Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-01-20020602_132100_20020602_180600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/02 |
Start Time | | 2002/06/02 13:21 |
End Time | | 2002/06/02 18:04 |
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 | | -31.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-01-20020602_132100_20020602_180600-constBx0 |
Minimum Dst Value | | -26 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUATW9uIEF1ZyAxMiAwMzoyOTozMSBFRFQgMjAxOXKr2MYAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyOTgtMDItMjAwMjA2MDJfMTgwNzAwXzIwMDIwNjAyXzIyNTIwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDYtMDJUMTg6MDc6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA2LTAyVDIyOjUwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC43NDgzMjM0OTk1LCAibWF4Ijo0LjEyNjM0NjUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2h3QGXAAAABGdBTUEAAK/INwWK6QAAIx1JREFUeJzt3X9wFPX9+HEkQELS5nuBSAySCKa00gFaM9ohTUCIgFKqou3QIAZQatMqjLQ1JDYgpS3SdgojjhosxY4zKj/sYEZL6HRaaafWykAz1NQgUoGQtvwIEEnQQAyX72uy89m5vvd2by/Z97HcPh9/MO/b7O179/W63dfrLntkQA8AAAA8NeBy7wAAAECyocECAADwGA0WAACAx2iwAAAAPEaDBQAA4DEaLAAAAI/RYAEAAHiMBgsAAMBjNFgAAAAeo8ECAADwGA0WAACAx2iwAAAAPEaDBQAA4DEaLAAAAI/RYAEAAHiMBgsAAMBjNFgAAAAeo8ECAADwGA0WAACAx2iwAAAAPEaDBQAA4DEaLAAAAI/RYAEAAHiMBgsAAMBjNFgAAAAeo8ECAADwGA0WAACAx2iwAAAAPEaDBQAA4DEaLAAAAI9d8Q3WgAFX/CEAQOLpuHi+9dZbY8eOjbllHVNTC+A3V/wr0u6k4mQDAAc6LpIlJSU7duy4LFNzzfcQwfTEFR/EeN8q7dq1q7S0NC0tLTc3d/HixadPnzaWt7W1LViwYNiwYdnZ2atWrTLX/+CDD7761a+GeslAHkadJRwOL1++XNbJysqqrq6Wh87TKexWs9tsvNPZrS/2798/c+bMjIyMkSNHbt682ZPDiQy+IXKhXUjtJh3wvzIzM/sWnOBE3m5lu+VKhD0PTsIorzTziK666qqcnJyysrKWlhaHp/dh/48fP/7QQw+NHj168ODB8qzbb799586dUXdGWSiDz3/+85FTyHjcuHGRK5g/OnDgwD333CNXpyFDhtx0002vvPKKsfzDDz+U/Rw7duzQoUNl9rvuuusPf/hDzH227kyfV7CS0/PChQv9n7oPdPcEDrkWjY2Ns2bN+lQvGbzzzjuROxb1FIsrfVGvpQ7LI1fo4wHHj7ZMccWHI95rxIwZM+rr6zs6Ok6ePFlRUTF79mxj+aJFi+T6e6LX3Llzn3/+eWN5UVFRTU1NW6/HHntMHkadZePGjYWFhYd7yWDTpk3O0ynsVrPbbLzT2a1/8ODBvLy8F1988ezZs83NzfPmzfPkcJxTYBdSu0kjrV+//tFHH+1bcIITebuV7ZbbnUReBSdhrA2WMbh06dJ//vOf73//+yUlJQ5Pj3f///3vf1933XWy2aampo8//lga0Ndff/22226LujPKQhlIq/Taa6+ZP3r11VdlibXBev/996U7/MUvfiGvE+ld3n777a997WvGj2SuBx98UFa4ePHiqVOntm3bdssttzjvc9Sd6fMKfX7KFddgOef60KFDV1999bp16473ksuUPJSFzjvWh/T14Tc2NFiXkX/DIZeSRx55JKeXDMx3RZJCefmOGjVK3pUaD3/2s5+NGDFC3t49/PDD8ko1V+v537cO1ina29szMjKM8fDhw6WKGGPpscwLcXp6uqxmjM+dOycPo+6tdAlSioyxDIqLi52ncxC5mt1m453Obn2p608//bTWw+mxnHV2IY05qSR3zJgxcqVzXt/NzkeVfJF3WDlyuZvLolfBEZ988snKlSvz8/NDoZD0DcZCh/O9trZWaltaWtqkSZMaGxuN5fJe/8Ybb5SF8iOjE7Ke7Mpxffjhh0OHDpXBt7/9bfMdlNi8ebMscd7/qCF64IEH5B2CXcRiNljbt2+PnEKO7pVXXrHu/L333vuTn/wk6hRyOHJQdjsQOanDRbLHJvjOF894n2K9bkdNq93LIJK8OZEWU44lMzPz7rvvbm1tdXM4zpPKC0A2KOtLoPqQ6/nz50f+3kM8/vjj9913n7JjCpfpixRvgxX1pIhMRMxgypuTH//4x6NHj87Kyrr//vvPnz9vLLeexda53BTxyZMnb9myxdxheReRm5sbb1h8y78NliRv+vTpLb2mTZsmr1djueTmrrvukvej5kNZ7d+9ZPDDH/7QXK4MrOrq6qZOnWqMpcGS9xDGWDotedEY469//esyteS7ra1txYoV8jDqpuTVab40ZTvm0+2mcxC5mt1m453Obn153Uuc5QUtJ9iCBQvkGD0/nB5LCuxCGnNSqaNyhpsP+xOcqJIv8g4rRy6XBGVnZ0unO378+A0bNnR3d/ftoFxGXtoF2dS//vWvs2fPLlu2zFjocL7PmTPnyJEjcmVfvXq12ZFI6H7zm9/IJVuuyIsXLzZXjpwoskgcP368qqrK+IRAOowpU6Zs27ZNxlu3bpVxV1eX8/5HvYzIPkh9inqMdk+JvC7JXo0dO/avf/2rPNy9e7eMZYn1wiUvFbs7E2bNmjV37tw333zz448/ttuNHhcXSYfg220z3qdYr9tR02q32UgTJ05844035JDlGrJkyZJvfvOb7g8n6qRyFZJI/qfXzJkz+5BryZG8niOXyMNrrrnGOSYu0xep/59gKYmIGcx169bdeuuthw8flrNVWsbvfe97xvKoZ7Eyl5si/rvf/W7cuHHyyjd+JOfyT3/6U5fR8D//NljXX3/9u+++a4zlrUZBQYExltwcPXrUXE0emqv985//jFxNGSgaGhrGjBljnjPl5eXyLuRkL3nLOGjQIGO58cmw0ZXLwHxdKgYOHGhco4UMUlJSnKezo6xmt9l4p7NbXwZyzhhHXVZWtmjRIm8Px6CkwC6kzpPKGfjZz362qanJXNLn4ESVlJG3WznqcmlW9u7dK1XHvFzGe1AuI/+Zz3zG/PDA5HC+S29kjD/66CPjIyiRl5f31FNPHTt2LHIj1loSSd6CyyXC+NGJEyfkiKqrq+VfGce1/ya5SkSWRufPz5SFxuC555678847e3