Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit387-12-20030102_123900_20030102_172300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/02 |
Start Time | | 2003/01/02 12:39 |
End Time | | 2003/01/02 17:21 |
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 | | 14.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 114.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit387-12-20030102_123900_20030102_172300-constBx0 |
Minimum Dst Value | | -18 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIEphbiAwOSAxMjo1Njo1NSBFU1QgMjAxOfpbIKIAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzODgtMDEtMjAwMzAxMDJfMTcyODAwXzIwMDMwMTAyXzIyMTMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMy0wMS0wMlQxNzoyODowMC4wMDBaIiwgIm1heCI6IjIwMDMtMDEtMDJUMjI6MTE6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjY0ODQ1NDQ5OTUsICJtYXgiOjEuNDgzMDM1NTAwNSwgInRvcCI6NTIsICJib3R0b20iOjI0OCwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfR075sMAAAAEZ0FNQQAAr8g3BYrpAAAhUUlEQVR4nO3dfZBVdRnA8ZXXBYx2AXkTFpAoaYKS0QbiRUBQCFQ0hggCTDJKcbQS2IUFolKqCcZxRsFIG/9QXmyQ0YCmKanJTEZiTJI3QZCXeG9ZFoVW2e2Ze6Yz1/N2z13OvTx7n+/nj51zz557znl+zznnee69Z/cW1QMAACBRRVd6BwAAAAoNDRYAAEDCaLAAAAASRoMFAACQMBosAACAhNFgAQAAJIwGCwAAIGE0WAAAAAmjwQIAAEgYDRYAAEDCaLAAAAASRoMFAACQMBosAACAhNFgAQAAJIwGCwAAIGE0WAAAAAmjwQIAAEgYDRYAAEDCaLAAAAASRoMFAACQMBosAACAhNFgAQAAJIwGCwAAIGE0WAAAAAmjwQIAAEgYDRYAAEDCaLAAAAASRoMFAACQMBosAACAhNFgAQAAJKzwG6yiosKPEQASl4uL5+uvv96nT5+Ma87FpqkFyLPCP+DCTipONgCIkIuL5JAhQ9avX39FNs01vwEYtMtR+GOX7UuljRs3Dhs2rGXLll26dJkxY8bx48ed+fv37x8/fnxJikzIw+j5HnV1dXPnzpVlSktLy8vL5WH6DjgidnLz5s0jR44sLi6WvZo5c+bp06ejVxs2Pyy6bHcvbPmw/QwTuPKiT2rbtm30ysNSkO3g2Bn5sIUjVhK4M9kGldXI50LYkXbVVVd16tRp8uTJhw8fjnh6A/b/2LFj999/f8+ePZs3by7PGjNmjAxa4M54ZsrE5z//+fRNyHTfvn3TF3B/tWvXrrvvvrtdu3YtWrS48cYbX3zxRWf+2bNnZT/79OnTqlUr2fqdd975xz/+MeM++3emwQv4yel88eLFy990A+S6V4jItdixY8fYsWOvTpGJt99+O33HPJz58dNXVVU1ffp0OQA6dOiwePHiwGXy2SrRljkKfxSyvUaMGDFCXmDJ8Xru3LklS5ZIvXHmDxo0aMGCBVUpFRUV8jB6vsfKlSsHDBjwXopMrFq1Kqv9HD169KZNm2pqak6cODFr1qxx48ZFrzZsflh02e5e2PJh+xktIvbly5c/8sgj0SsPS0G2gxOoIEc+bOGMK4l5siQy8rngb7CciUuXLh09evSHP/zhkCFDIp6e7f4fOXKkR48estqdO3d++OGH0rC+8sort912W+DOeGbKhLRKL7/8svurl156Seb4G6y9e/dKd/jLX/7y/fffl97ljTfe+NrXvub8SrZ13333yQL//e9/T548uXbt2ptvvjl6nwN3psELNPgpja7Bis71u+++e8011yxbtuxYilzW5KHMjN6x+Om755575OXB8ZRJkyY9++yz/mVosPKvEY+CXEoeeuihTiky4b4qktTK4dutWzd5Veo8/PnPf96xY0fp7h944AE5Ut3F6j/50sG/Cak0rVu3dqZlQqqIM11dXZ1xvodUfSldzrRMDB482LNA/CNSNtemTZvo1WbcnCe6bHcvzvrT9zNaWOySrF69esmVK3rlYSm4nMEJVHgjH7Fw4PyIozROUDFH/qOPPlq4cGFZWVlJSYn0Dc7MiPN9xYoVUtuKi4sHDhy4Y8cOZ7681r/hhhtkpvzK6YT8J7snnLNnz7Zq1Uomvvvd76aXqGeeeUbmRO9/4Mjce++90vGHjVjGBmvdunXpm5DoXnzxRf/OT5ky5ac//WngJiQcCSpsB9I3GnGRrA8Z/OiLZ7ZP8V+3A9Madhik27Nnj7SYEkvbtm3vuuuuU6dOxQkneqNyAMgKZXkZqAbkeurUqZ43lhYtWvTNb37Ts2MeMdMn2rdvLy+KnGnpsfyvEwIP/vQBzzho8iLkJz/5Sc+ePUtLS7/1rW+dP3/eme8/W/3bilOshw4dunr1aneH5dVCly5dYoavViNusCSpo0aNOpwir6TleHXmS87uvPNOeT3qPpTFjqTIxI9+9CN3vmfCQw6gpUuXui/iJ06cKJuQfMvr9crKSnkYPd9Djlr3kJXXInIsehaI32Bt2LBh+PDh0avNuDlPdNnuXsblPfsZLSx2qYtyJgf+Kn3lYSlo8OCEKbyRj1g4cH7Mk+UyR17aBdn0vn37/vOf/zz88MPOzIjzfcKECQcOHJB9WLJkiduRyNX5t7/9rVzK5Uo9c+bMwP1PLx7Hjh2bN2+e8w6BdBjDhg1bu3atTK9Zs0ama2tro/c/cGRkH6RuBcYY9pT065LsVZ8+ff72t7/Jwy1btsi0zPFfuKRohd2ZMHbs2EmTJr322msffvhh2G7Ux7hIRgx+2DqzfYr/uh2Y1rDVpuvfv/+rr74qIcs1Yfbs2d/+9rfjhxO4UbmqyEgeTbn11lsbkGvJkRzP6XPkYefOnaPHJGb66lMNlhyQzrR0WoFnlv/gTx/wjIO2bNmyW2655b333pOzUlrDH/zgB878wLPVs604xfr3v/9937595Qh3fiXn7M9+9rPoqPVrxA3Wdddd98477zjT8lKjd+/ezrTk7ODBg+5i8tBd7F//+lf6Yp6JdE73LS/p3HdxnXeAnfky4R6XYfM9mjRp4lyjhUw0bdrUv8U4UW/fvr1Xr17umRy22ujN+