XI4uEQIRxj3IhIsAAiKflbjl3DQ8LCtVatWKsEqLCyMd3UAwI3oZzV+CQcND9s6dOigEqzExMS6urp41wgAXId+VuPlcHCJEI5ITU1Ve9GQIUPiXR0AcCP6WY1fwkHDw7bMzEyVYN14443xrg4AuBH9rMZd4aiuru7atauxkerr64uLiwOBQHZ2dmlpqfhor2QaHrZddNFFKsGaM2dOvKsDAG5EP6txVzgWLlx49913GxupvLx88ODBHzUSAxs2bIi8NC4RwhHjxo3jV4QAYI1+VuOicBw8eLBXr161tbXGRhoxYsSOHTvksBjIz8+3VzgND9uSk5NJsADAGv2sxkXhmDBhwhNPPNHw40bKysqqrq6WwydPngwEAvYKp+FhW1JSEgkWAFijn9W4JRwvvvjisGHD5C1WxkZKTEw8ffq0HBYDoquzKCTBUpPWHx5mTLDGjh0b7+oAgBvRz2rcEo7zzjvvlVdekcOcwYKrjB8/XiVYIuOvqamJd40AwHXoZzVuCUeoE07cg4W4mzVrltot+/btG+/qAIAb0c9q3BgOYyOtW7cu1K8Iw7YllwjhiEGDBqm9aMWKFfGuDgC4Ef2sxo3hSPjxc7CKiooCjUpKSozPwYqqLWl42FNVVZWYmKgSrFmzZsW7RgDgRvSzGr+Eg4aHbdnZ2SrBWrZsWbyrAwBuRD+r8XI4uEQIRyxcuFDtRTymAQCCop/V+CUcNDxsGzVqFAkWAFijn9X4JRw0POz54IMPjOdBb7/99njXCADciH5W4+VwcIkQsaurq2vXrp3ai9LT02tra+NdKQBwHfpZjV/CQcPDnpqamrS0NJVgJSUl8aBRADCjn9X4JRw0POzRLhHOnTs33jUCADein9V4ORxcIoQj8vPzuckdAKzRz2r8Eg4aHrYtXbqUBAsArNHPavwSDhoe9mhPcifBAoCg6Gc1Xg4HlwgRu7179xr3IhIsAAiKflbjl3DQ8LCnpqYmKytLJVilpaXxrhEAuBH9rMYv4aDhYcP69euTk5ONZ7AyMzN5DhYAmNHParwcDi4RIkaBQCDB5OjRo/GuFwC4Dv2sxi/hoOFhQ0pKipZdXXHFFfGuFAC4Ef2sxi/hoOFhQ3p6upZgFRcXx7tSAOBG9LMaL4eDS4SI0aWXXqrtRdzkDgBB0c9q/BIOGh42jBw5UkuweEwDAARFP6vxSzhoeNhQUFBAggUAkaCf1Xg5HFwiRIzatWun7UViDI9pAAAz+lmNX8JBw8OGc845J8GkoqIi3vUCANehn9U4Hw7x/X7FihW9evVKS0sTf8vKyr755puwS23fvn3UqFGtW7fu1KnTz372sxMnTsjx9fX1xcXFgUAgOzu7tLRUfLRXKxoeNixZskTLrkaMGBHvSgGAG9HPapwPx+LFiwsKCsS3fJFpib9jxoy55ZZbwi4lZnv22Wdramq++uqrVatWiRLk+PLy8sGDB3/USAxs2LAh8ppwiRAxmjt3LvdgAUAk6Gc1zocjNze3srJSfRTDYkxUJZw6dSojI0MOjxgxYseOHXJYDOTn59urFQ0PGyZNmkSCBQCRoJ/VuC7B+vrrr++5556JEyfKj1lZWdXV1XL45MmTgUDAXq1oeNiwdOlSEiwAiAT9rKZJLhGOHTv2wIEDtbW14q8YjuQS4f+vTaOOHTt+8MEHckxiYuLp06flsBhISkoKu3gosWwUfGj27NmtWrVS+8+VV14p/g4YMKCuri7eVQMA16Gf1TTJTe7Lly/v2bNnWlqa+HvnnXdGcpO78uWXX/7iF7+4+OKL5UfOYCFejNl5cnLy8OHD5fCuXbviXTUAcB36WY0bwyFyrDZt2shh7sFCcxJfD1566SV5jkr78eD8+fPFQF5eHs/BAgAz+lmNW8Ixe/bsgwcPnj59+n//938XLVqk7sFat25dqF8Rhm1LLhEiWtnZ2WJXyczM1Hae1NTUFStWcA8WAIRCP6txPhwVFRX5+fnp6elRJTebN28eOHCg6Ma6du26YMGCzz77TI6vr68vKioKNCopKTE+ByuqtqThEYlQN/AlJiaSYAGABfpZjfPhGD58+KpVq/7xj384XnIsaHhEggQLAOyhn9U4H460tLSvv/7a8WJt4BIhovLGG2+ESrCEsrIyEiwACIV+VuN8OLp163b06FHHi40RDY+wxo8fb5FgLVq0SPzt27cvN7kDgBn9rMb5cKxdu3bKlClVVVWOlxwLGh5htWvXziLBGj16tBzYtm1bvGsKAK5DP6txJhwW3VIcL8+5oQ5oQXr37h1qB87JyVm1apUYaN++/alTp+JdUwBwHfpZjV/CQcMjrGHDhgXNrjIzM1966aW9e/cmND7JPd7VBAA3op/VOB+OVq1aOV5m7Gh4hJWcnBw0wSorKxNT6+rq0tLSxMcuXbocOXIk3pUFAHehn9U4H46zzjrr//7v/xwv1gYuESIq2g6jXkR4ww03iKl79+5VYy688MKwpdXW1tbU1DR9rQHAFehnNc6H47777ps6deqxY8eMDwWNOxoeYRlf7SwsXLhQDsybN09Mvf/++9WkHj16WBdVXV2dnp6emJi4cePGZqk7AMQZ/azG+XAEvcji+Fps1CreVYDbtW3bVu2xqampv/rVr+RwYWFhQ2POlJOTI8cUFBRYF/Xggw/KOfv27dssdQeAOKOf1Xg5HG5L8uByM2bMUHtLmzZtioqK5HC7du3E1D/+8Y9q6qBBg6yL2r9/f+QXEwHAA+hnNX4JBw2PsFq3bq1SqJycnFtuuUWdzWr4cfoV9gxWeXm5nDMvL69Z6g4AcUY/q/FLOGh4hCVTosTERJFdvfzyy9dee60ck5KS0vDjBGvYsGHWRVVXVyclJYk5L7vssmapOwDEGf2sxsvh4BIhotKxY0exnwwdOlR+rKqqkntOVlZWg+Gqn3D++edbF/XMM8/IOadMmdLk9QYAF6Cf1fglHDQ8wpIpUe/eveVHlWClpaU1ND52QZ6UEnJzc62Leu211+ScF1xwQZPXGwBcgH5W4+VwcAYLZiJPCvWumzPPPDOh8Z2Daox8cEOnTp3kR/Uk0rPOOst6LSI5S0xMFHMOGTLEqZoDgJvRz2r8Eg4aHsKRI0dat24tUp9NmzZpkyorK2XyZHywwtixY5OSksrLy+XHlJQUOU/Hjh2tV3T06FGZjY0ZM8bZTQAAd6Kf1fglHDQ8hBUrVsgMaeDAgdokkRLJSdpDRI2nu+RJKaFnz55yzPPPP19XV2de0T333CPnVGe/AMDb6Gc1Xg4Hlwih+a//+i+5M5x77rnapOrqapk/qZvczdS+dOaZZ4qPIs1KaHxilnnOqqoqebprxowZzm4CALgT/azGL+Gg4dHQ+B4nmSENGDBAm7R79245yeIRDCrBkvOoV+vU1tZqc9bU1IQ6VQYAnkQ/q3FLOF544YWCgoK0tLROnTrNmzfv008/lePr6+uLi4sDgUB2dnZpaant9xvS8GhozHvk+3Dmzp1rntq3b18x6aabbgq1+MaNG433YKl8y/xS5zvuuENO6tWrl7ObAADuRD+rcUs4xo0bt2PHjlOnTn3yyScLFiyYOHGiHF9eXj548OCPGomBDRs2RF4mlwih2b59u9wZzA+yOnTokJw0fvx4ixLEVDHPtGnTGgw7mPkM1uTJk+WkqVOnOrsJAOBO9LMaN4bjq6++Uve1jBgxQiReclgM5Ofn2yuThoewZs0amfdcdNFF2iSVYE2YMMGihJEjRyb88CgHlWAdP35cm03dTc/LngH4BP2sxo3h2LJli3oWUVZWVnV1tRw+efJkIBCwVyYNj4bGZzHIe89LS0vNU+fPny8mlZWVWZSQmZkp5klPT8/JyVEJ1l//+ldttpUrV5JgAfAV+lmN68KxZ8+eHj16HD58WH5MTEw8ffq0HBYDSUlJFssmWGryqsP1/vSnP8mdYeHChdqkurq6IUOGiElLly61KGHSpEnmXev555/XZrvxxhvlpCVLlji8DQDgSvSzGneFY9euXXl5eW+99ZYawxksOOjyyy+XeU+fPn20Sdu2bZOTCgoKLEqYOnWqOcH6j//4D202eSVR6N+/v7ObAADuRD+rcVE4Nm3a1Llz57fffts4knuw4CB17/kll1yiTaqqqpKX/+bPn29RQrt27cwJ1uLFi7XZFi5cKCd16NDB2U0AAHein9W4JRyrV6/Oy8s7dOiQNn7dunWhfkUYti25RAhNWVmZ3BlWrlypTaqrq5s4caKYtGLFCosSCgoKzAmW/FGhkboH69prr3V4GwDAlehnNW4Jh7nTkq8oqa+vLyoqCjQqKSkxPgcrqrak4SEsXbpU7l3mO9l37twpJ02ZMsWihBkzZpj31cmTJ2uzqQTLnMkBgCfRz2r8Eg4aHsKoUaNk3tOrVy/t4VXqSe6zZs2yKEFeRtSYn+wwZswYOcn6lnkA8Az6WY2Xw8ElQmiuuuoqtT90795djqyurr7++uufeeaZq6++Ouw5J/W+Z6Pp06drs3Xu3FlOOuuss5pqYwDATehnNX4JBw0PobS01Jxzq9NaUtC36Cjq/YNG5h8eql8R2v7dKwC0LPSzGr+Eg4ZHw49zKZEqiTGFhYVazmQ+HWWUmppqTrCuuOIKbbb27dvLSeb73wHAk+hnNV4OB5cIoZkwYYJxlzh+/LjxY4cOHRLCPcl948aNmZmZubm5xgWHDRumzZaXlycnLVu2rCk3CADcgn5W45dw0PCeJ392am3KlCnGxCjo9b4bbrghbDnTp083LjJkyBBtBnWqjAQLgE/Qz2r8Eg4a3ttuv/12kS3l5eVZzyZfhmPN/NRQsz179hgXGTRokDaDPBkmdOrUyf5WAUDLQT+r8XI4tI4z3tVBkzhy5Mgrr7yiWnn//v0WM8+dO9c6uxJZmigwkvUeOHBgzZo1cinzG53VA9+5yR2AT9DPavwSDhrek+TTEJKTk1WG9N5771nMP2jQoLBnsLZt2xbh2isrK+UiXbp00SalpaXJSWPGjLG5bQDQotDPavwSDhrek8zpUU1NjcX8YROsvn37ag8gtSbv4mrfvr02PikpSRYokr+oCgSAFop+VuPlcGh9Z7yrA+eZM6Q333xTTd29e3dlZaX1/Jpo32wjnztqvg54xRVXqIzN9tYBQAtCP6vxSzho+CZVVlYmUo22bdtG8lM+p1RXV5szJDnpwIEDAwYMkGPUPVVVVVVhE6zhw4dHVQd5puqMM87Qxqt3EWZmZtbV1cW+sQDgcvSzGr+Eg4ZvOr/5zW9UgjJy5MjmWenRo0fz8/PNz1loaHxeg3HMpEmT5CL79u0zjn/44YfT09PNOdYrr7wSeTXk7V+iGq+++qpx/KJFi2RpqampXCIE4Af0sxovhyPouQ04SzstJB+P3gyMN7Zra/+f//kf48gOHTrIRfbu3WscX1dXp25FVwKBQFQn4VJSUswb/tJLLxnLFCFydtsBwIXoZzV+CQcNH7ugZ2L69Omj5SgPP/xwk1ajpqYm6Jkn6Y033tDOVKnUZ+fOnWpkdnZ2gyE9Uvr27RvVFT3ju59VZvb4448byzx69KjTMQAA16Gf1fglHDS8be+++67xweXHjh1Tk9asWWO+SNfUJ7EmT54cKrtKS0urrq4WGZg2Xi44fPhw+TEpKUnkYQ0h3ty8d+/eyCtjLOE3v/mNHBkIBNRILhEC8An6WY2XwxG0l0VUnnvuOS2MKSkpaqpxvPFcTpNW6ZJLLgmVYC1ZskTMcOjQIW38gQMHxPi2bdvKj/369ZNFGessnXHGGbbPYE2dOrWhMenUyowqYwOAFop+VuOXcNDw9mgv7zPmTyIRMY588MEH1fCuXbuarkrq54Fm8iELFRUV2vhNmzY1GC4I3nzzzbKo0tJScyEiP4u8MsYE6+qrrz5x4kSMBQJAC0U/q/FLOGh4e8aNGxcqwWrfvr1xpDHfSk5Obroq9ezZM1SCNXv2bDlPly5djOPlYxRyc3PlR+PDsa655hrjnNE+tkokVWrZmTNn5uXlmWslz58BgLfRz2q8HI6gaQGi0rt3b3PGIO/mNo7JyMgQY1q3bt0M0e7YsWOoBEuQDxdVD1KXEhMTG37Iulq1amW8KUo9sEpKS0uL9lFe6veMoW6937lzp8MhAAD3oZ/V+CUcNLw9QRMskUg1GBIs9aApkdyokYMGDWqiKoVNsIy/FlRpU4Mh/zOmUNpPDkW2ZP2yHbP58+db1Efkc2IVDocAANyHflbjonCoPsk4sr6+vri4OBAIZGdnl5aWio+2C3eijr7Tq1cv2SiPPPKI8dFTxpuNjL8rNP6qromqFPQynNSjR4+GxpvDOnXqpCVYxiuYxgTroYceMs6ZlJQU7Rms2tra888/3yLH4gwWAD+gn9W4LhxaC5WXlw8ePPijRmJgw4YNURVl5HRNfUGdLnrnnXfmzJmjgqkef6U9lGHmzJlqnh07djRFlUQWZZHNiPTIfAZLpIabNm0Kuids3rzZOGdqamq09XnmmWeC1kTWU2Rs6l09AOBh9LMa14VDa6ERI0aofloM5OfnO1IsInTWWWfJdKGysrK2tlZlD+pMVWZmpraIcZ6mqJI8qRb0Se7C+vXrc3JytJGiJo899pgclreLKYcPH9ZSsWgfWyUio60uMTHx3HPPVXd3zZ07V84Z7cVHAGhB6Gc1rguH1kJZWVnV1dVy+OTJk4FAwJFiESGVx8jkwHxLVmlpqbaI8fHoo0ePdrxKsg4isQv6mFDzo62kbt26yQH5DHejkpISsZvJqRMmTLBRJWO2p97MU1FRIe/6+vnPf97ww48fm/T3lQAQR/SzGteFQ2sh0V+ePn1aDouBpKQk62UtNGGlvUtFT53X0aK6fv16bZGhQ4c2adhVgiUSo1DplJnKxtq3b28u86KLLpJTf/rTn0ZbH+25prm5uXK8ulI5bdq0BkPctm7dGmMEAMCF6Gc1rgtHAmewGhqGDRsmEoKMjIy4v2XFnCdpicuzzz6rLSLqbDy3lJKSIk/hSCdOnHjxxRdjqdLYsWNFsUOGDJEfQ10r1KhU7LnnnjOXec4558ip6enp0dbnjTfeMK6oZ8+ecvwrr7wix1xzzTUNhrht3Lgxhq0HAJdqWf1sM3BdOBK4B8vQGWs3DDmirq5O3lkl0qDDhw9bzHnkyBFZDeOJwzZt2hjzCeNPCJWrrrpKy2+6d+8uy5EfL7zwQtv1l7dYyUdFSPPmzRszZow5qRIbaD7FFfRGKPUzwK5du0ZbHy2hnDhxohwvVnTmmWeKMYsWLRIf09LS5AzGmgOAZ7SsfrYZuC4cWgutW7cu1K8Iw7al1rM2SXWbwPr1640pQuwFau/CM779Rj6BMyjjYzONOYG67d06qkFvkHJku7KzsxN+eDi7sn37dvNa9uzZIxL0SHYDdYnwpptuirY+6kyVtGrVKjl+y5Ytcoy8Ea3Z3tUIAHHBwU3jonAE7Qjr6+uLiooCjUpKSozPwYqqLVtQw3ft2tUYB9Exi67aXlE1NTWqHJFDyAuO2jU1mQnJjGf27NlypPFGdaFdu3aqzJdffjlsviLIkzcWxDzRPnFKkqfBjO+cFrZt26aVL28n37p1a9D9SjNq1Cg51cYZrPfee89Y/tNPPy3Hq0ANHz5cVTuhyX5cCQDxZdEj+JNfwtGCGn7kyJHmdOTPf/6zjaLOPvtsYyGpqanaG5qNtNfLGKkbtyU13iJXEMlTqNKMOnTokJmZedddd0W+UXJB7dzbL3/5S2OxqmLaUxgSQuwGw4YNk1Nt/MrvxRdfNJavXnStzmwNGDCgwfDqRouzhgDQcoU6wPqWl8MRSc/qQpdffrk5EenYsWPkJagzQ5H/yM6a9gpkNd76ZEyod/MFpS27d+/e4uJikQ5q49WzuLQ0Zd26dcbSHn/8cXNtLSpsfKe1ZWiDk1ctJXVB9ujRo/Ls4CWXXNJgaAvOYAHwJHvHTw/zSzhaUMNrNzmpXjk1NVUMnHvuucaZRQoiHxTeuXNn7bYnY68fo5kzZxpXqi4gXnrppZFsUSSrUDNv3rxZXcTUbrQS/vKXv8hJ2q3iIg5q8+WbB5Vdu3bJSSLFUb9I1ch78LWaRG716tVqcZUUfvDBB3KMfC2jcRXmxBEAWjp7x08P80s4WlDDZ2RkyG441H3i5513npxTPSvcBlG4evmxdnHQvF7zo5vKy8u3b98e4RbJ+7FEgigfthl0uxYsWCBn1qZqRalfAAR9YMeUKVP69u1r49au//zP/5TFGu82i5zxAqUaqX6D2aVLF5HYGTfqxIkTNtYCAG5mPmL7nJfDoXXh8a5OpNT5G4sf4v3ud7/T+mxrzz//vOjmjWO0521OmDBBrnHt2rVyTFVVlYOh27Vrlzptc+DAgaCVrK2t1W6ZUlfTxMaec845Xbt2VY9c7927d+y1Mtq9e/fq1avtLfvUU09pFW748eMbbrvtNuMZrHfeecehWgOAWzjSWXiJX8LRghpedcNTp06NPIWyoB6mZczYFi5cGLYm+/btGzBgwPHjx5tiM81v3Tl27Nj06dO1BOvWW28VdTBvlLxz3D0KCwszMzP/+7//2zjSWGF5hVdqotdgA0AcJbScfrZ5+CUcLajhVTesfbQmcpE333xz7dq1Ih/au3evGr9y5UpV8vz587XC4yvCTQuqX79+8a5+eMYKG39w8MADD8S7agDgMJf0LO7h5XBoXXK8qxORo0ePqoRJjgkEAtapxnXXXWd+OrlIs84+++wDBw5o4zdu3NirV68mOikVrQjfchOU+SXTLmSssLz/TLL9QgIAcK2W0s82G7+Eo6U0vHrli3o7za233mqRZ7Rp0ya+FY7F3r17s7Ky1DtkFJFchs299u/fH+/qhxfq0WLqfYUA4BktpZ9tNn4Jh2sbvq6u7uKLL+7Ro8eBAwfkW/Yk47MG1L1TYuDUqVN33XVXcqNXX301jjV30AUXXGC8P6yh8a527SFeIlkR275w4UIRmWuvvTbeVY6I2ArjrVdKdnZ2vKsGAA5zbT8bL14Oh9arxbs6wd15552yetpN39rrkKdPnz506NCqqqp41bOp7d+/XyWRamRtbe3atWtTUlLk22ZaKHOCpb3nBwA8wLX9bLz4JRyubfg5c+bITle9SkW69dZb41215jZlypSMjIz169fHuyIOC3qhMN6VAgCHcWTT+CUcrm34UA+74mHfnjFz5kxz+4Z6pjwAtFCu7WfjxcvhaBHnDIJmV1OmTIl3veAkcxMXFhZazN+mTRuRef/+979vthoCQIxc28/Gi1/C4dqGN5/BOnz4cLwrBYepVja+8tn4Wp5u3brJ8RkZGca7++NYZwCICocsjV/C4dqG155HYH69MTzgww8/bNOmTUFBwdy5c43NnZKSsm/fPot3Il1wwQXxrjsARMS1/Wy8eDkcLeISofF0RW1tbbyrgyYXKpcK5W9/+1ssq6uoqCBLQ1RUxv+Tn/zE2ZKffPJJWXKrHxQVFYnxjz32mDZeysjI2LhxY6inCmtPcpGL/+lPf3K2zoica/vZePFLOFzb8OpY1rp163jXBc1h7Nix0eZYttdl7IHkQ9TM8+zcuTM/P1/8jWGb4AUilTGfTBVj3njjjYbGZ6bEUvhDDz1kcaY2EnJxlXtFuJT4F3AoPH4hGtr2T3BiOVh5kl/C4c6Gr6urk0eBlJSUQ4cOxbs6aD5aDyGf/tWvXz/5cejQodq3c+NdXMau7siRI+eee+7WrVvVmOzs7OTk5J///OfR9mdi/ptuuikOsUC8PfHEE+azQaF2EjHnokWLIil227Zt4sgW1U7YFESdHT8V5w2bNm0yHljMB6WMjIxdu3ZFXmCCK/vZOPJyOLR/s3hXJ4hnn31W1s343Hb4QWVlpTyiib8zZ84MOk9UGVKMpwciKb9Lly5r1qwJWtV/+7d/i+pADJfo2LFj0D0nwt1J7sCtgrFeKug8qqio6pCamvrMM8/89Kc/tc4RuURg9Oqrr0Z1xBCxFbnyr3/9a+tiE1zZz8aRX8Lhzoa/++675e6bmZkZ77rAjRxJm66//vqmTr+M+LbgfqHekpnQmNbcdtttDcFeVxU743sapGnTpokkL2yFxU6lci/1t3fv3uY5Dx061L9//3POOWf69OnmtXPFsCHYvWv2mlLsRdqF4wRX9rNx5PZw1NfXFxcXBwKB7Ozs0tJS8dFeOQk/fG0S+0RycnK/fv1mz579wgsvOFvbaJWUlMidtUePHvGtCdxMneuycdXvyJEjqpzzzjvvwgsvHDlyZFZWljqLIHuppuhKjaciVP3FX/E/KIfFQLdu3cSXadGXb926VfxLTpw48bVGixYtOnr0aNwi7kUZGRlhTyw99NBD5gWLiopefPHF22+/XbSXvUw9jmePgr4MVO2TGzZscGpFYo8VgTI+IFr0LykpKaEiJsaLLPDw4cNikT/+8Y9i2WXLls2dO3fAgAEqm4z8PKL4P5Lzi+TS4o1qQRNrdWCR/5J5eXni+BBhy2rfphJIsH7M7eEoLy8fPHjwR43EQFT/DxHuIsbdVPUEYr8Rh/uwq3j33XfFDj1w4MC2bdvKo49cXPxfqV4kktPmYtNiCBL85be//a3czUSXeffddzc0PkZL7mBiP6ypqbFdsli2S5cuXbt2FTuk+BIi9mGxJ9tI7Bynvh2dddZZt9xyy86dO5cuXTp58uT27dtr15W0RWIhShY9TdsfiO944mObNm1E2JMaibCLhFX0iCJiYgZx0BCd07333vvXv/513759lZWV77zzjkhnRR9vLtze5nfo0EEUOHr06O7du48YMWLSpEk33HDD888//+c//1m0nezdRTK0YMGCwsJC8b00kpRIzCBqGO2uonY5i2iLStreFR20ePHiqKJtjryNJmsRWplOKJqJfzGLbddeq5pAgvVjbg+HOIjs2LFDDouB/Px8e+U0405rx0UXXeRczIAm9Nprr4mv2tu2bauurhbfvMW38FWrVjU0Jmfim0a8/5MQKdFr+uq2JPHNwZNJkj0iFK+//rqNMIokXv4ER34DOX78uHFqAgnWj7k9HOIro/rJ6MmTJ8V3MnvlJDT9XcCxePPNN52LGRBnbdu2VSeB3HACDJJsFJ9/nXvooYdEZtls+6T8L+jfv79c+/XXX5+bmxvJ2mVjJScnjxw5slu3bqNGjVI3PD344IPZ2dmpqalnnHGGjbOhc+bMaaLYJpBg/ZjbwyF2zdOnT8thMZCUlGQxs/WOFWqpe++9V+y+xst5Ue2v5t3XPEa77iD+Z84999xt27YtW7ZM/J9s377d4agBnjB8+PBI/jHVf1aoS/P2xHIcCFVJ7VAgapuZmSn6e5mJio+i18zJyRk/fvzTTz89bdo0cayIsT5y2eLi4ng3pkv99re/7dChg7yWqr4PBN2F5KE7PT1d/BXzZ2RkzJgxw51Phy4pKSksLBSJ1Lx58yoqKt56663Vq1eLv0293gQSrB9zezgcPINlb8HZs2f369dPrFd8jbjllluMtwwDAACJBEvj9nA4eA+Wc5UCAAA/Qj+rcXs41q1bF+pXhGHbUjtV3sQ1BQDAv+hnNW4PR319fVFRUaBRSUmJ8TlYUbUlDQ8AQNOhn9X4JRw0PAAATYd+VuPlcHCJEACA5kE/q/FLOGh4AACaDv2sxi/hsPcIGQAAEKF4d/XuQjjsJN32dqPmWZHH6uaxzWm2FbE5zbYiNqfZVsTmNNuKmq1u3kY4XL3zUTePbU6zrYjNabYVsTnNtiI2p9lWRILlCMLh6p2Punlsc5ptRWxOs62IzWm2FbE5zbYiEixHEA5X73zUzWOb02wrYnOabUVsTrOtiM1pthWRYDmCcLBP2ETc7CFuNhA0e4ibPcTNHuKmIRzsEzYRN3uImw0EzR7iZg9xs4e4aQgH+4RNxM0e4mYDQbOHuNlD3OwhbhrCwT5hE3Gzh7jZQNDsIW72EDd7iJuGcLBP2ETc7CFuNhA0e4ibPcTNHuKmIRwAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADjMgwlWwg+MI1944YWCgoK0tLROnTrNmzfv008/NS9YX19fXFwcCASys7NLS0vFR+vxHhM0bh9++