Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit254-07-20020219_022000_20020219_070400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/19 |
Start Time | | 2002/02/19 02:20 |
End Time | | 2002/02/19 07:02 |
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 | | 22.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit254-07-20020219_022000_20020219_070400-constBx0 |
Minimum Dst Value | | -27 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IERlYyAxNCAwMzowMDowMyBFU1QgMjAxNywW00AAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNTQtMDctMjAwMjAyMTlfMDIyMDAwXzIwMDIwMjE5XzA3MDQwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTAyLTE5VDAyOjIwOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wMi0xOVQwNzowMjowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjAuNTk4MzY0OTk5NSwgIm1heCI6MjcuMTk0OTM1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjI0OCwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfZW8Z+cAAAAEZ0FNQQAAr8g3BYrpAAA1cUlEQVR4nO3df3QV9Z34/wgBroGNF0hNghBBwKKNNLLYIokaaUCUgNFGjIiYigq1sKY2QgoR4xaV3RM84CKkBVp6FmtEjs1p+dUu23QXtyknLGk3KynGGmnsRo02lWsbIAjf18mc73xu770zufdm7sxk3s/HH5zJMDPvH6+Zeb/m3rkzSRcBAABgqSSnKwAAAOA1JFgAAAAWI8ECAACwGAkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAkWAACAxUiwAAAALEaCBQAAYDFFE6ykJEUbDgD9kYiT569+9avJkyf3ueVEFM1YgMRRdN8yOqg42ADARCJOknl5ea+//rojRXPO19APiaBon8Z6qXTw4MFZs2b5fL7MzMylS5d+9NFH+mLBQjbS2dk5btw4k7IuXLiwatUqv98/cuTIiooK+TPiZlNTUyOublQro80azY91O0bLB9c8uJ5dXV1LliwZNWpUWlra008/bdQb8RVqVScYzafnjfZG8x4L3/kt6flECOk0vaWXXHJJenp6SUlJe3u7yepx1L+jo+Oxxx4bP378kCFDZK25c+fu378/YmVCZsrEtddeG1yETF9zzTXBC+j/1dLScvfdd0v0hw4dOn369Ndee02b/+c//1nqOXny5EsvvVRKv/POOw8fPtxnncMrE/cC4WSnOnPmTP+LjkNCE4uYAqeRXU6O2eBDO9jvf//7wsJCfy+ZkD9NCrUBaZk5RXsn1nPE7NmzDxw4EAgEPvjgg2XLls2bNy+a7cg59LnnnjNZpqamZtq0ae/0kont27eHL/PCCy+Ul5dHXN2oVkabNZof63aMlteFNLm0tFRGqfd7LVy48Pvf/75Jp8VaqFWdEE0s1Oz5YMF7o/ny4Tu/JT2fCOEJljbx2Wef/fGPf/zWt76Vl5dnsnqs9X/vvfeuvPJK2eyJEyf++te/ylD605/+9LbbbotYmZCZMiGp0k9+8hP9v3784x/LnPAE66233pKhurq6+tSpU5K7/PrXv/7qV7+q/ZeU9cgjj8gCZ8+e/fDDD1999dVbbrnFvM4RKxP3AnGvMqATrCgDJ7vHPffcs2jRoogbvPHGG9euXdvV69vf/rb8aVKoDUiwzHmtd+RU8vjjj6f3kgn9qkj2Axkbxo4dK1el2p//9E//dPnll8vl3Te+8Q050eiLXfzbS/bwIk6fPj18+PDg5SOSs+fEiRO7u7tNlpHDQ8ZLbVomcnNzQxaQik2YMEEOuT4bHlwro832WVyU2zFaXhfS5NGjR0tCoE3LSG8+XMVdaJSV70/nRKROz4fsjSbLR9z5+9nzPT09Tz31VFZWlly7S96gzTQ53rdt2yZ5jM/nmzFjRnNzszb/8OHD119/vcyU/9IyofCDPaQP//znP1966aUysXz58