Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-06-20020711_153600_20020711_202100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/11 |
Start Time | | 2002/07/11 15:36 |
End Time | | 2002/07/11 20:19 |
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 | | -31.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-06-20020711_153600_20020711_202100-constBx0 |
Minimum Dst Value | | -1 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzo1MToyNyBFU1QgMjAxOJ+jbq0AAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMTQtMDYtMjAwMjA3MTFfMTUzNjAwXzIwMDIwNzExXzIwMjEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItNCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNy0xMVQxNTozNjowMC4wMDBaIiwgIm1heCI6IjIwMDItMDctMTFUMjA6MTk6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoyLjk5MjAwOTk5OTUsICJtYXgiOjUuMTk4MzkwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjI0OCwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfVun93sAAAAEZ0FNQQAAr8g3BYrpAABAlklEQVR4nO3df1xVdZ4/cAQUVKKLoqChYmqDPdAY11odyUGHDM2KGh4NNZhUNjqlG7uh0oiKs6ZMSz7IBymt2tpjaTKHh7ETOmzLDjNLE9PSSC2TTGGh4SwlFeVtBhWD73vu+/s93zv33nM4597z657P6/mHj8vx/Ph8zuee83mfz+dzPydiCAAAAAB0FWF1AgAAAACcBgEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM6cGWBFRDgzXwAAhjLi5vnGG2/MmjVr2D0bcWir6gLUQTAkWoCFLz0AgAIjbpKZmZnHjh2z5NAIsHTkyEwZypnnS+uj0vHjxxcvXhwTEzNp0qTVq1d//PHH3msy/5309vZOmTJF4ViDg4ObNm1yuVwJCQklJSX0p/Rfb7/99rJly8aOHTt58uRDhw4F3PwXv/jF0qVLY2NjKVUPPfTQp59+qrxbueVa9xPx1+Lj44c9GwpnyV/AlX0OKi1XKJqA51DryQnIkWdea2Lk1pc7qC5n3ghy37QRI0YkJSXl5+d3d3crbB5E+nt6eh555JHU1NSRI0fSVjk5OfQ1DpgYn4X04frrr/c+BH2ePXu29wrSf3V0dNx9993jxo0bNWrU/Pnzf/azn/HyL774gtI5a9as0aNH09HvvPPOxsbGYdPsn5igV/BH3+SLFy+GfuggGB0TyJVCcMfVMbXK1ZOZoZLIYZkzc671HrFkyRJ6wOrr67tw4cKOHTuoXlGzQ7qH7tq1S+FY1dXV8+bN+9CDPhw4cICXv/fee/TVr6mp+fzzz8+ePXvvvfcG3PyWW245ceKE2+3+5JNP1q5de9tttynvVm651v1427NnT3FxsZqzobBczcpy28oVjdw51HpyAnLkmdeaGLn15Q6qy5k3gtw37euvv/7jH//4+OOPZ2ZmKmyuNf3nzp2bNm0a7fbUqVN//vOfKTB99dVXb7311oCJ8VlIH6iS/vnPfy791yuvvEJL/AOs999/n6LDiooK+vJT7PLb3/72u9/9Lv8XHevhhx+mFS5dunT+/PmXX37529/+tnKaAyYm6BWC3iTsAiyFUrA8wFKunhBgmSPMck5f4sceeyzJgz5IT0VUhFQhpaSk0FMp//mTn/xk4sSJ9GDx6KOP0o1GWm3or9sJ/A9BNcqYMWN8FvqvSXfPGTNm9Pf3K3x7Fi5cSFUUf6YPixYt4s8UDVRVVWnKOIUXY8eOVd6t3HKt+5HQeZs+fTpVGD7LzQywvHkXjdw5DOXkBOS8M681MT7ryx00xDM/MDCwdevWqVOnulwuqrF4ocL1vn//fopjYmNjFyxY0N7ezssbGxu/+c1v0kL6L46E/C92n2R/8cUXo0ePpg/r1q17/vnnpeWHDh2iJcrpD3jaH3zwwSeeeCJgHuU28U7b0aNHvQ9BufvZz37mn/j77rtv586dAQ9B2aFMySXA+6AKN8khmZOvfPPUuon/fTtgscp9DbzRExcFN5SX+Pj4u+66q7e3V012lA9KXwDaIa1PJypgfhVKQe77Jv2p5rtKzwD/+I//mJqampCQ8MADD3z11VcBz5s/5eop4EXhvcNhT6ZcwvyvYv9jqanEb7755pdeeklKMMWvkyZNUvOttpswC7Co8LKzs7s9lixZsm3bNl5OZXPnnXfS86j0J612zoM+lJWVSct9PvigL8ru3buHfVgnK1asePHFFxV2NeRpGJe+mvQoSd85/kxfLMoIfWPoG3z//ff39fUNm/G6urqsrCzl3cot17ofCV32dPH478SgACsxMZHip/T09GeeeebKlSs+6/sUjdw5DOXkBOS8M681MT7ryx00xDNPFRUd4vTp059//nlRUREvVLjec3Nzu7q66FuxY8cOKSKh70NtbS3dsumO/NBDDwVMp3cl0dPTs3nzZm7goQhj8eLFL7/8Mn0+cuQIfb58+bJy+gOedkoD1U8B8yi3ifd9iVI1a9as3/zmN/RnU1MTfaYl/jcu+v5/8MEHAQ+xfPnye+655/XXX//zn/8sl4whFTdJhZMvt0+tm/jftwMWq9xuvc2dO/eXv/wlZZmq4fXr169Zs0Z9dgIetLS0lM7kHz2WLVsWMAsKpTBsgKXmu/r0009/5zvf+fDDD+miKCgo+Id/+IeA583fsNWTf6q8dzjsyZRLWMCr2OdYairxhoaG2bNn0zef/4vOT3l5uVxm7SzMAqxrr7323Xff5c/0qEFBOn+msjlz5oy0Gv0prfb73//eezWfD944yqZHus7OTv//8v7ztddeu+mmm3iohMLtJjIyku/RhD5ERUXxZ/pAX8pPPPLz8wsLC5VzffLkyenTp0t3bbndyi3Xuh9GX+7rrruOnoT802NEgMXodtPa2kr3OOnilFb2KRq5cxj0yQnIkWdeU2L815c7aIhnfubMmVLjgUTheqfYiD//6U9/4iYoMmXKlL1793700UcK6Yz4a/QITrcI/q+PP/6YclpSUkL/SqP9tH5zoqOjvSMb/6YC/018/ve555674447hjydff/8z//svwIfpb+/P2ACvvzyS6rDbrjhhtjYWDqBxcXFAR/9h71JKpx8ubxr3cT/vh2wWOV2K4fOQEpKivrsyB20o6ODP9OGAbOgUArDBlhqvqtpaWl/+MMf+DN9IadNmyat5n3efKipnvxTJbfDgCdTLmEBr2KfY6msxG+88UaOEd9//31KABWNXH7tLMwCLLplSF9o+kB/8mcqG++RofSn3Go+H3zQl2n79u0333yzz3Kf9efMmdPc3Oz/Xz43U4VnevqTP1N8kJiYGHBzRk+xU6dOffPNN6UlwTUVqN8Po4f422+/3fcEBTobwy7XujI90vm3c/gUjdw51LEFy5FnXmti/NeXO6jWk+Pzbfe+tCUK13vAlPzud7/Lzc0dP378rFmzpH49uZU5PVu2bPEec0nP07SC1EepkH45ycnJCsHoyJEjfXq4KF8Uw3mvRitMmjTppz/9Kf0r9bL57Eeh7URCt0SKnFavXu3fJD+k4iap8uR707qJ/33b53+Vd+uNHsyoHClc5i+VFAdrzY73+lJJyfW1hdKCpea7StGe98OA9/fE57x5X0py1VPAZATc4bAnUy5hAa9in2OprMTr6uq+8Y1vXLly5d5776VINGAu7C/MAiyVT0jeD2f0wX81ua7rIU9FPuxwkwg/AXclN3ojMzOTYgL+TOG/FBz4o7p28uTJb731lprdKgwW0bQflpGR8frrrwdMldEBVnd3N925/Jd7F43cOdRrDJYjz7zWxARcX+6gIZ55qmY0tWAppIRu0/X19RTo8J8+F7vPyhcuXJAaLd5++216Vj527Ng111wjtZVq/eZQQFNSUuKzUDro7Nmzf/vb33r/V0tLS2pqqs9qu3fvjo6OlrpF/Gvr++67b9euXcopYX19fVdddZX/8mFvknInX+HmGUQLlpo/1bRg0cIXXnjhs88+oyqZ/vU/Y1q/S2pasBRKwTtQk1pfenp6NH1XKcLo6upS2LncoYetnpQvimFPplzCAl7FPsdSWRB0ZihS3LhxI10d0gDBsBNmARY9bkrdtxRil5aW8nL/i2TZsmU8vIA++A8FmDBhgncXzKpVq+jPy5cvf/TRR+vXr1czBkvNf+3fvz/g748OHTr0/e9/X+reCjjaZsjTzz116lTpIh92t3LLte5nyDM5wre+9S2tWQ4lwKLzQBcbXUhUEFTEGzZs4OVyRSN3DrWenIAceea1JkZufbmDhnjmn3zyyaysrA8++MB79Ib6650/0DeB7t30LaJKi0JDXuhzsXtv++mnn27dunXBggVDnkF+dEP/9a9/TZ9//vOff/Ob3+SePoX0BzztZ86coUNLvyKk7Lz66qvSms8++ywd5Ve/+tWXHk1NTenp6U899ZTCDr2XSx/ef/99qpX37NlDZ+bixYtvvvmm9Pu1b3/72y+//DI9ddBVQ2leu3bt8uXLA+5T+SYpd/J9zqc3leUldwLl/pTbrTc6G6+88gqdCvoK0anwP2Nav0u0vjQG69Zbbw2YBYVSkNaniHzHjh307aKyuOOOOzR9VysrKynNtIRW+5//+Z/vfe97yufTn9yaChfFkIqTKZewgFexz7HUf0noAY8WHjx4UE2O7Cmc0jrkaVGkqpd/gEAfpJZG/4uEfyCTkJDwwx/+0Pt3CvyBKg+XyyX9efTo0blz544aNWrKlCl0P6KY3XtXyo8CCuVNMTgF4C6PzZs3e7d/0u0sMTGRkkcBhNwgd/8HEbfbrbBbueVa9zPkaR+qq6sbNknqz9KwO+EiiImJoQcaugKlklUomoDnUOvJEefMa02M3PpyBw3xzFM08KMf/SglJYUKlGosXqj+eucPL730Ej1bx8bGUnj0y1/+khf6XOzeKR83bhzVeadPn6bl999/Pw94YpQGjtoV0i93ws+ePfvggw9SrRkdHT1+/Pi77rrrjTfekM7Gv/zLv8yfP/9qD/rwwgsvDLvDCL8absjzSzHaM6WKro4bb7xRmoHpP//zP2k5nUY6D9OnT3/00Ue9rxrvfSrfJOVOvs/59KayvOTyK/en3G690ZMJFf3IkSPpqWDv3r3+Z0zrd4lW+MEPfkAnh07Rj3/8Y9pzwCzIlYK0H3pupAiefy24b98+Td/Vr7/+mvKSlpZGN0aKy6U7g/KVHjA7PvwvCu//HfZkyiUs4FXscyz1XxI6mbNmzRoYGFCTI3sKp7QCAIAuwquistY777xDoarVqbDYlStX6IHBzCPefvvtP/3pT808ou5wjQEACAcB1rCKiop6enrOnDnzne985+///u+tTo7FWltbpV8LGu3rr79+7rnn5syZI83UEKZwjYEh/DuYbHhDD4tEauXITIHu8K0YVmVlZUpKysSJEx9++OEwnSZAR3Fxcfv27TPnWPTlTE1NpZDOnMMZB9cYAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoTJQAK+Bv1wEAAMBkVkcEJhEmn8KUKAAAgG2JUx0Lk09hShQAAMC2xKmOhcmnMCUKAABgW+JUx8LkU5gSBQAAsC1xqmNh8ilMiQIAANiWONWxMPkUpkQBAABsS5zqWJh8ClOiAAAAtiVOdSxMPoUpUQAnaW5uLioq6urqsjohAKAPcapjJ+dTzJnNABygt7e3srJy/vz5fPFOnDjR6hQBgD7EqY6FyacwJQoQvvr7+48cObJy5cro6GgOrfhDVFRUX1+f1akDAB2IUx0Lk09hShQgHDU1Na1ZsyYuLk6Kq3Jzc2tra8+dO/c3f/M3tKSsrMzqNAKADsSpjoXJpzAlChBG6uvr77777muuuUbqyl+wYEFVVVVvb6+0TltbGy13uVxoxAJwAHGqY2HyKUyJAoSL3/3ud1JclZqaWlpa2tnZGXDN3NxcNGIBOIM41bFd8qlmQPrg4OCmTZvoQTYhIaGkpIT+1LR/nVIKADpwu93c90f+7u/+TnllNGIBOIY41bFd8qnmjFdXV8+bN+9DD/pw4MABffcPAOYYGBjIy8ujq3L8+PH79u3r7+8fdhM0YgE4gzjVsV3yqeaML1y48MSJE/yZPixatEjf/QOAOQoKCuiSTE5O7ujoULkJGrEAnEGc6tgu+aQznpiYOGbMmPT09GeeeebKlSv+68THx0tDX8+fP0+3Wk371yehABCaoqIiuh7j4uKam5s1bYhGLAAHEKc6tlc+L1682NraumjRIroF+/9vZGTk5cuX+TN9iIqK8lkhQpHhqQeA4ZSXl/MsDE1NTVq3RSMWgAOIUx3bMZ9nz54N2DqFFiyAsFZVVcXRVW1tbXB7QCMWQLgTpzq2Yz67u7uTkpL8l2MMFkD4oqCKp2Wvrq4OeidoxAIId+JUx3bJZ35+fnt7+6VLl06dOpWdnb1hwwbpv6TC2L9/P35FCBCOGhsbObqqqKgIcVdoxAIIa+JUx3bJ59GjR+fOnRsTEzNjxowtW7Z4/2xbKozBwcGNGze6PDZv3ox5sADCQnNzM78DJ+DYSq3QiAUQ1sSpjoXJpzAlCmArHR0diYmJdAEWFhbqtU80YgGEL3GqY2HyKUyJAthHV1dXcnIyXX15eXkDAwN67RaNWADhS5zqWJh8ClOiADbx3//93wkJCXTpZWZmqpmrXRM0YgGEKXGqY2HyKUyJAtiB2+1OSkriKejeeecd3fePRiyAMCVOdezkfGKiUQCr5Ofn83U3btw43ZuvGBqxAMKRONWxMPkUpkQBLFdaWsovwzl+/LhB0dUQGrEAwpM41bEw+RSmRAGsVVNTw9O1NzQ0GH0sbsQqLCxsb283+lgAoAtxqmNh8ilMiQJYqLm5OfTp2tXjRizW0dFhwhEBIETiVMfC5FOYEgWwSmdnJ0/KsH79etMOOnfuXA6w1qxZg75CAPsTpzoWJp/ClCiAJdxud1paGl1oOTk5Ok55NazTp09LMZbL5SorK0OYBWBn4lTHwuRTmBIFMB9FVNnZ2XSVpaenU6RlfgLa2tp4PBbCLACbE6c6FiafwpQogPnWrVtHl1hycnJXV5eFyUCYBWB/4lTHwuRTmBIFMFllZSVdX7GxsS0tLVan5S8QZgHYmTjVsZPziYlGAYxWX1/PPxs8cuSI1Wn5K95hVlxcXFZW1pkzZ6xOFAAgwHIccUoUwDTt7e0Uu9h5OnUKs1asWMFh1rRp08wcfQ8AAYlTHQuTT2FKFMAc//qv/zp27Fi6sgoKCqxOi5L+/v6rrrqKY6ySkhKrkwMgOnGqY2HyKUyJAphj5MiRdFnFx8cb9zIcvfT09Dz99NPclXnw4EGrkwMgNHGqY2HyKUyJAphgYGCA45X8/Hyr06IWhVb8Dp+mpiar0wIgLnGqY2HyKUyJApigsbGRrqmpU6danRBtSkpK+KeFeK8OgFXEqY6FyacwJQpggjVr1tA1VVpaanVCtBkYGOCfFqalpfX29lqdHAARiVMdC5NPYUoUwGgUpiQmJtI11dbWZnVaNHO73RkZGZT4rKws/KgQwHziVMfC5FOYEgUwGvcPzpw50+qEBKmnp4dfSl1YWGh1WgCEI0517OR8YqJRACOEaf+gt9bWVp7Bq7y83Oq0AIhFnOpYmHwKU6IAhgrr/kFvdXV1/OhFH6xOC4BAxKmOhcmnMCUKYKhw7x/0Vl5ezi/SaW1ttTotAKIQpzoWJp/ClCiAoRzQP+itsLCQspOcnNzd3W11WgCEIE51LEw+hSlRAOM4pn9QQjnKysqiHEVGRobRpKkA4Uuc6liYfApTogDGcVL/oKS3t5dfqkj6+vqsTg6Aw4lTHQuTT2FKFMA4DusflGzfvp3yNXnyZKsTAuB84lTHwuRTmBIFMIjz+gcl/f39PGsDRmIBGE2c6liYfApTogAGcWT/oKSgoIByV1lZaXVCABxOnOrYyfnERKMAOnJq/yCrqamh3GVmZlqdEACHE6c6FiafwpQogBEc3D/I3G53bGwsegkBjCZOdSxMPoUpUQAjOLt/kOXm5lIeq6urrU4IgJOJUx0Lk09hShTACM7uH2TcS5idnW11QgCcTJzqWJh8ClOiALpzfP8gc7vd0