Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit389-09-20030106_164200_20030106_212700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/06 |
Start Time | | 2003/01/06 16:42 |
End Time | | 2003/01/06 21:25 |
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 | | 14.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit389-09-20030106_164200_20030106_212700-constBx0 |
Minimum Dst Value | | -7 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMTozODo0MCBFU1QgMjAxOG0926oAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzODktMDktMjAwMzAxMDZfMTY0MjAwXzIwMDMwMTA2XzIxMjcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDMtMDEtMDZUMTY6NDI6MDAuMDAwWiIsICJtYXgiOiIyMDAzLTAxLTA2VDIxOjI1OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC45NDc5NjQ5OTk1LCAibWF4IjoyLjM4OTczNTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyNDgsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX3qr5SxAAAABGdBTUEAAK/INwWK6QAAPfRJREFUeJzt3X9cVNedP375oQ4/tANiRAMI8UewUZdYzKKiRUWDShpMeaSkosEfqWxCGtolihENbvOD7WqWzcNWGjWL+yCVGJPMGqLUh5vpPsiGulixZStRTEiC2VExmeiknVQa/b6X8/jc73Rm7uXOzP0197yef/C4c7k/zjnvO3Pec++dc4fdAgAAAABFDdO7AAAAAABmgwQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGHmTLCGDTNnvQAAVKXGh+d77703ZcqUIbesxq7RF4COzHnwib2p8GYDAJCgxodkbm7uG2+8ocuu8ZmvIDRmoMzZXoF+VXr77bcXLFgwcuTI8ePHP/zww5cuXWLzP/jgg8LCQusgmqCXbL7T6VyzZk1iYmJSUtLTTz8ttpebN29u2rSJ1k1ISKiurqaXAa1+7NixRYsWWSwWKtX69euvXr0qvVmx+WK1E1uetQ8jpzrkzJkzS5cujYuLmzBhwv79+8VqJLFx6Y309/enpqZ6rqJU4/hlypYXq5TYTsWWH/bXRo8erWDLq8GrXkLJIyIixo0bV1JS0tfXJ7F6EOV3OByPPvpoenr68OHDaa2CggI6EvwWxmsmTXzzm9/03AVNT5s2zXMB4V/d3d0PPPAAfYyMGDEiOzv7tddeY/O/+OILKueUKVNiYmJo7/fff/+JEyeGLLNvYYJewBcdJF999VXouw6C2jmBRKxJV1fXsmXL4gfRxO9//3vPgnlh8wMKX0DvXK8VQ625bDynZeaseaCfEQsXLqQvWJT3XL9+fceOHXR0svlz5szZunWrc9CWLVvoJZtfVlZGn8uXBj344IMvv/yy3700NDTMmjXrw0E0sXfv3oBWX7JkydGjR10u1+XLlzdu3LhixQrpzYrNF6ud2PJirSS2/Llz5yj7aWpq+vzzzz/++OOHHnpIouXFNi69EfoIe+655zxXUapx/DJly4tVSmynQy5PXnjhhaqqquAaRzO+CRab+Prrrz/99NO///u/z83NlVg90PJfvHhx4sSJtNmzZ8/+6U9/ou7trbfeuvfee/0WxmsmTVCqdOTIEeFfb775Js3xTbDOnz9P2eHOnTsp7pS7/OY3v/nud7/L/kX7euSRR2iBP//5z1euXHn11Ve//e1vS5fZb2GCXiDoVcIuwZKOdU9Pz9ixY3ft2uUYRG8WekkzpQsWRPiCeOciwdJGmNWcPkqeeOKJcYNoQvhWRCGkwzclJYW+lbKX//iP/3jbbbfR17vHHnuMjlRhsVt//dXBdxd0XMbGxrJpmqCukU1fu3ZNmD9mzBg6dtk0JUliH9CUkNGBzqZpYt68eQGt7omKERcXJ71ZsflitRtyea/2EVue+vXdu3cPWQXpjUtshD68Jk2a5Ha7xd6oSjWOqhs3Tst7VUpsp0MuT2+rjIwM6mOkCymz5QcGBrZt25aWlma1WilvYDMl3u979uyhvo2+pufk5HR1dbH59F3/7rvvppn0L5YJ+b7Zvar5xRdfxMTE0ER5ebnnV539+/fTHOny+22xdevW0Zcxv3UUW8WzbIcOHfLcBdXutdde8y3897///WeeecbvLqg6VCmxAnjuVOJD8pZI40t/eAa6iu/ntt+wih0GnujLBqWYVJfRo0evXLmyv79fTnWkd0oHAG2QlqeGCiLWq1at8rpAsX379tLSUq+CeZEZPk+BvnP9vik8AzFkY9KXk5/85Cfp6ekJCQlr16798ssv2Xzfd7HvvuR04vPnzz948KBQYPoWMX78+ECbxQjCLMGi4OXn5/cNWrhwIR2vbD7F5v7776fvo8JLWuziIJqora0V5ntNeKED5fnnnxdS/uLiYtoFxdXpdNbU1NBLNp8yJPpuwaYpVaKDye/W6OgUDk1aXlhM5uqebDZbXl6e9GbF5ovVbsjlvVpJbHl6n1Bc6A1Ab8g1a9ZQWw1ZHd+NS2xk+fLlr7zyiu8qAkUaR4z5Wt6rUmI7HXJ5ymDos3XIQspseUoXaBcXLlz4/PPPKysr2UyJ93tRUVFvby817I4dO4SMhJri8OHD9JFNn8jr16/3Wy/PTsLhcGzevJmdIaAMY8GCBa+++ipNNzc30/SNGzeky++3xagM1D/5raPYKp6fS1SqKVOm/Nd//Re9tNvtNE1zfD+4KPTCHQteli1b9uCDD7777rt/+tOfxIpxS8aHpETji20z0FV8P7f9hlVss55mzpz5zjvvUJXp47qiomLDhg3yq+N3p/SBTy356aClS5cGEWuKER3PnnPoZXJysnSbyAyfp0Dfub6reAViyMbctWvX4sWLP/zwQ3q3Usr44x//mM33+y722pecTry1tXXatGl05LN/0Xu5rq5OZmsYSpglWHfccccf/vAHNk1fNSZNmsSmKTYfffSRsBi9FBb7n//5H8/FvCY8sSybvtIJZ3HZGWA2nyaE42/16tX07eTyIPoqGR0d7be0kZGR7DOa0ERUVFRAqwtOnz6dkZEhvJPFNis2X6x20sv7tpLY8jRB7zFWnZKSkrKyMunq+N242EaOHz9+zz33sLtS/EZNkcYRY8qW96qU2E6ll6fPvqlTp549e3bIQsps+cmTJwsnDwQS73fKjdj0H//4R3YKiqSmpr744ouffPKJRL2G/TX6Ck4fEexfly5doppWV1fTX+GGuUCPHHo7e3aNvqcKfFfx+u8vfvGL73znO7cGrxa99NJLvguwvbjdbr8FuHbtGvVhf/M3f2OxWKgBq6qq/H71H/JDUqLxxeoe6Cq+n9t+wyq2WTHUAikpKfKrI7bT7u5uNk0r+q2CdKzpUPGKES0sfNoP8yEUXk74PAX0zvW7ilcgPPltzMzMzPfff59N0zuFOkc27fdd7LUvmZ347Nmz2ffq8+fPUwEoNH6LZ3BhlmDRMSccsjRBL9k0xcbrTmGxxbwmvNDB9PTTT8+fP5+9pER7y5Ytwj1Y9JLN/+yzzygxoo9m+o7y7LPPen4p8XyriH33lbk6Q99i09LSTp48KcwJ+lSBV+2UOo9C8z1PyCUlJfm0qx++G/e7kRkzZrS1tfld5ZaijePLlC3vWymxnUov39zcfN9998kspN/5Xke751tbIPF+91vy3/72t0VFRWPGjJkyZYpwXU9sYVaerVu3CvfG3Rq8iEMLCNcoJcovht7OEsnr8OHDva5wUb0oh/NcjBYYP378L3/5S/orXGXz2o7EGSwBfSRS5vTwww+L3YUj3bYyG99ToKv4fm57/Vd6s546OjoojvShyg4qIQ8OtDqeywuRErs/QTrW9J0qiDNYAt/w+e0gxDYl8U73XcUrEEM2JqWhnqmhcAD7fRd77UtmJ26z2e68886//OUvDz30EH1r8lsL4wuzBEvmNyTPL2c04bsYu9LsF/WFwkVrOoz83oPl6Wc/+xllS343JefuE4nVbw12YxMmTDh16pSczcrZnWftlLoTKDc31/OWsuASLLGNiH3Pu6VC43gyZcv7rZTYTqWXz8rKevfdd+UUUmbLU0oU0BksiZLTx3RLS4vQk3m92b0Wpje4cNLizJkz9F35jTfeuP3224XTjYEeOdQjVldXe80Udjpt2rTf/OY3nv9qb29PT0/3Wuz555+Pjo4WLov4Jlj0ofHcc89Jl4ShL4ejRo3ynT/kh6RY40t8eAZxBkvOSzlnsGjmgQMH6Lsrdcn017fFAj2W5JzBko41ZQa+92CtWrXK737FiIXP7x4F0u/0W0O9KYZsTEp9ent7fTfr913stS+ZgaB3MX27fvLJJ+ndIdwgGHbCLMGir5vC5VtKsWtqath83zfJ0qVL2e0FNOF7K8DYsWM9r26sXr2aXt64ceOTTz6pqKgQvjHQZyvtgp3Beuqpp4TPVnqTUAFo5sGDB1NTU4WTpV727Nnj9/dHMlfftWsXfQUR3uRDblZsvljtxJb3bEY5+92/f79wxbOkpMTzvhwJXhuXsxHPVZRqHL9M2fJilRLbqcTyb7/99ty5c0NsHC/PPvtsXl7eBx984Hn3hvz3O5ugRqDPbvo4pgSLOhg20+vN7rnu1atXt23blpOTc2vwPjn6QP/P//xPmj5y5Mjdd9/Nrv5IlN9vH/nRRx/RroVfllF13nrrLWFJ+kJFe/n1r399bZDdbp8+ffpPf/pTiQ3e8pdgnT9/njLIF154gVrmq6++OnnypPArwm9/+9uvvvoqJdx04FGZN27cuGzZMr/blP6QFGt8r/b0JDNeYg0o9lJss56oNd58801qCjqEqCl8WyzQY4mWF+7Buvfee4OINX2w03ceipHwK0J6KZzxEmsTmeGTaLch3+m3JN8Ut2Q0Zn19PTUmbYHea7///e+/973vsfl+38Ve+5J/kFCaSDP37dsnUVmDC6ey3ho8o/j444+zHyDQhHCm0fdNwn4gk5CQ8Hd/93eev1NgE3QIWq1W4eWhQ4dmzpw5YsQISnfogKacnc2nT7GCgoJvDKKjXDjfSx0bva9iY2OXLFly+vRpsdJSDk4JOBtGa/PmzcL5T5mr+568cblcEpsVmy9WO7HlfXc95PL06UyfHdTalFIMeau12BmpITfiubBSjcNPy4tVSmynEsvn5ubabDav7YfY8tSd0HeYlJQUqgt1RWym/Pc7m6BvLPTd2mKxUHr0zjvvsJleb3bPGiUmJn7nO99h7+s1a9awG54YKgNLWKWD5bcuH3/88bp16+g9Hh0dPWbMmJUrV7733ntCa/zrv/5rdnY2+1ShiQMHDgy5wWE+PdytwV/X0papVHSAzZ49WxgH6z/+4z9oPjUjtUNGRsZjjz0mHHhe25T+kBRrfK/29CQzXmL1FXsptllPlPRT6IcPH065xYsvvujbYoEeS7TAD37wA2ocaqJ/+Id/oC37rYJErMnvfvc76kHiBlGWdubMGc8d+X3fyQyf342IbVl45wp83xQBNebXX39N8zMzM0eOHElfGIRPA7/vYq99yT9I6JCeMmXKwMCAV5XFWsOAwqmsAACgiPDqqPRFeRLlOnqXQmd/+ctfhvw9lrLuu+++X/7yl1ruUXF4jwEAcAcJ1pAqKysdDsdHH320ePHiH/3oR3oXR2cdHR3CrwXV9vXXX//iF7+YMWOGMFJDmMJ7DFThe5ragB/oYVHIQJmyUqA4HBVDqq+vT0lJue222x555JEwHSZAQfHx8T//+c+12RcdnOnp6ZTSabM79eA9BgAAAKAwJFgAAAAACkOCBQAAAKAwJFgAAAAACkOCBQAAAKAwJFgAAAAACuMlwfL723UAAADQmN4ZgUa4qSc3EQUAADAsfrpjburJTUQBAAAMi5/umJt6chNRAAAAw+KnO+amntxEFAAAwLD46Y65qSc3EQUAADAsfrpjburJTUQBAAAMi5/umJt6chNRAAAAw+KnO+amntxEVCknT56sra29ePGi3gUBAADz4Kc75qae3ERUES6XKzo6mhotISGht7dX7+IAAIBJ8NMdc1NPbiKqiJKSEmHI3eTkZLvdrneJAADADPjpjrmpJzcRDV1NTQ01V2xs7E9+8pMlS5bQdHR09L59+/QuFwAAhD1+umNu6slNREPU1NTEMqrW1lZ6OTAwUF1dzU5llZeX00u9CwgAAGGMn+7YzPXk8+mSoWhra2O3XjU0NHjOp6zLYrHQ/Ly8vP7+fr2KBwAA4Y6f7pibenIT0aD19PQkJydTQ1VUVPj+t6Ojg/03PT29q6tL++IBAIAJ8NMdc1NPbiIaHJfLlZmZSa1UUFAgdh3Q4XDk5OTQMvHx8TabTeMSAgCACfDTHXNTT24iGgTKqPLz86mJpk+fTpmWxJJut7usrIxdcq2trdWshAAAYA78dMfc1JObiAahvLycDccgc8irnTt3slu1rFbrY489pnLpAADAPPjpjrmpJzcRDVR9fT01jsViaW9vl79Wa2vr8OHD2aksjEQKAAAy8dMdc1NPbiIakJaWFnYuqrm5OdB1d+7cSStGRETgnncAAJCJn+6Ym3pyE1H5KDGKj48P5W6qyspKWj03N1fZggEAgFnx0x1zU09uIirTwYMHx44dS81SWloa9EacTicbu6GpqUnBsgEAgFnx0x0bpZ7Hjh1btGiRxWIZP378+vXrr169GtwyYviJqBxsuHYyY8YMt9sd+qYozaJkS6niAQCAWfHTHRulnkuWLDl69KjL5bp8+fLGjRtXrFgR3DJi+ImoHH/7t3/LEqxDhw6FvrXc3FzaVGVlZeibAgAAc+OnOzZiPa9fvx4XFxf6Mp4MEtE333xz/vz5x48f17EM7NmC1Hpez8MJWldXV/Qg3O0OAADSDNIda8CI9bTZbHl5eaEv48kgEWVP9IuJidFraIN9+/axZznb7XYFN4u73QEAQA6DdMcaMFw9T58+nZGRce7cuSCWGSZJzVLL0tPTExERwQqTnJysbIojx4kTJ9igDI2NjcpuGXe7AwCAHEbojrVhrHpSzpGWlnby5MkQl/FlhIiyAdOXL19eUFDATiPt27dPs713d3ezQRlqamrU2D7udgcAgCEZoTvWhoHq2dzcPGHChFOnToW4jF+6R9ThcFgsFkqqenp6BgYG2I1QhLIusYcrK7v39PR02l1JSYl6e8Hd7gAAIE337lgzRqnnrl270tLSuru7ff8lBENimSHpHlF2l1JxcbEwp6mpid2SlZeX19/fr96uXS5XTk4Ou0cqxEEZpOFudwAAkKZ7d6wZo9TT95YpSguEfw25jJztq1JueZxOJ8ulOjs7Ped3dHSwW5fS09PVS0ooq6NdTJ482eFwqLQLAe52BwAACUiwzEbfiNbW1lIBioqKfP9FSQ87vRQfH2+z2RTfNbsWabVagzvzFyjc7Q4AABKQYJmNjhGlnIPyGypAW1ub3wXcbndZWRk7J0epGGVCSt0nrtKgDNJwtzsAAIhBgmU2OkZ0586d7EarIRdjYyiwUUBDvytLvUEZhoS73QEAwC8kWGajV0Tdbje7ZCbnHFJrayu7VYvQdNA7HRgYaG5uVnVQBmm42x0AAPxCgmU2ekW0vr6edp2VlSVz+ba2tsTERHaJrb29Pbidfu9732NZmqqDMkjD3e4AAOALCZbZ6BLRgYEBNvpUQHevO53O/Px8WstisQRxq/iJEydGjBhBqw8fPlz+rywVJ9ztXldXp1cZAADAaJBgmY0uEW1sbAzo9JWAMjM27HtA1/g8xy9NS0t7/fXXA92vsv75n/+ZFeaVV17RtyQAAGAQSLDMRvuIUrozefLkUO4xb2hoYHepFxUVDXkuqre3Nzs7m/1msK6uToPR4Yd04sQJlmDl5+frXRYAADAEJFhmo31EbTYbG94zlFyHchQ2xENWVlZfX5/YYsIt7enp6UHfuaUGdkbNYrFoMMYpAAAYHxIsM/Aa9l3jvVNKRDsN/XHO3d3dmZmZYre9u1wuYQytkpISAw49VVRUhCEbAACAQYJlNhpHlJ2+opRIkWf/id323tnZya5CxsfHh57JqYQSRDZkQ09Pj95lAQAAnSHBMhuNI5qXl0d7rK+vV2qDXre9u1wu2ji7QysrK0ubx+AEjZ1jo796FwQAAHSGBMtstIyo3W6n3SUlJSly+sqTcNt7REQES7YqKysV34vienp62EksgyeCAACgNiRYZqNlRNnlvNraWjU2zh4vyC4XtrS0qLELNbBxR/0+7hoAAPiBBMtsNItoZ2cn7ctqtap3v3lZWdmMGTNOnDih0vbV4HA42FOAqH30LgsAAOgGCZbZaBZR9qO56upqbXYXRtiQDRgTCwCAZ0iwzEaDiLpcrgULFtCORo4ciWGffDmdTjaml5znXgMAgCkhwTIbDSJ6+PBhdncUnnAspra2ltonLy9P74IAAIA+kGBp7dixY4sWLbJYLOPHj1+/fv3Vq1d9l7l58+amTZusVmtCQkJ1dTW9lL99DSLa39/PfuL35ptvqr2vMOVyudgToAN6+jUAAJgGEiytLVmy5OjRo9QBX758eePGjStWrPBdpqGhYdasWR8Ooom9e/fK374GEWWP3ps8ebLaOwpr9fX1wT0AGwAATAAJlp6uX78eFxfnO3/OnDmUhLFpmpg3b578bWoQ0Q0bNrBRQNXeUVhzu90pKSnUUM3NzXqXBQAAtIYES082m83vbTqjR4/u7+9n01euXLFarfK3qXZEBwYGkpKSMAyBHI2NjaE/BhsAAMIREizdnD59OiMj49y5c77/ioyMvHHjBpumiaioKK8FhklStdi4Pigf5VXsEYqUaeldFgAA0BQSLH3Y7fa0tLSTJ0/6/a+Rz2Dh+mBAmpubqblSUlKM/5wfAABQEBIsHVCnO2HChFOnToktYNh7sHB9MAhZWVnKPg8bAACMDwmW1nbt2pWWlub3YcBCMPbs2WPMXxHi+mAQbDYbNVpycrLL5dK7LAAAoBEkWFrzvWVK6HeFYNy8efPJJ5+0Dtq8ebNxxsHC9cHg5OXlUbutWbMGFwoBADiBBMts1Isorg8GzW63s2R68eLFepcFAAC0gATLbNSLKK4PhiImJoZajzJUfYvR19eXlZU1ZcqUQ4cOCT+kAAAAxSHBMhv1Iorrg6FgPyccOXJkb2+vjsXYvn275+Xp5OTkwsLCqqoqKl5XVxfG6wIAUAoSLLNRKaK4Phi6srIyasDS0lK9CtDS0hIXF0dliI2N/da3vhUfH+91O6DFYsnKypo9e3ZGRsavfvUrvcoJAGACSLDMRqWI4vpg6Hp7eymD0StJraurY4/opgxPuNe+p6fHZrPV1tYWFRWxMVE9T25pX0gAANNAgmU2KkUU1wcVUV1dTc3o9/lI6hkYGGAnz8gzzzwjsaTL5Wpvb581axZbuKWlRbNCAgCYDBIss1Ejorg+qBSn02m1WrXMXRwOR25uLu0xPj7eZrPJXKuuro6dxMKN8AAAwUGCZTZqRBTXBxVUX19PjTl9+nQN7ijv6upKT09nz+oJNDlmY3cVFxerVDYAAHNDgmU2akQU1wcVJDwBet++faruqKWlhd3GnpOT43A4Al29t7eXrd7U1KRG8QAAzA0Jlhl4/RZM2Y3j+qDi2JANycnJ6g3s7veW9kA1NjbSFqxWa19fn7LFAwAwPSRYZqN4RHF9UA05OTnUqrW1tcpulrLhX/3qV6tWrZJzS7schYWFtJ38/HxFigcAwA8kWGajeERxfVAN7OE58fHxQVy8k/DAAw+w1CqgW9ol9Pf3s/OXu3fvDn1rAAD8QIJlNspGFNcH1VNUVEQNW15ersjWnE4nJcGRkZG0Tfp78uRJRTZLDh8+zDK27u5upbYJAGB6SLDMRtmI4vqgenp6eqIHhZi4UBJcX1/P8mAybdq0f//3f1eqkAwbRisnJwfP0gEAkAkJltkoG1FcH1RVeXk5NW9RUVHQW2hubhZGYM/Ly2tvb1eweAKn05mSkqLITV0AAJxAgmU2CkYU1wfV5nA42Lijdrs90HVplezsbJZaZWZmKnLHlfTuaEfR0dE4GAAA5ECCZTYKRhTXBzVQW1tLjUypkvxVurq62I/72FgP+/bt0+bKXUVFBRsiVb3RJQAATAMJltkoGFFcH9QAJSuUJFE7Nzc3D7nk7NmzLRZLVFQUG56KkjMtcx3aV2ZmJu26qqpKs50CAIQpJFhmo1REcX1QM2w8z8mTJ/tmSxSF9vb2urq6goKC2NhYdtYqMjKyoqJC2fEdZKLCsBvz33rrLe33DgAQRpBg6WDIIdc/+OCDwsJC6yCaoJcBbVyJMuL6oHYoi5o+fTq1dn19/a2/TqrYw2oEY8aMSU5Ofu2113QsLbumGRER8c1vfhM/KgQAEIMESzcSTT9nzpytW7c6B23ZsoVeKrLZgOD6oJZaW1uptWNjY++55x6vpCorK6uystJms9HBoHcx/w8lVQkJCaxsvb29ehcHAMCgkGDpRqLpqaO9fv06m7527Rq9VGSz8uH6oPYmTZpk2KTKy8svv0yFHDVqFM5gAQCIQYKlG4mmLy4u3r59+xdffMGG56aXimxWPlwf1N4//dM/sezqt7/9rd5lGRqlgHJuzAcA4BYSLN1INP3FixcnTpzIulua+PTTT33XlRB62XB9UHsDAwM2m62jo0Pvgsiyb9++YYNju+tdEAAAg0KCpRuJps/Pz9+yZYtwDxa9VGSzMuH6IAzJ7XazgyRcMkIAAI0hwdKNRNPHxMToeA/W66+/ThtJSUkJcTtgbtXV1XSclJaW6l0QAAAjQoKlG9+mF+bMmTOnpqaGncF66qmn5s2bF8pmAzV16tRhgw9FcblcIW4KTKyvr48OEovFosuIXAAABocESwdit0wJ0+fPny8oKPjGoGXLll24cCGgjYdStoGBgZiYmGGDA4XjiSggrbi4eBieAA0A4A8SLLMJMaLs94N33HEHTkvAkNra2oYNPg8R4zUAAHhBgmU2IUa0tLQU5yRAPozXAADgFxIsswklom63mw0j3tPTo2CRwMQwXgMAgF9IsMwmlIjabDY2jLiC5QFzw3gNAAB+IcEKHnUtNTU1kyZNslgs9Hf79u1fffWV4nsJVCgRZdcH2SOHAWTCeA0AAL6QYAXv8ccfX7RoUVdXF2Va9HfhwoVPPPGE4nsJVNARdblclCnS6n19fcoWCcwN4zUAAPhCghW8cePGeeYiNE1zFN9LoIKOaFNTE62bm5urbHmAB0VFRfhtBACAJyRYwTNZgsX6SFwfhCCw0T0wXgMAgAAJVvAef/zx/Pz8P/zhD263m/7StF6XCEN/2DO7PhgdHd3f36948YAH06dPx3gNAAACJFjBo7xq69atd9xxB6Um9Hfbtm3he5M7+7F9QE+VBvDU0NCA8RoAAARIsMwmuIhSakUrUpqleHmAE/R9w2q1YrwGAAAGCZbZBBHR/v7+6EG4PgihqKqqwngNAAAMEqzgdXV1zZs3jz0aOZT7n5QVRBnY9cGioiI1ygP86O3txXgNAACMEVICbShfz5ycnB07dvzxj39UfMuhCCKiubm5tFZTU5Ma5QGuYLwGAAAGCVbw6Jv6l19+qfhmQxRoRPv6+mgVqovL5VKpSMAPjNcAAMAgwQrexIkTe3t7Fd9siAKNaH19Pa4PgoIwXgMAwC0kWKH4+c9/TnmJ0W43CTSi7PqgzWZTqTzAG4zXAABwCwlWwFsZiiJ7CbGE8hfu6emh5ePj491ut3pFAq5gvAYAgFtIsHQhJxs7c+bM0qVL4+LiJkyYsH///oA2Ln/hZ555Br+rB8VhvAYAACRYwYuIiAhldYmmP3fuXGpqalNT0+eff/7xxx8/9NBDimzWV1ZWFq4PguJ6e3sjIyOjo6PpSNa7LKCD999/f9GiRdXV1XoXBEBPSLCCd/vtt//v//5v0KtLND1lVLt371Z8s17Y9cGkpCT84AuU1dbWxs7R4uFLfEpJSWEHwKOPPup0OvUuDoA+kGAF74UXXnjggQc++uijmzdvBlMg8aYfN27ctm3bxo8fn5iYuGbNmoA+oeRHtKamhhbesGGD/I0DyNHX1xcVFUVHl9Vqxe19