Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-05-20021213_024400_20021213_072900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/13 |
Start Time | | 2002/12/13 02:44 |
End Time | | 2002/12/13 07:27 |
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 | | 33.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-05-20021213_024400_20021213_072900-constBx0 |
Minimum Dst Value | | -20 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxNzoyNjowNCBFU1QgMjAxOGfRRzMAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNzktMDUtMjAwMjEyMTNfMDI0NDAwXzIwMDIxMjEzXzA3MjkwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0xMi0xM1QwMjo0NDowMC4wMDBaIiwgIm1heCI6IjIwMDItMTItMTNUMDc6Mjc6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjI4NDc4NDk5OTUsICJtYXgiOjEuMTg0OTE1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjI0OCwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfREH1Y4AAAAEZ0FNQQAAr8g3BYrpAAA5J0lEQVR4nO3df1wc9Z0/8LCEQALikmwMRBKJIYqVWEwxkgSTNcVILCra1MMmRjSpUsVHuWt+oNkkeBcjvYs56oMWvJAaHxcrWmo5JSn6oN162FIfWPHKma0SJZF4G4N11bVdzSp8318+95jb7u4ss7uzO7Pzfj3/4DE7zI/P5/Oemc97fuzslHEAAAAAUNUUrQsAAAAAYDRIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUZvwEa8oU49cRAEB1sTh4/u53v1u0aNGkS47FqtEXQJwZf4OT26mwswEAhBCLg2Rpaemzzz6ryapxzI8AGi0axm+7cE+Vjhw5snLlytTU1JycnNtvv/306dPSZL4yMzPFeJfLtXHjxpkzZ1oslt27d8utZWxsbNu2bWazOSsrq76+nj4GXazc7L/85S9Xr16dlpZGpdq0adMHH3wQerFy4+WW41sSJeuVm16u9cJqkxArJaOjo/PmzQtsq8Dx4TZOUKxaXm4jlyuM3MavSsvHgl+jSTVNSkqaM2dOVVXVyMhIiNkjKL/T6bznnnvy8vJSUlJorvLycopU0ML4jaSBr3zlK76roOFLLrnEdwLpXw6H4+abb6ZATJs2rbi4+Gc/+5kY/9FHH1E5Fy1aNH36dFr7jTfe2NPTM2mZAwsT8QSBaKP67LPPol91BGKdK4SINRkcHFy7dm3GBBr44x//6FuwoB2B8vAp6YbimSohLROM3wrhHiOuvvpqOsGi7fWTTz558MEHqV8JnGX//v1btmwRw9XV1XRcPj3hlltu+clPfhJ0La2trUuWLHlnAg0cOHBAYfGEa6655ujRo263+/3337/77ru/8Y1vhF6s3Hi55ci1RrjTK2m9Sdsk9ErpELZ3797AdgscH27jBMWq5X35buRyhZHb+FVp+VgITLDEwJdffvnee+99//vfLy0tDTF7uOU/derUBRdcQIs9duzYX//6V0pMn3/++WuvvTZoYfxG0gClSs8995z0r1/84hc0JjDBeuuttyg73Ldv38mTJyl3+f3vf//Nb35T/IvW9Z3vfIcm+Pzzz8+cOfP000+vWrUqdJmDFibiCSKeJeESrNCxHhoamj179iOPPOKcQDsXfaSRoQumPHxKuiEkWPGXwK1Ah5Lvfe97cybQgHRWRKGlzTc3N5fOSsXHH/zgB+eddx5l9/feey9tqdJk43976hC4CupRZsyY4TeSlrBgwQLancTHWbNmUa8jhmnjljtAL1u2jLooMUwDK1as8C1GWKgHTU9PD71YufFyy5GEKE+40wdtPV8RFJIOXgsXLvR4PH7rDTo+msYJik/L+23kcoWR2/ijbHmv17tz58758+ebzWbKG8TIEPt7S0sL9W1paWklJSWDg4NiPJ3rX3755TSS/iUyocCd3a8NP/roo+nTp9NATU2Nbxd18OBBGhO6/EHDceedd95///1B6yg3i2/ZnnnmGd9VUO1+9rOfBRb+29/+9p49e4KugqpDlZIrgO9KQxwkx2UaP/TBM9xZAo/bQcMqtxn4evPNNynFpLpkZmbedNNNo6OjSqoTeqW0AdACaXpqqAhivX79er8LS7