p/W/TLX/7SuoIxS2dnZ9QdOHfunNSwL3zhC2lpaRLARx99NOpb/5gXSYfg2x17vE+xXrejptVus3YkAqNGjXJ/OHaTHjhwwBjLE6MegnOu5aWi5EhWNovIAAtz592kL5InDVZkIiJFDeYNN9zw3nvvGWM5U+SKbYyjnsXKXC6L+M033/zSSy/19P42XHZAUmN3LFcc/zZY8pozX7IykIfGWHITeWeoPLRbTRlEkveL+fn5e/bsMZecOXNG+iq5BMt7kTVr1phvPqQBf+yxx8wbhuShudnIU8X5vbt1OuXpdqv17aOCuLYT+blddnZ237bvTDlMu5A6T7p169Y77rgjcomHn2AlZeTtVnbeSHNzc38OKupy5dUeeWqbHM73yNXMh3//+9/nzJkzfPjwsWPHmr/Xs1vZ2J+amprS0lJzibyflhXM31E67L8duUpYm1dz0sGDByu/4ZLjkh4ucjVZITc39+WXX5Z/zd+yKdtx+ATLJJdE6ZwWLlwY9ea8mBdJl8GPFO9TrNdt5afOm40kbwMkj3KtNl5UZh8c7+FErm9mStaPegjOuR4xYkQfPsEyWdMXtUA4bCquBisyETGDKW1oZGtovoCjnsXKXC6LeF1d3ec+97nu7u558+bJuya7A7kS+bfBcvkOKfLNmQysqxm/aY4kpXrkyJH79u2zm/qZZ56RZssYy8urn/dgxZzOYbU+3OwS13ZKSkoi7zwzy3z/DyeSkjK7kDrfwfPFL37xzTffdHNQ8d6DlZSRt1s55kZaWlqkovftoFxGXlqiuD7BilxNeSiX6d/+9rdmJVNOdmVledWZH1rs379f3ivv2LHj2muvNW9GjveVIxWxurpaWWhOOm7cuLfffjvyR3/7299Gjx6trLZ27dpBgwaZvxaxNlhyLXriiSec98Qg71g+/elPW5fHvEjaBd968TT14RMsNw/dfIIlC1944QV5SywlWf61Rize15KbT7Cccy2dgfUerPnz50ed145d+qLO6HJ5T6yTImYwpfU5cuSIdbNRz2JlLpeJkLN4woQJlZWVcnaYNwgmB/82WPJ20/z1rbTYK1asMJZbT5KZM2catxfIwHorwNVXXx35e6V169bJ23HzdDLJySATyUt8y5YteXl55oeics2VqY2PW37wgx/YXXNra2ujfv/IbjqF3Wp2m413Orv1N2/ebP5itKyszLzDqZ+Ho1BSZhdSu0nFzp07v/zlL/czOFElZeTtVrZbLjsglz+5tMmZIifd0qVLvQ2OYs2aNVOnTv3ggw8i795wf76b+yzXbtlnabCkBTQWKid75HNPnz69cuXKSZMmyfj8+fNyQf/zn/8s49dee+3GG280fvvjsP9RC9jRo0dlavObZXI4r7/+urmmvE+TWf70pz+d67V79+7x48f//Oc/d9hgT7QG6/3335cOcv369RKZCxcu7Nmzx/wW4S233LJt2zZp0Lu6umSfKyoqZs2aFXWbzhdJu+Ar8YzkMl92AbR7aLfZSBKNV199VUIhLyEJhTVi8b6WZH3zHqzbbrutD7mWeiHvkSRH5rcI5aH5iZddTFymzyFuMZf3OJ4UPS6C+eSTT0owZQtyrr3zzjvf+MY3jOVRz2JlLvcvEnkjJwt/9atfuTyoK4V/D6Czs1Mu9MYXEGRgftJoPUmML8hkZWV95zvfifyegjGQIhEKhSJfN4qOjo6e3oIn5096evqMGTMaGhrM7cvV7fbbb/9/veTVr3wObJIeXBpw4/92qqqqsvs/nMzpFHar2W023uns1u/pfacl1wKJXnl5uXmrdT8Px+64nEPqsJMlJSV1dXUuY+6wnYBE3m5lu+Xbt2+fOHFiamqqvMWUa2LkueZJcBRSTqSxHjVqlBy7lCJjofvz3RjIGyF5b52Wlibt0RtvvGEsdDjZhw0bdueddxovtgULFhg3PBlkH4wG12H/B9hc65ubmx944AG5dAwaNGj48OF33333W2+9ZUbj17/+9U033WS81GXwwgsvxNzgAEuFE1K0ZMuyV0OGDLn55pvN/wfrj3/8oyyXMEocxowZ8/DDD585cybqNp0vknbBV+IZyWW+7I7X7qHdZiPJ2y1J/eDBg6X7f+qpp6wRi/e1JCt861vfkuBIiH70ox/JlqMegkOuxT/+8Q+5rGX0ki5t//79kRMpjOUu0xd1IzGXm6wnRVzBvHTpkiy/4YYb5PogbxjM63DUs1iZy/2LRF7SY8eO/eSTT5RDtovGleKKPwAAgIMkKFQJI32S9DqXey8us+7ubvMO/cS44447Xn755UTOmBiceACQzGiwYlq2bNnx48ePHj166623fve7373cu3OZ7d271/y2oG6XLl167rnnJkyYYP5PDcmEEw/9Zf0A3IcX9CtiJ+OVlAcFz/GqiOnJJ58cNWrUiBEjHnzwwWT6bwL65lOf+tSzzz6bmLnkxTl69Ghp6RIzXYJx4gEAAHiMBgsAAMBjNFgAAAAeo8ECAADwGA0WAACAx2iwAAAAPBaUBivqF9oBAIBXLnep95eghIPEAwCgD3VWkczhoLMGACAxqLMKf4WjtbU1Ly/PLknhcHj58uWhUCgrK6u6utr5j/gqSDwAAPpQZxX+CsdDDz30xBNP2CVp48aNhYWFh3vJYNOmTe63TOIBANCHOqvwUTiampoKCgo6OzvtklRUVFRfX2+MZVBcXOx+4yQeAAB9qLMKH4XjK1/5yksvvdRjn6TMzMzW1lZjfOrUqVAo5H7jJB4AAH2oswq/hOP3v//9l770JeO2KrskDRw4sKuryxjLICUlRVmBr48CAHBZUGcVfgnHhAkT/vKXvxhjPsECAODKQp1V+CUcbj5w4h4sAAD8iTqr8GM4lCSZD2tra/kWIQAAPkSdVfgxHHYNVjgcrqysDPWqqqri/8ECAMAnqLOKoISDxAMAoA91VpHM4eBbhAAAJAZ1VhGUcJB4AAD0oc4qghIOEg8AgD7UWUVQwkHiAQDQhzqrCEo4SDwAAPpQZxXJHA5ucgcAIDGos4qghIPEAwCgD3VWEZRwkHgAAPShziqCEg4SDwCAPtRZRVDCQeIBANCHOqsISjhIPAAA+lBnFckcDr5FCABAYlBnFUEJB4kHAEAf6qwiKOEg8QAA6EOdVQQlHCQeAAB9qLOKoISDxAMAoA91VpHM4eAmdwAAEoM6q/BLOHbu3DllypTU1NTc3NyFCxeeOHHCuk5/GiYSDwCAPtRZhV/CMW3atB07drS1tbW3t69evbq0tNS6Tn+SR+IBANCHOqvwYzg6OjrS09Oty2mwAADwJ+qswnfhOH/+/Nq1a2fPnm39kSQvOztbeq/x48dv2LChu7vb/WZJPAAA+lBnFf4Kh3Fz1YgRIw4dOmS3zoULF/bu3VtcXLxs2bKoT7ejed8BAAgu6qzCd+E4d+7cqlWrJk+e7Lxac3NzKBRyv1kSDwCAPtRZhR/DIT1WRkaG8zotLS05OTnut0niAQDQhzqr8Es4ysvLm5qaurq6jh07tmTJksh7sMyclZWVNTY2Xrx4UdacPn360qVL3W+fxAMAoA91VuGXcGzfvn3ixIlDhgzJy8urqKg4c+aM+SMzZ8Y6qampBQUFNTU1nZ2d7rdP4gEA0Ic6qwhKOEg8AAD6UGcVyRwOvkUIAEBiUGcVQQkHiQcAQB/qrCIo4SDxAADoQ51VBCUcJB4AAH2os4qghIPEAwCgD3VWkczh4CZ3AAASgzqrCEo4SDwAAPpQZxVBCQeJBwBAH+qsIijhIPEAAOhDnVUEJRwkHgAAfaiziqCEg8QDAKAPdVaRzOHgW4QAACQGdVYRlHCQeAAA9KHOKoISDhIPAIA+1FlFUMJB4gEA0Ic6qwhKOEg8AAD6UGcVyRwObnIHACAxqLOKoISDxAMAoA91VuGXcOzcuXPKlCmpqam5ubkLFy48ceKEdZ1wOLx8+fJQKJSVlVVdXS0P3W+fxAMAoA91VuGXcEybNm3Hjh1tbW3t7e2rV68uLS21rrNx48bCwsLDvWSwadMm99sn8QAA6EOdVfgxHB0dHenp6dblRUVF9fX1xlgGxcXF7rdJ4gEA0Ic6q/BdOM6fP7927drZs2dbf5SZmdna2mqMT506FQqF3G+WxAMAoA91VuGvcBhf9xsxYsShQ4esPx04cGBXV5cxlkFKSkrUp9vRvvcAAAQVdVbhu3CcO3du1apVkydPtv6IT7AAAPAn6qzCj+GQHisjI8O6nHuwAADwJ+qswi/hKC8vb2pq6urqOnbs2JIlSyLvwTJzVltby7cIAQDwIeqswi/h2L59+8SJE4cMGZKXl1dRUXHmzBnzR2bOwuFwZWVlqFdVVRX/DxYAAD5BnVUkczi4yR0AgMSgziqCEg4SDwCAPtRZRVDCQeIBANCHOqsISjhIPAAA+lBnFUEJB4kHAEAf6qwimcPBTe4AACQGdVYRlHCQeAAA9KHOKoISDhIPAIA+1FlFUMJB4gEA0Ic6qwhKOEg8AAD6UGcVQQkHiQcAQB/qrCKZw8G3CAEASAzqrCIo4SDxAADoQ51VBCUcJB4AAH2os4qghIPEAwCgD3VWEZRwkHgAAPShziq8D0dnZ+eKFSsKCgrS0tLk38cff/zChQuez+IGN7kDAJAY1FmF9+FYunRpaWlpY2OjdFry77Rp0x555BHPZ4kXiQcAQB/qrML7cOTk5LS0tJgPZSxLYj5r165d0palpaXl5uYuXrz49OnT1nX684kUiQcAQB/qrMIvDdaMGTPq6+s7OjpOnjxZUVExe/Zs6zr9SR6JBwBAH+qsQsuvCKdPn/7uu+92dnbKvzKO91eE7e3tGRkZ1uU0WAAA+BN1VqHlJveamprrr78+LS1N/l25cmW8N7nX1dVNnTrVulySl52dnZ6ePn78+A0bNnR3d7vfJokHAEAf6qzCd+FoaGgYM2bMwYMH7VaQdm3v3r3FxcXLli1TfjTAkeYdBwAguKizCn+FY/fu3fn5+Xv27Im5ZnNzcygUcr9lEg8AgD7UWYX34WhsbCwuLh46dGi8nx5t3bp15MiR+/btc7Oyy3vnTSQeAAB9qLMK78MxadKk1atXf/TRR3E9a926dfn5+QcOHLD+yMxZWVmZdG8XL15samqaPn360qVL3W+fxAMAoA91VuF9ONLS0s6fPx/3flh0dHSYPzIG27dvnzhxYmpqakFBQU1NTWdnZ1zbj3eXAACAS9RZhffhuO66644cOeL5ZvuAm9wBAEgM6qzC+3A8++yzc+bMOX78uOdb7g8SDwCAPtRZhTfhcP7/EfwQdD/sAwAAyYo6qwhKOEg8AAD6UGcV3ofjqquu8nyb/UfiAQDQhzqr8D4c11577X//+1/PN9sHfvs1JQAAyYo6q/A+HOvXr7/nnnuOHj0aDoc933ifkXgAAPShziq8Dwc3uQMAEDTUWUVQwkHiAQDQhzqrCEo4SDwAAPpQZxVBCQeJBwBAH+qsIpnD4bf7wAAASFbUWUVQwkHiAQDQhzqrCEo4SDwAAPpQZxVBCQeJBwBAH+qsIijhIPEAAOhDnVUkczi4yR0AgMSgziqCEg4SDwCAPtRZhV/CsWvXrtLS0rS0