Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit348-05-20020930_083600_20020930_132100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/30 |
Start Time | | 2002/09/30 08:36 |
End Time | | 2002/09/30 13:19 |
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 | | 2.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit348-05-20020930_083600_20020930_132100-constBx0 |
Minimum Dst Value | | -31 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxNzoxNzozNyBFU1QgMjAxOLTzZm8AAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNDgtMDUtMjAwMjA5MzBfMDgzNjAwXzIwMDIwOTMwXzEzMjEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIFBvbGFyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTA5LTMwVDA4OjM2OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wOS0zMFQxMzoxOTowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOi0wLjEwMzc1MDMwMDUsICJtYXgiOjQuMDM1ODY0MzAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfV+z7JIAAAAEZ0FNQQAAr8g3BYrpAAAxqElEQVR4nO3df1QV95n4cQUiiITvRVlFqxQlbklCqDHG1YAWLSampgntulma+IPGZHET3bKtAq0m6tZEsydmMScNdNWuPcc2hOYYTqLG7WHD7nE31kOq3WUDNbTxB+liREv12qJg8Pssszt787l35v5gLjPceb/+4MydOz8+93nuZz7P3DuXGXEDAAAAlhphdwMAAABiDQUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFjMLQXWiBFueaUAYKFoHDzffffd6dOnB91yNHbtqLHAUY2B5dySXaP3Me9vADARjYNkQUHB/v37bdm1o475Q98YR738mOeWWId7qnTw4MH58+cnJiZOnDhx5cqV586d8322q6trypQpvqv8+te/fuCBBzwDZEIeBtxLf39/RUWFLJOWllZVVSUP9b37Mmrk22+/vXDhwqSkJGnVqlWrLly4YL5Zo/nhbqe7u3vFihVjx45NT0/ftGlT0CgZbSesmBiF1CQ1v/jFL+69994xY8ZMmjRpz549kQXHPZG/4fPG851ptHGjxhttx5LIR4PSTr3xI0eOnDBhQklJSUdHh8nqEbS/s7PzySefzMrKuummm2StxYsXS5ADNkaZKRO33Xab7y5k+tZbb/VdQH+qra3tq1/9qrxbRo0aNWvWrJ/85Cfa/N/97nfSzunTp48ePVr2/tBDDzU2NgZts39jIl7AX2pq6tWrVwe/6whEtcLQ30vyRpKe69tHLG/MUJZKlGWRcUvUwj1GLFiwQE6wZHi7fPnyli1bZFzxfVaOlc8995zvKnPnzt2wYUP3gG9/+9vyMOBeamtrZ86c+eEAmdi1a1eIzdMsWrTo0KFDXq/3448/LisrW7JkiflmjeaHu53S0lIZdc4NePjhh3/wgx+YR8loO2HFxCikRjs9efKkVL379u377W9/e+bMma997WuRBcc9kdeF+OY3arzRdiyJfDT4F1jaxCeffPKb3/zmW9/6VkFBgcnq4bb/o48++uxnPyubbW1t/cMf/iCD7ltvvXXfffcFbIwyUyakVHrzzTf1p9544w2Z419gffDBBzKov/DCC/Lml9rlZz/72Z/+6Z9qT8m+nnjiCVng2rVr58+ff+21177whS+YtzlgYyJeIOJVhmOBpU1I0v/sz/7skUceiV5jKLCcb9hHTQ4l3/jGNyYMkAn9rEjeEC+++OLkyZPlrFR7+Pzzz48fP15O75566ik50OiL3fj0B0