Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-03-20020201_154300_20020201_202800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/01 |
Start Time | | 2002/02/01 15:43 |
End Time | | 2002/02/01 20:26 |
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 | | 8.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 238.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-03-20020201_154300_20020201_202800-constBx0 |
Minimum Dst Value | | -33 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIERlYyAxMiAwNzoyMzoyNiBFU1QgMjAxN75zGJEAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNDctMDMtMjAwMjAyMDFfMTU0MzAwXzIwMDIwMjAxXzIwMjgwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wMi0wMVQxNTo0MzowMC4wMDBaIiwgIm1heCI6IjIwMDItMDItMDFUMjA6MjY6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjo0LjgzMjEyNDk5OTUsICJtYXgiOjEzLjgzODM3NTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyNDgsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2OHHGLAAAABGdBTUEAAK/INwWK6QAAPWtJREFUeJzt3X90VOWdP/D8AiYkxQCBhBAg0YBgqY0auwFGiRho0ChRc9qIQSPGlUq6TdkIQQLGNlrqCZysSyWtwYY9tESa2qkNmHap6Z64pJy4BhsxQrCBBjdqrKOm7VhH4fvZeXbvd5wfN3dm7p374/N+/cGZXO6P53k+997nc3/HXAQAAAAAVcXoXQAAAAAAq0GCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAy6ydYMTHWryMAgOq02HkeO3Zs/vz5485Zi0WjL4Aos/4KF2yjwsYGACBDi52k3W5/7rnndFk09vlhQKNFwvptF+qh0gsvvLBixQqbzTZr1qz77rvvvffe8/7f0dHROXPmeE8S83lTpkwJuJQLFy5s3rw5JSVl6tSptbW19KcYfvjw4euvv37SpEm0uHvuueftt98OOHmwUgWbbbDhoc4n1PG9G0S+2WVG9mlSn0n8QxCsDUNtHD4tr1Zh3nzzzeLi4hQP+kF/qtjyWgi2psXGxqalpZWVlQ0PD8tMHkb5R0ZGHnzwwaysrAkTJtBURUVFtLoGLIzPQPpxxRVXeC+Cfi9atMh7BOm/BgYGbr/99mnTpk2cODEvL+9nP/uZGP7BBx9QOefPn5+YmEhLX7NmzdGjR8cts39hwh7BH+0hP/7448gXHQatcwWZWJP+/v7Vq1cne9CPP/zhD94FC7jTUx6+YFuit2imSkjLBOu3Qqj7iJUrVx45cmRsbOydd9554IEHbr75Zu//pe3n8ccfDzbP3bt319TUBPyv5ubmq6+++o8e9OPpp58Ww2+44QY6nnM6nR999NGjjz5K3VjAyYOVKthsgw0PdT6hjh+sVeX5d3syI/uHIFgbhto4AVmy5dUqzJIlS7Zt2+b02Lp1K/2pYstrIdia9tlnn7311lv//M//bLfbZSYPtfznz5+fN28ezfb111//29/+Ronpr371q69+9asBC+MzkH5QqvT8889L//WLX/yChvgnWKdPn6bssLGx8dy5c5S7/P73v7/jjjvEf9Gy7r//fhrh73//+7vvvvvss88uX75cvswBCxP2CGFPYroESz7Wg4ODM2bM2LVr14gH9RT0Jw2UL5jy8AXbEr0hwYo+E7cC7Uq+9a1vpXnQD+moiEJLq29mZiYdlYo/v//978+cOZMO7zZu3EhrqjTaxc8fOvgvgjrspKQk6U/aci677DKXyxVwZJpzdnY2bWYBS0trPHVR4jf9WLZsmf841IFNnjx53Ip7lyrYbJUsTsl8wh5fowRLPgQXP9+GkTROQNZr+QgLQ01Nf4rfH374oVot73a7t2/fPnfuXDocp7xBDJTZ3vfu3Ut9m81my8/P7+/vF8PpWP+qq66igfRfIhPy39h92uqDDz5ITEykHxs2bHjmmWek4fv27aMh8uUP2Ozr16+n3i5gHYNN4l22Q4cOeS+Cavezn/3Mv/Br165taGgIuAiqDlUqWAG8Fyqzk7wYpPHld56hTuK/3w4Y1mCrgbdTp05Rikl1mTJlym233TY6OqqkOvILpRWAZkjjU0OFEeu77rrrkUce8R6yY8eO8vJyn4L5UBi+i8G3REnAld+7wcdtNDoI+e53v5uVlTV16tR77733L3/5ixjuv7X6L0tJZ33dddcdPHhQKjAdLcyaNUth9Q3LxAkWBbWwsHDY44YbbqD1VQynmK1Zs4aOR6U/abTzHvSjvr5eGu7zw5/D4SgoKJD+vOmmm37yk58Em4R24rTaBZsVrbXSKkvHIrQu+oxA6+v3vvc9nxNm45Yq2GzHXZzC+YQ9foQJVmpqKu0jFi9e/C//8i+ffvqp9F/yIfBpw0gaJyDrtXyEhSktLaXtjnaCdNxcV1dHf8rPR2HLU7pAizhz5sz7779fXV0tBsps7yUlJUNDQxT9Rx99VMpIaO/c3t5Ou3LaU993330BG8e78xgZGdmyZYs4Q0AZxvXXX//ss8/S77a2Nvr9ySefyJc/YLNTGajfCljHYJN475eoVPPnz//P//xP+rOrq4t+0xD/HRd1WgEvCZHVq1d/7Wtfe+mll/72t78FK8ZFBTtJmcYPNs9QJ/HfbwcMa7DZervyyitffPFFqjKtmVVVVZWVlcqrE3ChtG5TS77lsWrVqjBiTTGi9dl7CP2Znp4u3yYKw3cx+JbozX/l927wcRtt165dN9544x//+EfaKik13LRpkxgecGv1WZaSzrqzs3PRokW0hov/om12586d8rU2PhMnWJdeeunJkyfFbzrUuOyyy8RvitnZs2el0ehPabTXXnvNezSfHz5eeeWV7OxsaZv5zW9+85WvfEXcEuE/Ca0WCxYseP3114OVNi4uTuyjCf2Ij4/3/l+R7NMRpHTSOBifUgWbrfzilM8n7PEjSbAE6hp7e3tpHydttPIh8G/DsBsnIEu2fISFEZdFRMvTD2lnHWHL5+TkSCcPJDLbO+VG4vdf//pXcQqKzJkz58knn/zTn/7kPRP/PsYbHZrTLkL819tvv001ra2tpX+lu/pCXXMSEhK8u0b/Uwj+k/j87w9/+MNbb731oudq0Y9+9CP/EcRSXC5XwAJ8+OGH1Ld9+ctfttls1IA1NTUBTwmMu5OUafxgdQ91Ev/9dsCwBpttMNQCmZmZyqsTbKEDAwPiN00YsArysaZVxSdGNDJN4jOyz1QKw3cx+JbozX/l925wbwEbbeHChW+88Yb4TVsELUX8Dri1+ixLYWd97bXXiuPn06dPUwEoBAGLZyImTrBonZNWWfpBf4rfFDOfO3+DjebzwxsdL86dO/f48ePSkC996Uvd3d3BJqHD3FtuucV7iM+mMu6xO63TjzzyyHXXXRdw8mClCu9UgfL5hDf+RTUSLOHcuXPSzOVDcNGvDVU8g2XJlo+8MHRUunXrVunOD/pTfj7Bhvus7d6btkRmew9Y/f/6r/8qKSmZPn36/Pnzpet6wUYW5dm2bZv3TZB0nE0jSNcox20ff+np6f5nNaSFTpgwwecKF9WLcjjv0WiEWbNm/fSnP6V/patsPvOROYMloV0iZU733HNPwHPk4+4kFTa+t1An8d9v+/yv/Gy90YEZxZHSZbFSSXlwqNXxHl+KVLD7E+RjTQd+YZzBkviHz2eTCbYlBiyM9Kd3g4/baJRueqeA0ooacGv1WZbCztrhcFx++eWffvrpnXfeSUdH8m1iCiZOsBQeIXkfnNEP/9HEFWhvlC1lZGS8/PLLPvMJeJAh5ObmvvTSSzKlVXL3CeUH3rd8KSlVGDe7hDSfMMYX1EqwhoeHqf+QRpMJgeDdhmrdg2XJllelMLTP1eIeLEqJQjqD5T2az5+0++7o6JB6Mp+N3Wdkqot00uLEiRN0DP3cc8/Nnj1bOica6ppDPWJtba3PQGmhixYt+v3vf+/9Xz09PVlZWT6jfe9730tISJAul/gnWGvXrn388cflSyJQ7/uFL3zBf/i4O8lgje+/85SEcQZLyZ9KzmDRwP379//5z3+mrpr+9W+xUNclJWew5GNNGYP/PVh33XVXwOUGEyx8F4Nvid7kV/5xG41Sn6GhIf/ZBtxafZalsMFpa6Wj6Iceeoi2AulGQFMzcYJFh5vSZV1Kvevq6sRw/41k1apV4vYC+uF/K8CMGTO8L+3t2rWLDtOlzSkgn0UcPnx46dKl8qXdu3dvwOeP1q1bR0v/5JNP/vSnP1VVVQW7BytYqYLNNtjwUOcT6vjBmkiez8hlZWW0EdIGRi1DIf7mN78pP0mwNgy1cQKyZMurVRhKOGi7E8fNDz/8sJRwRNjyjz32WEFBwZtvvul9V4fy7V38oLWI9um0FlGCRamhGOizsXtP+957723fvj0/P/+i52Y+2tH/x3/8B/1+/vnnr7rqKnH1R6b8AZv97NmztGjpyTKqzq9+9StpzB/84Ae0lN/97ncfenR1dS1evPiJJ56QmeHFQAnW6dOnKYPcvXs3tczHH398/Phx6SnC5cuXP/vss2+//TZtHVTmBx54YPXq1QHnKb+TDNb4Pu3pTWG8gjVgsD+DzdYbtcYvfvELagpahagp/Fss1HWJxpfuwfrqV78aRqzfeOON1NRUipH0FCH9KZ3xCtYmCsN3MfiW6E1m5VfSaE1NTdRoNAfapv7whz98/etfF8MDbq0+y1K+MtCBHA1saWnxHhhSb2IoZi33Rc+ZRup6xYMJ9EM6A+m/kYgHZKZOnfqNb3zD+/kF8YM6j5SUFO/1ycfY2JjPon0WYbfbHQ6HfGkpN6fEXLynZMuWLdJ50UOHDl155ZUTJ06cM2cObT906BBw8mClCjbbYMNDnU+o4/tPIt8sAUcWbTJp0iQ60KEtM+D9Jd5zDtaGoTYOn5ZXqzDUtRcVFV3iQbt+6SJIhC1P3Ql1EpmZmbTNUlckBirf3sWPgwcP0jG3zWaj9OjFF18UA2U29mnTpt16