tNzc3MWLF58+fdq6TjgcXr58eSgUysrKqq6ujutvHZJ4AAD0oc4q/BKOGTNm1NfXd3R0nDx5sqKiYvbs2dZ1Nm7cWFhYeLiXDDZt2uR++yQeAAB9qLMKP4ajvb09IyPDuryoqEiaMGMsg+LiYvfbJPEAAOhDnVX4MRx1dXVTp061Ls/MzGxtbTXGp06dCoVC7rdJ4gEA0Ic6q/BdOBoaGsaMGXPw4EHrjwYOHNjV1WWMZZCSkqKsMMCR9l0HACCoqLMKf4Vj9+7d+fn5e/bsifpTPsECAMCfqLMKH4Vj69atI0eO3Ldvn90K3IMFAIA/UWcVfgnHunXr8vPzDxw4YP2RmbPa2lq+RQgAgA9RZxV+CYf1lqmOjg7zR8YgHA5XVlaGelVVVfH/YAEA4BPUWUUyh4Ob3AEASAzqrCIo4SDxAADoQ51VBCUcJB4AAH2os4qghIPEAwCgD3VWEZRwkHgAAPShziqCEg4SDwCAPtRZRTKHg28RAgCQGNRZRVDCQeIBANCHOqsISjhIPAAA+lBnFUEJB4kHAEAf6qwiKOEg8QAA6EOdVSRzOLjJHQCAxKDOKoISDhIPAIA+1FlFUMJB4gEA0Ic6qwhKOEg8AAD6UGcVQQkHiQcAQB/qrCKZw8FN7gAAJAZ1VhGUcJB4AAD0oc4qfBSOmB819ecTKRIPAIA+1FmF78Lh3GDp2CwAAOgn6qzCd+GgwQIA4IpDnVX4LhzODVZ2dnZ6evr48eM3bNjQ3d3tyWYBAEA/UWcVvgtHzAxduHBh7969xcXFy5Ytsz7XgbZdBgAg6KizCt+Fw2WGmpubQ6GQ55sFAAB9QJ1V+C4cLjPU0tKSk5Pj+WYBAEAfUGcVvguHNUPmkrKyssbGxosXLzY1NU2fPn3p0qX92SwAAPAKdVbho3DY3TJljrdv3z5x4sTU1NSCgoKamprOzs64Nu7x7gIAgP9DnVUkczi4yR0AgMSgziqCEg4SDwCAPtRZRVDCQeIBANCHOqsISjhIPAAA+lBnFUEJB4kHAEAf6qwiKOEg8QAA6EOdVSRzOPgWIQAAiUGdVQQlHCQeAAB9qLOKoISDxAMAoA91VhGUcJB4AAD0oc4qghIOEg8AgD7UWUUyh4Ob3AEASAzqrCIo4SDxAADoQ51VBCUcJB4AAH2os4qghIPEAwCgD3VWEZRwkHgAAPShziqSORzc5A4AQGJQZxVBCQeJBwBAH+qswkfhiPlRUzgcXr58eSgUysrKqq6ulodxbdyLfQQAAFFQZxW+C4dDhjZu3FhYWHi4lww2bdrkyWYBAEA/UWcVvguHQ4aKiorq6+uNsQyKi4s92SwAAOgn6qzCd+FwyFBmZmZra6sxPnXqVCgU8mSzAACgn6izCt+FwyFDAwcO7OrqMsYySElJsT7XgcadBgAg2KizCt+Fg0+wAAC44lBnFb4LB/dgAQBwxaHOKnwXDmuGzCW1tbV8ixAAAB+izip8FA67W6bMcTgcrqysDPWqqqri/8ECAMAnqLOKZA4HN7kDAJAY1FlFUMJB4gEA0Ic6qwhKOEg8AAD6UGcVQQkHiQcAQB/qrCIo4SDxAADoQ51VBCUcJB4AAH2os4pkDgffIgQAIDGos4qghIPEAwCgD3VWEZRwkHgAAPShziqCEo4BAABAp8td6v2FcDhJzMslAbNwIH6bJTmmSMwsHIjfZuFAfDVFYmaheeoDQuaEc8Nvs3AgvpoiMbNwIH6bhQPx1RSJmYUGqw8ImRPODb/NwoH4aorEzMKB+G0WDsRXUyRmFhqsPiBkTjg3/DYLB+KrKRIzCwfit1k4EF9NkZhZaLD6gJDBM5yBvkI6/IaM+A0ZgVa8vOAZrla+Qjr8