OGkSZMCjcSA+Ghe0M9xi2XbfRs3iw3ct29fYWFhmzZtOnfu/Oijj0a+rOeDJnFws4eDmw0c3GLnwQRL0v6Xxo0bt2PHjlOnTn3yyScLFiyYOHGieZHy8vLBgwd/1EgMbNiwwXq8J2lxGzFixPLly2sa3XHHHeKjeRE/xy2Wbfdt3EJt4OHDh7t27fr73//+888///jjj6+++urIl/V80Iw4uNnDwS0qHNxi55cEy+irr74SX5HNc4p/MHGcksNiID8/33q8J2lxy8jIEOGSw19++aX4aJ7Tz3Gzse3ELdQGiozqoYceCroIQTPi4GYPB7eocHCLnR8TrC1btowePdo8Z1ZWVnV1tRw+efJkIBCwHu9JWtymTZtWVlb2xRdfiC95K1asEB/Nc/o5bja2nbiF2sDc3Nw777yzU6dO7dq1mzNnjtjl1CIEzYiDmz0c3KLCwS12vkuw9uzZ06NHj8OHD5snJSYmnj59Wg6LgaSkJOvxnqTF7fjx4926dZO3L4iBv//97+ZF/By3WLbdt3ELtYFiYNasWZ80mjFjxrXXXhv5sp4PmhEHN3s4uEWFg1vs/JVg7dq1Ky8v76233gq6CEl3gyluY8eOveOOO9RtCuKjeRE/xy2Wbfdt3Cw2XHyUwyLHysnJiWpZbwfNiIObPRzcosLBLXY+SrA2bdrUuXPnt99+O9QiXDZuMMUtPT091G0Kip/jFsu2+zZuoTZw5MiRIq+SwydOnAiaYPk2aEYc3Ozh4BYVDm6x80uCtXr1avH17tChQxZzrlu3LugPHEKN9yTzD21WrFghv+QtW7Ys6P2Mfo6bjW0nbqE28NFHH505c6a6RHjdddepRQiaEQc3ezi4RYWDW+w8mGAl/FjQkcKpU6fUJDlQX19fVFQkH4tSUlJifHRH0PEeEzRu77///vjx49s2uvzyy48cOWKcXw74OW42tp24WWxgWVlZTk5Odnb27Nmzg97k7tugSRzc7OHgZgMHt9h5MMECAACILxIsAAAAh5FgAQAAOIwECwAAwGEkWIB9od6za+Ndp2HfcyxpN+paVyPCxYPeAgzAz7xxcIt87U2BgylgX6j37Eb7rtNI3nNspB1EInndr8XiJFUANN44uEW7dmdxYAWcYXzPbrTP2bN4z3FQFimR9rrfSBYnwQJgoeUe3KJdu7M4sALOML5nN9o3RVi85zgoi2OQ9rrfSBYXH3NycjIyMgYMGPDAAw9899131osD8JWWe3CLdu3OIsECHKC9Zzfad51G8p5jo1DHIIvX/YZd/Jtvvtm9e7f43rlkyRLrxQH4R4s+uEW7dmeRYAGxMr9nN9oveaHecxzqts2gxyBzNaJaXPr44489/wZWABFq6Qe3SF4h33RIsICYBH3PbrS3KUTynmMj82El7Ot+rRdXKisrc3NzIykEgLd54OAW7dqdRYIF2BfqPbvRvuvU4j3HQWkHEYvX/UayuFhjRUXFt99+e/DgwbFjxy5evDjCcgB4lTcObtGu3VkkWIB9CSbyPbs23nUa6j3H1mu0rkaEi2/evHngwIGtW7fu1avX8uXLa2trHQkOgJbLGwe3yNfeFEiwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4LD/B4VIht+mV5N6AAAAAElFTkSuQmCC)
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