t27dqwYYNfwfwoDN+4gm4o6Mbv2+CTNhqdhPzTP/1TXl5eVlbWHXfc8emnn4rxgXtr4LqUdNZXXXXVU089JRWYzhZycnIUVl+3EjjBoqCWlZWNTKDTd9pexXiK2Y033kjno9JHmuzUBBpoaGiQxvsN+KEN6OGHHw68ckAHa9q8pI+0ZdO5hRimTZw2sqBLo61W2mRpemkyWrvFYqHusLCw8Ic//OEXX3wxacU7OzutVmvoxcqNl1uOJES3Hdb0cq3nK4JCXnfddU8++WTgeoOOj6ZxguLT8n4buVxh5Db+KFue0gVaxfHjxz/88MO6ujoxMsT+XllZOTw8TBV/8MEHpYyEjs4dHR10KKcj9aZNm6SJfVfk23k4nc7t27eLKwSUYaxcufLpp5+m4fb2dho+e/Zs6PIHDQeVgfqtoHWUm8X3uESlWrRo0W9/+1v6aLfbaZjGBB64qNN6++23g65i7dq1t9xyy8svv/zXv/5VrhjjCg6SIRpfbpnhzhJ43A4aVrnF+rrssst+/etfU5Wpe66trd28ebPy6gRdqc1mo5Z8b8KaNWsiiDXFiLZn3zH0MTs7O3SbKAzfuLJuKHDj923wSRvtkUce+frXv/7OO+/QXkmp4T/8wz+I8UH3Vr91Kemsu7u7L7nkEtrCxb9on21sbAxda/1L4ATrwgsvfOONN8QwnWosXLhQDFPMTpw4IU1GH6XJ/vu//9t3Mr8BXyL7plM66SquQOG/6KKLjh07Jo257bbb6Ozk/Ql0Kjl16tSgpTWZTOIYTWggOTnZ97/UDfT399P+LG2gcl577bUFCxZIe7LcYkOvLnA5vhVXst7Q08u1np9wC/niiy8uXbpUPJXiu1658RE3TlB8Wj5wI5crjNzGH2XL5+fnSxcPJCH2d8qNxPBf/vIXcQmKzJs379FHH3333Xd9FxLYx/iiU3M6RIh/nT59mmpaX19Pf6UH2sLdcqhBfLvGwEsIgbP4/fexxx674YYbxifuFv3bv/1b4ARiLR6PJ2gBPv74Y+rbvvrVr6alpVEDbtmyJeglgUkPkiEaX67u4c4SeNwOGla5xcqhFsjNzVVeHbmVOhwOMUwzBq1C6FjTpuIXI5pY2l+mBJAKryR848q6ocCN37fBfQVttIKCgj/96U9imPaICy64QAwH3Vv91qWws77iiivEefJbb71FBaAQBC1eAkngBIu2OWmTpQH6KIYpZr5PhtJHucn8BvzQRrZ79+6rrrrKdySdzl5//fW+Y/785z/TBk2HZjpHeeihh3xPSnx3FSXn7nSq7Xtly3d2gc5i58+f/8orr0hjIrtUELgcSdDWCHf6cZnW8xNuIRcvXtzb2xu4XrnxKl7BYtXygRu5XGHkNv5wG8dva/fdtSUh9nffyaSPf/jDHyorK+nMftGiRdJ9PbmJRXl27Njh++wanWfTBNI9yhDll0MNEiIzTklJ8bvDRfWiHM53MpogJyfnpz/9Kf2V7rL5LSfEFSwJHRIpc7r99tuDXtqc9CCpsPF9hTtL4HHb77+hF+uLTlYpjrRZio1KyoPDrY7v9FKkAp9PEELHms55IriCJQkMn98uI7cnBi2M9NG3wSdtNEo3fVNAaUMNurf6rUthZ93Z2XnxxRd/8cUXt956K50dhW6ThJDACZbCMyTfkzMaCJxM3IEOivoqv2dfioqKXn75Zbnpf/SjH9FWHvRfSp4+GRkZod1DbuHU7c2dO/fVV19VstgQqwu6HEngrh7u9JLA1vMTbiHlzvPkxqv1DBarlh+X2chDF2b8bzf+KFueUqKwrmD5Tub3kQ7fXV1dUn/jt7P7TfzJJ59IFy1ef/11Ood+9tlnzz//fOlyYLhbDvWI9fX1fiOllV5yySW///3vff/V19eXl5fnN9nDDz88depU6XZJYIJFzb53797QJRFcLtc555wTOH7Sg6Rc44c4eEZwBUvJRyVXsGjkE088QTkHddX0N7DFwt2WlFzBCh1ryhgCn8Fav3590PXKkQufH7luKPTGP2mjUeozPDwcuNige6vfuhQ2OO2tdLa8detW2gukBwETWgInWHS6Kd3WpdTbZrOJ8YE7yZo1a8TjBTQQ+CjA7Nmz/W750cezZ8++++67tbW1vid8R44cWb58uV8xaCehAtCm/9RTT82bN0+6iOqnpaUl6PePqqqqaIOjjYlWStW57777gs7+yCOPzJ8/X9rJJ12s3Hi55fg2l5L1yk0fovUCRVzIwPUGHR9u4wTFquXHZTZyucLIbfxRtjydglut1rffftv3qQ7l+7sYoD2Ljum0Z1GCRamhGOm3s/vO+8EHH+zcubOkpGR84jk2OtC/9NJLNPzcc89dfvnl4u5PiPIH3SBPnDhBq5a+WUbVef7556UpqSOktfzmN7/5eILdbi8sLPznf/7nEAscD5ZgvfXWW5RB7t+/n1rms88+e+WVV6RvEa5aterpp58+ffo0bRhU5rvvvnvt2rVBlxn6ICnX+H7t6UthvOQaUO6j3GJ9UWv84he/oKagTYiaIrDFwt2WaHrpGaxrr702gljTrmGxWChG0rcI6aN0xUuuTRSGb1xZNxRi41fSaE1NTdRotATap/74xz/+3d/9nRgfdG/1W5fyjYFO5GhkW1ub70iFCagOJWq5xyeuNFI6Ir6YQAPSFcjAnUR8QSYrK+u73/2u7/cXxAB1HmazWfr4zDPPXHbZZdOmTaPNlDZoyuWlRZWWlnZ2dvoV4+DBg7RfzZgx45prrnnttdfkSku5OSXm5gnbt2+XrouK1aWmplJST1uh3LMUgRdp3G53iMXKjZdbTuC/Ips+ROspb5MQK/VtELmGmnT5cuPR8uMyG7lcYeQ2/ihbnrqTBx54IDc3l/ZZ6orESOX7uxignobOudPS0ig9+vWvfy1G+u3svjWaOXPmDTfcIO7jbNy4UTzwJFAZxCP/Icovt0GePHnyzjvvpFaaOnXqrFmzbrrppt/97ndSazz++OPFxcXnTqCBJ554YtIFTgno+cYnvkVLS6ZS0QZwxRVXSO/B+tWvfkXjqRmpHRYsWHDvvfcG3TCmTHaQlGt8v/b0pTBecvWV+yi3WF90kkChT0lJobOCRx99NLDFwt2WaIK77rqLGoea6B//8R9pyUGrECLW5L/+67/Ky8vTJ1CW9vrrr/uuKOhOrTB848q6ocCNP6xG+/LLL2l8QUEB9VZ0YiAdJYLurX7rUr4x0Ka7aNEir9frO1Jum9G/RC03AACoInE7sPijPIlyHa1LESdffPGF3Ne2YuT666//6U9/Gs81xhT2KwAA1pBgTaqurs7pdJ44ceLrX//63//932tdnDjp7++Xvi0Ya19++eVjjz22ePFi6U0NBoD9CmIu8AK4Dg/oCVHIcBmyUqA6bBWTampqys3NPe+8877zne8Y4PUBCmVkZPz4xz+Oz7poI8zLy6OULj6riw/sVwAAAAAqQ4IFAAAAoDIkWAAAAAAqQ4IFAAAAoDIkWAAAAAAqQ4IFAAAAoDIuCVbQ76sDAABAnGmdEcQJm3qyiSgAAIBu8emO2dSTTUQBAAB0i093zKaebCIKAACgW3y6Yzb1ZBNRAAAA3eLTHbOpJ5uIAgAA6Baf7phNPdlEFAAAQLf4dMds6skmogAAALrFpztmU88pUx599FGXy6V1QQAAAPhCgmU04uVms2fP7uzs1LosAAAATCHBMhrfd8iuW7duZGRE6xIBAACwgwTLaCiiv/nNb5qbmzMyMmjYbDa3trZqXSgAAABekGAZjRTRkZGRiooKcSmrtLTU4XBoWzAAAAA+kGAZjV9EOzo6srOzaWRaWlpDQ4PX69WqYAAAAHwgwTKawIi6XK7NmzeLS1kFBQV9fX2aFAwAAIAPJFhGIxdRu91O2ZVIs3Jzc48cORLnggEAAPCBBMtoQkTU4/HYbDbpO4ZWq7Wtrc3tdsezeAAAABwgwTKaSSN6xRVXJCUlpaSkiDQrLS2tqqqqq6sLj2cBAACoBQmW0SiJqHvCoUOHysrKpAtaFoulrq6uv78/DoUEAAAwNiRYRjDlb4U178jISGNjY2FhoTT7xRdf/O1vf/sPf/hDjEoLAABgeEiwjCbiiA4MDNTV1Yl3OpCkpCSbzYbfNAQAAIgAEiyjiTKiXq+3vLxcupplNpsbGhqQZgEAAIQFCZbRRB9RSqdaW1vb29srKyuRZsUTvmcAAGAYSLCMRt2IDgwMIM1SxeOPP37ppZdu2LChQcadd96Znp5eUFDg8Xi0LiwAAEQLCZbRxCKigWnW8ePHR0ZGVF+RIVFKarPZkpKSpiizatUqu92udakBACAqSLCMJnYR9U2zKF0wmUzPP/98jNZlDF6vt6mpyWKxSMnT0qVL5a5g1dbWzp49m1pVTFlYWNjc3IzXwAIAJCgkWEYT64hSmrV8+XKRBOTm5g4PD8d0dYmrvb09Pz9fNJTVau3r6xsdHZ10LqfTScmW9F3OjIwMSrwGBwfjUGAAAFAREiyjiUNEvV4v9fozZ86kdVEqgPtZfqhBiouLRYZUUFDQ2dkZ7hKohTs6Oigtky590TCNwVPwAACJAgmW0cQtom63W7zQYerUqW1tbfFZqc4NDg5WVFSIlIhST2qWKFMiWiDlshkZGWKZ06dPz8nJ6erqUqvAAAAQI0iwjCaeEaXsob6+XvT9NTU13K6vUH2Hh4f7+/uPHj165ZVXzp07Nzk5WfoegIpfBqRctrm5WbrhSGuh1h4aGlJr+QAAoDokWEYT/4gePnw4LS1N3MZS8phRwmltbT333HMvvfTS6urqioqK0tLSvLw86aqSL5PJVFtb63Q6Y1SSpUuXiqYWKisre3t7Y7QuAACIBhIso9Ekov39/eK5bMo8DPNENiWLTU1N0tNUQVF9i4qKKOWiDCw9Pf3ZZ5+NQ8GGhoZqamqkTKukpKSzs5Pb5UMAAJ1DgmU0WkXU6XRSTy+++BbBY9364fF42tvbKyoqpk6dKn2V75xzzlmyZMmhQ4eoana7fXh4OPCFq3FOccT3DaV3QOTn5zc3N+MlpQAAOoEEy2g0jCj17tXV1aK/p75fq2KEa3R0tLu7m