j+u5ARJTk5WX8oR8ns7Oyenh7fhWUBGY206UuXLvku70uqBBmitGmZyM/P921GWGR3Y8aMMd+s0fxwtzNu3DgZU7VpGekDDj++UQplvzqjhUMJqe9OpaJ6+eWXQ99+WI30FTOR15m8/ZQ3f8DGG21nkJHv6+t7+umnMzMzPR6P1A3aTJP+XlNTI3VMUlLSnDlzWlpatPmNjY133nmnzJSntErIv7Mrzf7d7343evRomVi9erVe0Yo9e/bIHPP2B4zkY489JmcIAV+j0Sq+bauvr/fdhby6n/zkJ/6Nl7F869atAXchL0delFEDfHdqcpC8YRB884NnuKv4H7cDptXobeBLzrikxJTXkpqa+pWvfKWrqyuUl2O+U3kDyAZleQmUeeKE9Fzpv0H3FbS1vgHx3ZH/29h3yaAvX04nvvvd72ZlZaWlpX3961+/cuWKNt+/3/nvK5Rhd968ea+++qreYKn7J06cGMr7MJYM+wJL3gpFRUUdA+TM+5lnntHmS6YfeughOR/VH8piHw2Qic2bN+vzlQmFvO22bdvme7L+pS996Uc/+pGyytKlS2XX8u6R8/6NGzfKw4Bbk/e6/kaXU0l5B+t7T09Pl5EsNzd3586d169fD/rCGxoaCgsLzTdrND/c7chhQh5q03LU8N+OEqVQ9qszWjhoSJWdSleXN4P0YTmmrFixQtYafHACipnI60J/8wdsvNF2Bhl5KRdkF7/61a9++9vflpeXazNN+ntxcfGpU6ekzVu2bNErEnk/vP766zIAyPF91apVAdvpO+R0dnZWVlZqH/BIhTF//vzXXntNpuvq6mS6t7fXvP0BIyltkNEu4Gs0WsX3uCStmj59+r/927/Jw6amJpmWOf4HLnn/G12ZcP/99z/88MP/+q//+oc//MGoGTdCOEiaBN9om+Gu4n/cDphWo836ysvLe+edd+QlyzFkzZo1jz/+eOgvJ+BO5SgkkfzNgHvvvTesAitoHExa6xsQo335Lxn05e/YseOLX/zihx9+KP1r2bJl3/zmN7X5Afudsq9Qht3Dhw/feuut8l7VnpLet337dv9XEduGfYE1bdq0999/X5uWU43s7GxtWjJ9+vRpfTF5qC/2n//5n76LKRO+tJpdTuna29u1OT/96U9nz56tXRLhu4r2LYC2vEwE7A8iLi5OO0YLmYiPj/d9VoaB5uZm6c/629rI8ePHp06dqh+1jTZrvrvQt7N8+fJHH3304wFyopyQkGAepaD7DSUm5iH136msKIcJrZElJSWlpaWDDE5AsRR53+0EnKls3KjxRtsZZORvueUW/cMDnUl/l9pIm/7973+vfQQlpkyZ8tJLL509e9aknSM+TU7o5RChPXXu3Dl5pVVVVfJXvxYt3CBL1nwrG/8PHvxXUZ79/ve//+CDD94Y+LLv7//+7/0X0PbS09MTsAGXLl2SEfHzn/98UlKSBHDdunUBP0gIepA0Cb7Raw93Ff/jdsC0Gm3WiERg8uTJob8co522tbVp07KieeLkeFUyIII4KK31DUjAfQVdMuDLz8nJ+eUvf6lNy3tbjrHadMB+p+wrxGH37rvv1j6M+OCDD6QBEsyAzYthw77AkkOGfliRCXmoTUumfa8MlYdGiykTCnlrbtq0ad68edrDO+6448iRI/6rSDn/7W9/W79gSB7qy/geTEM5d5dTbd9PtnxX18hZbGZm5rFjx/Q5kX1UEPp2Ll68KKO7DDxylvzss89mZGSYR8mST7CMQmqyU98Pe9LT0wcTnIBiLPK6EN/8Ro032k64wVHe7b5dW2fS3wO25Oc//3lxcfG4ceOmT5+uf69ntLDWng0bNvhecyln57KA/h2lSfuNSNZMitGbbrpJ+YZLXpfUcL6LyQITJ0788Y9/LH/1b9mU7Zh8gqWTQ6JUTitXrgz4qWTQg2SIwfcV7ir+x23lWfPN+pKTVcmj9B3tTaXXweG+HN/l9Uwpl4j4LqyfmcipkX5ECrovk9Ya/YrCv52+SwZ9+VI4+p5X6G+5gP1O2VeIw25DQ8PnPve569evf+1rX5PznICvIrYN+wIrxDMD35MzmfBfTPmG25cMM/rlJiP8aPPlzTqYa7B8dXR0yLHSqDF1dXWTJk167733Qtmsye7C2o6v733vewGv3PSNkiXXYIUSUt+dFhQU+F6upBdYVl2DFXuR15kMkL4bN2q80XYGGXkpicL6BMukJXLQP3DggF6e+l/O