R69vb1WpwXAscSpju2VT7qvTZkyRe7shzJoXZwSBdCdCP2DLDs7m3J68OBBqxMC4FjiVMf2yucjjzyya9cuhQAr6D07qUQpDMW7acFMIvQPMgqtKKc5OTlWJwTAsZxUHSuzUT5PnTo1Y8aM/v5+kQMsCp6++93v5ufnl8koKSkZNWoUJuwB0wjSP8joAoyOjo6NjXW73VanBcCZwqU6Dp2N8rlixYoXX3xxSP7s03K60Y8ZMyY9Pf2ZZ565cuWK+p2HS4lef/31EepkZWVZnVjQrL6+fs+ePRSyWJ0QDcTpH2TcS1hTU2N1QgCcKVyq49DZJZ+vvfbaTTfdNDg4ODTc2b948WJra+uiRYuKiop8/ks5IjEw9TrhmoxERkYWFxfLNWItW7aM1pk+fbrV6QUNenp6Vq1axeUbXj1Q4vQPsqqqKspvbm6u1QkBcKawqI51YZd8zpkzp7m5mT+rOftnz551uVzq92//Eh0YGEhPT6d0/uAHP+jq6lJeMyUlhdZsamoyKXEQAgqt6GGAJ7FkI0eOpIVWp0sVofoHWXd3N+UXvYQABrF/dawXu+RTa4MT3QSTkpI07T+0BBquurqaO2L6+/uHXbm0tJRWLiwsNCFhEDTv0Co6OprKq6am5sYbb6Q//dtf7Um0/kGWmZlJua6trbU6IQAOZP/qWC92zKfP2Zf+zM/Pb29vv3Tp0qlTp7Kzszds2BD0Pu2mr6/P5XJRIuvq6tSs39nZSSvHxcXhIdue/EMrKjL+r46ODp5sSVpiZ6L1D7LKykrKdUFBgdUJAXAgm1fHOrJjPuUCrKNHj86dOzcmJmbGjBlbtmxR09Ijt0+7Wb9+fYTGKaT5Ifvw4cPGpQq0amtre++99+RCKwktDIsGSAH7Bxn3EtIDjKabDACoYfPqWEfC5NPGJdre3s5NGvRB/VYUWlGmKMwyLmGgyfbt26lERowYoRBaMVrOJd7R0WFyIjURs3+QZWRkqG9RBgD17Fwd60uYfNq4RPln4evXr9e0ldvtpids2jAsepqcra+vr7S0NCoqiocP5uXlDVsoRUVF9v+pmpj9g2znzp3oJQQwgp2rY30Jk0+7lig9IlPaXC4XVdJat+WeJjHrP5sYGBiorKzkfjRy3XXXqZwAtqenh7sRbdv7Jmz/IONhjnQGwmvSMgD7s211rDsn59P+82D19/fPnDmT0lZdXR3E5k1NTbRtSkoK6gBLHDlyhIsvwjPva0tLi6bNS0pKtA68Mw19ox555BFK3owZM6xOi2W4l7CxsdHqhAA4ij2rYyMIk09blmh5eTklLD09PegIiSv4hoYGfRMGyii0nT9/PodWaWlpwY3UkX46asP5zCh25NzZvBPTUGVlZXQG1qxZY3VCABzFntWxEYTJp/1KtKenhwdRhfKIzCNF8vPzdUyYrfzmN79JSEiYOnVqaWmpwtT2FO4cP37chPS0t7evXLmSg4/k5OSDBw+G0nzIVbgN33rU0tLCedy7d6/VabFMW1sbegkBdGfD6tggwuTTfiXKI6jy8vJC2Yk063QQQ7jCwrRp0yJUo4inoKDg8OHDus+TTjukKDY+Pp5HsrtcLoqNQv8Nv9vtpjTb8NdqlLAoD8EnWuMWYhs2MQKELxtWxwYRJp82K1FuIaDAKPTfAObk5NCuqqqqdEmYrfBb4aKjo6+//vpt27YFbL4qLS3ljraEhATvYCs9Pb24uLihoYHDIE2NELRJW1sbBWpFRUXZ2dnSGPYIzywM69ev1zGA4zktMzIy9NqhLnh43/z5861OiMX4lQnhMu0+QFiwW3VsHGHyabMSXbBgQYROPwDk4TLOqws7Ojq4C3XYN5ZQ8NTd3c2bULxCESdvyCiK/cY3vkFR2rx58+Q6GSkUu/baa2fOnHnXXXdRZEYr+7SNUQw3efLk0aNH/+QnP9E3mxTM8ZslqRz13XMoeHQgAgvuJaQCsjohAM5ht+rYOMLk004lWlNTw/1ZuvS/UA3NTTia5im1OYqZOAYNbrpzOidNTU0lJSXSUHStKMzKy8ujOKO+vp6jN+PwnLEU3tlnrA+PM7NVzGcVDn+lV9EDQIhsVR0bSph82qZEpWE3FGbptc9169bRDouLi/XaoeV48D7VbaGPLevt7aUzQ+d82bJlci1YRUVFiR7/9E//1NraavILUiiu4rE+9nnxEYfsXV1dVifEejwlLBrzAPRin+rYaMLk0zYlumnTJkrMggULdNwnxQTcJGafJpBQtLW1cSedOIOLuZ+XAko7vPyuo6MD/WKS5ubmCPHeF3Ty5Mm777776NGjVicEHMg+1bHRnJxPn04fq5PzF/n5+ZwYrZNSDis9PT3Cfj9GCwJFGJwXre8OCnc8raXKieANdfDgwYiQf9/qJNxLKM6M9vQFGDVqFN+pcnNz0T0K+rJJdWwCYfJpdYny6+r4TcBXX3217vuvqKiIcMS0kMXFxRGe2Tvt0JZjJn5pUnJysuUzbvArCO0Q6tkEd8GL8E6qjo6OrKysgEMSq6urBZ+zA/RieXVsGmHyaV2J+ryubty4cUaMHe7p6Yn26O3t1X3npmlqauJc6N7CFxa4bisrK7M2GdyCKGYRBNTY2Oj4XkK6Te3cuZPfj0k3K7pHNTc3v/vuuxRW8pjRCM9vadevX09BmNWJhfCGAMtprCrREF9Xp0lubi4dpaKiwrhDGIqej1NTU+0QYViFZ5+KjIzcvXu3VWno6+uL8Mxt4YzxfLqQ3nvtpB/qeqP7EkfVEZ7f7fq0oVL26T6WmZkpNWhlZ2fX1tbiGwLBQYDlNOaXqC6vq9OE+5joRmn0gQzCPVMZGRki37hjYmIM6kRWqb6+nhJAtalVCbAn/nLu3LnT6oTojJ5q1q9fz78poUdB5Z+VUHy5bt06aZI5Cjq/973vWd6jDWEHAZbTmFOi3d3dHR0d+r6uTj3pObu1tdWEw+mL6/XY2FjBOyAefvhhrrqsSgDPXV5SUmJVAuyJewlnzZpldUL0RBcdj9+nAItKXOWoR4qoqqqqpk6dyre46667LqyHJYD5EGA5jQklSpEBPwjq+7o6TXiEuC6/v6PbKD3OmhMa0g2ax3mEb/+mXuiEc51n1RQVPA7MAT9H1devf/1rjicOHDhgdVp0cNddd40cOZJztGDBgiB+ICm9Dpxb6HV/+yc4GAIspzGhRF955RW+3URGRur7ujr12tvbObYLPbC75ppraFcPP/ywLglTlpeXx2PUTDiW/XEbUnBT2IeIwjvuAEKbhI+Ghga+ulevXm11WkL1b//2b5wXeiCsrKwM+iGKYqyXXnqJB2/RA5Lgbc+gHgIspzG6RN1uNw8CnTBhwjvvvGPosZTxwK8Qf6hI0SGFibQfesytqKgwtB2OXxxE9TrmDWednZ18Qsz/VTy/es/ZP5cL2mOPPUYn584777Q2GfQgd+utt/7Hf/xHcJuXl5dzQ/uYMWN0eZmEdOtLTEzEjFmgBgIsJ4j4a8YdiB4BuQ2GHuOMfm/dsKqqqiglixcvDnoPFF2lpaXRTqTJBlNTUw16iwsFo3Sjj7DTW2LsgGss888Jf3ksaTyzP7ouuHnYkqP39vZWVlZKv5uJiorS2o1Le8jJyeHNS0pKdOz9pwcwvgHSU0F9fb1euwWnQoAVPLrYSktLZ8yYERsbS/9u27bt4sWLuh9FK0NLtKCgwD6N5H19ffyEunDhwiA2l6IrHlfR0NDAM4zz7/saGxt1TCo9+3J0NX78eB136wD8+mfzf8rHbxqorq42+bjhgi8NM6d0p9vpkSNHVq5cyRe192NPhGe2fZVPdM3NzTy2LzExkS5q3dNJ4RpPx0rp1PEtq+BICLCCt2HDhqVLl7a3t9Otgf5dsmTJY489pvtRtDKuRPldsPToZp/mcYpXeCiY1oHSPtEVL6RbJ9X3fHeO8EyBo0sFQ18PaWYdei4PfYdOQqEnj4Xq7Ow087g8D5k474TRimMIc+a4p4t3zZo10pwIFLjk5ubW1tbSd+P111/fu3cv/5fL5Ro2IJa6BemKM7SJnYcPmnaKIEwhwApeUlKS9zVMn2mJ7kfRyqASpTsX3/ts9Vri+vp6jrEiPL8oVDmUJ2B0JaF4iDJLd3PebWFhYVdXF9XEwY0TkjpVJ0yYsG3bNsv7VW2IznCEua9nsbYLLCzwO7kNfSHVa6+9tnLlSv6JCVuwYEFVVZX/zw7oqpGmg6HIKWDzuXHdgnIotOJgjp48jT4WhCkEWMETJ8DiASt0N6HHSt13HiK6k1ZUVPCLL1JTU4eN/5SjK0lfXx/dN3m3fBulmiCIIfA8bSPV5XboVLWn5uZmOkUpKSmmTbvKE9VSfWzO4cKR0TEo/75BGvhI4fWwTZh08+EpTuiqLCsr8/62GN0tqJAkvjkUFBSIPGkwyEGAFbwNGzZkZ2e/++67VO/Sv/TZkV2E0k3EzgNWKHyhx99hm7JURlcSuunzsDMyYsQIrYNtebIuW3Wq2hO/ZMm0qpE7u4V9T5FKhg7DOnbsGF9WP/zhD9VvRY89/MTCl3CLx+OPP25Ot2BA9ETHPZgU22FIFvhAgBU8iqu2bNly7bXX0hMV/bt161bnDXJvbGzkm5f9J8YctilLa3QloYp/0qRJWjsiKysrufULvzYa1s6dO+lc5efnm3M4jsXNbOoIR4YOw+JZXu+5554gGn7o0uYL2Zs53YIBtba28lQvEZ4p7g4ePGj+tCNgTwiwnEbHEm1ubuaHszAaZCDXlBV0dMW0dkTylFcRIU/TJYju7m6KROn0mvC6N3ou4nJELajMuGFY3EWbmJgYdHHzL7ilsOapp57SN4Va8RAx6feP9AWjpwV6skK/oeAQYDmNXiVKkQq/7y/s5gryD4ZCjK4kKjsiqf7gWy1+YaQej1Cuqqoy+kA85CsjI8PoA4U7g4Zh0eXJF2PoV8dbb721atWqvXv36pKwEPX29tIN4fDhw9nZ2VK7Gt1C6ek0HF+ZCrpAgBW89vb2RYsWjR492rulWvejqOHTWh76DhsbG5OSkiI808+E6UOYdzAUHx8fenTFhm3Kkpr98BZhTbi9xIRpLKj46EDr1q0z+kAOYMQwrIMHD0Z45tAP0xuLGt3d3eXl5fxqHTZr1qylS5e+8MILVicNTIUAK3hUf+/YseNPf/qT7nsOReglyi/KIBQ+mvwKZ33RHZznk4zw/EhNx3cmyjVl0XKOrlB/a0XfNJ4ag55bDD1Qbm4uHQXjkdXQfRgWlTL/ElCQrnOKTYuKijjLDL8mFgoCrODFxsZ+9dVXuu82REGXqM8bKkaMGHHu3Dl902Y+6c21Qb/RTI5/U9bvf/97vpOGb7OftShUpbNXXFxs6FG4jEye1zRM6T4Mq6yszJx2Sluhu8HatWv5RnTy5EmrkwPmQYAVvGnTptnwrb1aS9T/DRXx8fHXX3+9nSdl0KS9vd242tS7KYuH3GZmZiK6Ck5raysPWzHuBPL0S3QIg/bvMPoOw6K9cSOlrSYrNs3y5cvDcUgrhAIBVvD27dtHz3Y6djzpQk2JcgUm94aKsO4WNB+dzIceeojP4eTJk/HbtFDwsBWt842px7/uNHSCcofRcRgWt1DSs1zouwpHFNxzgzde0CQOBFga9zIclfvp7e2dMmWK3PqDg4ObNm2ip72EhISSkhL6U1MKAy6nQLC9vZ2CqoyMDIqlxo0bJ6VZ7g0VoBKFpHfccce8efPQ/h8iHoFuXADEg4