Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Victor_Sergeev_042717_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 19, 2013 |
Start Time | | 2013/05/19 04:00 |
End Time | | 2013/05/19 18:00 |
Key Words | | substorm, steady convection, magnetotail dynamics |
Model | | LFM |
Model Version | | LTR-2_2_0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.81 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 138.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Victor_Sergeev_042717_1 |
Minimum Dst Value | | -56 |
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 THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IE5vdiAyMyAxOTo0NToxMCBFU1QgMjAxN5DJ4ZoAAAGtdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiVmljdG9yX1NlcmdlZXZfMDQyNzE3XzE6IExGTSBwbG90IG9mIHJobyBhbG9uZyBUSEVNSVMtRCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxMy0wNS0xOVQwNDowMDowMC4wMDBaIiwgIm1heCI6IjIwMTMtMDUtMTlUMTg6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjAxMDMyMTY0OTUsICJtYXgiOjEuNTAzMDUxMzUwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfb8MQ3UAAAAEZ0FNQQAAr8g3BYrpAABC/ElEQVR4nO3dfVwV1b4/cOQZQQJEBQQEARUF9XANIciQ0MRnk2OWD+GzmZaaIiqilmVPdswKLDI5pWnP1PWpLkWv7OQRDPOgomFhF7uoVJTUpSMFv+/Z6575TWvvGYa9Z+897Pm8/+A1e5hZs/Z3zZ71ndmz1zi1AQAAAICqnOxdAQAAAABHgwQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsADAbpyc1D8EffbZZzExMe2WbI1NW6NMAOikcDgAOegwwKqssYOlpqa+/fbbdtk0Pi/Wg9hCp4NdVtfOnz8fFBTU3NzMzW9sbIyPj//hhx/kV1fxkPfjjz/m5ubGxMR4eXn5+/tPmjSptLRUrcKtpLW1NScnx8/PjypMlaeX4v82NDSEhYWJQ3T48OH09HRPT8/g4OB58+Z99913bL7TH/n6+gqrCDPFJcssb5LJQmQWlilBXA5NDBw4UPyuaTo2NrZDe4U1rjNRQH799VfLN20G6yUBTqZIbVHcRua1nTCh/IPJyu/SpQvFf+jQoWvWrLl69arUkuaEwCxIy8COsPPpXVZWVkFBATdz69at8+fPb3ddFQ9et91224IFC7788st//vOfdFx+7bXXbrnlFrUKt5KdO3cmJCR8bUATRUVF4v8uWbLkkUceEYdo1KhRhw4dampqunLlyqJFi8aNG2dc5lNPPbVq1SpupkycTS5vkoUJlsmZw4YNe++994Q577zzDs2xe4JlyTu1kA26c+NsW2YZqfq023bChPIPprDKzz//XFlZed9994WEhNTW1rb7FqwKCRbYEXY+vfv888+jo6N///13YQ4dSUNDQ8+fP98mOjy1tLRs2LAhPDzcz8/vySefbPvjyTFb5tdff73//vt7GdCEcBWBFqA8gMqks1upatD5MZ0rm/wX1e2hhx6KiIigE+g5c+bQ4dtksbS5xYsXBwQE0NYfe+wxoVZSqxvP//777wMDA8XX7WhOz549pa7kJScnU8LEpmkiJSVF+NfZs2ejoqKam5ulju/Xrl3z9vbmZlLkIyMjL126xM2XKkRqeZOMC+lQLmVy5uuvvy5+10lJSW+88YbUwtQoFExqoHvvvZdqzpVscucx3sfEOroKt8PQy8LCwj59+nh6elLNq6qqZIrl0Kdj6tSp9F58fX2nTJnS0NCg5O3Ib9Tk3msykjIvuZkyCZZ82wkTMh9M+YoROmLMnDnTeDHjy2nidmk3tlKfaLWOUTfffPO+ffuECn/zzTfBwcEKgwAghgQL2kaPHk1HW+FlcXHx7bffzqaFA9OWLVvS0tIuXLhA2cby5cu5/zJ0dMvIyKgzGDlyZH5+vrDYpEmTvv32W5k6ZGZmTps27dNPP/3f//1f7l/btm279dZbv/76a9o0Ha9Xrlxpsti8vDwq5FsDekdC3aRWNzmfOrlHH31U2PTWrVuFN2uMOgDh6E8n93RYF/41duzYvXv3GodIUFJSQvHkZhYVFVGHYbywVCFSy5tkjQSLurqYmJi//e1v9LKsrIymaY7UwrRvXDKgiU2bNnEly+w8Uu+oo6twOwy9nDx5cm1tLfXQmzdvFrINqWLFBg8e/NFHH9G+Sv3u0qVLhcu9St6OyY1K7b0m34XMS26mTCjk206YkPlgyleszZCaBAUFKXkL4nZpN7ZSn2i1jlFHjhyJjY0VzjnnzZsnPiYAKIcEC/51eL3xxhuFl/Hx8cePH2fTwuEpOjpaONsWcAevvn37njlzhk3TwlFRUcJiFy9elK/DTz/9RMe+IUOG0Jk9lbNq1SrhlHHAgAHnzp1j05cvX6azf5PF0lrV1dVsmqoh1E1qdZPzqQQ6A6ZT4TbDCTGdJVMnIVVnZ2fn69evs2macHFxYdMffPBBYmIiu8HFZA9XWVkZGRnJrhEK6IDer1+/s2fPGi9vshCZ5U1S+F2JVIdt8sID/X3++ecnTpzYZvgu6YUXXpApQdg3Tp8+Ld432ITMziNV1Y6uwu0w9LK+vp5N//LLL15eXvLFSqFdNzQ0VPnbkdqoyb3X5LvgXpok9V9xITJtJ0zIfDDlK9Zm+FC4ubkpeQtSxweTsZX6RKt4jKLjITtB+vLLL6kC1FImqwcgDwkW/EtSUhKdNbYZzt7EV1aEwxMdXo3vhecOXuJlaIJeCotxN4DLoCWpA7777ruFW5SoExL3EJTWmCyWNidc8Bd/Nye1utR8OmXfv38/Tezbt++uu+6SqarUFSzKUI8ePWoyRG2GdJZyOCGFFdBGJ0yYYHJDJrtbmeWVF6JwMZmZFPPg4OBXX32V/gpf0plcWGrfYBMyO49UVTu6CrfDGHfz8sWKVVRUpKen+/v7s51HyK07+nbEy5vce02+C5mX3EyZULTJtp3xisYfTJNJmxj7ck3JWxC3S7uxlfrkqniMKikp6d+//2+//XbnnXfu2LHD+C0AKIEEC/7l3XffHTNmDE1kZGQcPnxYmC8cnmJiYozPDrl7qsy4CCGlsbGxW7dubJqOdEpulZW6BiC1utT8999/Pzk5uc2QdFZWVspUUuoeLKnLBm2GrCgkJOTEiRPGpQ0dOvTTTz81uSGTAZRZXnkhCheTn7l161ZXV1fhaxSphYV9gyaUX8GSuW/PjCtYSl4quYJFM//6179+//331AfTX+MkQ2HdxMubfQVLZpl2QyHVdlIrij+Y8hVrM3wfN2vWLOMluTblVmw3tlKfXBWPUZRs0WnS6tWrIyIihPsFAToKCRb8Cx1Q4uLiXn755SFDhojnC8edhx9+OC0t7auvvhLf39CjRw/xV1Tr168X7m+gc9C8vDyuEBm33HLLa6+9dvny5evXr3/99deLFi3KzMxk/9q+fTsVSxuiI90//vGPO+64w2SxtHXhLpbbbrtN+K/U6lLzyaBBg5555hn6r3ydCwsLZX5FaFzJbdu2hYeHC/2o2MGDB2+66SapDRkHUH55hYWYkUu1O1Nm4dGjR7N7sGjC+H4pqZ2H28fEOrq/KUywpIoVCwoKeuedd3799Vf6REydOtU4CVBYN/HyJvfejr4LbmaH2sjkijIfTKl1f/nlFzozuf/++6V+Rci1KVeZdmMr9clV9xhF50I088UXXzT5HgGUwO4C/+eVV16hc9k9e/aIZwoHFDq8rlu3LjQ01N/f/6mnnmIzKWPw8/MTlmlubl62bBn7hQ5NCJfilRyVPvzwwylTplDhnp6ekZGR9957L528sn/9/vvvO3bsGDBggIeHB51WlpSUmCyWNrdw4UIqoWfPng8++KBw84fU6lLz2ww3jzs7O7///vvydaaslM5x/QzWrFlj8mtQcSWNr2w1NTWxf6WmpoorILWKMF9qeZOkCpHqm42XVyXBYr8ipAa65557xL/eYhNSOw+3j4l1dH9TmGBJFStGCW7//v1pH6OMmfYi4yRAYd3Ey5vcezv6LriZJltTai1uRTYh88E0XtfJMA6Wj48Pnafl5ORcuXLF5JJcm3KVaTe2Up9cdY9Rb7zxRkxMDLsd0zg+AEpgdwEHdOrUKeoM7F0L+P/QMymHvdfYb7/9Rqd/ttzihAkTXn31VVtuERwPjnrgOJYvX15fX3/x4sVbb711xYoV9q4O/H9IsNqFvVdGRUWF8GtBa/v999+ff/75+Ph48eiAAGbAUQ9syvg7CxW73u3bt4eGhvbs2XPBggUq/rLaqnVWi8YrqanKaJOV9l7H4OPjY/zACSuhfTUiIoJSOttsDhwYjnoAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyvSRYJn/EDgAAAGqxd1evLY4cDjQ8AACAbaCf5eglHGh4AAAA60E/y9FLONDwAAAA1oN+lqOXcKDhAQAArAf9LEcv4UDDAwAAWA/6WY5ewoGGBwAAsB70sxy9hAMN367m5mZ7VwEAADor9LMcvYQDDS+joaEhIiLCz8+voqLC3nUBAIBOCf0sR0PhUDhgFWUDYWFhHW1INLyMAwcOsMjfcccd9q4LAAB0SuhnOZoLR7sttGTJkkceeQQJloqam5tDQkIoRCtXrrR3XQAAoFNCP8vRXDjkW+js2bNRUVGUECDBUldQUBCFaNOmTfauCAAAdEroZzmaC4d8C40dO3bv3r3tLtbRYnWusbGRfUWIBAsAAMyDfpajuXDItNAHH3yQmJjY2toqtRgeQmmeY8eOIcECAABLoJ/laC4cMi0UHx9/9OjRdhfraLFAgUWCBQAAlkA/y9FcOGRayJKLUmh4Gc7OziyecXFxLS0t9q4OAAB0PuhnOZoLh3ELSX0baGGxIGA/IWSEa4QAAADKoZ/laCgcUlenkGBZSUtLy5IlS5KTk4WYh4eHYzx3AAAwA/pZjl7CgYY3duTIES6pxT1YAABgHvSzHL2EAw1vLCsrS0itunTpQn8XL15s70oBAECnhH6Wo5dwoOGNsdTKzc3N1dV11KhRNJ2dnW3vSgEAQKeEfpajl3Cg4TmUS7EE68UXX6SXxcXFSLAAAMBs6Gc5egkHGp4TGBhIMfHw8GAvS0tL6WVaWpp9awUAAJ0U+lmOXsKBhhd76aWX2OWroqIiNqesrAwJFgAAmA39LEcv4UDDi/Xt25clWMeOHWNzjh49Si+TkpLsWzEAAOik0M9yHDkcZg/77tiE0Rmio6OFmbW1tTQnIiLCjhUDAIDOC/0sRy/hQMMLampq2KAMjz76qDATCRYAAFgC/SxHL+FAw4t5e3tTQBobG4U5DQ0NNMfPz8+OtQIAgM4L/SxHL+FAwwuqqqq47wcZfJEKAABmQw/C0Us40PCCyMhIisaQIUO4+UiwAADAbOhBOHoJBxpe4OzsTNEYOHAgN5+NjFVfX2+XWgEAQKeGfpajl3Cg4QVhYWEUjZdffpmbHxERQfNra2vtUSkAAOjc0M9y9BIONPyOHTsSExPZGA3e3t4tLS3cAkiwAADAbOhnOXoJBxqefTPo4uLCEizjBVJTU+lfZWVlNq8aAAB0euhnORoKR7sjgh4+fDg9Pd3T0zM4OHjevHnfffddhwpXo46dWNeuXYUI+/r6Gl/BSktLQ4IFAADmQT/L0Vw4ZFpo1KhRhw4dampqunLlyqJFi8aNG6dKsXrQ2NgoHtS+sLDQeJmMjAz615EjR2xfPQAA6Ox03s8a01w4FLbQtWvXTH7PZWGxjmrr1q0UgaCgoB49ekydOtXkMtnZ2bRMcXGxjesGAAAOQOf9rDHNhUNhC5WUlKSlpalerKPq1asXRcDLy0tmmZSUFFomMzPTZrUCAACHofN+1pjmwqGkhSorKyMjI8+fP2+8rgzr1LdziIqKoggMGzZMZhk2Dpabm5vx7VkAAADydN7PGtNcONptobKysvDw8OPHj6tbrGMbMGAARaCqqkpmmaysLFpmxIgRNqsVAAA4DJ33s8Y0Fw75Ftq/f39ISMiJEyfULdbhubq6UgSam5tllikuLqZlsrOzabqurs5WVQMAAEeg837WmObCYdxCwpxt27aFh4dXV1erUqx+1NTU0NsPDQ2VX+zAgQO02JgxY3Jzc2kiIyPDNtUDAAAHoOd+1iQNhUPqlilh2vi2qqamJuWFq1/jToKN3p6eni6/2LFjx9h9WpTF0oSnpyduxgIAAIX03M+apJdw6LnhFy5c6GQYvV0+H62traXFIiIiYmJiaGLKlCk2qyEAAHR2eu5nTdJLOPTc8DfddBO74Hfy5EmZxVpaWsRXB9nNWAAAAErouZ81SS/h0HPDr1y5UslXhMTPz09IsDo0zBgAAOicnvtZk/QSDj03/KZNm+jt0992l4yOjhYSrIiICBvUDQAAHIOe+1mT9BIOPTe88gSLPe+Z8fX1tUHdAADAMei5nzVJL+HQc8MrT7BCQkLEt2HJj5sFAAAg0HM/a5JewqHnhs/Pz1eYYDk7O4sTrNraWuvXDgAAHIGe+1mTHDkcUgNr6Up9fb2Pjw+9/YULF7a78H333SeOWFlZmfUrCAAAjkC3/awUvYRDtw3PxmcnEyZMaHdhNtYocXd3p7/FxcU2qCEAADgA3fazUvQSDt02fFNTk6enp8LLUVVVVeIEKzEx0foVBAAAR6DbflaKXsKh24afP3++k4IHEQpOnjxZWlratWtXWisuLs6qdQMAAIeh235Wil7CoduGZ1ekYmJiOrTW6tWraS1KzqxUKwAAcDC67Wel6CUcum34bt260Xtfs2ZNh9YqLi7G03IAAEA53fazUvQSDn02fGNjo5PhMc8tLS0dWpHdGj9mzBgrVQwAAByMPvtZGXoJhz4bfs6cOfTGw8PDO7piWVkZHkcIAADK6bOflaGhcLQ7YFVra2tOTo6fn5+/v39ubi697FDhatSxk+nevTv7SWBHV6yurqYVo6OjrVErAABwPPrsZ2VoLhwyLbRz586EhISvDWiiqKhIlWIdWGxsLL3xZcuWdXTF2tpaPO8ZAACU02c/K0Nz4ZBpoeTk5EOHDrFpmkhJSVGlWAfGxnBvbGzs6IotLS16Hv4eAAA6Cl0GR3PhkGkhX1/fhoYGNn316lU/Pz9VinVUbNTQqKgo81ZnCVZH744HAAB90mE/K09z4ZBpIWdn5+vXr7NpmnBxcTFeV4YVK61JOTk59K59fHyam5vNWD0iIsIJz3sGAABldNjPytNcOHAFSy1JSUkss6yoqDBj9ejoaFq3urpa9YoBAIDj0WE/K09z4bDePVjx8fFm3I3Ued133330rlNTU81bPS0tTeETDAEAAJBgcTQXDuMWEuYUFhZa8itCsmrVKtUqqm2USrLv+CjNMq+EMWPG0OoHDhxQt2IAAOCQkGBxNBQOqVumhOnW1tbVq1f7GaxZs6aj42CR2NhYlSutVfv372dvecKECeaVMHz4cFq9T58+5t3CBQAAuoIEi6OXcAh5m3AXl2Pr2bMnvdkuXbp89tlnZqxeUVEhRCwzM1P16gEAgINBgsXRSziEdEEP3xK2tLQ4OzvTm+3fv795JYgTLDc3