hoz4DRmBVry84BmuVr5COvyGjPgNGYFWvLzgGa5WvkI6/IaM+A0ZgVa8vOAZrla+Qjr8hoz4DRmBVry8AAAAPEaDBQAA4DEaLAAAAI/RYAEAAHiMBgsAAMBjNFgAAAAeo8ECAADwGA0WbA34P5EL29raFixYMGzYsOzs7FWrVkV9YjgcXr58eSgUysrKqq6ulofOyxHTrl27SktL09LScnNzFy9efPr0aWO5m5CSDh3sMtJjc+JEIiM62GXEIVMmMgIdaLAQg1InFi1aVFZWdqLX3Llzn3/+eetTNm7cWFhYeLiXDDZt2uS8HDHNmDGjvr6+o6Pj5MmTFRUVs2fPNpa7CSnp0MEuIyaHBouM6GCXkZiZ6iEj0IMGCzEodWL48OFynTLG0mOVlJRY1ywqKpIrmjGWQXFxsfNyxKW9vT0jI8MYO4SUdCRMZEZM1gaLjCRM1IxYl5MRaEWDhRisDdapU6eMsXRaoVDIumZmZmZra6sxlpXNdeyWIy51dXVTp041xg4hJR0JE5kRk0ODRUZ0i5oR63IyAq1osBCDUifKy8vnz59/ste99947aNAg61MGDhzY1dVljGWQkpLivBzuNTQ0jBkz5uDBg8ZDNyElHVopGTE5/IqQjGhllxG75T1kBHrQYCEGpU6cOXNG+qqsrKycnJw1a9Zcc8011qfwdlCT3bt35+fn79mzx1ziJqSkQx9rRkwODRYZ0ccuIw6Z6iEj0IMGCzE41IlnnnlGmi3rcm5o0GHr1q0jR47ct29f5EI3ISUdmkTNiMnhxCEjmthlxDlTPWQEetBgIQalTsyfP7+lpaWtrW3Lli15eXnvvfeedc3a2tqoX72xW46Y1q1bJ++/Dxw4oCx3CCnp0MouIyaHe7DIiA52GXHIFBmBVjRYsDXgfxkLN2/eLO8F09PTZ8yY0dDQoKxvDMLhcGVlZahXVVVV5H8qE3U5Yhpg0dHR0eMYUtKhlV1GrD+KfIoxICM62GXEOVPGgIxABxosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwUJ08f51Ybvlbv7SqsPTxf79+2fOnJmRkTFy5MjNmzfH9XSXswMA4C0aLEQX718Xtlvu5i+tOjz94MGDeXl5L7744tmzZ5ubm+fNmxfX013ODgCAt2iwEJubvy7s5n/ks/sLrA5Pl47q6aefjrmH/ZwdAABv0WAhNjd/XdjN35Sw+wusDk/PyclZuXJlbm7usGHDFixY0NbWFtfTXc4OAIC3aLAQg8u/Lhzzr6I6/KVVh6fL4L777jP+tnRZWdmiRYvierrL2QEA8BYNFpy4/+vCzp8hWbej/D/XDpuVh8ZYeqzs7Oy4nm43OwAAWtFgwVZcf13Y4S6omH9p1eHpJSUl0lcZ4xMnTpgNlsunu5wdAABv0WAhunj/urDd8ph/E9f56Zs3b54/f775K8L7778/rqe7nB0AAG/RYCG6eP+6sN1yh7+0Gsnhj6o+/vjj2dnZWVlZ5eXldje593N2AAC8RYMFAADgMRosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDHaLAAAAA8RoMFAADgMRosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDHaLAAAAA8RoMFAADgMRosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDHaLAAAAA8RoMFAADgMRosAAAAj/1/kKljMdH4GasAAAAASUVORK5CYII=)
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