rsP6mbfeg1DIvCi2gPo8fY2RnPcJudnW11QsAkCLCs8cgjj+zatUvu7FdXV1Nt/aEHfThw4ID6PUd43gFC8VlhYSFdyRROSW8v9qHyDRUApqEon6thgxqG6XKgbz4m1ldPr2FY/EZOwTvI+vr6uJO0sbHR6rSAGRBgBW/EiBHBbXjq1KkZM2b09/fLnf2FCxeeOHGCP9OHRYsWqd+5XNNaYmJiWlpaVlbW3LlzJ02aZJPJYwB88K/8jGhkcrvd3BWOTnD1dBmG1dLSEuGZftNuAyrMV15eHoFp2ISBACt411xzzf/+7/8GseGKFStefPHFIfmzHx8fL3XYnT9/XtPdjfYZExPz+OOPHz58uKGhobW11YYj8QHk8DTf6enpuu+5sbGRO8R137OzhT4Mi1+MU1paqmOqwhQF99ylQPdnq9MChkOAFbw9e/bcfffdZ86c0TRG6rXXXrvpppt4E7mzHxkZefnyZf5MH6KionxWUB4HZsL7RgAMMjAwwDMp6D7/Nc8REEbvfbKJEIdhhf5iHIeh0IpHaKAl1fEQYIWwx0CG3WrOnDnSEBCDWrDUrwxgQ8XFxREGTNbKb+Opra3Vd7eOF8owLB1fjOMYdE54LCB+bOF44lTHdsmnmpgsxDFY+iQUwCLt7e087kffR3weX4xhQFqFMgxLhBfjBIEnQKZTilY9ZxOnOrZjPn3OvvTn/v37Q/kVoZ5JBLACv1FAxxeqtLW1cb+MXjsUSnDDsER7MY4mPC7N6PcWgLXEqY7tmE+5AGtwcHDjxo0uj82bN+syDxZAGKmuruYB6Xr9RIN3mJ+fr8veRBPcMCwxX4yjEkf8sbGx+BGSg4lTHQuTT2FKFBysr69v5MiRPKuCLjVQYWEhRgIFLYhhWIK/GEeNgoKCCOHnBnM2capjYfIpTImCs91www08SPHZZ58NfW86vvJFQEEMwxL8xThq4OU5jidOdSxMPoUpUXC206dPT506lWMsqq1Decljb28v7SQuLg5DrYOmKUL91a9+NWLEiMjISJFfjKMGXp7jbOJUx8LkU5gSBcejeKiiooKf8lNTU4PubOKpmLKysnRNnVg0DcOSImMEWMrw8hxnE6c6dnI+tc7FBRBGOjo6FixYEEpTVklJSQRmEg+N+mFYVVVVXFgTJ07EXJrDwstzHEyc6liYfApToiCOEJuy+Cfx9fX1xqROCCqHYVE0HBcXR2s+99xziK7UwMtzHEyc6liYfApToiCa4JqyKDjjyAyTOoZo2GFYdKq5gPDLOE3w8hynEqc6FiafwpQoCMinKevf//3fKepS3qS1tZVWpuDAnBQ62LDDsHbu3EkrpKSkIJbVRHp5DuYddRhxqmNh8ilMiYKwvJuySFlZmcLKFBDQOmvWrDEteU6lPAyrra0tOjoaE18Fp7a2lr/Me/bssTotoBtxqmNh8ilMiYLI6KF/69atUoyVlZV18ODBgJ2GeXl5tAL9r/mJdBiFYVj9/f3p6encdWt+whyAnhmkXwZgbnfHEKc6FiafwpQowO7du9PS0mJiYrhyio2Nzc/Pr6+v957vikcQD9uTCGrIDcMqLi7mfliMIgrarl27xo8fT6cxOTkZrYDOIE51LEw+hSlRAOZ2uw8fPpydnS01aCUmJhYVFbW2tnZ3d2udghwUBByGRdFAtEdLS4tVCXMG+ibn5OREeN4QhTZXBxCnOhYmn8KUKIAPCqfKy8u5r4rxLI5z5861OmkO4T8Mi2KC1NTUYUfCgUoDAwM8bRuhcBbvHghr4lTHTs4nJhoF8NbW1lZUVJScnMxXRHR0dChv2gGJ/zCsNWvW8DyZCAV0VFNTwz+VzcrK6u3ttTo5ECRxqmNh8ilMiQIooyr/wQcfpCtiyZIlVqfFObyHYdXX1/PQNwxx011rays/IaSmpuKNQ2FKnOpYmHwKU6IAamBOJn1Jw7B6e3s5AqioqLA6Uc7U09PD05HExcXV1dVZnRzQTJzqWJh8ClOiAGA+aRgWz3+BV2gbqr+/v7CwUM18b2BD4lTHwuRTmBIFAPPxMCyeUzQuLg6TNpmgoqKCT/jf/u3fnj592urkgFriVMfC5FOYEgUAS8THx3ObCt5PbJqGhoaRI0fSOU9ISLA6LaCWONWxMPkUpkQBwBJRUVF0n7n66qutTohYpNdDNTY2Wp0WUEWc6liYfApTogBgiYMHD86ePfvVV1+1OiFi6enpufPOO/l3hZh2JCyIUx0Lk09hShQAQCgDAwPcjoV3PoYFcapjJ+cTE40CAIigo6OD5yDF+wrtT5zqWJh8ClOiAAACqqioQEdhWBCnOhYmn8KUKACAgNBRGC7EqY6FyacwJQoAICZ0FIYFcapjYfIpTIkCAAgLHYX2J051LEw+hSlRAABhoaPQ/sSpjoXJpzAlCgAgsvDtKHzzzTdTU1NzcnIoTLQ6LQYSpzoWJp/ClCgAgODCtKNw7ty5PKnQ888/b3VaDCROdezkfGIeLAAAAYVjRyGl2eVycW0VGxtbXV1tdYqMIk51LEw+hSlRAAAIu47CxsZGSu3MmTPXrVvHYVZ+fn54tcCpJE51LEw+hSlRAAAYCreOwjVr1lBqS0tL6fORI0fi4uI43mpra7M6aToTpzoWJp/ClCgAAAyFVUchJTUxMZGSKoVTnZ2dGRkZjuwuFKc6FiafwpQoAACwcOkolPoHvRf29/c7srtQnOrYLvk8fvz44sWLY2JiJk2atHr16o8//th/nVAGrYtTogAAIHnqqafo/j9hwgQ7Byje/YM+nNddKE51bJd8Llmy5NixY319fRcuXNixY8fSpUv91wmlVMQpUQAAkBw6dIifyXNycqxOS2D+/YM+vLsLn3zyyYaGhrCeKEuc6tiO+aTnjDFjxvgvR4AFAACa1NfXS/0e9Nnq5AQQsH/Qh3d3Idm5c6dpydOdONWx7fL51Vdf7d69+7bbbvP/LyoVCvMp9kpPT3/mmWeuXLmifrfilCgAAHhraWkpLi6mWiA5Obm3t9fq5PhS6B/0sW/fPg6wFi9ebELCDCJOdWyvfPJXZ+LEiZ2dnXLrXLx4sbW1ddGiRUVFRQE3l2Nw2gEAwL6ysrKoIsjLy7M6IX9l2P5BH08++SStPHv2bKMTZhxxqmPb5fPLL7/cvn37zTffrLza2bNnXS6X+t2KU6IAAOCvq6uLR4vX1NRYnZb/T03/oDetAZkNiVMd2zGfFGONHTtWeZ3u7u6kpCT1+xSnRAEAIKDDhw9TXUAP51SDWJ2W/0t9/6Bk/fr1tElxcbFxqTKUONWxXfK5atWqU6dOXb58+aOPPqJvj/cYLKkw8vPz29vbL126RGtmZ2dv2LBB/f7FKVEAAJCzcuVKqg6oBrE6IX8RXHNUc3MzbZKSkmJcwgwlTnVsl3wePXp07ty5o0aNmjJlytq1az/77DPpv6TC4HViYmJmzJixZcuW/v5+9fsXp0QBAEBOb28vxzRVVVVWp0Vz/6CENgll9tQBj+C2DZ041bEw+RSmRAEAQEFtbS3VCHFxcR0dHdamJIj+QUab0Ia0eRAHpVwnJydTlHn69OkgNg+dONWxMPkUpkQBAEBZYWEhVQoLFiywsCEnlOHqFCTxYDJNPTmsqqqKf1m/fPlyrdvqQpzqWJh8ClOiAACgrK+vLyUlxdoZO4PuH2Q8t3tdXZ3WDd94440RI0bQttHR0Za04YlTHQuTT2FKFAAAhtXU1MRBhlXzHQTdP8gqKyuDm9aLW+9cLpdVrw8Spzp2cj4x0SgAAMjh+Q7S09OD6GgLUejTWXV3d0d43k6o6SXWnZ2dFFPSVu3t7RxjNTQ0BJeAoIlTHQuTT2FKFAAA1KC4Ki0tzZI5pULsH2TZ2dm0k4MHD6rfhJuv+D0o3AZGaTB5IJo41bEw+RSmRAEAQKWWlpZoj6CnPAhOiP2DjEIrTXN6Sc1XPT09Q55WNI4vKyoqQkmGVuJUx8LkU5gSBQAA9crKyngw1gsvvGDOEfV63Y3b7aZoiVKucmJ67+Yr1tDQwOOxOOQyhzjVsTD5FKZEAQBAPQp3eJzuyJEjKyoqTBiPpUv/IMvNzaVdVVZWDrumT/OVhKe2D25KreCIUx0Lk09hShQAADQpLCykyIPDrNTU1MOHDxt6OF36B1ldXR3tKiMjY9g1/ZuvGAdepLW1NfT0qCFOdSxMPoUpUQAACEJDQwNPLsUhS2NjoxFH0at/kPX39/OPASlOUlhNrvmKlZSU0B4yMzNDT48a4lTHwuRTmBIFAIDgUPRz+PBhnoOUx4/rPkuWjv2DTE17mFzzFevr60tOTqYVjhw5oleqFIhTHQuTT2FKFAAAQtHf319eXs4tQ4Sik66uLr12rmP/IBs2YlNuvmL8g0SKLE0YgiZOdezkfGKiUQAACE5fX19RURGPzYqJibnhhhs0zTgVkL79gxJucmtubg74v8rNV5L58+fTamVlZTomLCBxqmNh8ilMiQIAgF46OzsLCgr4KX3EiBEhTmege/8gKy4ulguh1DRfMYrPeGp4HZvrAhKnOhYmn8KUKAAA6ItfqkN+/OMfh7If3fsHWVtbG+02MTHRf052lc1XjEPJ/Px8fZPnQ5zqWJh8ClOiAACguwMHDvB8pEG/vI+in3HjxuneP8h4TnaftKlvvmLd3d3cJSrX26gLcapjYfIpTIkCAIAReM53l8ulPCeCnMWLF9Pm8fHxuieM7Ny5k3ZeUFDgvVBT85X3fjIyMox7QaE41bEw+RSmRAEAwCA873l6errb7da0YU9PT1RUFG07fvx4IxLW1dVFO4+Li5MSprX5ivX396emptKuqqurjUjnkEjVsTD5FKZEAQDAIBS+cGdcXl6e+q0oxOGtrrrqqrq6OoPSlpmZSYeoqanhP4NovmJHjhzh0e7/9V//pXca/0Kc6liYfApTogAAYJyOjo64uDiqU3bu3KlmfSm6on8NfadyVVUVHWXlypVDwTZfSSIjI7mxTd+Owt7e3gceeECc6liYfApTogAAYKj6+nqVA95Ni66GPOELv1WQPgTdfMXmzJnDv5rU1FA3rD179gg1LaWT84mJRgEAwAhqBrybGV0xHiJGcVUozVdDnh88Hjt2jBvqgo7S/N17771CVcfC5FOYEgUAABMoD3g3P7oiNTU1UptC6IFRc3MzBWrqO0OV8dAu3mHoewsLwuRTmBIFAAATKAx4tyS64iSNHTuW3+2jy3Fra2s5JKqqqgplP+3t7dwexgPFQk9YWBAmn8KUKAAAmCPggHerois2depUfWfbqq6u5pYnCraC24MUifI0XeJUx8LkU5gSBQAA0/gMeLc2uiK33HILHT0pKUnHHwCWl5dzHpuamoLYPC8vz7svVZzqWJh8ClOiAABgJmnAe3Nzs7XR1ZAnwqusrOzo6NB3t0VFRTyRaUtLi6YNKyoqeEPp1wDiVMfC5FOYEgUAAJOtWLFCGl1uYXRlqPz8fMpdcnKy+uitqamJh3B5T68qTnUsTD6FKVEAADAZ/0SOTJgwwZHR1ZBn7gb+4WRKSsqweezq6qqoqHC5XLR+SUmJ93+JUx0Lk09hShQAAEzW19c3Z86ccePGGfR6GZtwu938Qp60tLT6+nrKNS+ncIr+pIiqsLBw/vz5PPCfzZ4922c0mDjVsZPziYlGAQAAdERBFY8zi/C8r3DevHne4ZRk/Pjx/IGiLp89iFMdC5NPYUoUAADAOD09PT5BVXJyck5OTlFRUXV1dUtLC7dsNTY2HjlyxP/HjOJUx8LkU5gSBQAAMBRFUVlZWY8++qgUTqknTnUsTD6FKVEAAADbEqc6FiafwpQoAACAbYlTHdsln8ePH1+8eHFMTMykSZNWr1798ccf+68zODi4adMml8uVkJBQUlJCf6rfvzglCgAAYFviVMd2yeeSJUuOHTvW19d34cKFHTt2LF261H+d6urqefPmfehBHw4cOKB+/+KUKAAAgG2JUx3bMZ9ut3vMmDH+yxcuXHjixAn+TB8WLVqkfp/ilCgAAIBtiVMd2y6fX3311e7du2+77Tb//4qPj+/t7eXP58+fd7lc6ncrTokCAADYljjVsb3yyTNqTJw4UXorpLfIyMjLly/zZ/oQFRUVcHM5hqceAAAAFIlTHdsun19++eX27dtvvvlm//8KsQULAAAALKdPuGB7dswnxVhjx471Xx7KGKwQmfOFwFFseyAcBUdxxlFMOxCOgqOAXc7CqlWrTp06dfny5Y8++mj9+vXeY7Ckotq/f3/QvyIMkZO+lE46imkHwlFwFGccxbQD4Sg4CtjlLBw9enTu3LmjRo2aMmXK2rVrP/vsM+m/pKIaHBzcuHGjy2Pz5s2a5sEKkZO+lE46imkHwlFwFGccxbQD4Sg4CuAsqOKkL6WTjmLagXAUHMUZRzHtQDgKjgI4CzaCL6VtoWjsCeViWygae0K5mAnn2kbw1bctFI09oVxsC0VjTygXM+Fc2wi++raForEnlIttoWjsCeViJpxrG8FX37ZQNPaEcrEtFI09oVzMhHNtI/jq2xaKxp5QLraForEnlIuZcK4BAAAAdIYACwAAAEBnCLAAAAAAdIYACwAAAEBnCLAAAAAAdIYACwAAAEBnCLAAAAAAdIYAy0AR/4/P8rfffnvZsmVjx46dPHnyoUOH/DccHBzctGmTy+VKSEgoKSmhP5WXg1YBiybir8XHx/tviKIxVMBy+eCDD1auXOnyoA/0p/+GKBejBSyavr6++++/f9y4cYmJidu3bw+4IYrGOL/4xS+WLl0aGxs7adKkhx566NNPP+Xlas4tysUECLAM53NLeu+996ZMmVJTU/P555+fPXv23nvv9d+kurp63rx5H3rQhwMHDigvh+AozLm3Z8+e4uJi/+UoGhP4lMvChQu3bNnS5/HEE0/Qn/6boFzM4VM0hYWF+fn5H3vcc889zz//vP8mKBrj3HLLLSdOnHC73Z988snatWtvu+02Xq7m3KJcTIAAy3A+tySKqKqqqpTXpCqELhv+TB8WLVqkvByCIxdgXbp0afr06efOnfNfE0VjAp9yGTNmzIULF/jzl19+SX/6r4lyMYdP0YwfP56qdv5MMVZmZqb/migac9A1MnbsWP6scG5RLmZCgGU4n1tSUlLS1q1bJ02aNG7cuPvvv58eyv3XjI+P7+3t5c/nz593uVzKyyE4cgEWPbQ98MADAddE0ZjAp1zy8vK2bdv2xRdf0MVSWlpKf/qviXIxh3+ARWeVP1Ok5X16UTQmq6ury8rK4s8K5xblYiYEWIbzuSVFRUUVFBR84pGfn19YWOi/SWRk5OXLl/kzfaBNlJdDcAIGWF9//fV111136tSpgJugaEzgUy7nzp2bNm0aDwCiD3/84x/9N0G5mMOnaFatWvX973+f72b33XdfdHS0/yYoGhOcPHly+vTp7733Hv+p5tyiXEyAAMtwPrckej7wfuZLTEz03wTPFuYIGGAdOXLk9ttvl9sERWMCn3LJzs5+4oknpDFY9Kf/JigXc/gUzWeffUZxVUJCQlJS0pNPPpmcnOy/CYrGaE1NTVOnTn3zzTelJWrOLcrFBAiwDOdzS8rMzPQetRAwwELvuDkCBlgZGRmvv/663CYoGhP4lMvo0aPlxmBJUC7mUPhdyLPPPkvBlv9yFI2h6IFw8uTJb731lvdCNecW5WICBFiG87klHTp0SGpUz8/P9x7rI625f//+gL/jkFsOwfGvLY4fP/6tb31LYU0UjQn8f0VYWlrKLVg/+tGPAo7YRbmYw6do6FbW3d1N5fLSSy9NmTLlD3/4g/+aKBrjPP3001OnTu3o6PBZrnBuUS5mQoBlIJ95laTl27ZtS0xMTEhIWLVqVcBB7oODgxs3buSJfzZv3uw9Q0nA5aCVXNFkZmbW1dUFXJ8/oGgMFbBc3n///ZycnKs9li9ffvr0ae/1+QPKxWgBi4YeFydPnjxmzJhbbrnl5MmTPuvzBxSNcSL8uN3uIcVzi3IxEwIsAAAAAJ0hwAIAAADQGQIsAAAAAJ0hwAIAAADQGQIso2h9Dafccrn9+JDb3GcIZMAXGPusqXI5AAAAyEGtaRStr+GUWy63Hx9q3tAp9wJjb3KBFAIsAAAA9VBrmkHNazjVTO/mvR8fw27u/wLjgBBgAQAAhA61phnUvIZTzQsKvPfjY9jN/V9gHBACLAAAgNCh1jScytdwDvuKTZ/9+FDeXPkFxt4QYAEAAIQOtaax1L+GU7kJyn8/PmPPlTf3f4GxwpD2gBlBgAUAAKAeak0DaXoNp8IgqoD78aE8Bkv5BcbeEGABAACEDrWmUbS+hlNuudx+VO52SP4FxgEhwAIAAAgdak2jaH0Np9xyuf34UHhDp9wLjJUTPOxyAAAAkIP6EgAAAEBnCLAAAAAAdIYACwAAAEBnCLAAAAAAdIYACwAAAEBnCLAAAAAAdIYACwAAAEBnCLAAAAAAdIYACwAAAEBnCLAAAAAAdIYACwAAAEBnCLAAAAAAdIYACwAAAEBn/wfYgQw1mfFEEwAAAABJRU5ErkJggg==)
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