vKEvh563pdIxUFtbizQLOIQEK4QthnaTu8TC1DmVlpZeHlRSUlJWViZn14GWYfLkybTwiRMn5JcZQCaHw3HnnXcOwwMuOdPd3R0fH09xP3DgwKlTp9jAs0izgE9IsHQj0fSjR4++cuUKm6YcKykpSZHNeurs7MT1QVBVU1MTHWNZWVl6FwQ0Qh8mOTk5FHTP74T0UYM0C/iEBEs3Ek2fm5tLeRWbvnTpkhoJFrs+WFlZKX/LAAGh7jY5ORlnSfnBfpWckpLim0L5pln0yWbAgZoBFIQESze+TS/M2b9//6pVq4RLhGvXrg1ls36xu1Db2trkbxkgUKzHLSws1LsgoDpKoaKjoyncdrtdYhkhzYqIiKC/AY1BAxBekGDpQOyWKc/p7du3JyUlJSQkrF69WvGb3NmPvCjHCqjYAIHq7++3WCx0sPX09OhdFlCR2+1mj0iqqKgYcmFKsxYuXMg+/UaNGoVhYsCskGCZjZyIVlZW4vogaKO8vFxmvwvhiw0tm5mZKf9Hoz/84Q/HjRvH0qzi4uK+vj5VSwigPSRYZiMnouz6IH2P1KA8wLmuri462CwWC25tNiu73R49qL29PaAVBwYGdu/ezX51aLVaGxoaVCohgC6QYJmNdEQdDscPfvADWmbixIlalQh4V1BQQIfczp079S4IKM/lcqWnp1N8a2trg9tCX19fYWEhO5WVm5vb3d2tbAkB9IIEy2w8I+p2uzs7OxsbGysrK/Pz85OSkoQbv6ZNm6ZjIYErra2t7J4/jAliPhs2bGCDcYQY3MOHD7PfnFosFsrVcKiACSDBMhuKaMmg6dOnsx/1eLJareym46eeekrvkgJHMjMz6ahrbm7WuyCgpJaWFpYSKXLayel0snSN3c4V6AVHAKNBgmU2XhkVpVnFxcV1dXX0UchuI2WntfQuJvCloaGBjsacnBy9CwKK6e/vZ+eclL34a7fbWTrOPr7+7d/+TcGNA2gJCZbZsA+mHTt2dHR04DFwYBB0KLIr1DgtYRr0zY0CmpeXp/iW6WipqalhA2URSuNKS0sbGxsdDofi+wJQDxIss6GI4i5RMKDq6mr2g3y9CwKhogRoy5YtFM34+Hj1RmNftmwZ7WLkyJFep+SrqqpaW1vZt8euri61h4MfGBhYu3Ztfn6+zWbr7+9XdV9gMkiwzEBs5FIA43A4HOzH/BjxKNxNnTqVfdQ0NjaqtxfKbNrb2ymRom+M9fX1BQUFbEAHxmKxZGVl0URUVNSBAwc6OzsVz7RomzU1NePHj/f8dE1OTi4sLKQkr7m5mdI73IwPEvjpjrmpJzcRhbBTWlpKxyd1TnoXBIK3b9++yMhIiuOYMWM03jUlW3a7vbq6Ojs7e5gIq9Wanp6el5dXVFRUVlb24IMPzps3jzIw+SefWF41efJkYZsRERGUxt11112eGZ5nnnf//fdT/tfU1IRTXOCJn+6Ym3pyE1EIOx0dHawLdLlcepcFAtbd3U2JC0ssKP947733dCwMpTKNjY1z586dPXs2lWr69Ols/GQJYief2IRvXpWUlLRhw4YTJ044nU4hc+rp6bHZbLW1tZTAeS6MU1zgi5/umJt6chNRCEe5ubl0iO7evVvvgkAAKEt45pln2AgvlHYYebgNyoQoB7Lb7YcPH37ppZcom6cyp6amip18WrBgwfDhwz3/K+RVcnIj+qrQ3t7OcruEhASxvaxataq4uJiKpEELgHHw0x1zU09uIgrhiL79s/MfehcE5KIEgj3ImZSVlYXXI488R6WRPvmUmJgoP6/yQm3S0tLC7ruX3ssPf/jD8GpACAU/3TE39eQmohCOqPdiT1ahTkjvsvCot7d31apV9fX1coY8cLlcFRUVbLxiyhXsdrv6BdQOO/n0xBNPTJgwYc2aNSpdy2N7YUNaMFarldIvpFk84Kc75qae3EQUwhT17nSU5ufn610QHqWmpnr29Dk5OeXl5RSR1tZWr5SrpaWFXfmiBKu6uhqD6oWIWvjIkSNFRUVIs/jBT3fMTT25iSiEKepU2J0xeKKAxqjBWe8+cuRIzyeTeqZc2dnZlFclJiayOZSBIUzKovZEmsUJfrpjburJTUQhfFVWVrIbevQuCF9Yv75y5Ur2mzj6a7fbd+/eXVFRkZeX55VyURJWX1+PH8GpBGkWD/jpjrmpJzcRhfDV09MTFRUVGRn5L//yL3qXhReUS7G+XGKsJvrX66+/npKSMnbs2F//+tdaFo9PnmlWbGxsTk4OhuE1E366YwPVU/iOKL0YfdixGyYC3XgIRQPQCPvN/+jRo/UuCC/YEFa1tbV6FwS8UZq1ePFi1incfffdehcHFMNPd2y4eg7Z9I8++uhzzz2HBAtM6ZFHHhk2OEoQroxo4MSJE+z0FVrbmIQbE0lbW5vexQFl8NMdG66e0k1/9uzZSZMmud1uJFhgVuziCM6paIA9tq++vl7vgoAoNigGhSkzMxO/2TQHfrpjw9VTuumXL1/+