4vtQ3nX6hxa/+MUv5Mx7//79n/nMZ/RP8sINshQ0VVVVykx9p7feeuvPfvYz36eOHj2alZWlLLZt27aEhAT9Sxb/AkveG88995x5SzRyxnLzzTf7zw96kDQKvsnBM4JPsEJ5GMonWDLzhz/8oZyiyAAvf/0jFu57KaxPsBRB9xW0tf7M38ZBNyilz6lTp/w3G7DfKfsKMXTS7+64447169fL+1m/pM9Vhn2BJaeb+pfBUrBv3LhRm+/fSe69917t8gKZ8P8K/I/+6I9aW1v15ZcvXy4Pe3t7z549u2bNGqMTPn1ajrmya+3jlu985ztGx9yampqAvz8qKSmRt6m8BWWn8nLWrl0bcPUdO3ZkZmbqnTzoZo3mh7sdORWT8MpLe/XVV6dMmaJ/sGwUJaPthBUTo5Aa7XTPnj36t2kSz69//euRBcc9kdcpncVo40aNN9rOICP/7LPPFhYW/vrXv/a9FiT0/q5NyDtBRgLpWVJgSWmozVQ6u++6Fy5cePrpp+fMmXNj4BI0GR7+5V/+RabffPPNO++8U/umz6T9AYfD06dPy671XxHKy3nrrbf0JaVulr388z//86UBTU1Nubm5f/u3f2uywRuBCqwPPvhAKsgXX3xRInP16tVjx47pvyL8whe+8Nprr8lZh+RU2lxWVnb//fcH3Kb5QdIo+Eo8fYWYL6MAGj002qwvicYbb7whoZC3kITCP2Lhvpdkef0arPvuuy+sAivovoK21p/J2ziUDVZXV0uTZAvSO/7jP/7jz//8z7X5Afudsq/Q0yqnZDJz9+7doUQp9gz719nT0yPliPZzBpnQP7f07yTaD2TS0tL+8i//0v9HHDJ4eDwe/WF9fX1eXt6oUaNkVJPjkZwB+O/adxdydFu8ePH/GyCd8Fe/+lXA1kpFL+W89r+dKisr9U9Ttd0lJibKqYC8d42upfD//Mzr9Zps1mh+uNuR2kVGiOTk5EWLFh0/flxvj1GUjLYTVkyMQmqSGhkS0tPTJcVSIugXuYcbHPdE3r895hs3arzRdgYZeakGpLCePHmyJFTqBm1m6P1dm5DCVM7Uk5KSpDx65513tJlKZ/dt+dixYx988EHtzbZixQrtgieNtEGr2k3abzRynDlz5rHHHpNUJiQkjBs37itf+cq7776rR+Mf/uEfZs2apb3VZeKHP/xh0A2OCDQAyxAoW5ZWSe7uvvtu/f9g/dM//ZPMlzBKHKZOnfrUU08ZHdDMD5JGwVfi6SvEfBm9XqOHRpv1dfDgQUn9TTfdJGcFL730kn/Ewn0vyQJ/8Rd/IcGREP3N3/yNbDlo+0OPQ9DW+vN/G4f18j/55BOZn5OTI+OOlPgNDQ3a/ID9TtlX6GmVN+H06dP7+vpCiVLsccvrBACYcM+wN3j//u//LqWq3a0I2/Xr15UfykTbl7/85R//+MdDuUdHoUcBACiwgisvL+/s7Dx9+vQXv/jFv/7rv7a7OWFrbm7Wfy0YbZ988sn3v//9O+64Q/9PDS5Ej8IQ8f+CyYEH9GHRyHDF5IuC5XhXBFVdXT158uTx48c/8cQTw/GfDqSkpLzyyitDsy95O2VlZUlJNzS7cyZ6FAAAgMUosAAAACxGgQUAAGAxCiwAAACLOavA6urqmjJlitG1lv39/RUVFR6PJy0traqqKuj/+AEAALCFswqsJ5988rnnnjMqsGprayP4L9UAAABDzEEFVmtra3Z2ttFNNG9Eep81TcBfqgMAAKtYUArEEAeF40tf+tKPfvSjG8b/jiXcm9j7IvEAAEQP46zCKeH46U9/Onv2bO2yKqMkxcXF9fb2atMyER8fryxAZQ0AgC0YZxVOCccdd9xx5MgRbZpPsAAAGF4YZxVOCUcoHzgN8hosaxoKAAD8MM4qnBgOJUn6w5qamoh/RUjiAQCIHsZZhRPDYVRg9ff3r1+/3jOgsrIyrP+DReIBAIgexllFLIeDi9wBRENPT4/dTQAch3FW4ZZwkHgAlmhsbLz55ptzcnIoswBfjLMKt4SDxAOwxC233KJ9KH706FG72wI4COOswi3hIPEABq+hoUEOJgkJCStWrLC7LYCzMM4qYjkcXIMFwEI9PT1ZWVlyMHn55ZftbgvgOIyzCreEg8QDGKSqqio5ksyaNauvr8/utgCOwzircEs4SDwAsWfPnqysrL/7u78Ld8W2traEAVx6BQTEOKtwSzhIPACRlpYmR4NRo0aF+ylUYWGhrLh69eooNQwY7hhnFbEcDq7BAqC4+eabtQNCVVVV6Gvt27dPVklPT+/u7o5e24BhjXFW4ZZwkHgAR44c0eqkhIQEmdi9e3coa0lRlZGRIctLmRXtFgLDF+Oswi3hIPEAysvL5VCwceNGKa20/7bQ1NQUdK3Vq1fLwgUFBdFvIDCMMc4q3BIOEg9g8uTJcig4cuTIjf/9SaDH42lrazNZpbm5Wbu23XwxAIyzCreEg8QDLnf06FE5DkiNpT3s6+srLi6WOTk5OV1dXQFXkWVmzZoV7gVbgDsxziqcEo6DBw/Onz8/MTFx4sSJK1euPHfunP8y4V60zkXuAHQbN26U40B5ebk+x+v1zpgxQ2YWFhYG/FFhbW2tPJuVlSVLDmFLgWGJcVbhlHAsWLBg//793d3dly9f3rJly8KFC/2XGUzySDzgcto9BLXvB3WdnZ3aBeylpaXK8vKUx+ORpxoaGoawmcBwxTircGI45GQxOTnZfz4FFoDInDhxQvv9oP9Tzc3NKSkp8uz27dt95y9btkxmPvDAA0PVRmB4Y5xVOC4cV65c2bZt25IlS/yf0o6PUnvl5ubu3Lnz+vXroW+WxANupn0/+Pjjjwd8VruFs++HVU1NTfIwKSnp1KlTQ9dKYDhjnFU4KxzaMW78+PHt7e1Gy1y9elXOOPPz832vpfBd3UiU2w7AubRrrRobG40W2L59uyyQkpIih5e+vr6cnBx5uHXr1qFsJDCsMc4qHBeOS5cubdq0ad68eeaLnTlzxuPxhL5ZEg+4lpywaZ9/m98ep7S0VBbLyMhYt26d9utCbuoMhI5xVuHEcEiNNWbMGPNlOjo6JkyYEPo2STzgWlu3bpUjwLJly8wXk3JKu+GgxuTjLgD+GGcVTgnH8uXLW1tbe3t7z549u2bNGt9rsPSclZSUtLS0XLt2TZYsKipau3Zt6Nsn8YBrad8PhvJjwK6uLu2Cd2H0z7EABMQ4q3BKOOrr6/Py8kaNGjVlypSysrKLFy/qT+k505ZJTEzMzs7esGFDT09P6Nsn8YA7dXR0aBdXhXjEeOWVV1JTU+V0LtoNA2IM46wilsPBRe4AqqurQ/l+EMAgMc4q3BIOEg+4U0FBgXT/uro6uxsCxDjGWYVbwkHiARfSvh9MSkriXjdAtDHOKtwSDhIPuJB2M8Hi4mK7GwLEPsZZRSyHg2uwAJcrKiqSvr9v3z67GwLEPsZZhVvCQeIBt+nq6koYwPeDwBBgnFW4JRwkHnCb3bt3S8cvKiqyuyGAKzDOKtwSDhIPuM3ixYul40uZZXdDAFdgnFXEcji4BgtwLa/Xm5SUlJCQwD9kB4YG46zCLeEg8YCr7Nu3j+8HgaHEOKtwSzhIPOAqxcXF0uurq6vtbgjgFoyzCreEg8QD7qF9Pyi9vqOjw+62AG7BOKtwSzhIPOAeDQ0N0uULCgrsbgjgIoyzCqeE4+DBg/Pnz09MTJw4ceLKlSvPnTvnv0x/f39FRYXH40lLS6uqqpKH5tvkInfAnZYtW8b3g8AQY5xVOCUcCxYs2L9/f3d39+XLl7ds2bJw4UL/ZWpra2fOnPnhAJnYtWtX6Nsn8YBL9PT0pKSkSJdvb2+3uy2AizDOKpwYDq/Xm5yc7D9/7ty5hw4d0qZlIj8/P/RtknjAJbTvB2fMmGF3QwB3YZxVOC4cV65c2bZt25IlS/yfSk1N1f+lzfnz5z0eT+ibJfGASzz++OPS37du3Wp3QwB3YZxVOCsc2sVS48ePD/jZflxcXG9vrzYtE/Hx8QFXNxL11gOwW19fX3p6Ot8PAkOPcVbhuHBcunRp06ZN8+bN83+KT7AAmKuvr5fO/rnPfc7uhgCuwzircGI4pMYaM2aM/3yuwQJgTk7DpLPffvvtdjcEcB3GWYVTwrF8+fLW1tbe3t6zZ8+uWbPG9xosPWc1NTX8ihCAiZtuukk6u5yM2d0QwHUYZxVOCUd9fX1eXt6oUaOmTJlSVlZ28eJF/Sk9Z/39/evXr/cMqKysDPp/sHyReCDmdXd3S0+XGuv06dN2twVwHcZZRSyHg4vcAVfR/kFDYWGh3Q0B3IhxVuGWcJB4IOaVl5dLT9+8ebPdDQHciHFW4ZZwkHgg5s2YMUN6elNTk90NAdyIcVbhlnCQeCC2eb3ehAE9PT12twVwI8ZZRSyHg2uwAPc4fPiwdPM5c+bY3RDApRhnFW4JB4kHYltVVZV0c/lrd0MAl2KcVbglHCQeiG1z5syRbn748GG7GwK4FOOswi3hIPFADNMvwJIJu9sCuBTjrMIt4SDxQAxrbGzkAizAXoyzilgOBxe5Ay6xefNm6ePl5eV2NwRwL8ZZhVvCQeKBGFZYWCh9vKGhwe6GAO7FOKtwSzhIPBCrenp6kpKSpI93d3fb3RbAvRhnFW4JB4kHYlVTU5N08BkzZtjdEMDVGGcVTgnH22+/vXDhQjkNnThx4qpVqy5cuOC/TLjXVHENFuAGXIAFOAHjrMIp4Vi0aNGhQ4e8Xu/HH39cVla2ZMkS/2UGkzwSD8SqxYsXcwEWYDvGWYUTw3H58uUxY8b4z6fAAqDo6+tLSUmRDt7Z2Wl3WwBXY5xVODEcciZaWFjoP1+Sl56enpycnJubu3PnzuvXr4e+TRIPxKSjR49K787JybG7IYDbMc4qHBeO48ePT5069eTJk0YLXL16tbm5OT8/3/+SixGmotxwADbYvn279O7Vq1fb3RDA7RhnFc4KR1NTU2Zm5rFjx4IueebMGY/HE/qWSTwQk7QLsOrq6uxuCOB2jLMKB4VDDpGTJk167733Qlm4o6NjwoQJoW+cxAMxiQuwAIdgnFU4JRw7duzIzMxsa2vzf0rPWUlJSUtLy7Vr11pbW4uKitauXRv69kk8EHtOnDghXTsrK8vuhgBgnFU5JRz+l0x5vV79KW2ivr4+Ly8vMTExOzt7w4YNPT09YW3f+kYDsFV1dbV07dLSUrsbAoBxVhXL4eAidyC2FRcXS9feu3ev3Q0BQIGlcks4SDwQezwej3TtU6dO2d0QAIyzKreEg8QDMYYLsABHYZxVuCUcJB6IMS+//LL062XLltndEAD/jXFWEcvh4BosIIaVlJRIv66trbW7IQD+G+Oswi3hIPFAjMnIyJB+HfB/uwAYeoyzCreEg8QDsUTqKunUUmPZ3RAA/4NxVuGWcJB4IJbU1tZKpy4pKbG7IQD+B+Oswi3hIPFALFm2bBkXYAGOwjiriOVwcJE7EKuysrKkU584ccLuhgD4H4yzCuvD0dPTs3Hjxuzs7KSkJPn7zDPPXL161fK9hIvEAzHj1KlT0qM9Ho/dDQHwfxhnFdaHY+3atQsXLmxpaZFKS/4uWLDgG9/4huV7CReJB2LG3r17pUcXFxfb3RAA/4dxVmF9OCZMmNDR0aE/lGmZY/lewkXigZhRWloqPbq6utruhgD4P4yzCqcUWG+//fbChQuTkpImTpy4atWqCxcu+C/T399fUVHh8XjS0tKqqqrkofk2uQYLiElcgAU4EOOsIipfERYVFb3//vs9PT3yV6ZD+Ypw0aJFhw4d8nq9H3/8cVlZ2ZIlS/yXqa2tnTlz5ocDZGLXrl2ht4rEA7Ghs7OTC7AAB2KcVUTlIvcNGzZMmzYtKSlJ/j799NPhXuR++fLlMWPG+M+fO3euFGHatEzk5+eHvk0SD8SGuro66c6LFy+2uyEAPoVxVuHEcDQ0NBQWFvrPT01N7erq0qbPnz8f1iksiQdiw+rVq6U7b9++3e6GAPgUxlmF48Jx/PjxqVOnnjx50v+puLi43t5ebVom4uPjlQVGmIp60wFEX05OjnTno0eP2t0QAJ/COKuwPhwtLS35+fmjR4+OoLhpamrKzMw8duxYwGf5BAtwOe0CrJSUlL6+PrvbAuBTGGcV1odjzpw5W7Zs+f3vfx/uinV1dZMmTXrvvfeMFuAaLMDlnn/+eenL9957r90NAaBinFVYH46kpKQrV66Eu9aOHTsyMzPb2tr8n9JzVlNTw68IAdfq6uqKj4+XvlxQUGB3WwCoGGcV1ofjs5/97KlTp8Juhx+v16s/pU309/evX7/eM6CysjLo/8FSth9ukwA4ykcffTRy5Ejpy0888YTdbQGgYpxVWB+OV155pbi4uLOz0/Ith4uL3IFYov2DhqlTp/b09NjdFgAqxlmFNeEw//meE4LuhDYAGIwHHnhAOvLLL79sd0MABMA4q3BLOEg8MKx1dXUlDNB/SgzAURhnFdaHY+TIkZZvc/BIPDCsVVdXSy8uLi62uyEAAmOcVVgfjs985jP/9V//ZflmI+C0rykBRGzGjBnSi19//XW7GwIgMMZZhfXhePHFF7/61a+ePn06rF/5RRuJB4avlpYW6cLp6elc3g44FuOswvpwcJE7AGtVVVVJF169erXdDQFgiHFW4ZZwkHhgmOrr65s8ebJ04SNHjtjdFgCGGGcVbgkHiQeGqcbGRum/t9xyi90NAWCGcVYRy+Fw2teUACKwbNky6b9bt261uyEAzDDOKtwSDhIPDEderzclJUX6bwQ34AIwlBhnFW4JB4kHhqO9e/eO4O7OwHDAOKtwSzhIPDAcFRUVSefdvXu33Q0BEATjrCKWw8E1WMCw1tHRIT03KSnJ6/Xa3RYAQTDOKhwUjqCV0GAKJhIPDDvbt2+XnltSUmJ3QwAExzircFw4zAusaGwWgDPl5ORIzz1w4IDdDQEQHOOswnHhoMACIJqbm6XbZmRk9PX12d0WAMExziocFw7zAis9PT05OTk3N3fnzp3Xr1+3ZLMAHKi8vFy6rfy1uyEAQsI4q3BcOIJm6OrVq3Jqm5+f73/kDXgbRC5yB4advr4+OZuSbnvixAm72wIgJIyzCseFI8QMnTlzxuPxWL5ZAE7Q0NAgfTY3N9fuhgAIFeOswnHhCDFDHR0dEyZMsHyzAJxg6dKl0mdfeOEFuxsCIFSMswrHhcM/Q/qckpKSlpaWa9eutba2FhUVrV27djCbBeBM3d3dSUlJCQkJch5ld1sAhIpxVuGgcBhdMqVP19fX5+XlJSYmZmdnb9iwoaenJ7INAnCy2tpa6bByEmV3QwCEgXFW4ZZwkHhguCgoKJAOu2/fPrsbAiAMjLMKt4SDxAPDQnt7u/TWlJSUoB9RA3AUxlmFW8JB4oFhYfPmzdJbS0tL7W4IgPAwzipiORxcgwUML93d3ZMnT5be2tjYaHdbAISHcVbhlnCQeMDhOjo6Ro0apd2wwe62AAgb46zCLeEg8YDDvfHGG9qHzfx+EBiOGGcVbgkHiQecrKenR/vx4NixY0+ePGl3cwCEjXFW4ZZwkHjAsfr6+rR/3Z6RkXHq1Cm7mwMgEoyzilgOBxe5A8PC448/Lj3U4/G0tbXZ3RYAEWKcVbglHCQecKZ169Zp//jqyJEjdrcFQOQYZxVuCQeJBxyourpa+mZCQsKBAwfsbguAQWGcVbglHCQecJp9+/ZpX9/X1dXZ3RYAg8U4q4jlcHANFuBYDQ0NCQkJ0jGrq6vtbgsACzDOKhwUjqCVUH9/f0VFhcfjSUtLq6qqkodhbdyKNgKwwJEjR1JSUqRXSke2uy0ArME4q3BcOEwyVFtbO3PmzA8HyMSuXbss2SyAodTW1qZVV6tXr7a7LQAswzircFw4TDI0d+7cQ4cOadMykZ+fb8lmAQyZ9vb2jIwM6Y9Lly7t6+uzuzkALMM4q3BcOEwylJqa2tXVpU2fP3/e4/FYslkAQ6Cjo+Ouu+4aM2aMdMaCggKqKyDGMM4qHBcOkwzFxcX19vZq0zIRHx/vv66JKDYaQDCbNm3SemJ2drbX67W7OQAsxjircFw4+AQLiD2dnZ3Tpk2TbpiUlPT+++/b3RwA1mOcVTguHFyDBcQYqa5ycnKkD8pfmba7OQCignFW4bhw+GdIn1NTU8OvCIHhheoKcAnGWYWDwmF0yZQ+3d/fv379es+AysrKoP8Hi2uwAHtRXQHuwTircEs4SDwwxKiuAFdhnFW4JRwkHhhKVFeA2zDOKtwSDhIPDBmqK8CFGGcVbgkHiQeGBtUV4E6Ms4pYDgcXuQNDjOoKcC3GWYVbwkHigWijugLcjHFW4ZZwkHggqt59993U1FSqK8C1GGcVbgkHiQeix+v1TpgwQfsuvrGx0e7mALAB46wilsPBNVjA0CgpKZEuNnLkyClTpvT09NjdHAA2YJxVuCUcJB6Iko0bN0r/SklJeffdd/v6+uxuDgB7MM4q3BIOEg9Ew759+6RzJSQkHD582O62ALAT46zCLeEg8YDljhw5IqWVdK7a2lq72wLAZoyzilgOB9dgAdHT3t6ekZEhPWvNmjV2twWA/RhnFU4JR39/f0VFhcfjSUtLq6qqkof+ywymYCLxgIW8Xq/2L68WL17MdVcAbjDO+nFKOGpra2fOnPnhAJnYtWuX/zKDSR6JB6wiFVVRUZH0qdzcXKm07G4OAEdgnFU4JRxz5849dOiQNi0T+fn5/stQYAFOsHr1aulQGRkZp06dsrstAJyCcVbhlHCkpqZ2dXVp0+fPn/d4PP7LSPLS09OTk5PlvHnnzp3Xr18PffskHrBEdXW19KakpKSjR4/a3RYADsI4q3BKOOLi4np7e7VpmYiPjzda8urVq83Nzfn5+eXl5cpTI0xFsfWAOxw4cED72WBdXZ3dbQHgLIyzCqeEI5RPsHydOXMm6DK+SDwwSC0tLSkpKdKVNm/ebHdbADgO46zCKeEI5RosXx0dHRMmTAh9+yQeGIw333xz9OjR0o+WLVtmd1sAOBHjrMIp4aipqTH6FaGes5KSEjmHvnbtWmtra1FR0dq1a0PfPokHInPixAnpeiNHjpROFBcXp3/SDAC+GGcVTglHf3//+vXrPQMqKyt9/w+WnrP6+vq8vLzExMTs7OwNGzYEvacs12ABg3HgwIHCwkKt+0hpJX/vuusuuxsFwKEYZxVuCQeJB0Ikpy579+7Nzc3VSis551m3bl1nZ2dHR4fdTQPgXIyzCreEg8QDQXV3d2/fvl27AY6YPHlydXW1zLS7XQCGAcZZhVvCQeIBf52dnS0tLU1NTdu2bSsoKEhOTtZKqxkzZuzbt4974AAIHeOswi3hIPFwIb1+ev7550tKSsrLy0tLS4uKiqR+mjx5csB/F7d48eLGxka7Gw5g+GGcVcRyOLjIHbFNr5/KysoWLly4du3aoPWTIj09PScnp7CwcPz48fLwzjvvtPs1ARiuGGcVbgmHQxIf9JePgKavr+/UqVPNzc3/+I//uHz58i9/+cvr1q2LuH5KTEyUh3l5eXv37j18+LBsVrmNYHd3d0NDA5dbAYiYQ8ZZ53BLOIYg8TIitre3+8/XP2Z48MEH4+PjFy9eLNNtbW38P6HBeP/99++7777Zs2dXVVVtDuSZZ56ZNm3a2LFjZdqBAdffFS+88ILUQLfffrtUUQ888EBBQUFWVpb2D9NDrJ9kFe32NQ899JBR/SQvv7a2lvoJQPRQYCncEg5J/G233WYyGN9zzz0zZ86sqKgIuIBYunSpjGTf/OY3jRbQPlT4kz/5k7A+ZpDRdNasWVJ1yVrr1q0rKSnhChh/Ui4cOHBAahGJkoQrxPojaMAlTX/8x3/83e9+16QCM//fBFJVy7r+H0zq9dO3vvWtm2++WfYS7odPWlNl+bvvvlt7KBWYyedPJ06cGHSYASByIyiwPi2WwxHxGGwt/WuaefPmyfTs2bNl+pZbbvF4PEarzJ8/f/fu3V6v1+4Q2kOqk127dknQpC656667ApZTEslRo0YlJiY++eSTRkWzrD5u3Lj77rsvaMB9+VZgt99+u8yRlBlV1VKUywKyl4i/vLv//vvHjBkjD1955ZWGhgapyaR4Uj5qkjlSrtmVDgAIxQgKrE9zSzgk8VOnTjX6BGvdunVJSUkJCQmPPfZYwAW+853vyAIjBn5jZTTWlpSU5OXlPfXUU0YfM/jTrrM5evTogQMHZC0Z12UX2j1JhOxRtilPxfav5Xt6ek6cOCEvv7y8XGoUKTX8y5GMjAyJvCxQW1sr4dLqj54BYe1LCbjUUnFxcaGUvOHS66dFixaNHTtW6jCTdwVX5gGIARRYCreEI2jiZZAzv0ZnCL6F8Xq9Mgz//Oc/l79SaviO1lJbyNgsy7S3tw/3T7Y6OztfeuklqT+kHs3NzdWuH/Ilhc6dd945evRoqaveeeedqF45pARTqcCkwJV2rlixwqiqXrNmzT333PPEE0+EXlUDQEyiwFK4JRzDMfEdHR3bt2/X71giJk2aJH+Tk5PfeustqfbsGsulGJUSxHwBqTa02iWUD6jkNS5dulRerJQ1+jVPfK4DAMPIcBxnoyqWw6GM4nY3J3JSoEh1ot/AxP/znqysrMLCwuLi4kceeWTOnDn33HPPxo0bja5Mmj17thQ0skGjT2Vuu+02qeFkU0YLaJcZ5eXlmWxBFkhLSzP6gConJ0fmT5s2rbm5mUIKAGLAsB5no8Ep4ejv76+oqJChV0blqqoqeRjZMkZiIPF9fX2vvvrq5z//+VmzZkk5JbVL6L9Hs1fAD6iG+xedAABfI4b/OGstp4SjtrZ25syZHw6QiV27dkW2jJEYTnxXV1d7e3tTU9Prr7++cePGhAFGv62TwjQ1NXXUqFGlpaVGnz/Nnj07IyPDZAF5SpZZs2aN0QJ/9Vd/VVBQsGnTJj6gAgCXiOFxNjJOCcfcuXMPHTqkTctEfn5+ZMsYcU/ipd4yvyq8r6+PT48AANZyzzgbIqeEIzU1Vf8R3/nz5z0eT2TLGCHxAABED+OswinhiIuL6+3t1aZlIj4+PoJlzK8Eimr7AQBwM8ZZhVPCwSdYAAAMX4yzCqeEg2uwAAAYvhhnFU4JR01NjdEvBPWcmSwTFIkHACB6GGcVTglHf3//+vXrPQMqKyt9/8eVnjOTZQLiGiwAAIYG46zCLeGw6n9mAgCAgOwe6p2FcIRkCN43sbGLodkLL8Rpe+GFOGoXQ7MXXojT9hIzLyRmEKmQxEbfiJnuxwtx2l54IY7axdDshRfitL3EzAuJGUQqJLHRN2Km+/FCnLYXXoijdjE0e+GFOG0vMfNCYgaRCkls9I2Y6X68EKfthRfiqF0MzV54IU7bS8y8kJhBpJyCd63TkBGnISOOQjqchow4DflwCvqG05ARpyEjjkI6nIaMOA35cAr6htOQEachI45COpyGjDgN+XAK+obTkBGnISOOQjqchow4DflwCvqG05ARpyEjjkI6nIaMOA35AAAAsBgFFgAAgMUosAAAACxGgQUAAGAxCiwAAACLUWABAABYjAILAADAYhRYUdHf319RUeHxeNLS0qqqquShNr+7u3vFihVjx45NT0/ftGlTWOsazUeIRvwv35mhRJWMREnAjJjM15GRaAgY9rfffnvhwoVJSUkTJ05ctWrVhQsX/FckHVESMCMHDx6cP39+YmKiZGTlypXnzp3zX5GMOAQFVlTU1tbOnDnzwwEysWvXLm1+aWlpSUnJuQEPP/zwD37wg9DXNZqPsChHq1CiSkaiyqiQMimwyEj0KGFftGjRoUOHvF7vxx9/XFZWtmTJEv9VSEdUKRlZsGDB/v375Vz98uXLW7ZskfLXfxUy4hAUWFExd+5cOSpp0zKRn5+vTY8bN06OU9q01FgFBQX6KnovMlrXaD7CohytTKJKRoZG6AUWGRkCJnWtjOhjxozxX5J0RJVJRqTwTU5O9l+SjDgEBVZUpKamdnV1adPnz5/3eDzatBRY8lCblkpLn3/Dp28YrWs0H2FRjlYmUSUjQyOCAouMRI/JcN7Q0FBYWOi/JOmIKqOMXLlyZdu2bb6fKZIRp6HAioq4uLje3l5tWibi4+O16eXLlz/66KMfD3jkkUcSEhJCX9doPsKiHK1CiSoZiaoIviIkI9FjFPbjx49PnTr15MmT/k+RjqgKmBHt2qzx48e3t7f7P0tGHIICKyqMThQuXrwodVVaWtqECROeffbZjIyM0Nfl5MMSoX+CFXQZMmKJCAosMhI9AcPe1NSUmZl57NixgKuQjqgy6giXLl3atGnTvHnz/J8iIw5BgRUVoXzV/b3vfU+KrdDX5etzS4R+DVbQZciIJSIosMhI9PiHva6ubtKkSe+9957RKqQjqkw6gtRYvlfF6ciIQ1BgRUVNTU3AH2s8+uijHR0d3d3dr7766pQpU375y1/qq+i9yGhdo/kIi3K0MokqGRkaEVyDRUaiRwn7jh07MjMz29raTJYkHVGlZGT58uWtra29vb1nz55ds2ZNwGuwyIhDUGBFRX9///r16z0DKisr9X83smfPHjkXTE5OXrRo0fHjx31X0fuG0bpG8xGiEZ+mzTSJKhmJtoAZMZ+vTZCRaAgY9hF+vF6v/pQ2QTqiJGBG6uvr8/LyRo0aJafoZWVlFy9e9F1emyAjDkGBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFhRYXSH1HDvwRnKnVZNVg/l3tI3jO8eyp1BAQCIDAVWVBjdITXce3CGcqdVk9VDubf0DeO7h3JnUAAAIkOBFXW+d0gdzP9/U+606iuCe0sb8b17KP+VDgCAyFBgRZ3vHVIHcwcD5U6rviK4t3RAyt1Dua8CAACRocCKLuUOqRHfg9PkTqsmq4dyb2md/91DuTMoAACRocCKIv87pEb2CZb/dpT/7RvuvaX9/0e2Rrl7KJ9gAQAQGQqsaAl4h9QIrsEKeqdV89V1RveWVvjePZRrsAAAiAwFVlQY3SE13HtwmtxpNZTNmtxb2pfR3UO5MygAAJGhwIoKozukhnsPTpM7rfqK4N7SvozuHsqdQQEAiAwFFgAAgMUosAAAACxGgQUAAGAxCiwAAACLUWABAABYjAILAADAYhRYAAAAFqPAAgAAsBgFFgAAgMUosAAAACxGgQUAAGAxCiwAAACLUWABAABYjAILAADAYhRYAAAAFqPAAgAAsBgFFgAAgMUosAAAACxGgQUAAGAxCiwAAACLUWABAABYjAILAADAYhRYAAAAFqPAAgAAsBgFFgAAgMUosAAAACz2/wEIzHUqaxsoXQAAAABJRU5ErkJggg==)
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