aPLdvcyLu/Zz2iBscuZ9tnPfnbnzp3+X3lWHpaChg1OmIIc+bCFw+bHPFkuc+Q/85nPuG8euCLOd+mNnOkPPvjAeQtKdO/e/Yknnjh06FDE/hd9krw0l0uE86vjx4/LCJSXl8tP996ybI+cZs2apZdG/1sI/qd4fvv000/fcccd9alPi371q1/5F3C2cuHChcAdqK6ultr2xS9+sbi4WAbwkUceCXxLIONFMmLww2LP9in+63ZgWsNWG0ZGoFu3bvHDCdvorl27nGl5YmAI0bmWQ8WTI1lYnuJZ2POsmOkT06ZNmzp16omUKVOmuGtO5z/40wc8XeCgXX/99bt373am5YyQK60zHXi2erYVs1jfdNNNzz//fH3qU2/ZAUlB4O41Io24wZJjzj1kZUIeOtOSM8+dwmGLeSY85CBbvHjx0KFDnYfSgFdUVLg3+sjD6PmeUyXbNyo8T3fIq9iysrKtW7e6cxr8VoEnumTfR/HvZ7TAFKxZs+b222/3z/evPCwFCb6DVZAjH7ZwxEpinizZDo7naE8/tV0R53vgHv7jH/+YMGGCvLLv06eP+7le2MLO/ixYsMC9jaw+9SGOLOB+Rhmx/2E6d+4c0aQ2b97c8wmXxCU9XPpiskCXLl1eeOEF+el+yuZZT8Q7WC65JErnNGPGjMCb8zJeJGMOfrpsn+K/bnt+G73adG+++abkUdpl56By++Bsw0lf3s2ULB8YQnSu5eVHA97BcvnT5zllzpw5I32VhCwHw6OPPuquOXBn3IfpA55x0KTdTG8B3QM18Gz1bCtmsd6wYcPnPve5jz/++Bvf+Ia8Oooek0ahETdYMV8hpb84kwn/Ys4n0IGkbLi3ocjhFXijT9h8j8u/B0sajq5du27bti3OauPc7JIeXYJ3AgXuZ7TA2L/0pS+99tprnpmBKw9LQVL3YBXkyIctHL2SiKM0TlAxR15aoqzewYrYQ7l8/+53v3Prjedk9ywsR5H7psVbb70lr6HXr19/7bXXuu/MZXvkSEUsLy/3zHQ32rdv3zfeeCP9V3//+9979uzpWWzp0qXNmjVzPy7xN1hSWR977LHoPXHIK5BPfepT/vkZL5Jhgx9x8WzAO1hxHsZ5B0tmPvfcc9JzSKmWn/4Ry/ZYivMOVnSupWPw34M1derUwO2GCUufx5NPPimHhH9+9MGfcdCk9Tlw4IB/tYFnq2dbMQdcztZ+/frNmTNHzgL3RsBGrRE3WPJy0/1YV1rvyspKZ77/JLn11lud2wtkwn8rwDXXXJP+OdS0adPkYW1t7aFDh2bPnp3+p2qyCedtkvnz56fXjMD5HitWrLicvyJctmxZWVmZe5JnXG3Y/LDost29sOXD9jOaP/aNGzd+5StfiTkIYSnIdnACFeTIhy2ccSWenck2qJgjLy/Bhw8fvn///vS7OuKf787E5MmT5Zoul2lpsKRldGZ6Tvb0554+fXrhwoUDBw6sT91SJhf6v/zlLzL98ssv33DDDc6nPxH7H3j+Hjx4UDbt/mWZhPPKK6+4S0ohlK38+c9/rk7ZsmXLF77whV/84hcRK6wParD27t0rHeTy5ctlZC5evLh161b3rwhvvvnmtWvXHj9+XHIk+zxr1qyxY8cGrjP6Ihk2+J7xTBczX2EDGPYwbLXpZDReeuklGQo5hGQo/COW7bEky7v3YN12220NyPXu3bs7dOggOXL/ilAeuu94hY1JzPTVp26il1jkArh69eru3bu7n+Wlizj44wza448/LoMma5Bz6u233/7617/uzA88Wz3bin8wyAs8mfnrX/86fWbMBlShxrrf9al3Gh988EHnDxNkwn0H0n+SOH8gU1pa+r3vfS/97xecCSkqJSUl7sN169b179+/RYsWcpjKAS29vDNfrmJjxoz5dIoc5e77vWHzPaQ3l8bc+V9N8+bNC/x3R+lv+XoU+dTU1ESsNmx+WHTZ7l7Y8mH7GSYs9iFDhmzYsCHmIISlINvBsTPyYQtHrCRwZ7INKubISzmRRrlbt25yzkopcmbGP9+dCak08pq7uLhY2qNXX33Vmek52dMjateu3R133OEcPNOnT3dueHLIPjh/bBGdrMBY3n///XvvvVdKb7Nmzdq3b3/XXXe9/vrr7mj85je/ufHGG51DVyaee+65jCss8lU+IcVM1ix7Jbm46aab3P+D9ac//UnmyzDKOPTq1euBBx5wc+RZZ/RFMmzwPeOZLma+wuINexi22nTy8kxS37x5c3m18MQTT/hHLNtjSRb4zne+I4MjQ/TjH/9Y1hwYQkSuxT//+U+5TLVJkS7trbfeSt9Q4PkVM331qT90le22bt169OjR27dvD1zGf/BnNWiXLl2S+ddff33Lli3lhYF7fQ48Wz3bin8wyKHbp0+fjz76KH1m2DGjX2PdbwBAIhpvAcs/6ZOk17nSe5EnH3/8ceD98rlz++23v/DCC/ncYk5xXgGAaTRYGT388MPHjh07ePDgLbfc8v3vf/9K706evPnmm+5fC+bapUuXnn766X79+rn/qaEAcF4h5/xvgCu8oDeKncxWQQaFxHFUZPT4449369atY8eO9913XwH8+4CYrr766qeeeio/25KDsGfPntLS5Wdz+cF5BQAAkDAaLAAAgITRYAEAACSMBgsAACBhNFgAAAAJo8ECAABImJUGK/Dv1QEAQJ5d6Y4gT8zEaSajAACoZaccm4nTTEYBAFDLTjk2E6eZjAIAoJadcmwmTjMZBQBALTvl2EycZjIKAIBadsqxmTjNZBQAALXslGMzcZrJKAAAatkpx2biNJNRAADUslOOzcRpJqMAAKhlpxybidNMRgEAUMtOOTYTp5mMAgCglp1ybCZOMxkFAEAtO+XYTJxmMgoAgFp2yrGZOM1kFAAAteyUYzNxmskoAABq2SnHiuIs+r/oxU6dOtW9e/dsM2QnowAAqGWnHKuLM+PQ33///Y899hgNFgAAjY6dcqwuzuih37lzZ+/evS9cuECDBQBAo2OnHKuLM3rov/rVrz7//PMZF8t2tQAAIA/slGN1cUYM/R/+8Icvf/nLdXV1YYsVRcrhTgMAgBjslGN1cUYMfb9+/f76179mXCzb1QIAgPywU47VxRkx9JfzppSdjAIAoJadcqwuTv/Qh30aeJmrBQAAeWanHCuKM+zdKRosAAAKg51ybCZOMxkFAEAtO+XYTJxmMgoAgFp2yrGZOM1kFAAAteyUYzNxmskoAABq2SnHZuI0k1EAANSyU47NxGkmowAAqGWnHJuJ00xGAQBQy045NhOnmYwCAKCWnXJsJk4zGQUAQC075dhMnGYyCgCAWnbKsZk4zWQUAAC17JRjM3GaySgAAGrZKcdm4jSTUQAA1LJTjs3EaSajAACoZaccm4nTTEYBAFDLTjk2E6eZjAIAoJadcmwmTjMZBQBALTvl2EycZjIKAIBadspxIcdZ9ElXencAALDOTjk2E6eZjAIAoJadcmwmTjMZBQBALTvl2EycZjIKAIBadsqxmTjNZBQAALXslGMzcZrJKAAAatkpx2biNJNRAADUslOOzcRpJqMAAKhlpxybidNMRgEAUMtOOTYTp5mMAgCglp1ybCZOMxkFAEAtO+XYTJxmMgoAgFp2yrGZOM1kFAAAteyUYzNxmskoAABq2SnHZuI0k1EAANSyU47NxGkmowAAqGWnHJuJ00xGAQBQy045NhOnmYwCAKCWnXJsJk4zGQUAQC075dhMnGYyCgCAWnbKsaI4i/4vbIHNmzePHDmyuLi4S5cuM2fOPH36dFYrT2IfAQBAw9kpx+rijBj60aNHb9q0qaam5sSJE7NmzRo3blwiqwUAAPlhpxyrizPm0J87d65NmzaJrxYAAOSOnXKsLs6YQ79hw4bhw4cnvloAAJA7dsqxujjjDP327dt79eq1Z88e/3Mj5GZ/AQBAXHbKsbo4Mw79li1bysrKtm7dmuxqAQBArtkpx+rijB76NWvWdO3addu2bcmuFgAA5IGdcqwuTv/Qu3OWLVtWVla2a9euRFYLAADyzE45VhRn2C1T7rT/tqqampr4K09+jwEAQDbslGMzcZrJKAAAatkpx2biNJNRAADUslOOzcRpJqMAAKhlpxybidNMRgEAUMtOOTYTp5mMAgCglp1ybCZOMxkFAEAtO+XYTJxmMgoAgFp2yrGZOM1kFAAAteyUYzNxmskoAABq2SnHZuI0k1EAANSyU47NxGkmowAAqGWnHJuJ00xGAQBQy045NhOnmYwCAKCWnXJsJk4zGQUAQC075dhMnGYyCgCAWnbKsZk4zWQUAAC17JRjM3GaySgAAGrZKcdm4jSTUQAA1LJTjpOP88KFC5WVlb179y4uLpafixYtunjxYuJbiaPok67IPgAAAJedcpx8nA8++ODIkSN37NghnZb8HDFixEMPPZT4VrJlJ6MAAKhlpxwnH2enTp0OHz7sPpRpmZP4VrJlJ6MAAKhlpxzTYAEAgDyxU45z8hHhqFGj3nnnnQsXLshPmeYjQgAAUG+pHOfkJvcFCxZcd911xcXF8nPhwoVX6ib3dHYyCgCAWnbKsZk4zWQUAAC17JRjM3GaySgAAGrZKcfJx7ljx47Bgwe3atVK1f+g0rAPAAAYZ6ccJx/nwIEDlyxZ8sEHHyS+5sthJ6MAAKhlpxwnH2dxcfH58+cTX+1lspNRAADUslOOk4+zR48eBw4cSHy1l8lORgEAUMtOOU4+zqeeemrChAnHjh1LfM2Xw05GAQBQy045TibOokwS2cpl7uGV3gUAAKyzU47NxGkmowAAqGWnHCcf51VXXZX4Oi+fnYwCAKCWnXKcfJzXXnvtv//978RXe5nsZBQAALXslOPk41y+fPndd9998ODBurq6xFfeYHYyCgCAWnbKcfJxcpM7AAAIZKccm4nTTEYBAFDLTjlWFGfGt7vq6urmzp1bUlJSWlpaXl6e1UeQdjIKAIBadsqxujgjhn7lypUDBgx4L0UmVq1alchqAQBAftgpx+rijBj6QYMGbdq0yZmWicGDByeyWgAAkB92yrG6OCOGvm3btqdOnXKmT548WVJSkshqAQBAftgpx+rijBj6Jk2a1NbWOtMy0bRpU/9zNX9dDwAAxtkpx+ri5B0sAAAKlZ1yrC5O7sECAKBQ2SnH6uL0D707Z8WKFfwVIQAAjZedcqwozrBbptzpurq6OXPmlKTMmzeP/4MFAEDjYqccm4nTTEYBAFDLTjk2E6eZjAIAoJadcmwmTjMZBQBALTvl2EycZjIKAIBadsqxmTjNZBQAALXslGMzcZrJKAAAatkpx2biNJNRAADUslOOzcRpJqMAAKhlpxybidNMRgEAUMtOOTYTp5mMAgCglp1ybCZOMxkFAEAtO+XYTJxmMgoAgFp2yrGZOM1kFAAAteyUYzNxmskoAABq2SnHZuI0k1EAANSyU47NxGkmowAAqGWnHJuJ00xGAQBQy045NhOnmYwCAKCWnXJcyHEWfdKV3h0AAKyzU47NxGkmowAAqGWnHJuJ00xGAQBQy045NhOnmYwCAKCWnXJsJk4zGQUAQC075dhMnGYyCgCAWnbKsZk4zWQUAAC17JRjM3GaySgAAGrZKcdm4jSTUQAA1LJTjs3EaSajAACoZaccm4nTTEYBAFDLTjk2E6eZjAIAoJadcmwmTjMZBQBALTvl2EycZjIKAIBadsqxmTjNZBQAALXslGMzcZrJKAAAatkpx2biNJNRAADUslOOzcRpJqMAAKhlpxybidNMRgEAUMtOOTYTp5mMAgCglp1yrCXOurq6uXPnlpSUlJaWlpeXy0P/Mvv37x8/fnxJikzIw/jrt5NRAADUslOOtcS5cuXKAQMGvJciE6tWrfIvM2jQoAULFlSlVFRUyMP467eTUQAA1LJTjrXEKd3Spk2bnGmZGDx4sH+Z1q1bnzt3zpmurq6Wh/HXbyejAACoZacca4mzbdu2p06dcqZPnjxZUlLiX2bixImLFi06e/ZsVVVVZWWlPIy/fjsZBQBALTvlWEucTZo0qa2tdaZlomnTpv5ljhw50qNHj6IUmTh69KhngaJIOY8BAABEslOOtcQZ5x2sUaNGVVRUuPdgycP467eTUQAA1LJTjrXEGecerFatWnEPFgAAjZedcqwlzhUrVoT9FaGbDGnCKisrnXew5s+fH9iEhbGTUQAA1LJTjrXEWVdXN2fOHOd/XM2bNy/9/2C5ydi7d++YMWM+nTJ27Nh9+/bFX7+djAIAoJadcmwmTjMZBQBALTvl2EycZjIKAIBadsqxmTjNZBQAALXslGMzcZrJKAAAatkpx2biNJNRAADUslOOzcRpJqMAAKhlpxybidNMRgEAUMtOOTYTp5mMAgCglp1ybCZOMxkFAEAtO+XYTJxmMgoAgFp2yrGZOM1kFAAAteyUYzNxmskoAABq2SnHZuI0k1EAANSyU47NxGkmowAAqGWnHJuJ00xGAQBQy045NhOnmYwCAKCWnXJsJk4zGQUAQC075dhMnGYyCgCAWnbKcSHHWfRJV3p3AACwzk45NhOnmYwCAKCWnXJsJk4zGQUAQC075dhMnGYyCgCAWnbKsZk4zWQUAAC17JRjM3GaySgAAGrZKcdm4jSTUQAA1LJTjs3EaSajAACoZaccm4nTTEYBAFDLTjk2E6eZjAIAoJadcmwmTjMZBQBALTvl2EycZjIKAIBadsqxmTjNZBQAALXslGMzcQIAAAWudEeQJ1bi9MhPgtmK2g2xFbZSMBtiK2ylMLZSeIyOWiEdlIW0lbxtiK2wlYLZEFthK4WxlcJjdNQK6aAspK3kbUNsha0UzIbYClspjK0UHqOjVkgHZSFtJW8bYitspWA2xFbYSmFspfAwao0eh75apEYn8qIWqdGJvDQMo9boceirRWp0Ii9qkRqdyEvDMGqNHoe+WqRGJ/KiFqnRibw0DKPW6HHoq0VqdCIvapEanchLwzBqjR6HvlqkRifyohap0Ym8NAyjBgAAkDAaLAAAgITRYAEAACSMBgsAACBhNFgAAAAJo8ECAABIGA0WAABAwmiw1Cn6v/SZ+/fvHz9+fEmKTMhD/xPr6urmzp0rC5SWlpaXl8vD6PnIVmBqqqqqpk+f3q5duw4dOixevDjwiaQmdzZv3jxy5Mji4uIuXbrMnDnz9OnTzvw4Y0teciosNfUhp1I6UpM7YXmJyJeLvGSFBkspz6Vn0KBBCxYsqEqpqKiQh/6nrFy5csCAAe+lyMSqVaui56NhPKm55557Jk+efDxl0qRJzz77rP8ppCZ3Ro8evWnTppqamhMnTsyaNWvcuHHO/DhjS15yKiw1rogGi9TkTlheMuarnrxkiQZLKc+lp3Xr1ufOnXOmq6ur5aF/Sem65PRwpmVi8ODB0fPRMJ7UtG/fXq5HzrT0WEOGDPEvSWryQ86RNm3aONMRY0te8i89NS5/g0Vq8iwwL/755KVhaLCU8lx6Jk6cuGjRorNnz1ZVVVVWVspD/5Jt27Y9deqUM33y5MmSkpLo+WgYf4Mlo+pMS6eVPrykJs82bNgwfPhwZzpibMlL/qWnxhXRYJGa/AjMi38+eWkYGiylPJeeI0eO9OjRw7lrQSaOHj3qf0qTJk1qa2udaZlo2rRp9Hw0jCc106ZNmzp16omUKVOmNGvWzP8UUpMH27dv79Wr1549e5yHccaWvOSHJzWuiI8ISU0ehOUlbH49eckSDZZSnkvPqFGjKioq3Huw5KH/Kby2yA9Pas6cOSN9VWlpaadOnR599NHOnTv7n0Jqcm3Lli1lZWVbt25158QZW/KSB/7UuCIaLFKTa2F5ichXPXnJEg2WUp5LT6tWrcLuwXLx6Xh+RFSFJ598Upot/3xSk1Nr1qzp2rXrtm3b0mfGGVvykmuBqXFFnEqkJqfC8hKdr3rykiUaLKX8f0VYWVnpvIM1f/78wDt2V6xYEfh3HGHz0TCe1EydOvXw4cOSl9WrV3fv3n337t3+JUlN7ixbtkxecO/atcszP2JsyUt+hKXGFXEPFqnJnbC8ROSLvDQMDZY6RZ/kzNy7d++YMWM+nTJ27Nh9+/alL+9M1NXVzZkzx/lfWfPmzUv/DyWB85GtwNQ888wz8pqvdevWo0eP3r59u2d5Z4LU5E6RT01NTX3k2JKX/AhLjf9X6U9xJkhN7oTlJTpfzgR5yQoNFgAAQMJosAAAABJGgwUAAJAwGiwAAICE0WDpku0314bN37hx47Bhw1q2bCnrmTFjxvHjxwM3F/ENnf77T+M/Pc6XhgIAUMBosHTJ9ptrw+aPGDFi/fr1VVVV586dW7JkibQ7gZvL+A2d0Q1W2NPjfGkoAAAFjAZLrzjfXBvn37tJoxP4j0njPD26wYqz9bAvEwUAoIDRYOkV55trM35Bwfnz55cuXRr2HlLGp0c3WHG+HiHsy0QBAChgNFhKxfzm2uiv2HRuourYseO7774buJWM39AZ3WBlfHrEl4YCAFDAaLA0iv/NtRnfQ6qurl68ePHQoUOdh55b17N9Byurp0d/aSgAAAWMBkudrL65Ns5dUNJjhd0Flbt7sDJ+aSgAAAWMBkuXbL+5Nmz+tGnTdu7cWVtbe+jQodmzZ4fdg5XxGzqjG6ywp2f8klcAAAobDZYu2X5zbdj8devW9e/fv0WLFt27d581a9aZM2cCNxf9hbiB38Ya5+kRXxoKAIAFNFgAAAAJo8ECAABIGA0WAABAwmiwAAAAEkaDBQAAkDAaLAAAgITRYAEAACSMBgsAACBhNFgAAAAJo8ECAABIGA0WAABAwmiwAAAAEkaDBQAAkLD/Ad0CEQBqUxC6AAAAAElFTkSuQmCC)
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