yiuvDLlYoJsFMA72ozacVlEbG9w1OTkZ3bbBDQwMUHZFwaqurta7LKAAfrpjw9VToumPHz9+zz333Lx5U2wx399Xe1Kx0ACKwkkstQl9dkNDg95lgaG1t7dHD8LoGCbAT3dsuHpKNP2MGTOEy/A4gwUmhpNYamtsbBw2OA47BlwIF2wQk6ysLIQs3PHTHRuunhJNH8pJKX4iCuaAk1jqoR6aPQ6P0iy9ywJyuVwu9jipnTt36l0WCAk/3bHh6unb9GJXA0PcLICR4SSWethTiXAuJOywX31aLJbu7m69ywLB46c7NlA9xc5OIcECPuEklhrcbndycvIwPFc7PJWVlVHs8vLy9C4IBI+f7pibenITUTANnMRSQ11dHbVqdna23gWBYNB7geXHu3fv1rssECR+umNu6slNRMFMcBJLWcLAlXa7Xe+yQJAOHz7Mvnjg+Tlhip/umJt6chNRMBOcxFIWpaq4wGQCxcXFFMfCwkK9CwLB4Kc75qae3EQUTAYnsZTicDji4+OpMdvb2/UuC4Skr6+PnYlsbm7WuywQMH66Y27qyU1EwWRwEkspbCAlSlj1LggogI1klpSU1N/fr3dZIDD8dMfc1JObiIL54CRW6Hp7ey0WCzUjhgI3jby8PApoaWmp3gWBwPDTHXNTT24iCuaDk1ihYz/vp796FwQUQ0kzu+bb0tKid1kgAPx0x9zUk5uIginhJFYolixZQq0XFRXV09Ojd1lASTt37qTIjho16vjx43qXBeTipzvmpp7cRBRMCSexgtbe3s7GLs7IyNC7LKCwgYEByq7Y8O4Ylz9c8NMdm7meQT+4EMCAcBIrCN3d3WxcypiYGFxIMqX777+ffcJXVVXpXRaQhZ/umJt6chNRMCucxApUW1sb+zF/bm6uy+XSuzigioGBgRdffDE6OpoC3dDQoHdxYGj8dMfc1JObiIKJsZNYGzZs6O3t1bssohwOR1dXl91u37t377p169555x1ditHS0sLugC4uLna73bqUATTT1NREsaY0q7W1Ve+ywBD46Y65qSc3EQUTYyexGN1zrMrKyqSkpJUrV5aVleXn52dlZaWkpAzzERER8frrr2tctubmZnZKg5JR3JrDCTZMP2XVlN/rXRaQwk93zE09uYkomNtdd93FEpd3331XrzJQnldSUuKbSzGUdWVmZubl5c2YMUOYWVFRodlFuvr6etyUw6fS0lKKOyX6DodD77KAKH66Y27qyU1Ewdx+97vfxcXF6ZU9tLS0sNEdSWRk5IgRI1auXNnY2Nja2trR0eF1Us3tdr/yyitUTjbCZ3p6ugaPWK6urmbFozRL7X2B0QwMDOTm5lL0s7OzcdedYfHTHXNTT24iCqbX1tam8S29lCpRFjV9+nSWu1itVkqb5J8k6O7uzsnJUftUFnWu5eXl7EacpqYmNXYBxtff35+ZmTls8JlIuDpsTPx0x9zUk5uIAg80u6XX6XTW1dWxkQ7YxZf6+vogfsZIXd3OnTvVO5VF2y8uLma34NhsNmU3DuGFEvqkpCRcIzYsfrpjburJTUSBE6re0utwOO66664xY8awy5EkKyuLsroQTwmodCqLtsMuDFFrtLW1KbJNCGvan+UF+fjpjg1UT+F+WLEFjh07tmjRIvoSPH78+PXr11+9ejWgjStRRgADUemWXrfb/d3vfld4PxYUFJw4cUKpjSt+KuvChQupqam0teTkZErglCgjmAEGbjAsfrpjw9VToumXLFly9OhR+rZ6+fLljRs3rlixQpHNAoQpNW7pbWlpmTx5MkutEhMTFUytPHmeypo/f/6lS5eC2w7V+vbbb2fbwX1X4AUDNxgTP92x4eops+mvX78eFxen+GYBwouCt/RS0lNQUMCSFdqmSqmVgEr74x//mO0uPT09iATR7Xaz/JLB6SvwhYEbDIif7thw9ZTZ9DabLS8vT/HNAoSd0G/pdTqdtC67Z8VqtdbX12vz86u+vr6oqCiWHgX6NBvhrvbk5OQjR47oPuwqGBMdJ7Nnz6bj5Bvf+MbFixf1Lg78H366Y8PVU07Tnz59OiMj49y5c77rSlCnvAD6C+WW3n379rEfCdIWNmzY0N/fr0YJxVB2eODAAVaAgHIsKipLB3HiCqTt2LFDOC+LwbGMgJ/u2HD1HLLp7XZ7WlrayZMnld0sQFgL4pbe9vb27Oxs4QRSR0eHqiWUQElSQDlWVVUVfjMIMvX09FCXwb6B4LHfRsBPd2y4eko3fXNz84QJE06dOqXsZgFMQOYtvQ6H4+mnn05ISGCpVUpKihFuD5efY7En4VB/2dLSolnxINwFmsSDevjpjg1XT9+mF+bs2rWLvogEd0WAn4gCz3xv6XW73Z2dnY2NjZWVlfn5+exuLcGmTZuM09nI6QLZiTpC37U0Lh6EO+RYBsFPd2ygeordMiVM+95WJf9Nwk9EgWfCwA0xMTGLFi2aPn06uzLiyWq1ZmZm0vwHHnhA7/J6k+4CbTYbqw6eMwjBQY5lBPx0x9zUk5uIAuf++7//2yujojSruLi4rq6upaWlr69P7wIOQawLbGtri4+Pp/nV1dU6Fg/CHXIs3fHTHXNTT24iCnDvvffGxcX96Ec/6ujocLvdehcnYL5dIM1h2VV5ebnepYOwhxxLX/x0x9zUk5uIApiAZxd45MgRNl1cXKzNAF1gesixdMRPd8xNPbmJKIA5CF2gMJAEsitQEHKsoNE78bXXXrvnnnsKCwtrxa1Zs2bdunW+tyXw0x1zU09uIgpgGtQFsqHehw8fji4QFCfkWDk5OcePH9e7OEbX29vb0NBQXFxstVp9f3Mmht68paWlnsPs8dMdc1NPbiIKYCYHDx6cOXPmoUOH9C4ImJPnidINGzboXRyjGBgYYMPp0Rcbm81WXl4uPAOeGTt2LPtJ8vbt2/2evnr00UfZkpGRkWyCstjm5mbaMj/dMTf15CaiAAAgH+VYERERLAnIy8vbt28fTpdOmzaNWiM1NdVznBdKp4qLixsaGtijP+mv9FX7tra2w4cP02LV1dXCCHyjRo3ipzvmpp7cRBQAAAJy4MCBu+66a+TIkSwJsFgsJSUlLS0tfN7219nZKWSclGDl5ubW1ta2t7eH0hput5syV8rY2GYVLK2RcVNPbiIKAABBcLlcjY2N+fn5wjmbpKSkyspKHR/Tqb3Dhw+zIVFuu+22F198UdmTeZSzIsEyCa9b7fQuDgAAhIG+vr66urrp06cL3UdKSkpsbOz8+fOFh1AFilbcuXPn0qVLjfyUJ/Y8U1JWVqbS2bvOzk5+umNu6slNRAEAQBGUDVRWVnoOF8JuRcrJySkvL6+vr29tbRVSrq6urra2NjYt/QxQ2mBpaSn9N+h0TXEul6uoqIhdE1T7UVT8dMfc1JObiAIAgIIGBgZ++tOfjhkzJiUlxStVElKumTNnsum5c+eKPQOUjW4QExPjOZ8WrqqqokRNx4cu9Pb2stN1VMITJ06ovTt+umNu6slNRAEAQD39/f12u3337t0VFRV5eXl+U65h/p4BSilUW1sbpWvd3d319fUFBQXsbifGYrEsXry4tLT0nXfe0bI6VBdWhczMzJ6eHg32yE93zE09uYkoAABoiaVc69atW758+UsvvST/GaC0GK1YXV2dnZ3tmZxVVlY6nU61i00aGhrYybbCwkLNBqfgpzvmpp7cRBQAAMIOZWmlpaWelxRra2tVSrMosaN0asOGDWxfNTU1Wg5IwU93zE09uYkoAACEI8p7GhsbX375ZXa/uUppVldX1+jRo4cPH07bj4+Pb2pqUnDjcvDTHXNTT24iCgAA4a6zs1ONNKulpWXGjBlss4mJiboM8cVPd8xNPbmJKAAAmINSaVZ/f//OnTvT09PZpqKiou68884LFy4oXmA5+OmODVRP4dqz2AI3b97ctGkTHWQJCQnV1dX0MqCNK1FGAAAATXmmWfHx8cuXLz969CjlTHLW7ejoKCsrs1gsbHXKsSjTkrmuSvjpjg1XT4mmb2homDVr1oeDaGLv3r2KbBYAAMDgKM0qKCjw/LFhcnJyYWFhVVVVc3NzV1cXu1Gd/ra1tTmdzsbGRs8fJ9KSLS0telfi//DTHRuunhJNP2fOHErb2TRNzJs3T5HNAgAAGJ/D4RgxYsSwwUf3eI6hJYyklZWVNXXqVHYRkM1MSkqiDKy3t1fvsv//+OmODVdPiaYfPXq0cGLzypUrVqtVkc0CAACEha6ursOHD7Nxtnp6emw2W21tbVFR0eTJk73yrW9961uNjY06DhAvhp/u2HD1lGj6yMjIGzdusGmaoAzdd10JKhYaAABAVy6Xq729fdu2bXPnzg3oFhqN8dMdG66eOIMFAABgVvx0x4arJ+7BAgAAMCt+umPD1dO36YU5e/bswa8IAQAAwhc/3bGB6il2y5QwffPmzSeffNI6aPPmzRgHCwAAILzw0x1zU09uIgoAAGBY/HTH3NSTm4gCAAAYFj/dMTf15CaiAAAAhsVPd8xNPQEAAMAA9M4INMJLPf3SJsyaHUxmqg72wvNeNNsR9oK9mGMvmu2In9xIEVw3lsmOSDNVB3vheS+a7Qh7wV7MsRfNdoQEKyBcN5bJjkgzVQd74Xkvmu0Ie8FezLEXzXaEBCsgXDeWyY5IM1UHe+F5L5rtCHvBXsyxF812hAQrIGgs1eGINCyExrAQGmNCXAwLoTEghER1OO4NC6ExLITGmBAXw0JoDAghUR2Oe8NCaAwLoTEmxMWwEBoDQkhUh+PesBAaw0JojAlxMSyExoAQEtXhuDcshMawEBpjQlwMC6ExIIQEAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAAAAAAUhgQLAAAAQGFIsAI27P/xO5MZPXq074o3b97ctGmT1WpNSEiorq6ml9LzIVB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