uAMdefOnTLHvP4Rj/2HHnpIhsaIbTRaJbhue/bsCS5CWvfaa6+FV15G6PXr10csQpojjTKqQHChJifJiwadb37yjHWV8PN2xLAa7QbBTp48KSmmtCU1NfWuu+7q7OyMpjnmhcoOIBuU5aWjrAqckGNWjtzwrYmUlBQ58LXpTz75RP4MLzF8fw7uwz77Qa4rvvOd74wfP37kyJFf+9rXPv30U21++AEYXlY04+9NN930yiuv6BWWC4DMzMxodsiByGsJluwBBQUF7b1uvfXWdevWafMlwHfeeadcj+p/ymLv9ZKJqqoqfX7IRLi6urr8/Hx9sbS0NNnLs7OzN2/efP78eX2xO+644+WXXzbflOzi+v4tl5Ky44YsIGOA7OLRNDy4Vkab7bO4KLdjtLwufJiX1bVpOXdE3I4u7kKjrHx/OicidXo+ZG80WT7izt/Pnpd0Qdr79ttv/+lPfyorK9NmmhzvRUVFbW1tMjw888wz+sAmp/K9e/fKeV9O60uXLtUXDi4oeKTp6OhYvXq19gGPZBg333zzq6++KtO1tbUyfe7cOfP6Rzz2pQ4yyEVso9EqweclqdXkyZP/67/+S/6sr6+XaZkTfuKSES7i90fi9ttvX7hw4RtvvPHXv/7VqBoXozhJmnS+0TZjXSX8vB0xrEabDTZ16tRf/OIX0mQZy1esWPHwww9H35yIhVZWVkpP/rHXnDlzrArcRdMEq7i4WComTejq6pIKyJ8mhUbswz77YePGjV/5ylfeeecdOdAWL178xBNPaPMjHoAhZUUz/h46dOiaa66Rtmv/JYfhhg0bIjbWA7yWYF111VVvvvmmNi2XGnIZrU1LgN999119MflTX+x///d/gxcLmQhx/PhxuYgPOT/K+bqxsVEOPH23+/nPf/6lL31J+8bd5HQzaNAg7RwtZGLw4MHB/yu74NVXX33ixIk+Wx1SK6PNmhcX/XaMlteFNPmBBx64//77P+glF9bJyckmbYm70H52Qp/lRqROz4fvjUbLG+38/ez5SZMm6R8e6EyOd8mNtOm//OUv2kdQYty4cS+++OIf/vCH4I2ED0jB5DpeThHaf73//vvS7RUVFfKvTMdUf51EITizMf/8LGSmNvHd7353wYIFF3u/7Pve974XvoBWSnd3d8QKfPLJJzIQfvGLX/T5fNKB5eXlET8/6PMkadL5Rm2PdZXw83bEsBpt1oj0wNixY6NvjlGhLS0t2rSsaFXgJAsp6RWx5tr3y9oOIxN62hSxUP3P4D7ssx+mTJnyu9/9TpuWnVxK0aYjHoAhZUU5/t5www3aBdhbb70lFZBejVg9D/BagiWnDP20IhPypzYtAQ6+wVD+NFosZCKYXHZkZWUdPXo0YtFyTaxfvF533XVHjhwJ31TIydT82l2ukufPnx88J2R1o1rF91FB9NvpszdCavjxxx/L6C4DlVxVP/vssxkZGeGr9LPQ/ndCHJ9gKdXz4Xuj0fJGO3+snROytwcf2jqT4z14Mf3P//7v/y4qKho9evTkyZP17/WMFtbqs3bt2lmzZulz5KJcFtC/ozSpvxGJgklmPGTIkJBvuKRdksMFLyYLZGZm/uhHP5J/9W/ZQrZj8gmWTk6Jkjk9+OCD4TfzXYziJBll5weLdZXw83bI/5pvNphcA0sc5VjQdio9D461OcHL65EyuhUkJC7mgdNcfvnlclGkf/AcchQUFBR8+9vf1u/Bkj9NCtX/DO7DPvtBMsjgCwx934t4AIaUFeX4W1dX9/nPf/78+fP33XefXPCEN8EzvJZgRXmFFHxxJhPhi2lfVweTAWbMmDHHjh0zKrq9vV1Oavp2QkRcxfzuk5ycnDfeeMOstQa1iuNml5i2Y7S8zuQM+9JLLxndvxl3oZZ0Qqz3YCnV8xcj7Y1Gyxvt/P3seUmJYvoEK3ixkD/lXL9v3z493Qw52EMWPn36tP6hxW9+8xu54H799devuOKK1tbWmOqvk4SmoqIiZKZe6DXXXPPrX/86+L8aGhrGjx8fstjzzz+fnJysf7cSnmBJrJ977jnzmmhkqP67v/u78Pl9niSNOj/85KmL4xOsaP6M5hMsmfnDH/5QLjlkXJd/w3ss1n0pjk+wLkYROHOyK5rfg3Wxr/25z36Q1KetrS18sxEPwJCyouxDOQDlMuzJJ5+UHVu/t8+TvJZgyeWm/h2w5OmVlZXa/PCDZM6cOdrtBTIRfivA5z73ueBvQzZu3JiVlaUfTrqSkhLZjWQXkYWl3JUrV4ZXyeTI2bZtm9Hvj/bv3z9z5kzzxhrVymizRvNj3Y7R8kZNlgsyCYecx1955ZVx48bpnz9HFGuhVnWCSSzCKdXzFw32xmh6LLg+/ez5Z599Nj8///e//33wLSDRH+/ahBywMgDIASsJluSp2syQgz143Y8++uipp56aMWOGTH/66acyKvzHf/yHTP/kJz+5/vrrtW/6TOof8dh/9913pWj9V4TSnJ/+9Kf6kpIHSym//OUvP+lVX1+fnZ39z//8zyYbvBhpnH7rrbckg3zhhRekZ86cOXP06FH9V4S33HLLq6+++v777587d07qvGzZsttvvz3iNs1PkkadH9KfwaKMl1EHGv1ptNlg0hs//vGPpStkF5KuCO+xWPclWV6/B+u2226LMsGKdYEQks1LxbRPsNasWRMxmzfZny9G0Q+bNm2SfpAtyGHyP//zP/fee682P+IBGFJW9PGVC0WZuWPHjoi94Rlea093d7dkOdqvGGRC/7gy/CDRfiAzcuTIr3/968E/dtAmZCTz+/3BO1+IQCAg8/fs2TN16tRhw4ZJqi77VsSbHkx2GknkJYvXHmqyevXq4A9R8/Ly6urqzBtrVCujzRrNj3U7RsuH/5c2c+fOnTKiyMXW7Nmzjx8/bt6oWAu1qhNMYqF4z1802Buj6bGkoJ2/nz0v2YCMKGPHjpVjVvIGbWb0x7s2IYmmXKD7fD5Jj37xi19oM00O9lGjRi1YsODtt9+W+UuWLNHum9FIHbRb/k3qn2Rw7J86deqhhx6S0CQnJ48ePfquu+761a9+pffGD37wg+nTp1/WSyZ++MMf9rnBpEjjtIx8smWp1dChQ2+44Qb9OVj//u//LvOlG6UfJkyY8I1vfOPjjz+OuE3zk6RR54f0Z7Ao42XUXqM/jTYbTC4SJPRDhgyRS5QXX3wxvMdi3ZdkgUcffVQ6R7roH//xH2XLJvWPKXAmJG+eO3eutm9IeqftmSHC9+fg/+2zHz777DOZP2XKFBnXJNfXD/yIB2BIWdHHV/bGyZMn9/T0ROwNz/BaewAA/ee90S5xfvvb30qq6nQt4nf+/HnzX8BYbv78+T/60Y/sLNERHEIAgFAkWH0qKyvr6Oh49913v/KVr3zzm990ujrxa2xs1H8tmGifffbZd7/73euuu05/UoOHcQjBGeHfdrnwhD4gKhkrTzYKlmOv6NOmTZvGjh17+eWXP/LIIwP6WQMjRozYunWrPWXJfjV+/HhJ6ewpzlkcQgAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi6mSYEX8aToAALCZ0xmBTZRppzIRBQDAtdQZjr3cTjVTZgAAXEud4ViZdioTUQAAXEud4ViZdioTUQAAXEud4ViZdioTUQAAXEud4ViZdioTUQAAXEud4ViZdioTUQAAXEud4ViZdvY7ou+9994//MM/NDQ0WFIfAAAURILlBRY+pqGpqemyyy6TjQwaNKijo8OqGgIAoBQSLK/pT0T37t07YsQILUuTBKuzs9PCigEAoA4SLK+JO6JVVVVaanXfffcNGTJEJkiwAACIDwmW18QR0UAgUFRUJCsmJydv2rRJ5hQWFsqfO3bsSEAFAQDwPhIsux08eHDWrFk+ny8zM3Pp0qUfffSRNt+q+6hk3e3bt7e3t0e5fFtbW3Z2tqzl9/sPHz6szZTUSuZI1hV3NQAAUBkJlt1mz5594MCBQCDwwQcfLFu2bN68edp8qyKhp2j5+fmSJ0lBJgvX19enpaXJwlOmTGltbdXnd3R0yEzJAru7uy2pFQAASiHBctLp06eHDx+uTVubYA0dOlSbkCSppKRk3759PT09IUvW1NQkJyfLMoWFheF5WF5envxXXV2dJbUCAEApJFhOkvQlPz9fm5ZIpKWlpaSkZGdnb968+fz58/FtU7azd+9eSZh27dpVUFCgf6AlGy8rK2tsbJRlJNl6+OGHtfmVlZXhuZdYv369/K8sFnfrAABQFgmWY44fPz5hwoSTJ08Gzzxz5ozkQLm5uZIMmaybZCp4yfb29g0bNmh3WWmuuuoqKVcmRowYsXv3bqMiWlpatLSsn80EAEBBJFjOqK+vz8rKOnr0aMT/PXXqlN/vj2/LRhFtamqSpC0jI0NLs1JSUrRPs0xMmjRJljxy5Eh8NQEAQFkkWA6ora0dM2bMsWPHjBZob29PT0+Pb+PmEe3p6Rk5cmSUvxAsLy+XJSsqKuKrCQAAyiLBstvGjRuzsrJaWlpC5peUlDQ3N589e/bEiRMFBQUrV67U/yumIPW5sBS9Y8eOrq6uPjd15MgR2dqkSZOiLx0AAFwkwbJf+C1T2i/49uzZM3Xq1GHDhk2cOHHt2rXBz0ewNsGKXk9Pj/YQh+AnOAAAgD6RYHmNtREtLS2VDW7YsMHCbQIA4HkkWF5jbUTr6upkg3l5eRZuEwAAzyPB8gKTxzT0UyAQ8Pl8Sbz4GQCAWJBgeY3lEeXFzwAAxIoEy2ssjygvfgYAIFYkWF5jeUR58TMAALEiwfKaRESUFz