9Ijypw2b94s3fujBKuysrKjo0PPWQuVzffxrKysrJUrV7700ktalwsAgDskWEajeUT37dsnrv3Mnj2bshNtC6NETk4OlTY9PV268VdSUkJZSwI9T0bZYWdnp7iCSFJTU/WcFAIAcKB5dxw3bOqpg4h2d3eLX4aZNm3awMCA1sUJpa2tTfoRm7y8PJvNltDfzrvmmmtEXVpbW7UuCwAAa3rojuODTT31EdFbbrlFutHW1NSkdXGCcDgc0ps8Fy1aFJ/n02PN6/VSjkg1SktL03lqCwBgbDrpjuNAR/WUbkXJTTA2NrZt2zaz2ZyVlVVfX08fw1q4GmVUwejoaF1dnahpeXm5fu64URayZ88e8S08i8XS3t6udYlUVlNTIx57x08ZAgBoRT/dcazprp4hmr61tXXJkiXvTKCBAwcOqLJYTXR1dYlvumVnZ/f09GhdnPG+vr7CwkKR9lVXVwd+GdAAPB5PUVERVbCqqkrrsgAAMKW37jh2dFfPEE2/bNmyo0ePimEaWLFihSqL1crIyEhZWZnIaerr67V6Y5Pb7a6trRUP4Ofn5xv7JxSHhobE1yHxMBYAgCZ02B3HiO7qGaLpMzMzpRtqZ86cMZvNqixWQ5RUNTY2iuSmuLh4eHg4bqv2eDy09q6urtzcXPFMGCV5HL5k197ejoexAAC0os/uOBZ0V88QTW8ymc6ePSuGaSA5OTlw3hBiWOjo9PX15eXliVd3xufJp1dffZXSU9+XnrPKNvAwFgCAVvTcHatLd/VkdQVL4nK5qqqqRLqzatWqI0eOqL4Kr9dLmVxjY2N5eXlqaqpYF+VYTU1N3H5PBg9jAQBoRefdsYp0V08+z2AFamtrk1KfSy+9dM+ePRG/fUrc7PNNqvx+hjkrK6uwsPCNN95QtQYJAw9jAQBoIiG6Y1Xorp6BTS+NaWlpMcy3COV8//vf97uzWVRUFFam5XQ6q6urTSZTbm6uX1JFi6qrq+vs7DTklwTDhYexAADiL1G64+jpqJ5yj0xJw2NjY1u3bjVP2L59e4K+Bys0j8fT1tb2wgsvUBq0YcMG3wxJyrRoGinfomHKDw4dOkSZU1lZmfQjx0iqlMDDWAAAcZYo3XH02NQzMSNK+VNgpiW+dXjllVcWFhaKYV+UfdL4nJycu+66C0lVaHgYCwAgzhK0O44Am3omeESlTGvGjBl+GRWlU+vWrWtsbOzq6hoZGdG6pAkGD2MBAMRTonfHyrGpp1EiSpnWXXfdtXTp0n/5l3/p7+/n8OaqWMPDWAAAcWOY7nhSbOrJJqIQgU2bNom7q6+88orWZQEAMDI+3TGberKJKESgpaVFuuWanZ29YcOGQ4cOOZ1OrcsFAGA0fLpjNvVkE1GIwMDAQGpqakpKypw5c/yeb9uyZUt3dzduxQIAqIJPd8ymnmwiCpFxTaABh8PR1NTk92rWtLS0xYsXFxUV/ed//qfWJQUASGB8umM29WQTUVCLx+Ox2+319fXFxcVSppWamtrZ2al10QAAEhWf7phNPdlEFGJhdHR00aJFUpq1bt06vBEDACACfLpjNvVkE1GInePHjzc3N4tbh2azOdxXZ3k8nuXLl+fm5jY2NtrtdofDIf14OQAAE3y6Yzb1ZBNRiLWRkZGKigpxKau0tJTypElnGRgYsNlsc+fOnRJMXl5ecXFxeXl5dXX1zTfffNFFF/37v/97HCoCABB/fLpjNvVkE1GIj46OjuzsbPH8e0NDg9frDZxG5FX5+flSLpWSkpKZmbl27Vqr1UrjzWZz0JRr+vTpQRcIAJDo+HTHbOrJJqIQNy6Xa/PmzSIlKigo6Ovr6+/vp5GBeZXFYqEpe3p6AtMmGjM8PEzzdnV1HTp0qKSkRMxSX1+vSaUAAGKKT3fMpp5sIgpxZrfbKbuScimTyaQkrwrhhRdeEL/h3dbWFrtiAwBogk93zKaebCIK8efxeGw2m5RazZw5M4K8yhelVrQcSrMoe1O1pAAAGuPTHbOpJ5uIglYoo1q5cuXu3btVeXyqvr5efFdRyUP0AACJgk93zKaebCIKxkBZWmVlpXi6C29zAADD4NMdG7meft/M0ro4AOFxu91FRUW06VqtVnypEACMgU93zKaebCIKRuJ0OsXLIKqrq7UuCwCACvh0x2zqySaiYDD9/f3i3fGNjY1alwUAIFp8umM29WQTUTCezs5OcZsbvzMNAImOT3fMpp5sIgqG1NjYSNtwRkZGf3+/1mUBAIgcn+6YTT3ZRBSMqrq6mjbj7Oxsp9OpdVkAACLEpztmU082EQWj8nq9VquVtuTMzMxNmzbhe4UAkIj4dMds6skmomBgo6OjFotFPI+Fl7wDQCLi0x2zqSebiIKx/eQnP0lKSqLt+fnnn9e6LAAAYePTHbOpJ5uIguE99NBDtD3n5eW53W6tywIAEB4+3TGberKJKBie1+stKSmhTbq2tlbrsgAAhIdPd8ymnmwiChw4HI60tDQ8iQUACYdPd8ymnmwiCkzs27cPNwoBIOHw6Y7Z1JNNRIEJ3CgEgETEpztmU082EQU+cKMQABIOn+6YTT3ZRBRYwY1CAEgsfLpjNvVkE1FgBTcKASCx8OmO9VLPsbGxbdu2mc3mrKys+vp6+hg4zdtvv11RUWGeQAP0Ufny+UQUuMGNQgBIFP39/Xy6Y73Us7W1dcmSJe9MoIEDBw4ETrNs2bIdO3a4Jtx///30Ufny+UQUGMKNQgDQv66uLvFLX1oXJE70Uk/Klo4ePSqGaWDFihWB08yYMeOTTz4Rwx9//DF9VL58PhEFhnCjEAD0r62tDQmWBjIzM0dHR8XwmTNnzGZz4DTr1q3btWvXRx995HK5bDYbfVS+fD4RBZ5woxAAdO63v/0tEiwNmEyms2fPimEaSE5ODpzm1KlTF1xwgQgPDbz33nt+E0wJKeZ1ANAUbhQCgJ5ZrVZW3bFe6qnkClZZWdn9998vPYNFH5Uvn09EgS3cKAQA3eru7qajE3XufLpjvdRTyTNY06dPxzNYACHgRiEA6FNRUREdmsSFdq3LEid6qWdLS4vctwilYFASZrPZxBWsBx54IGgSJodPRIE5cfyaNWvWqVOntC4LAMD/d+jQITou5ebmejwePt2xXuo5Nja2detW8Y6r7du3+74HSwrGW2+9VV5efu6EtWvXHj9+XPny+UQUmHM6nSaTiTb45cuXa10WAIBxSqry8/PpoERp1jin7phNPdlEFJhzuVzTpk2jDT49Pd3r9WpdHADgrqmpiY5IhYWF4ojEpztWv56Uq9pstoULF6alpdHfXbt2ffbZZ6qvJVx8IgrgcDjmz59P23x7e7vWZQEA1uiUz2Kx0OGos7NTjOHTHatfz/vuu2/16tWDg4OUadHfq6+++nvf+57qawkXn4gCjE/8NAJt86WlpVoXBABYa2hooGOR1WqVxvDpjtWv55w5c0ZGRqSPNExjVF9LuPhEFGB84kKy+Dr0wMCA1mUBAKacTqf4XnNvb680kk93jAQLwJjq6upos9+8ebPWBQEApmpqaugoVFlZ6TuST3cck1uEZWVlb7zxBp1D018axi1CgPgbGhqizZ5OH10ul9ZlAQB2du/ebTKZpk6dSsci3/F8uuOYPOS+Y8eOCy+8kI7s9Hfnzp14yB1AExUVFeLNfloXBAB4sdvt4ldxrrzySr9/8emO2dSTTUQBJF1dXeLXCfG+BgCIp97eXpFgPf74437/4tMds6knm4gC+BLv96NMS+uCAAAj1dXVdOShv4H/4tMdq1/PwcHBFStWTJ8+fYoP1dcSLj2UASD+xCv+ysvLtS4IAHAxNDQ0derUtLQ0p9MZ+F8+3bH69SwpKXnwwQf/8pe/qL7kaPCJKIAvl8slvibtcDi0LgsAsCAuX9XV1QX9L5/uWP160tH8008/VX2xUeITUQA/4pvStbW1WhcEAIwv9OWrcU7dsfr1vOCCC4aHh1VfbJT4RBTAz+DgIG3/ZrPZ7XZrXRYAMLjQl6/GOXXH6tfzxz/+cWVlpVzqqhU+EQUIZLVaaRdobm7WuiAAYGSTXr4a59Qdq1PPKZNRZS1RllDrIgBopqOjg3aBgoICrQsCAEY26eWrcU7dMZt6sokoQCCv15ubm0t7QU9Pj9ZlAQBjUnL5apxTd6x+PZOSklRfZvT4RBQgqMbGxsAfBQMAUIuSy1fjnLpj9et5/vnn/8///I/qi42A3m5TAmhI/Kw9nV/q8DsoAJDoFF6+GkeCFY39+/fffPPNJ06cGBsbU33hEeMTUQA5GzZsoB2hvr5e64IAgNEovHw1zqk7Vr+eeMgdQJ/6+/tpR7BYLB6PR+uyAIBxKL98Nc6pO2ZTTzYRBQihuLiY9oW2tjatCwIAxqH88tU4p+6YTT3ZRBQghMOHD9O+QGmW1gUBAIMI6/LVOKfumE092UQUIASPx5OdnU27Q19fn9ZlAQAjCOvy1Tin7phNPdlEFCC0+vp62h2qqqq0LggAJLxwL1+Nc+qO2dSTTUQBQhsZGUlOTk5KSvrud7+rdVkAILGFe/lqnFN3zKaebCIKMCmLxSK+3ouffwaAiEVw+WqcU3fMpp5sIgowqaamJpPJRDvFli1btC4LACSqCC5fjXPqjtnUk01EAZTo7e2lU0/aL1pbW7UuCwAknsguX41z6o7Z1JNNRAEUEq9soENkd3e31mUBgARz4403RnD5apxTd8ymnmwiCqBcQ0MD7RoZGRmDg4NalwUAEob4MnJSUtKJEyfCnZdPd8ymnmwiChAW8QOFubm54V7nBwC2Fi5cSMcNk8kUwXGDT3fMpp5sIgoQFq/XW1paKl7vji8VAsCkKKlKTU2l7Opf//VfI5idT3fMpp5sIgoQrtHR0YKCAtpHKisrKd/SujgAoGs2m00cLiKbnU93zKaebCIKEAGHwyFejoUXNwBACNLPbfX29ka2BD7dMZt6sokoQGTw4gYAmFRbW1uUPxjPpzvWSz3Hxsa2bdtmNpuzsrLq6+vpY9DJXn/99TVr1qSnp8+dO/fgwYPKl88nogARw4sbACC0wsJCOkrQsSLiJfDpjvVSTzppXrJkyTsTaODAgQOB07z55pvz5s2juH744YcnT5689dZblS+fT0QBooEXNwCAnJ6eHjo+ZGdnR/OwJp/uWC/1XLZs2dGjR8UwDaxYsSJwGsqompubI1s+n4gCRAkvbgCAoCoqKujg0NjYGM1C+HTHeqlnZmbm6OioGD5z5ozZbA6cZs6cOTt37szJyZk5c+bGjRtdLpfy5fOJKECUpBc3XHzxxXhxAwAIDoeDDgtpaWlSZx0ZPt2xXuppMpnOnj0rhmkgOTk5cBoaSefW70+oqqqqrq72m2BKSDGvA4BR/PznPxd7zcKFC4eHh7UuDgBor7a2lo4JNTU1US6HT3esl3oquYJF09C/xDDlWBaLRfny+UQUIHpdXV3SmUl2drbdbte6RACgJZfLlZaWRgcEh8MR5aL4dMd6qaeSZ7BKS0sprxLDp0+fRoIFECNer7ejo+PQoUPXXnut+F5hW1ub1oUCAM00NjbSoaC8vDz6RfHpjvVSz5aWFrlvEUrBOHjw4Pr166VbhHfccYfy5fOJKICKKNMSv+oqbg3gPe8ADNGOn5ubSwcBVV7gwqc71ks9x8bGtm7dap6wfft23/dg+QZj165dFoslKyvrtttuw0PuAPFx+PBhcXfAarVG+XwrACSc9vZ22v0LCwtVWRqf7phNPdlEFCAW+vv7xe9j5OXl4RVZAKwUFxer+BsPfLpjNvVkE1GAGHE6nSUlJeI1pJ2dnVoXBwDioa+vj/Z6i8Xi8XhUWSCf7phNPdlEFCB26AhbXV0tHslqaGjQujgAEHPr1q2j/d1ms6m1QD7dMZt6sokoQKzt27dP/Cx0bm7uiy++qHVxACBWhoeHp05Q8Xcd+HTHbOrJJqIAcdDd3Z2UlCRe6zwwMKB1cQAgJrZs2UK7+YYNG1RcJp/umE092UQUID6WL18u7hXS2W1TU5PWxQEAlbndbrPZTPu4uidRfLpjNvVkE1GAuDl+/HhdXZ1Is8rLy/EGBwAjoRMn2rVLS0vVXSyf7phNPdlEFCDOurq6LBaL+FGdnp4erYsDAOrIz8+n/Vr1rwzz6Y7Z1JNNRAHib2RkpKysTFzKqq+vxwvfARId5VW0O1OOpfruzKc7ZlNPNhEF0AQdhRsbG8W3C4uLi4eHh7UuEQBEzmq10r4ci8cr+XTHbOrJJqIAGurr68vLyxMvI21vb3c6nbiaBZBwxLuvZsyYEdZP0inEpztmU082EQXQFh2Rq6qqxO1Ck8l04YUXqvUCaACIg4GBAbH/zp07NxbL59Mds6knm4gC6EFbW1tKSoo4TO/duxfXsQASQkdHR0ZGhnjF3ZNPPhmLVfDpjtnUk01EAXTihRdemD17tsixiouLe3t7tS4RAITS0NAgdtjq6urYnRTx6Y7Z1JNNRAF0pb29PTc3Vxy1N2zYMDIyonWJAMCf2+2urKyMz3uD+XTHbOrJJqIAeuPxeGw2W1pamnj4fc+ePXgqC0A/hoeHCwsLafc0m81xeJUdn+6YTT3ZRBRAn+ggLr6aJF6uo/rbCwHk4BHAEOx2u3hRcEFBwdDQUBzWyKc7NnI9p/wtrYsDAON0fizOlUlZWZnD4dC6RGBMlFRRTt/f3//444+fe+65M2fO3LJlS4OM2tra9evXnzhxQutSx1tra6t4d11FRYXb7Y7PSvl0x2zqySaiADpHPV9zc7P4Ednk5ORVq1bZbDa5nq+ysnLu3Ln79+/XutSgU729vatXr960aVN1dTVlCaWlpXl5eeJ7cOGaNm3avn37mNy/pt1w8+bNouK0A8bzIh+f7phNPdlEFCAhjI6OSq/LmlRSUhKfng8UcrlclBmYTCa5zYYyraKiouXLl8+bN2/RokUPPPCAXB4vHhCU5jp06JDWlYsh2vVuuumm888/f8rEM5GHDx+OcwH4dMds6skmogCJYmhoSHRp1113nVzPV1ZWlpyczKTnA4W8Xm9TU5N4ckjIzs6mbaOzs9Nutw8PD4f7/nGHw9HW1tbR0UEJmVggDRjpl8upxfr6+hobG8vLy1NTU0UdZ86c2d/fH//C8OmO2dSTTUQBEggd36lXm/T2RHd3t1F7PghXe3t7fn6+2BisVuvLL79Mm4dazw/RpkiJmvRiEcrvBwYGVFly/PkmVX73TE0mE6VZWr2ajk93zKaebCIKYEhG6vkgMna7vbi4WGwABQUFsfsiqsfjobxEPCY4ZeKtm8ePH6e03ul0xmJ1tNjBwUGqXWtr6+233/7QQw9FvCKa8d577502bdr8+fP9kio6M6mrq6NGc02I2yPtgfh0x2zqySaiAAYW2PMNDw8PDQ3FqOcDnaD8o6KiQrob2NbWFoeHsikLoYxEPJ4lvmqXmZkZ8TcNaRO12Wxf+cpXqqqqaLulMwTKeKQThkC0kZeUlNTU1DQ1NXV3d0tbOA1IV55od6DTDDrxoHLSAn3vmQYmVeo0ihr4dMds6skmogCG59vz0cm66P8o09K6XKAyium3vvWt+fPni+fwKOdoaGiI83cdKH3fsGGDktTH16Spjy/6b0FBgdVqveKKK6ZMfKVj5syZQVOu4uJi0RSUORUWFoq0z2+aSy+9dNasWRs3btRVUuWLT3fMpp5sIgrAhF/P99RTT2ldIgjb4OCglAdQOtXV1bVv377q6mrKJHzvcJlMptraWg2vU9rt9uXLl1NaEzRVEinXypUrKZdat26dXOozZ84cGqDlUOJFmVl/f3/gWUFPT494Odzo6CittLm5mSpOuZdcikbrojU2NjZS0yXK71Dx6Y7Z1JNNRAFYeemll+h8fcrEnaO+vj6tiwP/90TRD37wA+r7Q7ze84YbbqDApaSkXH755UHfXEUZSXp6OiUrLS0tWlfr/0ST+tC8Ua73rrvuopU2NTVRfpagLy7h0x2zqSebiAJw43K5ysrKaB9PS0uL/0t9ePJ6vT/60Y82bdq0bds2JU8UKUEpcnl5eV1dXWtrK+XK4soWrUi3t7oklPo88cQT4o1clHUlbuoTH3y6Yzb1ZBNRAIaoG66pqRH9tM1m07o4xuT7tf/p06fL5UnSE0WZmZlTJn53Uu4K1pYtW0pLS2+77TYpnUpoIyMjg4ODWpciAfDpjtnUk01EAdiSflitsrJSw2+hG0mIdykJ3/rWt+SeKHI6nYcPHzZA5gTq4tMds6knm4gCcNbT0yNe4lBUVJQoz/zqEDXj4sWLCwsLQ7xLiZIqJS+JBfDDpztmU082EQVgzuFwFBQUTMFj75Fqa2tLSUkJmlRpXTQwAj7dMZt6sokoAOCx98hQbmq1WqXUKj8/H0kVqI5Pd8ymnmwiCgDjeOw9TNRce/bsEe9utVgs7e3teDk+xAif7lgv9RwbG9u2bZvZbM7Kyqqvr6ePclOOjo7Omzcv3AjxiSgASKTH3i+++OI//elPWhdHp/r6+goLC0UyWl1djatWEFN8umO91JOOg0uWLHlnAg0cOHBAbsp77rln7969SLAAQImf//zn0g0vrcuiO263u7a2VuSg1D52u13rEoHx8emO9VLPZcuWHT16VAzTwIoVK4JOduzYsYULF3o8HiRYAKAEHS6ysrJEjoXnsSSjo6NdXV3i1aCUYNXX1+PdmBAffLpjvdQzMzNT+g2BM2fOmM3moJNdd911Tz755Hj4EeITUQDw43K5HnjgAToIZGRkDA0NaV0c7X3ta19LSkoSSWdJScnAwIDWJQJG+HTHeqmnyWQ6e/asGKaB5OTkwGlefPHFpUuXisezgkZI7s3CQkzLDwA6V1VVJV46wPnVTR6PZ8eOHeKQOHXq1KamJs6tAZrg0x3rpZ5KrmAtXry4t7dXDOMKFgCExe125+fn06Ggrq5O67Joo6urS7QAycnJee6557QuEXDEpzvWSz2VPIMVzUUpPhEFADn9/f3igW5KNbQuS1w5HI7y8nJx2CwoKOjp6dG6RMAXn+5YL/VsaWmR+xah3N3AsJbPJ6IAEEJTU5N41ROTH9JxuVxbtmwRaaXZbMY9QdAcn+5YL/UcGxvbunWrecL27dt934OFBAsAVCSu5VitVsOnGm1tbdnZ2eJxq82bN0uPYQBoiE93zKaebCIKAKFRniFeT9DQ0KB1WWKCEse+vr7i4mJxT7C0tLS/v1/rQgH8Lz7dMZt6sokoAEyqp6dn6gTpezOGYbfbZ8yYIVIryiPx6i/QGz7dMZt6sokoAChhs9lECmKYG2cul4sqJR63IuvWrXO73VoXCsAfn+6YTT3ZRBQAlPB6vaWlpXRkqKys1Los0aK6NDU1WSwWkVqdd9555eXleDM76BOf7phNPdlEFAAUGhkZMZvNdHCg7CTW66Ic6D/+4z+uvvrqe++91+l0qrjk9vZ26e1WVqu1r69PxYUDqI5Pd8ymnmwiCgDKdXZ20sEhLS0tRj8XMzw83Nraum7dOpHJSehjSUlJTU0N5Xbd3d2RpVx2u116kr2goIDqonr5AVTHpztmU082EQWAsNTW1tLxITk5+c4771RlgW63m3IdSp6kC0vCnDlz6G9KSsqsWbMCX5ssUq5vfvObd9xxxxNPPEHJk8PhkHs+bHBwsKKiQsyYnZ3d1tZm+FdOgGHw6Y7Z1JNNRAEgLB6P55xzzhHJys033xzx9woPHz5cWlr6ta99TXrMXKRN69ata21tHR4epmmGhobEo1GUOVEK1dzcTOmd1WqVHp8KKi8vr7i4uLy8vLq6uq6u7sorr6R0UCy8oaEBz1pBYuHTHbOpJ5uIAkC4HnvssfT0dJPJJBKawsJCSokUfgWPUqWmpibpVt2Uibd6UqZFqU9fX5/yC0u0HErRxBK++tWvUtaVn5/vd2NRkpSURJmZus9yAcQHn+6YTT3ZRBQAIjMyMmKz2cSrz8X1IUpiHA5H0Ik9Hk97e3tFRYV0vUpcVbrqqquieTlCb2/voUOHfC9KUYo2PDxMuVpXVxf968ILL6S10N+IVwGgLT7dMZt6sokoAESDEhrKnMQbHISysrKOjo7jx4+LZMtut2/evDkjI0O6XlVZWUkTuFyunp6eWD8L5XQ6W1tbmfyQIhgSn+6YTT3ZRBQAVDE4OFhTUyMlUsLs2bOl4ZKSkubmZsO8pxQgPvh0x2zqySaiAKAil8tFWZT47ULpkXObzTY0NKR10QASEp/umE092UQUAFTn9Xrvu+++NWvW/OpXv9K6LACJjU93zKaebCIKAACgW3y6Yzb1ZBNRAAAA3eLTHbOpJ5uIAgAA6Baf7tjI9fR7NZ/WxQEAAOCOT3fMpp5sIgoAAKBbfLpjNvVkE1EAAADd4tMds6knm4gCAADoFp/umE09AQAAQAe0zgjihEs9JfEJLdbCeS1xWxHWgrUYZkVYC+e1GBW7tjPSRom16HMtcVsR1oK1GGZFWAvntRgVu7Yz0kaJtehzLXFbEdaCtRhmRVgL57UYFbu2M9JGibXocy1xWxHWgrUYZkVYC+e1GBXaLiawUeoT4qJbCI1uITT6hLjoHyIUE9j09Qlx0S2ERrcQGn1CXPQPEYoJbPr6hLjoFkKjWwiNPiEu+ocIxQQ2fX1CXHQLodEthEafEBf9Q4RiApu+PiEuuoXQ6BZCo0+Ii/4hQgAAAAAqQ4IFAAAAoDIkWAAAAAAqQ4IFAAAAoDIkWAAAAAAqQ4IFAAAAoDIkWAAAAAAqQ4I1ubGxsW3btpnN5qysrPr6evooxh85cmTlypWpqak5OTm333776dOnlc8rNx6UC92Go6Oj8+bNk3tVDOISU3LNOOVvhTUvQqOKEM34+uuvr1mzJj09fe7cuQcPHlQ+L0ITPYW7TGZmpvJ5ERfNIcGaXGtr65IlS96ZQAMHDhwQ46+++upnn33W5XJ98sknDz744OrVq5XPKzcelAvdhvfcc8/evXvlenHEJabkmlHJqxERmpiSa8Y333yTTkgOHz784Ycfnjx58tZbb1U+L0ITPSVtuH///i1btiifF3HRHBKsyS1btuzo0aNimAZWrFgROI3b7Z4xY4b0UepI5OZVskwILUQbHjt2bOHChR6Px69HR1ziQ64ZQyRYCE18yDUjZVTNzc1BZ0Fo4mDSNvz8888XLFhw6tQpaQzion9IsCaXmZk5Ojoqhs+cOWM2m/0m+PTTTx9++OFvfOMb0hhp05ebd9JlwqRCtOF111335JNPjgf06IhLfMg1I7W/xWKhU5HCwsIf/vCHX3zxhTQLQhMfcs04Z86cnTt35uTkzJw5c+PGjS6XS5oFoYmDSdvwwIEDd9xxh+8YxEX/kGBNzmQynT17VgzTQHJysu9/xa3x8847b2hoSPm8oZcJSsi14Ysvvrh06VLxwIHcJRPEJaZCN+Nnn33W399P59N1dXXK50VoVCHXjDSwYcOG9ydUVVVVV1crnxehiV7oNvzyyy8vuuiiY8eOhTUv4qI5JFiTm/Q84OOPP969e/dVV12lfF6cW0RPrg0XL17c29srhuUSLMQlppQ048mTJ4OOR2hiKkTz0kcxTDmWxWIJa16EJkqh27C9vf36668Pd17ERXNIsCan5E425Vjp6enK58Xd8eiFeNBn0m+rIS4xpaQZR0ZG5syZo3xehEYVcs1YWlpKeZUYPn36dNAEC6GJndBtWFRU9PLLL4c7L+KiOSRYk2tpaQn6XYzbbrvt2LFjZ8+efffdd2tra4M+gyU3r9x4UE5JG8o9g4W4xJRcM1ZVVQ0ODn7++ee045SVld13333SLAhNfMg148GDB9evXy/dIvR93AehiYMQbXjkyJHly5cHzoK46B8SrMmNjY1t3brVPGH79u3S20SeeeaZyy67bNq0afPmzbv77rv//Oc/S7NIm77cvHLjQTklbSiXYCEuMRV6l0lNTV24cOGOHTs8Ho80C0ITHyGacdeuXRaLJSsri04dgz7kjtDETog2LC0t7ezsDJwFcdE/JFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFiT++Uvf7l69eq0tLScnJxNmzZ98MEHYny4P7Ept5xAQd8vEOXsSn6aGgAAAFSBBGty11xzzdGjR91u9/vvv3/33XdLr2MI9yc25ZYjxy9DinJ2JT9NDQAAAKpAghUeyk6kF4pG83o33+XICfHLuFHO7vfT1AAAAKAuJFjh6ezstFqtYjiaHyjwXY6cEBlSNLMH/jQ1AAAAqAsJVhhee+21BQsWvPnmm+JjxD+x6bccOXIZUjSzh/5pagAAAFAFEiyl7Hb7/PnzX3nlFWlMZFewApcj95N5QTOkKGcfD/nT1AAAAKAKJFiKtLe3z50799VXX/UdGcEzWEGXIycwQ4pydoncT1MDAACAKpBgTe6RRx6ZP3++w+HwGx/uT2zKLUeOX4YU5ewhfpoaAAAA1IUEa3JTArjd7vHwf2JTbjmTrlGV2UP8NDUAAACoCwkWAAAAgMqQYAEAAACoDAkWAAAAgMqQYAEAAACoDAkWAAAAgMqQYAEAAACoDAkWAAAAgMqQYAEAAACoDAkWAAAAgMqQYAEAAACoDAkWAAAAgMqQYAEAAACoDAkWAAAAgMr+H2v5eC4rw2j9AAAAAElFTkSuQmCC)
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