662iCnfffbe44UmgMojnV+QbP2Bdzp07t379eup6ExISpk+ffttttx07dkxqjR//+Md5eXmiAenH/v37x51hjF/Pd9HzdC3NmUpFW8G1114rvQfrt7/9LQ2nZqR2yM7O3rhxY8A9TMx4O8lgje/Tnt4UxitYfYP9GWy23uiIl0I/YcIEOip48skn/Vss1HWJRvjHf/xHahxqou985zs054BVkIk1efXVV2ljSfKgLO3EiRPeCwq48SoM38XgW6I3/5U/pEb77LPPaPjChQtpz0wHBlKXF3Br9VmW8pWBVt358+e73W7vgfJ7MyMza7kBAEAV5u3Aoo/yJMp19C5FlHz66afSnfjRccstt/z0pz+N5hI1he0KAIA1JFjjqq6uHhkZOXv27I033vjtb39b7+JESW9vr/S0oNY+++yzH/7wh1/60pekNzVYALYr0Jz/CXAD7tBNUchQWbJSoDqsFeNqamrKzMycOXPm/fffb4HXByiUnJz81FNPRWdZtBJmZWVRShedxUUHtisAAAAAlSHBAgAAAFAZEiwAAAAAlSHBAgAAAFAZEiwAAAAAlSHBAgAAAFAZlwQr4PPqAAAAEGV6ZwRRwqaebCIKAABgWHy6Yzb1ZBNRAAAAw+LTHbOpJ5uIAgAAGBaf7phNPdlEFAAAwLD4dMds6skmogAAAIbFpztmU082EQUAADAsPt0xm3qyiSgAAIBh8emO2dSTTUQBwMJOnjxZWVn5xhtv6F0QgDDx6Y7Z1JNNRAHAqo4ePTpx4kTam82YMUPvsgCEiU93zKaebCIKANbjdrtra2ulF2FPmjRJ7xIBhIlPd8ymnmwiCgAWMzQ0lJeXRzuxhISE7du3X3LJJfS7p6dH73IBhINPd8ymnmwiCgBW0tbWlpycTHuwrKwskVTV1NTQn1VVVXoXDSAcfLpjNvVkE1EAsIaxsbGKigpxTbCsrMzpdIrhfX19NCQ1NdXtdutbQoAw8OmO2dSTTUQBwAIoi8rJyaEdV3JycktLi8//5ubm0n85HA5dygYQCT7dMZt6sokoAJhdU1NTQkIC7bUokRoYGPAfobGxkf63pKQk+mUDiBCf7phNPdlEFADM65FHHpk9e7a4LFhdXe1yuQKONjIyQhmYzWYbHR2NcgkBIsSnO2ZTTzYRBQCTEjdXkcTExI6ODvmRi4qKaMzm5ubolA1ALXy6Yzb1ZBNRADApp9MZFxdHO6vvf//744584MABGjM/Pz8KBQNQEZ/u2Mr1jPk8vYsDACCnu7tbvI5Bycgul0u8vmFwcFDrggGoiE93zKaebCIKACZVXV1Ne6q6ujqF41dWVoY0PoAR8OmO2dSTTUQBwKQyMzNpT9Xd3a1w/K6uLuVnvAAMgk93zKaebCIKAGYkrg9SjhXSVCIno0xLm0IBqI9Pd8ymnmwiCgBmVFdXJ17NEMZUlZWVGpXKh9vtHhoa6u3tdTgcCxYsmD179j/90z/VB7F+/frVq1efOHEiOmUDs+DTHbOpJ5uIAoAZife2K78+KAwODoq3vQd7Y1YYKIv6yU9+cs0119x6660VFRXFxcV2uz0rK0vcUx+qWbNmqVUwsAY+3TGberKJKACYjngDVnp6ehjT5ufn07RtbW0RlmFoaKi5ubm0tDQlJUUmYaJMKzc3l1KuGTNmTJ8+XeYMlrh8GRsbG/Bl9MAWn+6YTT3ZRBQATCeSK3179uyhaYuKisKYdmxszOFwbNiwQZw/k1DmRP/OnDmztbWVRujq6qL0S/ratEIul+u2224Lu2xgVXy6Yzb1ZBNRADCdhQsX0j7q6NGjYUw7Ojpqs9kSEhJGRkYUTkIJU3FxcX5+vvjioZCSklJaWtrc3Ey51EXPxUe32x1GeXzKJs6HdXZ2RjgrsAw+3TGberKJKACYi7iPKjU1NeyEpqSkhObQ1NSkZOSTJ0+K98UTSrDsdnt9fX1PT0/k6VRAVCpaUE5OjkbzB9Ph0x2zqSebiAKAuTQ0NET4JKDD4aA55ObmjjvmwMBAWlqayK5uvvnmsbGxsBeqEOVV4vxcY2Oj1ssCU+DTHbOpJ5uIAoC5UGJEO6hxv+4sw+Vypaam0kz6+vpkRuvu7hYX7PLy8lpbW1V88FBeZ2enuASp/CImWBif7phNPdlEFABMRK33LFRVVdF8ampqgo1ACZx4z0JpaWnUUitJcXFxhGfpwDL4dMds6skmogBgIo2NjbR3Ki8vj3A+PT09MZ4XwQe81amtrU3cz04pji73QlEemeDR29sb/aWDofDpjtnUk01EAcBE7HY77Z0cDkfksxKvWvB/Xk/cZi5/fisKamtrqQxUXx3LAEbApztmU082EQUAsxgeHlbl+qAgbpb3ORkm0hrlzxhqx+l0pqenq/JOVDA1Pt0xm3qyiSgAmIU4t1RSUqLK3ES6ZrPZxLOBbrd7w4YN4l0MBw4cUGUREWppaRHXMaN/ExgYB5/umE092UQUAMxCXB9UMfspKCigGba2tlJ2VVpaKk6PqXL9US15eXlUqvr6er0LArrh0x0bqJ7SC4W9B77wwgsrVqygY7JZs2bdd9997733XtgzV6OMAADqGB0dTUhIkE44qUKcIqIkZunSpSK7CvXr0Vqj8ojTbOJ98cAQn+7YcPX0afqVK1ceOXKEdkDvvPPOAw88cPPNN6syWwAAfYlkSK3rgwLtKidOnCiOVGfMmGHMryyXl5dT8crKylSZ29GjR4uKiuhQXJW5QRTw6Y4NV0+Zpv/oo4+SkpJUny0AQPQVFhaKy3nqzvaaa64RCdbevXvVnbNahoeHbTYblTDCs2t9fX2UpcXGxtKs4uLiduzYEernqEEXfLpjw9VTpukdDkdBQYHqswUAiDJxfZDQD3XnfObMma985Svr16838rf/xAOPubm54RWyo6ND3G1GRIIlfa+6vr4eaZbB8emODVfPYE3/yiuvZGdnnzp1Sn5aGdqUFwAgZK2trbRTKiws1Lsg+nC5XFlZWdQCzc3NIU1F7bZ48WIpnaqpqRkeHu7p6Tl+/Lj44jXSLOPj0x0brp4Bm76rq2vu3Lm0Cak7WwAAXYhsoKWlRe+C6KatrY1aYNKkSXfccQft4fv6+mRue6dsaefOneI1WuJFD01NTf4pFM0EaZbx8emODVdP/6an7TAjI+Pll19Wd7YAALoYGxuz2WxaXB80F8qT/C81UGKUlZVVUFBAqVJFRcXixYunTZs2efJk8b+5ubkHDhyQv7Don2adOXNGxUc1IUJ8umPD1dOn6Xft2jV37tyAz8KEFCQ+EQUAg6MUIQYfjbl48cc//nFcXFxiYuJ1111HiVTAfEtSVFR09OhR5TP3TrNiY2MnTpz4/PPPa1cXUI5Pd2ygega8Zcp/M5MORJBgAYAZiY5f92/XGMHIyIjPW91HR0cHBwe7urra29t/9KMf5eTkTJky5Zlnnglv/pRmXXnllVL3kZ6eXl5e3traSstVo/gQDj7dMZt6sokoABgZ5RPJycm0RxoeHta7LCw4nc6ysrLFixfPnj3b+1idhtTU1HR2dkby3R632z00NNTb2/vrX//6hhtuuPbaayk1VK/s1sSnO2ZTTzYRBQAjczgcuD6ol4GBgaampqKiIpHjCjabLTs7e8aMGeXl5fVBbNq06frrr6dEraKiori4mMKXlZXlPRNvOE8mj093zKaebCIKAEYm3mO+c+dOvQvCmsvl6urqqq2tFd9GjARlWrm5uUuXLk1MTJw4ceLMmTNVP09mMXy6Yzb1ZBNRADAs6frg4OCg3mWB/zU6Orp8+XKbzXb77bcHO4MlPss9efLkp59+2uFwUHI2NDTk8w4It9stbhEOdp7siiuumDNnjurv7jcdPt0xm3qyiSgAGFZHR0eM510DehcEQkZJVahv1Qp4nkzdz3ubEZ/umE092UQUAAyrsrKS9kUNDQ16FwSibXR09KabbhIf9rHb7ZxzLD7dMZt6sokoABiT2+1OTU3F9UHOXnvtNfE+es45Fp/umE092UQUAIypqamJdkRJSUl6FwT0NDAwwDzH4tMds6knm4gCgAG53e6MjAxxF05fX5/exQE9Mc+x+HTHbOrJJqIAYEANDQ20F4qPj7/pppv0Lgvoj3OOxac7ZlNPNhEFAKPp7u5O8Ajpa3pgbWxzLD7dMZt6sokoABiK0+kUnzGura3VuyxgLDxzLD7dMZt6sokoABiK+LQz9aBut1vvsoDhMMyx+HTHbOrJJqIAYBx79uyhnU9KSsrQ0JDeZQGD4pZj8emO2dSTTUQBwCD6+vpsNhvtfBwOh95lAUOTciz69zvf+Y7exdEWn+6YTT3ZRBQAjGBsbGzhwoW059mwYYPeZQEToBwrKSlJvMijp6dH7+JoiE93bOV6+nzzXO/iAAAjFRUV4rODLpdL77KAOezevVv0Vvv379e7LBri0x2zqSebiAKA7tra2mifk5yc3N/fr3dZwEzE+9JSU1OHh4f1LotW+HTHbOrJJqIAoK/BwUFKrWif09LSondZwHyKi4tp5SksLNS7IFrh0x2zqSebiAKAjtxud15eHu1wysrK9C4LmNLIyIj4KHhTU5PeZdEEn+6YTT3ZRJQhl8s1ODiodynM5NSpU5WVlfv376dduaZL2bRp029+8xvtFmFA1dXVtLfJysri8Lw9aKSjo4PWIpvNZsnPVvLpjtnUk01ErYeSAP/bhN1u99DQUG9v75EjR77whS9QfJ988kldimc6LS0tEydOlB7+SElJyc/P37BhAx0ud3Z2SikXtW3YjzI5nc66urqEhASaf2xs7M9//nP1im9ohw8fpipTxan19C4LmBttklZ9SIJPd8ymnmwiajHPPfdcXFzc5MmT165dW1xcbLfbs7KyxA0uPpKSkvC2IXkDAwMFBQVSi1GaJa5E+KCU64orrhC/Dxw4ENIiKPGlRM1/tlVVVZY/o7Nu3TrKJqmyjY2NepcFTE96zUd1dbXeZVEZn+6YTT3ZRNRiLr/8cv8MQKBMiw7vKGNYtmyZ1KOXlpZa+OmbsFHe09DQIF56SW21b9++5uZmyrfov0ZHR7u6uvbs2UM5EDWmf25EA1taWpSkR21tbTk5OdJUL7300i9/+cvNmzeL5VK8aEGaV1U/4ozdlClT9C4IWERvb69YqSz2jXA+3TGberKJqJU4HA5xooV669bWVvqTeuihoSGn0+kzJiUQlCKIM1spKSmUPehSYGPq6elZvHixyHsqKir8W88HpVy0Q7/nnnuWLl0qcqMYz+0gZWVlHR0dAT+oR3ERd3YTOuz2OZVImVx+fr7lT2XNmTOHKmj513BDNO3cuZNWqszMTNoq9S6Lavh0x2zqySailuFyubKysihwlDkpnGR4eFg84Rzj+aqXOEPDGaUylNCIg+CcnJwwTiDRHCi1LSwslE5opaamVldXS/cY9ff3S22enp7e0tISMAOjgY2NjVqcyjp27Njy5cs3btyo76eUaemiduPmrwDK0XpFuzJxbl7vsqiGT3fMpp5sImoZtbW1FLW8vLxQO8729nbxVS/q8Orr6/Xtd/VC3XxHRwcd+MZ47rmmxozwVllKXulgWjoTRtLS0ijZio+PF2cNqanHXYSKp7LogL6pqUk6bRYT+u1i6qKMk8pA7aNjGcCShoaGaPuKsdBr1fh0x2zqySai1kA9cYJHeA+yUXpRWVkpXbEKNhPpUcRDhw7lerz66quRFVx/VKlFixaJu60JJTTqPulNc6uurhYpbIznIUFKlZS/7iHCU1mUw7W1tRUXF4vTcjGet6WLys6cOVPHL7jt2bNHXIHVqwBgYXTwIFZ12l/pXRYV8OmO2dSTTUTV8uSTT1511VW//e1vdVm6eNgtwq/kUuctHsMRecaDDz5I/Z/8o4gh3dNtTKKnFyeumpqaNDqBR7Ndvnx5XFxcbW1tGJN7n8rKyMh44oknKFg0MOCNJuKiG41ASbMUNapdSUlJe3s7pVznz59fsWKFOGep13ks8eVB5ZezAUJSVlYm9mMWOCXPpztmU082EVUL9Z3UaDNmzIj+9iwO11JTUyO/nYV637q6Oul0jj/xKOI//MM/UM+dlJQ0adIkMVz+nm5jouyktLRUuh3q8OHDWi8xksuO1LDf+MY3ggUlLy+vqKiIspalS5fGeN7BIf0v9TGUx/ikYjQ38d4gQhGPuGYhExdP8for0AjtDMUV//r6er3LEik+3TGberKJqFoSExNFdxXeKYqw0X5EXH5S8VTEqlWrYjzPz+/bty/Yo4gikRr3nm7Dam9vF29YSElJoSroXRxFKD+79NJLKZe98cYbCwoKcnJyxL0mwbIuypzkX9nf3NwsLh2WlJRE8xwkrUsiKTdROg6mQzsucePEL3/5S73LEhE+3TGberKJqCqoGxOnDUR3Fc2bK8V5CLvdruI8qf+jnCOk92P539OdnZ29Zs2as2fPqlgwVXifuCouLjbda8B8ToOJG+N6eno6OjooamVlZZSEKT9qP3r0qMjScnNzo9YUtNAYzwMZ0VkcsCU+xERM/SYaPt0xm3qyiagqxH085eXllFrFeO53ic4rIsWL9Yhx3rDgc093VlaW3iX6HDOeuNIarTzi3juKWnRuexcvK7LeG7fBaF577TWxI7riiiv0Lkv4+HTHbOrJJqKqKCoqohYTHbZ4XQL132EkPW63W/ltOjSyeOo+yhcllaCySa841/d1ABKzn7jSlNPpFNd5o3Pbe0lJiXFWDLC2zZs3i5tKu7u79S5LmPh0xwaqp3QtxnvghQsXaH2i3n3q1KnU79KfYc9cjTKyQCmReIpePHtPuYXoPxYuXBjS24Rp5FmzZiUnJ//7v/+7kvGbm5vFKSJjPsFHGYy4KZtqJH8nkNYoezh48CBOXMmL5m3v4u5jfdcK4KO+vl7skE36HWg+3bHh6unT9NTpXn311X/0oB9PP/20KrMFGZ2dnT43lFDGk5ubG+N5hYHC23hpyxcProuzCI2NjfL7AkrmxK0zBv9gs3hYmlpDl9uZxaeUxbs9ceJKCem294yMjJdfflmLRVAIRKarxcwB/NF+QFwEN+DJfiX4dMeGq6dP0y9ZsuTIkSPiN/1YtmyZKrMFGTU1Nf4H/ZQAifuQlLxKsaOjQ/ror/SAfVZWlsy5lvLycpExqFABLVGuKaoWzRtuhoaGKFEoLS31fshu8+bNUSuAqR06dEi0mEavWRdfzCwqKtJi5gAB9fT0iNtV1X2NcHTw6Y4NV0+fpp8yZYp0Werdd98N+zCRT0QjJ46N/C/w9/b2itc87ty5M9i0AwMD4v4tcQZbfAS+s7NTnAAT5378vwzf1dUlTnSZ4j3F0ifuKY/UbimUyVHPvWHDBilVFbKzsxctWrRx40btFm0xdLgv2nDy5MlaXFIJeEACoDXxRKFeZ9Mjwac7Nlw9fZo+Li7uk08+Eb/pR3x8vPy0MjQstIVQiiNuMwq40YqD9YAX8pxOJ/U0IvOgPNjnHeL0u7W1VdyqQgoLC6UDL+l0d0NDg3b1UhfVLsbziizVr9A98cQT6enpl19+ufQpGNGepaWlzc3NpkhAjemaa66hlqTAqT5ncTe9wS9tg/XQMVhWVhate42NjXqXJTR8umPD1RNnsPQl7jSX+XK7eCKdMjDvd2+2tLSIC4iUFlRWVga7F97lctHk0nWuiooKyhi+/e1vi9Nd5joOEyfqlN+UJs//08XUkna7vb6+vqenx1wtY0zi2CAnJ0f1xhSndUN6/gNAFeIFbDabzTjvtVGCT3dsuHrG4B4sXYkHBuXfLCruXqeM6tChQx0dHVJaQAmBkjeeO53O6upq8aCi+CAP8b9uaHDUoUb+5Qr/TxdTs8THx99xxx3GfJTS1MSFQmpwFefZ399P86Q1QcV5Aign9sZ0pKd3QULApzs2XD19mn7v3r3BniIMKUh8IhoJOrgXh+PyV75oNPExZgl1MKG+BGhwcFDc2B7j+YhNZAXXByWF4j7TMF5II/PpYpM+em184uxsbm6uivNsbW2VP+MLoCnp22Im+tA4n+7YQPUMeMvUhQsXHnrooRSPLVu2eL8HCwmW6sTN5koethodHZWu9G3atCns0y2UMa9YseLXv/51eJPrrq6uTuSXCq8Qbdy48ZprrsnIyJDW84CfLgYtUOYquiIVP0tQVVVlxptgwErowEzcqWmWl7bw6Y7Z1JNNRCMhXtqu8N0qr7766tq1a/fv3691qYzM7Xbb7fYYz9eFZUbr6+ujVGz27NlSXqXk08WguoaGhhhVX6kgHo817zu1wRrERx2M/5obgU93rH496TCReo7LLrvMZrPRvzt27Pj4449VX0qo+EQ0EuLbxqa7HUpfdNQoTub5P6Em8irv9yzExsbGxcU98cQTuhQVnE6nuPlPlbcH0b5O3DyHG+ZAX9JeSN1bDDXCpztWv57f/OY3V6xY0d/fT3sf+veGG2741re+pfpSQsUnomEbGRmJ8TweiHuAQiWeUKOeW3Tb/nlVampqZWUlZa7UwZvlNL5VibcHKXlf7rh6enpUv6kLIDzidkDa1Rj/fgM+3bH69UxLS/PuQug3DVF9KaHiE9Gwie3TLCeZjUbcizNt2jTv64BSXoX3LBjH0NCQeDQh8kxXvA6NQqxKwQAiJJ49Ki8v17sg4+DTHSPBgv8lvrLX3Nysd0FMyeVyia8vizQLeZWRiVU98o8dicdgscmAQdDBg3gwWdOPTESOT3esySXCwsLCkydPUpdD/9JvXCI0PkoFxCV8vCs8bLSeUwMmJiY6nU69ywJy+vr6xFNXEUZKXAU248fgwKoaGxtpnYyPjzfyt0r5dMea3OS+bdu2Sy+91Gaz0b/bt2/HTe7G193dHeN5z7XeBTExSlLpwBG3WJmC+L6NzFc1x0XJWUzwj0oB6ILWxqSkpBjPO5zPnz+vd3EC49Mds6knm4iGp76+npqoqqpK74IARENnZ2eM52sEYT/SIeZgt9vVLRhAhB5//PH4+PgYz/fHRkZG9C5OAHy6Yzb1ZBPR8OTn51MTUZ+hd0EAokS8wqq1tTW8ycUrtSK/kQtAdZRXUXYl3oFswM8U8umO1a9nf3//smXLEhMT/V/LriMjlMGwRkdHxVsG8IIG4OPAgQMKv1sQUHFxMU3e3t6ubqkAVOF0OsU7kNPT03t6evQuzufw6Y7Vr2d+fv6jjz7617/+VfU5R4JPRMMgehoVX28NYHxut1t8rtvhcIQxuXhoFO/iB8MaGxsThwHJyckqfh4qcny6Y/XrabPZ/vKXv6g+2wjxiWgYxNPm+J4acCNeZFVQUBDqhENDQ+I9Z1qUCkAtdBQhXkqSkJBgnLOtfLpj9es5b948Az7qzyeiYRBfwDXgpXoATdEhvng7SW9vb0gTis/r4q28YAri6wWUY+3Zs0fvsvwPPt2x+vV86qmnSkpKjPbwAp+Ihoq6FvHtYb0LAqAD8YFz+W91+6upqaGpGhoaNCoVgLp27twp7oc2wkrLpztWp54x41FlKRGWUO8iGJR4GGrDhg16FwRAB3QoaLPZ6OA+pLupxO3DBn9fNoC35uZm8W1y3R995dMds6knm4iGSnQV4d3nC2ABlZWVtAmsW7dO4StDaTTxQRK8sh/Mpb29XeRYxcXFOr4SmU93rH49Y2NjVZ9n5PhENCTUQ4gP346NjeldFgB9DAwMiBPtX/ziF5WML760g88egBl1d3eLlyjFxcUdP35clzLw6Y7Vr+fs2bP/+7//W/XZhsFolykNSNyrG8ZTVABWkpaWJr7gpuSkVEtLC41cVlYWhYIBqK6urk70iV/+8pd1+dATn+5Y/Xru3r379ttvP3v27IULF1Sfedj4RDQk4uJIJF9kA7CA559/fsKECQpvARZbTVNTUxQKBqA6l8t1//33i8vcpaWl0S8An+5Y/XriJncTES9a7O/v17sgADrr6OgQj7KP+8Eo8Y2d7u7u6BQMQAu9vb0ix4r+Pe98umM29WQTUeUor4rxfEhB74IAGIL45HlKSorME4VjY2PitkV8VwrMjg4SxD3vUX53A5/umE092URUOfFmlIqKCr0LAmAU4tMiixcvDvbYB/VJNEJubm6UCwagBem5wmi+g5RPd8ymnmwiqlxhYSE1S1tbm94FATAKyqsWLlwoc29KY2Mj/W9VVVWUCwagkebm5pjofkuHT3fMpp5sIqoQdSTi/Yp4lw+At4GBAXFvSsDrJpR40X+1tLREv2AAGhFXM6g7iM43ofl0x2zqySaiCj322GPUJna7Xe+CABiOzA3vWVlZeC4ErEd8r5AOLXp6erReFp/umE092URUCYfDIZ7uXL9+vd5lATCigDe8j46Oik5Ix4IBaKSsrEw89jQwMKDpgvh0x2zqySaiSkgf/jx48KDeZQEwKP8b3sWZLbyYFyzJ7XaLdT4zM3NkZES7BfHpjtnUk01ElVizZo34HJXeBQEwLv8b3sUrsGtqavQtGIBGaJ0XX6elNX90dFSjpfDpjtnUk01ExyWeM09JSdH0GAXAAnxueBfH9/gyOliY0+kUxxXa5Vh8umM29WQT0XEVFBRQa9TX1+tdEAAT8L7hnQ5L6Pfw8LDehQLQEB17x8fHa/e+Nz7dMZt6somovK6uLnH6Cm9nAFBI3PBus9nw5QNg4pJLLqG1fcKECVr0FHy6Yzb1ZBNReXl5efi6M0CoVq5cKZ4LoR96lwVAc319ffPnz9eos+DTHbOpJ5uIyhBvZ6BDcHxGDSAkra2tIsFas2aN3mUBiAZxuUOL/oJPd8ymnmwiKiM3N5faoampSe+CAJiM0+ksKChYsGABbsACPjTqMvh0x2zqySaiwYhD8JycHJy+AgCAcYmLHpmZmW63W8XZ8umOjV7PN998s7i4OMWDftCf4c2HT0QDos2DUitqBEqz9C4LAACYgziJpW7Hwac7Nno9lyxZsm3bNqfH1q1b6c/w5sMnogFJp6/UPRABAAAL06Lv4NMdG72ekydP/uijj8TvDz/8kP4Mbz58IurP5XKlp6dTC7S3t+tdFgAAMA3p6oeK3Qef7tjo9SwtLd2xY8cHH3zgdDrr6uqkb1aEik9E/TU1NWn3yjgAALCwlpYWdXsQPt2x0et5/vz5efPmiQek6cdbb70lM3KMrKiV2VDGxsbE6St83wMAAEIlXQNRqxPh0x0bvZ6FhYVbt26V7sGiP8ObD5+I+hAvoS4oKNC7IAAAYEriMojdbldlbny6Y6PXMzExEfdghY2yUvH1tK6uLr3LAgAApuRyuVJTU9XqSvh0x0av55IlS+rq6sQZrIcffnjZsmXSf4UUJD4R9UZNh9NXAAAQIRUvhvDpjo1ez9OnTxcVFV3isXr16jNnzkj/hQRL3sjIiPg8bV9fn95lAQAAE5Ouh0TeofDpjtnUk01EJdXV1VTrkpISvQsCAACmV1tbq0qfwqc7ZlNPNhEVhoaGbDZbQkICTl8BAEDk1Loqwqc7ZlNPNhEVvv71r1OVKyoq9C4IAABYhLgwEmHPwqc7ZlNPNhElDz74INU3NjZ2cHBQ77IAAIBFDA8PJ3hE0rnw6Y7Z1JNNRIl4nnbChAn48iAAAKiooqKC+pfKysqw58CnO2ZTTzYRpSOM+Pj42NjYf/3Xf9W7LAAAYCmDg4MJCQk2m21kZCS8OfDpjtnUk01ExTXysrIyvQsCAAAWVFpaSr0M9TXhTc6nO2ZTTx4RVfFVJQAAAP6of6FeJj4+vrGxMYzJmXTHF5FgWczOnTuppmF/sREAAGBcc+bMifEYGhoKdVom3fFFJFhWIn3zvLOzU++yAACAZX33u98VCdamTZtCnZZDdyywqSeDiLa2tlI1c3Nz9S4IAABY3HPPPZeQkECdTnNzc0gTcuiOBTb1ZBDRhQsXUjUPHDigd0EAAMD6qLuhTofSrJAum3DojgU29bR6RB0OB9UxMzMT774CAIDoqK+vp64nOTm5v79f4SSW744lbOpp9YgWFBRQHZuamvQuCAAAMFJeXi4O7xW+Gcvy3bGETT0tHdGenh6qYEpKytjYmN5lAQAARtxut91upz4oLy9PSR9k7e7YG5t6WjqiJSUlVMHa2lq9CwIAAOyMjo6Km4CpMxr3NhVrd8ferFzPmM/TuzhaifzDBQAAAJEYGBgQn8GtqamRH9PC3bEPNvW0bkQ3bNgQ4ac3AQAAItTd3a3kxQ0W7o59sKmnRSM6MjJis9modnT0oHdZAACANSUvbrBqd+yPTT0tGlHxiGxJSYneBQEAABj/xQ1W7Y79samnFSPqcrnEp527u7v1LgsAAMD/kH9xgyW744DY1NOKEW1qaqJ65efn610QAACA/yW9uGHBggX+OZYlu+OA2NTTchGlNTgnJ4fq5XA49C4LAADA/3fs2DHx/P6ECRPKy8t7e3ul/7JedxwMm3paLqJtbW1UKcqx9C4IAADA51BGJRKsuLg48SM/P5+6Lbfbbb3uOBg29bRcRHNzc8P4jDkAAEAUdHR0tLa2njlzpra2VrwiS3xxxHrdcTBs6mmtiHZ1dVGN0tPTXS6X3mUBAACQQ11VS0vLvHnzrP3ebx9s6mmtiBYVFVGNGhoa9C4IAACAIuLOFot1xzLY1NNCEb333nupOpMmTXI6nXqXBQAAQBG3293R0WGl7lgem3paJaLHjx8XRwBXXnml3mUBAAAIjWW643GxqaclIjo2NrZ06VKqS2xs7L/927/pXRwAAIDQWKM7VoJNPc0fUbfbXVpaKu5tP3nypN7FAQAACJkFumOF2NTT/BEVHx+g7ArfdQYAAJOyQHesEJt6mjyi1dXV4vOZ+OwgAACYl9m7Y+XY1NPMEd25cyeVPyEhoaurS++yAAAAhM/U3XFITFDPEydOrFq1KikpKSMjY9++feHNxLwR3bNnj8iu2tvb9S4LAABARMzbHYfK6PU8derUnDlzDhw48P777587d+7OO+8Mbz4mjSglVZRa4ZM4AABgDSbtjsNg9HpSRrVnz57I52PGiB49elRkV42NjXqXBQAAQAVm7I7DY/R6pqWlbd++fdasWdOmTbv77rvDfne56SLa3d2dnJxMxa6urta7LAAAAOowXXccNqPXMz4+vry8/B2PsrKyiooKmZFjZEWtzJEbGBgQ3x6Xry8AAIC5mKs7joTR6zllypR3331X/KYci9KO8OYTnYi63W6Xy+U/fGRkpL+/v6urq6GhoaSkZNeuXfSbsqjR0VH/kc+cOZOenk4FLi0tpRlqX2oAAIAoQYJlFHa7nfIq8fvtt982coJFWVRGRkZSUtK9995bUVFRWFiYm5ubmZkpf16NZGVl5eXlFRUV0VTr1q2Lj4+ngUuXLg2YqwEAAJgXEiyj2Ldv31133SVdIqTcRfqvkIIUhYhu2bIlWApFeeHChQsLCgqmT59Of1IeRr9zcnJSUlKCTfLiiy9qXWAAAIAoQ4JlIDt27KAEZerUqevWrfO+yd04Cdbo6Kj4SiBJS0urra1tbW3t7Ozs7e0dGhryHpPK39HR4X1qyu120zg9PT00nKaqqqq67LLLysvLtSstAACAXpBgWY12EW1vbxc3pKekpFCGpNFSAAAALAAJltVoEVHvE1fFxcXDw8OqLwIAAMBKkGBZjeoRxYkrAACAUCHBshoVI4oTVwAAAOFBgmU1akUUJ64AAADChgTLaiKP6LFjxy699FKcuAIAAAgbEiyriSSiTqezrq5OvP+TPPXUUyoWDAAAgA8kWFYTXkTdbndTU5O4Jii9dR2frwEAAAgPEiyrCSOibW1tOTk5Iq8qKCjo6enp7+/H52sAAADChgTLakKKaFdXV15enkitFi5c6HA4tCsYAAAAH0iwrIYi6vPVGh9Op7O7u7u/v7+4uFikVunp6S0tLbggCAAAoBYkWFZDEY2Pj3/wwQfrg5gyZQqNExcXJ17BQENwNRAAAEBdSLCsJkaZ2NjYqqqqkZERvcsLAABgQUiwrIYiWlZWFuz0FSkvL7/++ut/97vf6V1SAAAAy0KCZTV8IgoAAGBYfLpjNvVkE1EAAADD4tMds6knm4gCAAAYFp/u2Mr19LmBXe/iAAAAcMenO2ZTTzYRBQAAMCw+3TGberKJKAAAgGHx6Y7Z1JNNRAEAAAyLT3fMpp4AAABgAHpnBFHCpZ4+ohNgLMWwC8JSsBTLLAhLwVKssRTrYdpqVloprbSUqC0IS8FSLLMgLAVLscZSrIdpq1lppbTSUqK2ICwFS7HMgrAULMUaS7Eepq1mpZXSSkuJ2oKwFCzFMgvCUrAUayzFetBqGsJKaVgIjTEhLoaF0BgT4mJkiI2GsOobFkJjTIiLYSE0xoS4GBlioyGs+oaF0BgT4mJYCI0xIS5GhthoCKu+YSE0xoS4GBZCY0yIi5EhNhrCqm9YCI0xIS6GhdAYE+JiZIgNAAAAgMqQYAEAAACoDAkWAAAAgMqQYAEAAACoDAkWAAAAgMqQYAEAAACoDAkWAAAAgMqQYIUg5v/4DD9x4sSqVauSkpIyMjL27dvnP+GFCxc2b96ckpIyderU2tpa+lN+OIQqYGhiPm/KlCn+EyI0mgoYlzfffLO4uDjFg37Qn/4TIi5aCxgap9N59913T5s2LTU19ZFHHgk4IUKjnRdeeGHFihU2m23WrFn33Xffe++9J4YraVvExYCQYIXMZ5d06tSpOXPmHDhw4P333z937tydd97pP0lzc/PVV1/9Rw/68fTTT8sPh/DIvHNv9+7dNTU1/sMRmijwicuSJUu2bdvm9Ni6dSv96T8J4hIdPqGpqKgoKyt72+NrX/vaM8884z8JQqOdlStXHjlyZGxs7J133nnggQduvvlmMVxJ2yIuBoQEK2Q+uyTKqPbs2SM/JnUhtNmI3/Rj2bJl8sMhPMESrL///e/Z2dnnz5/3HxOhiQKfuEyePPmjjz4Svz/88EP6039MxCU6fEIzffp06trFb8qx7Ha7/5gITXTQNpKUlCR+y7Qt4mJkSLBC5rNLSktL2759+6xZs6ZNm3b33XfTQbn/mFOmTBkdHRW/33333ZSUFPnhEJ5gCRYdtN17770Bx0RoosAnLqWlpTt27Pjggw9oY6mrq6M//cdEXKLDP8GiVhW/KdPybl6EJsocDkdBQYH4LdO2iIuRIcEKmc8uKT4+vry8/B2PsrKyiooK/0ni4uI++eQT8Zt+0CTywyE8AROszz77bMGCBa+//nrASRCaKPCJy/nz5+fNmyduAKIfb731lv8kiEt0+IRm3bp1d911l9ibrV27NiEhwX8ShCYKXnnllezs7FOnTok/lbQt4mJASLBC5rNLouMD72O+1NRU/0lwbBEdAROstra2W265JdgkCE0U+MSlsLBw69at0j1Y9Kf/JIhLdPiE5s9//jPlVVOnTk1LS3vsscfS09P9J0FotNbV1TV37tzjx49LQ5S0LeJiQEiwQuazS7Lb7d53LQRMsHB1PDoCJli5ubkvvfRSsEkQmijwiUtiYmKwe7AkiEt0yDwX8oMf/ICSLf/hCI2m6IAwIyPj5Zdf9h6opG0RFwNCghUyn13Svn37pJPqZWVl3vf6SGPu3bs34HMcwYZDePx7i8OHDy9dulRmTIQmCvyfIqyrqxNnsB5++OGAd+wiLtHhExralQ0PD1NcDh48OGfOnDfeeMN/TIRGO7t27Zo7d+7AwIDPcJm2RVyMDAlWCHzeqyQN37FjR2pq6tSpU9etWxfwJvcLFy489NBD4sU/W7Zs8X5DScDhEKpgobHb7Q6HI+D44gdCo6mAcTl9+nRRUdElHqtXrz5z5oz3+OIH4qK1gKGhw8WMjIzJkyevXLnylVde8Rlf/EBotBPjZ2xs7KJs2yIuRoYECwAAAEBlSLAAAAAAVIYECwAAAEBlSLAAAAAAVIYES6lQP8MZbHiw+fjQaPKLwT9ZDQAAAGpBL6tUqJ/hDDY82Hx8aDS5BAkWAACAdtDLhkPJZziVvN7Nez4+tJ4cCRYAAIB20MuGQ8lnOJV8oMB7Pj60nhwJFgAAgHbQy4ZM4Wc4x/3Eps98fGg9ORIsAAAA7aCXDY3yz3DKn0Pyn4/PveeaTn4RCRYAAICW0MuGIKTPcMrcBRVwPj60m1xAggUAAKAd9LJKhfoZzmDDg81H4WwjnFyCBAsAAEA76GWVCvUznMGGB5uPD40m95+Duq0EAAAAF5FgAQAAAKgOCRYAAACAypBgAQAAAKgMCRYAAACAypBgAQAAAKgMCRYAAACAypBgAQAAAKgMCRYAAACAypBgAQAAAKgMCRYAAACAypBgAQAAAKgMCRYAAACAypBgAQAAAKjs/wE9RCEBO0ZKtAAAAABJRU5ErkJggg==)
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