8DABATEiyvSUREefEzAAAxIcHymkRElBc/AwAQExIsL0jcYxp0vPgZAIDokWB5TYIiyoufAQCIHgmW1yQoorz4GQCA6JFgeU2CIsqLnwEAiB4JltckLqK8+BkAgCiRYHlN4iLKi58BAIgSCZbXJC6ivPgZAIAokWB5TUIjyoufAQCIBgmWF9jwHCwNL34GACAaJFhek9CI8uJnAACiQYLlNYmOKC9+BgCgTyRYXpPoiPLiZwAA+kSC5TWJjigvfgYAoE8kWF5jQ0R58TMAAOZIsLzGhojy4mcAAMyRYHmBbY9p0PDiZwAAzJFgeY0NEe3p6dEe6f6zn/0s0WUBADAQkWB5jQ0RbWpq0j4qu+mmmxJdFgAAAxEJltfYENHu7u4rrrhCClqwYEGiywIAYCAiwbLbwYMHZ82a5fP5MjMzly5d+tFHH2nzL1y4sGrVKr/fP3LkyIqKCvkzvu3bE9F9+/ZJQQUFBTaUBQDAgEOCZbfZs2cfOHAgEAh88MEHy5Ytmzdvnja/pqZm2rRp7/SSie3bt8e3fXsi2traKgWNHTvWhrIAABhwSLCcdPr06eHDh2vTN954oyRe2rRM5ObmxrdN2yKanJwsZfFSQgAAwpFgOamuri4/P1+bTk1N7ezs1KY//PBDv98f3zZti2h2draU1dTUZE9xAAAMICRYjjl+/PiECRNOnjyp/Tlo0KBz585p0zIxePBgk3WTTCW86r2KioqkrL1799pTHAAAAwgJljPq6+uzsrKOHj2qzxlwn2Bpz3PfsGGDPcUBADCAkGA5oLa2dsyYMceOHQueOeDuwaqpqZGyFi9ebE9xAAAMICRYdtu4cWNWVlZLS0vI/G3bthn9ijCmINkWUe2FOTNmzLCnOAAABhASLLuF3zIVCAQu9j4H68knn/T3Wr16dfBzsNyZYHV0dEhZaWlp9hQHAMAAQoLlNXZGdMSIEVKcfusYAADQkGB5jZ0RnT59uhTX0NBgW4kAAAwIJFhe4MhjGkRJSYkUt3v3bttKBABgQCDB8ho7I1pVVSXFVVRU2FYiAAADAgmW19gZ0draWimuuLjYthIBABgQSLC8xs6INjY2SnE5OTm2lQgAwIBAguU1dka0q6tLivP5fLaVCADAgECC5TU2RzQjI0NKbG9vt7NQAABcjgTLa2yOaF5enpR4+PBhOwsFAMDlSLC8wKnHNIiHH35YStyyZYudhQIA4HIkWF5jc0Srq6ulxLKyMjsLBQDA5UiwvMbmiNbV1UmJhYWFdhYKAIDLkWB5jc0RbW5ulhKnTJliZ6EAALgcCZbX2BzRnp4e7cYvmbCzXAAA3IwEy2vsj+ikSZOk0JaWFpvLBQDAtUiwvMb+iM6dO1cKraurs7lcAABciwTLa+yPaFlZmRRaXV1tc7kAALgWCZYXOPgcLLFlyxYpdPny5TaXCwCAa5FgeY39ET106JAUmp+fb3O5AAC4FgmW19gf0ba2Nik0IyPD5nIBAHAtEiyvcSSiPp9Pyg0EAvYXDQCAC5FgeY0jEc3OzpZym5qa7C8aAAAXIsHyGkciWlRUJOXW1tbaXzQAAC5EguU1jkS0oqJCyl2/fr39RQMA4EIkWF7g7GMaxI4dO6TcxYsX2180AAAuRILlNY5EtKGhQcqdPn26/UUDAOBCJFhe40hEOzs7pVy/329/0QAAuBAJlgMifpdn1dd8TkVUsispWjItR0oHAMBVSLAcE55gJWKztpk+fboUfeTIEUdKBwDAVUiwHOOxBGvx4sVS9I4dOxwpHQAAVyHBckx4gpWWlpaSkpKdnb158+bz589bslnbrF+/XoquqKhwpHQAAFyFBCt+3d3dlZWVEydO9Pl88u+6devOnDkTQ4Uidb1sobGxMTc3t6yszHxdEzG3xAq1tbVSdFFRkSOlAwDgKiRY8Vu5cuWsWbOam5sl05J/b7311scffzyGChl3/alTp+L+RZ5TEW1qapKis7OzHSkdAABXIcGKX3p6ent7u/6nTMucGCpk3PWxbirKzSZUIBCQon0+nyOlAwDgKiRY8bM2wSopKWlubj579uyJEycKCgpWrlxptGRMm7VTRkaGlN7W1uZUBQAAcAkSrPhJDiSZ0Jtvvtnd3S3/ynSUXxFGvGVqz549U6dOHTZs2MSJE9euXSvbDF4++lo5GFHpASn90KFDTlUAAACXIMGKn+RAkgldddVVPp9P/n3qqadiusk9QRyM6PLly6X0LVu2OFUBAABcggTLaxyMaHV1tZS+YsUKpyoAAIBLkGB5jYMR3bdvn5Q+d+5cpyoAAIBLkGDFr7m5OTc399JLL3X8GVRueA6WaGlpkdInTZrkVAUAAHAJEqz4zZgx45lnnvnLX/5i+Zb7w8GI9vT0aBle8B36AAAoiAQrfj6f79NPP7V8s/3kbESnTJkiFWhubnawDgAAOI4EK35XXnmlC5/55GxECwsLpQJ1dXUO1gEAAMeRYMVv69atRUVFHR0dlm+5P5yNaFlZmVSgurrawToAAOA4EqwYt9IXS0rpZw0dLL2mpkYq8PDDDztYBwAAHOeGlMAeyrTT0YgePnxYKpCXl+dgHQAAcBwJVvwuueQSy7cZH/d8itbe3i4VSEtLc7AOAAA4jgQrfldcccX//d//Wb7ZfnI8oiNGjJA6dHV1OVsNAAAc5PhwbBvr2/nCCy/cfffd77777oULFyzfeNwcj2hOTo7UobGx0dlqAADgIMeHY9tY305uco+ouLhY6lBbW+tsNQAAcJDjw7FtlGmn0xGtqKiQOlRWVjpbDQAAHOT4cGwbZdrpdER3794tdSgpKXG2GgAAOMjx4dg2yrTT6Yg2NDRIHaZPn+5sNQAAcJDjw7FtvNxOV90H1tXVJXUYMWKEs9UAAMBBjg/HtlGmnS6IaFpamlTDbS8RAgDANm4Yju2hTDtdENEZM2ZINerr652uCAAAznDDcGwPZdrpgoiWlpZKNWpqapyuCAAAznDDcGwPZdrpgohu2LBBqlFeXu50RQAAcIYbhmN7KNNOF0R07969Uo2ioiKnKwIAgDPcMBzbQ5l2uiCiTU1NUo0pU6Y4XREAAJzhhuHYHsq00wUR7e7ulmokJyc7XREAAJzhhuHYHl5up6ueg6UZO3as1KS1tdXpigAA4ACXDMc2UKad7ojotddeKzW5/fbbna4IAAAOcMlwbANl2umOiGZmZkpNLrnkkmPHjjldFwAA7OaS4dgGLmpnxO/yLly4sGrVKr/fP3LkyIqKCvkz7o1bUcf+2rlzp8/n096Zs2vXLqerAwCArVwyHNvAde0M6fqamppp06a900smtm/fbslmHRQIBLQnjgqZkD+drhEAADZxz3CcaK5rZ0jX33jjjQcOHNCmZSI3N9eSzTpu165dI0aMkFplZ2c3Nzc7XR0AAOzgtuE4cVzXzpCuT01N7ezs1KY//PBDv99vyWbdQPIqya6kYj6fj/fnAABU4MLhOEFc186Qrh80aNC5c+e0aZkYPHiw+bomEljpeAV/XVhSUsLXhQAAb3PncJwIrmunOp9g6fSvCydNmtTU1OR0dQAASBQ3D8fWcl07FbkHK0Rra2tOTo7+dWFPT4/TNQIAwHouH44t5Lp2hnT9tm3bjH5FGFOQ3B/R7u7u5cuXa18XpqSk/Pa3v3W6RgAAWMz9w7FVXNTOiLdMXbhw4cknn/T3Wr16dfBzsDyWYGlWrFihNX/cuHFtbW1OVwcAACsNlOG4/5Rp5wCJaFdXV35+/vDhw6XCGRkZ9fX1TtcIAADLDJThuP+UaeeAimggEJg7d67UOTk5eceOHU5XBwAAawys4bg/lGnnQItoT09PRUWF9nXh8uXLue0dAOABA244jpuX2+n+52D1affu3dq7C/Pz8/XHVUSjoaGhvb09cRUDACAOA3Q4joMy7RywEW1sbMzIyJD6jx8/PpqX6vT09FRVVcnygwcPJscCALjKwB2OY6VMOwdyRDs6OmbMmCFNGDFiRF1dXcRl2traampqiouL/X6//qHd5MmT169f39raanOFAQCIaEAPxzFRpp0DPKLd3d36S3Wqqqq0mYFAQPKt5cuXT5o0KfjL0KuuuuoLX/iC9t2iJicnh0wLAOC4gT4cR0+ZdnoiotXV1cnJydKWoUOHTpw4UZvW+P3+4uLimpoa/elZkpNJ+rV48WLtPTwJyrSkFKs2BQDwPG8Mx9FQpp1eieihQ4cuueQSLVuSBCsvL6+qqqqhocHkZ4YRM63Pfe5zmZmZe/bsibsmgUBg0qRJktj927/9W9wbAQAoxTPDcZ+UaaeHIvrNb37zsssuW7FihaQ4Ma2oZ1rag0w1+fn5O3bsiGlTTU1NlZWVY8aM0baQmppqdGcYAADBvDQcm/NyOz3wmIYEkUxr5syZQ3tpnePz+UpKSvbt22fySZiWVwXf7zVs2DA9VysuLuZHiwAAc+oMx8q0U5mIxiQQCOzataugoEDPmdLS0srKyhobG/VlwvMqWebhhx8+fPhwT68tW7ZoXz76/f6amhoHmwMAcDl1hmNl2qlMROPT3t6+YcOG7Ozs4Ec8zJo1a9y4cRHzqvDVCwsLtcXy8vJaWlocaQUAwOXUGY6VaacyEe2npqamsrIy7dGmmtGjRxvlVSH27t2rrejz+aqqqni9DwAghDrDsTLtVCailpDcaMGCBUm9jzbt6uqKfkVZWLIxLTObMmVKQ0OD0fbb2toaGxvr6uoKCgrmzZv3gx/8oL6+vqWlJaY3AgEABhZ1hmNl2qlMRK3S3d29e/fu+L7sk1RJsiv99vmbb765tLS0sLAwLy9v/PjxwU+LMCKLTZ8+fe7cubLifffdl5ubKxkYuRcADHTqDMfKtFOZiLqE5GeVlZX6I7siplA5OTnTpk0b3OuOO+7Iz8/XHqxlknhlZGRIolZeXl5bW9vc3My3kAAwsKgzHHu5nSFjs9PVUdG6detSU1PnzJmza9euurq6+vr6tra2kO8cOzs7Q+ZoXyA2NDTs27dPVtTu65J/wz/68vl8kqUtWrRo/vz5L774or2NAwDETJ3hWJl2KhNR7+nu7m5qatKmW1tbJVGrqqoqKioKeQNjUu8jT2X+pk2b9OUBAK6iznCsTDuViahSAoFAQ0PDXXfdJfEN+TrS7/eTbAGA26gzHCvTTmUiqqbDhw+3t7d3dHTU1tYuX75cv8VeT7amTZt222238ax5AHCWOsOxMu1UJqLQREy2Zs6c6XS9AEBp6gzHyrRTmYgi3Ntvv629M3H06NFO1wUAlKbOcKxMO5WJKCLq6uq64oorZDc4dOiQ03UBAHWpMxwr005lIgojGzZskN2guLjY6YoAgLrUGY693E6eg4Vg7e3tycnJPp+PJ8IDgFPUGY6VaacyEYWJwsJC2ROqq6udrggAKEqd4ViZdioTUZjYt29fUu9bqJ2uCAAoSp3h2O3ttOprPnUiChM9PT1jx46VneHIkSNO1wUAVKTOcOz2dloVCXUiCnMVFRWyM5SWljpdEQBQkTrDsdvbSYIFa7W1tWlviQ55wzQAwAbqDMdub6dEIi0tLSUlJTs7e/PmzefPn497O9ZWDAPX3LlzZX/YsmWL0xUBAOWoMxwPjHaeOXOmsbExNze3rKzMZLEkU7bVFi5XW1sr+8P06dOdrggAKEed4XggtfPUqVN+vz++ddWJKPrU3d2dlpYmu4Rk7U7XBQDcpaOjo7m5ub6+fuvWrStWrNizZ4/MiXtT//qv//rggw9WVlZWVVXJv3PmzFFnOB5I7Wxvb09PT49vXXUiimiUl5fLLrF8+XKnKwIAMevq6urnT6F7enok45k/f/4TTzxRWlpaUFCQk5Oj/cg6Ir/fP2PGDDlnbtq06dChQxFTLrl2bWpq2rVrV1lZmWxQu45V+Qslt7ezpKREUumzZ8+eOHFCArZy5Ur9v2IKkjoRRTRaWlpklxgxYoScEZyuCwDEQM5ao0aNkjPYkiVLYnovhSRVDQ0NGzZsmDt37qWXXmqU/UhiNGXKlPz8fC1DSklJiZgqScr15S9/+eabb7777rtlpM7Ozk5OTg5fZsiQIUm9Tx+UfG7RokUkWC6yZ8+eqVOnDhs2bOLEiWvXrg0eDkmw0B9yNSZ7hVxsOV0RAIjBf/7nf15yySV6EpORkVFYWFheXl5bW9vc3CxZlLZYIBC4+LdJlVxShudJ9957r5wGDx061NjY2NbWFlyQ/FldXd3a2irTksnV19dv2bJlxYoVeu4VTtKs4uJiKW7fvn3t7e2yYlNT06ZNm/RPvORPdYZjZdqpTEQRJTmnyF4haZbTFQGAaEniouVJ6enp06ZNC8+ZfD5fTk5Obm5ucnLy6NGjQxaQ/yorK6urq+vq6pL8SXKvuGsiKdfzzz+vbbayslLysyi/EFBnOFamncpEFFGSc4Hf75cdQ675nK4LAPRtw4YN2tdwixcv1rOZ1tZWSZiqqqqKioomTZoU/qlScFJleZUkRYv1FKrOcOzldobsZE5XB66zfPly2THKy8udrggAmOnp6SktLdXGsvXr15ssGQgEJOn51re+lZWVdf/997vwicrqDMfKtFOZiCJ6jY2NSb13dHKrO+BmnZ2d2h1Fauro6MjLy0vq/V1OXV2d09XpL3WGY2XaqUxEEZPp06fLvlFbW+t0RQD8Df1pTGvWrBkyZEhqaqp207RqpBPGjx8vp6mxY8c2NTU5XR0LqDMcK9NOZSKKmNTU1Mi+UVBQ4HRF/h/tWTJO1wKwycmTJxcvXvz444/3+TSm3Nzcfj78yQ0OHz5cUlJy6NChaBbWb2mfMWNG3E/7dBt1hmNl2qlMRBGTrq4un88nu0fI75OdItlVZmam1OeRRx5xui5AYsnRV1lZOWjQoIjplP40pnvuuefKK6/UF8vOzpbrooH4jaFcOElqpT9hISMjQzLLXbt2GWVOEW9p9wB1hmNl2qlMRBEr7dbRiooKpyoQ/KCa4cOH6wNMn+dfYICSfX7Tpk3Bz1JKT083ehqTpr29XbIxOSi05f1+/4oVK1paWiyslSQxCbrQ2rdvn2SKWs21BEu7rtNJ1lheXi7N1xKpN954o7i4OJpb2gcidYZjZdqpTEQRK0lutGxGf0CfDUye/jdhwoTPf/7z+kAS8fwr6/b/x0Eu+dAOqqmtrdWfJiBpx+uvvy7JlvY0yz7JgSOra3d8awoKCvbu3Wt08Oo3cv3Lv/zLnDlzFi5cWGVgzZo1ciQOGjRIMhujZeQybNGiRbt3747ymkeOVska5eDVk0I5it98801pQiAQkOxQGh5yBpDE69prr9Wm5XLLA7e0h1NnOFamncpEFHGYMmWK7CFylZnoguTc+vd///eSQpk8/U9f2Oj8O3HixKTe91do70+N6NFHHy0pKVm3bp3RAtqD7KdNmyZjT1NTE8kWYiU5zcGDByXheOmll6JMOGRn035WktT77pT+ZA+SNi1fvlw/NFJTU9PS0u69995oXqtnCaN388lEe3u7HMhy+aRfJkllZDGjiyLJw6RnJHvTO0fz8ssvx90/bpakzHDs5XaGHA9OVwfuVV1dLXtIYWFhQkuRPEZ7tKkm+qf/GZ1/EzFmjB8/Pj8/v6ioSMaqq6+++otf/OL3vvc9KV2yvYhvPYvyg4dEkyEt4rdF+gcYkm5edtllDzzwgElbEA3JxWtqaoqLi4N35qS+XgYsUZDjS1tS0o4dO3ZY8oGxHDtbtmzRLpAi0m/kuv7665N6r0/WrFljdNUxZ84cOSqfeOIJowXkiJCNDBs2zOjdfNddd92gXvqb/mSDu3fvjr6xsmfu2rVr3rx50sn97x93SlJmOFamncpEFHGQk9rQoUPltCgn6wQVsXfvXu1qW0qRq+2TJ0/Gtx2p6tatW2fOnCkZg9Ew8Nhjj2kndxkwjJZ56KGHJk2adMstt8jYk52dHf3lvmRgkufNnTu3tLR03LhxMkcGA2ezFil68ODBSb1vVYvpA4zgtqxYsUI6RLrC5HNBWVKG2O985zv9bK+dX0b3k5b9BwIBuRKQ5CnkQeGSs8q/Q4YMGT16dMSE48tf/vK1114r+4l2s7bMkW5MxP3at912mxzC99xzj8mNXA0NDf3cRSVrlFNElO/mk73l8OHD/SnOq9QZjpVppzIRRXzS09O106Kcoy3/KbgMKtrGZSCXc7QNPwiSU7+MNLEWJGOGDB6yrqSDzz33XGqvBQsWyPghI2vIJxbRZC1r1qx59NFH9+/fn6BmXuy9fVhGcaPK6B9gSJWGDx8+bdq0mNoSa3vLy8u1CaMUTbK3MWPGpKSkSIJrtMwTTzxx5513rl+/3uTb285e4fP1T+y++tWvStu//vWvm+SCsmT4fEn+pERJUH72s59JkirXA5JTaumRRrquuLi4pqZGFpMdrLa2Vns8lXnCIduR+d7+uYb0gHTa/PnzZ82adfToUaer415JygzHyrRTmYgiPitXrkz6/3/gk2TdT8FlC0VFRbJBGaI2bdpkSVVt09MrZI72glhJaySBW7hw4eTJk2fPnt1n1vKFL3xBMgYLv0+Uway6ulp7AGNS74coOTk569atM/8lmklbJBEcMWKEpAWrVq0ySn2kOEkUJJ2yPEvrU/C3t5LyJvcq7RXfJ3ayEZkzdOjQe++9t7CwMC8vT/43/M3BGilLFpAekO6K6duuuro6qbnP53vttdf6G3J4RZIyw7Ey7VQmooibDP8y4lr4U3DZmvYDItmOIl8WhGQt+k/TdZIK9DPTkuRJ8gP9V+6SFkimZcm3k9F84BeSc4e0V/t1m2QtFRUVEVM0SQGlB7KysmS/MkrjtDuKUlNTY/32NinoEzvJaC+99NL4ckHpUqmkrHjDDTdIAv3iiy/250pDushLz3BC/6kzHCvTTmUiiv4z+im4DDPRPxyhvr5e+5ZEBjyX3AluP+mxmpqaAwcO1NXVLV68OPgDklgzLe0X78G3+RcWFtrww8+YyJ4jVernTzKl02RnC0kZg7+93bZtm+ycM2fOlGws7k/sJAW8+eabFyxYINMSHdmy/K8LXwwM71FnOFamncpEFBYK+Sn4oEGDhg4dunXr1j4/L5GsQrttRZKAgfjI6QSRJCk80xrZy+S+pSVLlmRkZKSkpOgf0pSXl/NcCWCAUmc49nI7Qz73dro6GKi0n4KPGTMmeHeSIV+SJxnpa2trJQ/TbkyRBOKXv/zlQw89pC1TWVk5gH4vZic909LTpmhcf/31cdy5D8BV1BmOlWmnMhFFgsi4XlRUdM0110yfPj38XmCfz5eTk6PfvCUL7N692+kqDwDSqzNnzkxNTTX5BEu7p3vOnDlOVxaABdQZjpVppzIRhT1aW1vr6upk+JesK+ThQEOGDGlsbHS6gp7Cp1aAZ6gzHCvTTmUiCkcEAoGGhoZVq1bddNNN9fX1TlcHAFxKneFYmXYqE1EAAFxLneFYmXYqE1EAAFxLneFYmXYqE1EAAFxLneFYmXYqE1EAAFxLneHYy+3kOVgAALiKOsOxMu1UJqIAALiWOsOxMu1UJqIAALiWOsOxMu0EAAAu4HRGYBNV2mkJ23YLewqiFNcWRCmuLYhSXFsQpbi2IHUyqhCKNjs+7PSKl2JbQZTi2oIoxbUFUYprCyLBQt/Y6RUvxbaCKMW1BVGKawuiFNcWRIKFvrHTK16KbQVRimsLohTXFkQpri2IBAvKUXandz9C41qExrUIjWspGxpFm42LCu/07kdoXIvQuBahcS1lQ6Nos3FR4Z3e/QiNaxEa1yI0rqVsaBRtNi4qvNO7H6FxLULjWoTGtZQNjaLNxkWFd3r3IzSuRWhci9C4lrKhUbTZAAAAiUOCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAmWR1y4cGHVqlV+v3/kyJEVFRXypzZ///79N99887BhwzIzMx988MH3338/+nWN5iMm5t3Y2dk5btw4o+fEEJqEMurGpL8V07qExhIm3fib3/xmzpw5w4cPHzNmzM6dO6Nfl9BYIsqjJjU1Nfp1vRoaEiyPqKmpmTZt2ju9ZGL79u3a/FtvvfX111/v6uo6ffr0M888M2vWrOjXNZqPmJh342OPPfbcc88ZjeKEJqGMujGa5yISmoQy6saTJ0/KBcnu3bv/9Kc/nTp16r777ot+XUJjiWi68YUXXigvL49+Xa+GhgTLI2688cYDBw5o0zKRm5sbvkwgEEhJSdH/1EcRo3Wj2Sb6ZNKNJ06cmDhxYnd3d8iITmjsYdSNJgkWobGHUTdKRrVly5aIqxAae/TZjWfPnp0wYcJ7772nz1E2NCRYHpGamtrZ2alNf/jhh36/P2SBTz/99Pnnn583b54+R9/pjdbtc5uIhkk33nHHHS+//PLFsBGd0NjDqBul/9PS0uRqJDs7e/PmzefPn9dXITT2MOrG9PT0p556KjMzc9SoUUuWLOnq6tJXITT26LMbt2/f/rWvfS14jrKhIcHyiEGDBp07d06blonBgwcH/6/2pfjll1/e2toa/brm20SUjLrx5z//+Ze+9CXtbgOjj0wITUKZd+OZM2caGxvlYrqsrCz6dQmNJYy6USYWL178Qa+SkpLS0tLo1yU0ljDvxs8+++zqq68+ceJETOt6NTQkWB7R5xXAJ5988vTTT990003Rr+vVqwqbGXXjddddd+TIEW3aKMEiNAkVTTeeOnUq4nxCk1Am3St/atOSY6WlpcW0LqHpP/NurK2tnT9/fqzrejU0JFgeEc132JJjDR8+PPp1vfq9uM1MbvTp89dqhCahounG9vb29PT06NclNJYw6sa8vDzJq7Tp999/P2KCRWgSyrwbc3Jy3njjjVjX9WpoSLA8Ytu2bRF/hfHAAw+cOHHi3Llzf/jDH1asWBHxHiyjdY3mIybRdKPRPViEJqGMurGkpKS5ufns2bNy7BQUFKxcuVJfhdDYw6gbd+7cef/99+tfEQbf60No7GHSjfv37585c2b4KsqGhgTLIy5cuPDkk0/6e61evVp/jsiePXumTp06dOjQcePGLVu27OOPP9ZX0Xd6o3WN5iMm0XSjUYJFaBLK/KgZNmzYxIkT165d293dra9CaOxh0o3r1q1LS0sbOXKkXD1GvMmd0CSUSTfm5eXV1dWFr6JsaEiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBMsjDh48OGvWLJ/Pl5mZuXTp0o8++kibH+vLNY22E6Kfq18MekhB8Myurq4lS5aMGjUqLS3t6aef7l+XAADgGBIsj5g9e/aBAwcCgcAHH3ywbNky/XEMsb5c02g7Ifq5ui4kwSotLS0pKXm/18KFC7///e/H3SEAADiIBMuDTp8+rT9QtD8PdgveToh+rq4LSbBGjx4d/BTBvLw889UBAHAnEiwPqqury8/P16b782qC4O2E6OfquvAEK/g9GJ55YQIAQDUkWF5z/PjxCRMmnDx5Uvsz7pdrhmwnRD9X14UkWA888ID+mOZFixYlJyebrw4AgDuRYHlKfX19VlbW0aNH9TnxfYIVvp2Qe9L7uXrw/OA/P/74Y8mrRo4cmZ6e/uyzz2ZkZMTWfgAA3IEEyztqa2vHjBlz7Nix4Jlx3IMVcTsh+rm6LuIbjjUvvfSSJFvRbAQAALchwfKIjRs3ZmVltbS0hMyP9eWaRtuJcrNRrq4LSbDuv//+9vb2rq6uV155Zdy4cb/73e+i3A4AAK5CguURSWECgcDF2F+uabSdEP1cPXxJbebOnTvHjBmTkpIye/bs48ePW9tFAADYhgQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACxGggUAAGAxEiwAAACLkWABAABYjAQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACz2/wGDxXiDHBU0kQAAAABJRU5ErkJggg==)
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