NwzWAAAA8pBgcfQSDpYo0N/u3bvbuy5WN378eHb5qry83OxCysrKbr75ZionIyNDxboBAIBDQoLF0Us4qOE3btzILsm88MIL9q6OdQUHB9Pb9Pb2trCc4uJiKic7O1vh8i0tLTU1NRZuFAAAOiMkWBy9hIMano1sTm666SZ7V8e6BgwYQG9z586dFpZTWlpK5aSlpSlZmLKrfv360fLLly+3cLsAANDpIMHi6CUcrOFXrFhBE56eng48IBa9NTaAu+U3TrGUlNI1JQtPnz6d5a8UXp38kgAAAARIsDh6CQdr+BdffJElAcuWLbN3jazlscceozcYGBhoeYJFeRIVpXDEfDbyOzNlyhQLNw0AAJ0LEiyOI4fDeGCtAwcOsOnFixfbu3bWkpiYyN6jeU/I4bi6ulJRSobCysrKEkJ9++23W75pAADoRJBgcfQSDqHhs7OzHTvBmj9/PvteT5WxFZQ/8jkjI4OW/NOf/kR/N23aZPmmAQCgE0GCxdFLOISGT0hIoGl3d/empib7VslKKLlRMcVJTU11UvZEQvZsaZZmIcECANAbJFgcvYRDaPjbbruNjYnlqE+AYTeb5+fnq1IaGxF+5syZ7S7JrnWxC4RIsAAA9AYJFkcv4RAa/uLFizTt6+tr3/pYSVlZGbsLitIsVQpkI8L369ev3SV9fHzYGA1IsAAAdAgJFkcv4RA3fJ8+fejlG2+8Ycf6WMnf//53lmA9+eSTqhTIBoWfP39+u0uy7ebm5tLfsWPHqrJ1AADoLJBgcfQSDnHDd+3alV6GhYXZsT6qa2pqWrVqFbuAFBQUpFaxjz76qJOCBzjW1tbSYqGhoenp6SzTUnLbFgAAOAwkWBy9hEPc8Gygc8oG7FgfdVF21atXL2GUhPj4eLVKVvi0HGFI0mnTptGEq6trXV2dWnUAAADtQ4LF0Us4xA3PbsNSOH5mp7B//37xiF8LFixQq+Q9e/YouaOL3fuVlpbGfsOIp+UAAOgNEiyO+uFobm7Oy8uLiory9PSkv/n5+b/++mu7a7W2tubk5FDS4+/vn5ubSy+Nl/nqq6/Gjx/vZ0AT9FJ5rbiG79GjB8157733lJegZQ0NDex7T/YDSVVGwGKEzEl+MZbhZWVldfT50AAA4BiQYHHUD8eyZcvS09Orqqoo06K/I0eOvP/++9tda+fOnQkJCV8b0ERRUZHxMsnJyevXr280WLt2Lb1UXitxw588eZLlIklJScpL0Dj2I76BAwfu3r1bxWJZgpWamirM2bFjx9ChQ7lbrNgziCivQoIFAKBPSLA46oejV69e4vtvaJrmtLsWZUuHDh1i0zSRkpJivEzXrl2vXbvGpn/66Sd6qbxW4oanzI8N7xQREaG8BC1jt0BFR0erXjK7e10cKDZwAxe6vLw8NlwWexjRmDFjVK8JAABoGRIsjlYSLF9f34aGBjZ99epVkzdIZWVl5efn//jjj42NjdSj00vlteIa/vPPP+/SpQvN/Oyzz5QXoln/8R//Qe9l+PDhqpdsnGBRS7Hb2C9cuCDMpIyKXRQsKipS8pUiAAA4GCRYHKt8RZiRkXHmzJnm5mb6S9NKviJ0dna+fv06m6YJFxcX42UuXbrEhrAiNPHtt99yCzjJEi/55JNPsplqDchpR5SYsvcycOBA1QtvaWkRR49SWyGeEyZMEBZjw2URdjPWsGHDVK8JAABoGRIsjlVucl+/fn3fvn09PT3p74YNG5Tc5K7kChblamvXrhXuwaKXymvFNXx9ff0NN9xAM729vTv7M3MoB2J3uL/00kvWKF9IsCoqKry8vIQES/z8nPz8fJqzcOFC4yteAACgB0iwOFoJh5J7sKh3V+UeLGbo0KE0s0uXLnv37jWrynZ27ty5devWnT59uqCggN5I7969rbShoKAgKr+urk64TMWIn4cjPGEaCRYAgD4hweJoJRyFhYVSvyIU2oySsLy8PHYFi3ILk0mYFOOGLy8vZ7dhBQYGWl5/G/vkk0/YzeYuLi7spigfHx8rbYs9xZkyp9GjR9OEu7s7u+PKZILFfaUIAAA6gSM/R/1wVFVVUeoj/i5JSdBbW1tXr17Nxrhas2aNeBwsYfUvv/ySuvYbDDIzM8U3WbfLZB3YJRlXV9dLly4pL0oL+vbty91hZr3bnqhkJ8Md9GxDkyZNYunUypUrhWWEBKtN9JUiAADoB478HPXDkZSUtHnz5l9++UX1ki1hsuHZ91lOne1Xb0eOHGHVZlfgnAyDizY1NVlpcxQccSa3a9eu22+/nSacnZ2Fn4uKEyxKkWlauKMOAAD0AAkWR/1weHp6/vzzz6oXayGTDU9JgLu7O/0rJCTE9lUym3Av1OLFi4W85+TJk1ba3OTJk4WtsGfgCE90/uijj9gy4gRL+ErRSvUBAAANQoLFUT8cffr00WDnKtXw5eXlrq6u9N/Tp0/buErm+dvf/saSm9DQ0MbGxtTU1K5du86dO9d6W+zfvz/b4gsvvMDmfPLJJ2xOTEwMmyNOsKKjo2m6urraelUCAACtQYLFUT8cBQUFkydPrq+vV71kS0g1/LPPPstyBaqzjatknsjISFbhl19+2QabKy0tFS5fiR+Pwx7m6OXlxQa5ECdY7CtF7lk6AADg2JBgcdQJh1N7VNmKhTU0Ob+iooL9HI8EBARQ3jB//nwtj4zl7e3tZBhn1Tabq6ur8/DwoC2OHTtWPJ89G2fq1Kns5U033UQvV61a1YYECwBAl7TQ12uKXsIh0/B33HEHlw6mp6fbsm7KsYHUKeM5d+6czTba0NBQU1PDzRQ/c1C4ysWGfp0+fTpN79mzx2Y1BAAAu0OCxVE/HF26dFG9TMvJNHxzczMbiUBAGczly5dtUKv6+vqYmBh3d3eFT+zZvXs3VS8+Pt7aFWtXdXW1078fL00ZmJubG7185pln6GVqaqqQbAEAgE4gweKoH47evXv/z//8j+rFmqFDX1N+9NFHO3bs2LJlC1uYsgRV6vD0009TFkIxmTNnDmVyq1atolzE2dl5wIABZ8+eFR6t6GR4zkzfvn2zsrIaGxulSktKSmIL2/0WcmFAUZpg19W8vb1pmv4VHBzsZBjEwXojRwAAgNYgweKoH46nnnrq9ttvv3jxoniwULtT2PDCxRgXF5cOjT5aX18/ePBgyipoRS8vL/rbxUCc4XEvpcTFxUlthQ3Q4OnpKZOE2Qz7tWBCQgIbg1QYS2zatGkqZqgAANApIMHiqB8Ok0mD6lsxo1YKl9ywYQOrc2Ji4saNGxWmWbGxsUqSJ2OUdYWHh3MzpW5gYrlLTk6O0rdtTewZhQKKAJv/6KOPOv37hncAANAJLfT1mqKXcChv+KqqKjb6qJAAlZSUiBf4+OOPBw4cGBoaumTJEjbn/vvvN5k5EV9f35UrV+bn5/v4+DgZ7u7asmXLuXPnbrzxRtpKQEDAgQMHGhoakpKS/P39x44dy9al8o0rJgzgPnPmTAujoQrh15cMJX9sfnFxMb3Mzs62b/UAAMCWkGBx9BKODjV8YmIilyq5ubm5urp6eXl5enqK/zVy5Mg2w+D1bLG33nqLXp46dYoNtcrdhKRk9Af2FBoq6pNPPqHES1zCtm3b2EZ3796t/L1YD/u1oJPh8c8TJ04U3t2ePXtopsLb9gEAwDEgweLoJRwdavi6uro//elPQUFB7LF68mbPns1urtqwYYPl9WTZCctaWKZFWd0TTzzx+OOPs/lRUVGWb0UVLS0tlFcNHDiQGzOirKzMqbM93hEAACyEBIujl3CY1/CNjY2UaXEZlbOzM2UPU6dO5eYbDxZlhubmZjZIupT58+dbvhWrYgkWbnIHANAVJFgcvYTDkoa/ePHiyZMnm5qaamtrL1++LHwXxgZ8YoKCglSqadu+ffuEYrkfHt54443aH/uAokRVjYiIsHdFAADAdpBgcbQSjtbW1pycHD8/P39//9zcXKkhHr744ovRo0d7e3uHhITs2rVLeflWavhp06ZRZWJjY9UdN2HPnj2JiYm7d+9uaWkR7nwXfqancUiwAAB0CAkWRyvh2LlzZ0JCwtcGNFFUVGS8zPnz58PCwij5+OGHH7755ps777xTefmdt+Epx3riiSdmzJih5SckigljkNq7IgAAYDs47HO0Eo7k5ORDhw6xaZpISUkxXoYyqmeffda88tHwtoQECwBAb3DY52glHL6+vg0NDWz66tWrfn5+xsv06tVrw4YNwcHBAQEBs2fP7tC3cmh4W2JjkNbV1dm7IgAAYCPoZzlaCYezs/P169fZNE24uLgYL0MzZ86cecVg+vTpxkNZyvz4Dg1vSxERERRwNhgYAADoAfpZjlbCoeQKFi1D/2LTlGMFBgYqLx8Nb0vDhg2jgB87dszeFQEAABtBP8vRSjiU3IOVmppKeRWbvnz5MhIszUpLS6OAl5WV2bsiAABgI+hnOVoJR2FhodSvCIU227Vr14wZM4SvCOfMmaO8fDS8LU2ePJkC/uabb9q7IgAAYCPoZzlaCUdra+vq1av9DNasWSMeB0vcZvn5+YGBgf7+/rNmzcJN7pqVlJREAc/JybF3RQAAwEbQz3L0Eg40vC25uLhQwPv27WvvigAAgI2gn+XoJRxoeFsaMmQIBdzkjXQAAOCQ0M9y9BIONLwtHThwgAI+ZswYe1cEAABsBP0sRy/hQMPbUnV1NQU8Ojra3hUBAAAbQT/L0Us40PC2JDyOkCbsXRcAALAF9LMcvYQDDW9j0dHRFPPq6mp7VwQAAGwB/SxHL+FAw9tYcnIyxfzdd9+1d0UAAMAW0M9yHDkceBahvbB7sMi0adPsXRcAALAF9LMcvYQDDW9LVVVVLMHCDwkBAHQC/SxHL+FAw9vYzJkzKeb33XefMOfgwYOJiYnJycknTpxgc7Zu3Tp27NgzZ87YqY4AAKAa9LMcvYQDDW9jWVlZ7CLWqFGjWlpannzySeG7Wmdn57y8PHd3d/ayS5cutbW19q4vAABYBP0sRy/hQMPb2JQpU4SMilIoJ1mlpaX2ri8AAFgE/SxHL+FAw9tYU1PT8OHDuURq4MCBXbt2FV6yi1ipqan2riwAAFgK/SxHL+FAw9vF888/7+Hhwa5gDR48uM1wJxbLrm699daysjKaSEpKsnc1AQDAUuhnOXoJBxrejpqbm+vq6oSXR44c2blzJ81saGigdvHz87Nj3QAAQBXoZzl6CQcaXpsCAwOpaerr6+1dEfMVFBSMGDHi9OnT9q4IAIA9oZ/laCUcra2tOTk5fn5+/v7+ubm59FJqyYaGhrCwsI42JBpem4YMGUJNc/fdd9u7Imaqra1l33j6+vo2NTXZuzoAAHaDfpajlXDs3LkzISHhawOaKCoqklpyyZIljzzyCBIsx8ByZWdn58bGRnvXxRwtLS2enp4sx1q0aJG9qwMAYDfoZzlaCUdycvKhQ4fYNE2kpKSYXOzs2bNRUVHNzc1IsBzDjBkzqGmio6PtXRHzjR49miVYM2fOtHddAADsBv0sRyvh8PX1bWhoYNNXr16VuvF57Nixe/fubet4Q6LhtckBfkiYlpbGEqxNmzbZuy4A/6e6uprORUNCQoQTVwBrQz/L0Uo4nJ2dr1+/zqZpwsXFxXiZDz74IDExkd2eZbIh5UeztGr9wTwO8ENCJFigQZMmTWK7ZZcuXUpKSuxdHdAF9LMcrYRDyRWs+Pj4o0ePsmlcwXIYnf2HhEOHDkWCBVozd+5c4dwyIiLC3tUBXUA/y9FKOJTcg2XJRSk0vGYNHDiQWmfbtm1qFVhbW7tixQohX7c26r2QYIFGXL58edasWcXFxePHj2fXhumvq6vrxYsX7V01cHzoZzlaCUdhYaHUrwilvg3sUPloeM1yc3NT9yTb29ubCgwODlarQHlIsEAj6KTCw8NDfAqalJTEJqZMmWLv2oHjQz/L0Uo4WltbV69e7WewZs0a8ThYSLAcW1xcHLXOoEGDVClt/vz5Qu/y0EMPqVKmPGFzSLDAvh5//HHuGv+GDRtcXV1pYvr06fauHTg+9LMcvYQDDa9ZJ0+epNahNMvyopqamoKCgoTehXuMdHNzc0tLi+Vb4SDBAo0QhmRj2J2sOTk52DnBNtDPcvQSDjS8ZgljdVo+EvrkyZNZ19K3b1/66+Li4uvr6+/vn52d/cUXXwQYiJ+KaLnGxkYkWKAF9Dlydnam/VD41UVkZCTNp90SOyfYBvpZjl7CgYbXrIaGBsqEqIG2bNliSTlVVVVCrrN8+XLuuxIvLy82ERsbq1bN20SPykEfBvb1+uuv007YvXt3OlF59NFHExIS/v73v7chwQIbQj/L0Us40PCaVVFRwRKUjIwMS8pJSUlh5eTn51OZLGkzScWLWEiwQCPCw8OdDM/E5L4HR4IFNoN+lqOXcKDhtYw9bWbBggWWFMJ+PxUYGMheXrx48ZlnniktLRV+5Sf+3kQtbCR6JFhgX5RUubu7004YEhLC/YslWLm5uXapGOgK+lmOXsKBhteyadOmsRylurravBK2b9/uZBi0+sCBA9y/KAdi93iNHDnSSaW76cWFI8ECO2pqaqLsau3atWz/P3XqFLfA9OnT6V/0Eei8Y/lCZ4F+lqOXcKDhtWzcuHEsR5kwYYJ5JfTv35+VYHJ8UeqBTp48KdxNb7yM2b8uLCkpQYIF9nLkyBE3N7du3boNGTKE7YS0n3PLjBgxgv1LeAwGgJWgn+U4cji4O2/sXR2QdObMGeGWKcp+XnjhhV69et14440KR2Ovq6vr0aOHk4KHRrMxSBMTE+lEf926defOnaOZGzZs8PDwMO8HhsXFxUiwwF7i4+PFhzj6yBgvQ/s5/Ss9Pd321QO9QT/L0Us40PAa99hjj7FOIjg4WOgwuAtazc3N3FqUEpWXl1PnwZafM2eO/FZ8fX3FHZK7u/uBAweEl0uXLu1otZFggb0sXryYO4ecNGmS8WJsF83OzrZ9DUFv0M9y9BIONLz2cU/5IG5ubuyq0sKFC7sY+Pj4hIeH9+zZs3v37n5+fjRHWNjFxeXChQvymygoKOA20bt3b2GajSa/f/9+ythSUlLo5caNG9977z2ZAbrYHcRIsMD22KhX4rOFS5cuGS9WWlpK/01LS7N9DUFv0M9y9BIONLz2vfDCC+Legk2sWrXq1KlT4kRKynPPPadkK3feeSfL1UyO4/D0008bz3R1dZW6f4XdQYwEC2yMUn+21y1evHjdunVhYWFvvfWWySXZ+HADBgywcQ0tdPr06YMHD9Jn3xpPXwArQT/L0Us40PCdAnUSw4YNW7t2rTCQFWVC7P4qNm2c/Xh7ewcHBxcWFirfSmNjY1NT07Zt24RCaKNcYsfx8PDIy8u76667aF1xUew7R1YxJFhgG5999hm7fEWpf7v5R0NDg9O/H5ujTeXl5ZmZmXfffTe753LHjh1du3YVPnr04QoPDz9//ry9qwntQz/L0Us40PCdztKlS8UpTvfu3Zubmw8fPky51N69ez/++ON33nnn4sWLZpdfU1PD7nmnpIrSJvFz3AICAsaOHUvpVGRkJHtWroAyKvGtYGx0x8DAQCRYYDM333wz2xvnzZunZHm2DxvfwqgFM2bMEH++ZMYH7tu3r9RVOtAI9LMcvYQDDd8ZRUVFCYfXl19+WfXy6Yz5xRdfZL9sz8vLE86YP//8c2GZyspK7sqZ+E4v9mzp7OxsJFhgG/X19ey5T35+fgpzJjbWbm1trZWr1mGzZ8+WSqcoKaRzKvGlLMbDw2Pfvn32rjiYhn6Wo5dwoOE7o5aWltTUVDrI/vnPf7bB+fdTTz01ZcqU8vJybn5BQYGPj4/wNMPbbruNzWdPeqZ/qfg0kieeeII2RCfrNTU1lpcGjkf43euYMWMUrkIfIlq+rKzMmvXqMPEPeAcNGtS7d2/2vae7u/vy5cuFrz4poYyLi+NOcpKSknBvlgahn+VoJRytra05OTl0Tubv75+bm0svjZc5fPhwenq6p6dncHDwvHnzvvvuO+Xlo+HBcux8mk6sd+/e3a9fP/Yl5rBhw9gVrKFDh1pYPnU5wk/DEhMTVakzOJgHH3yQdg/aT4wHbZdy00030Sp33XWXVSvWUQ888ADb1TMzM9kcypmkhpu/cOHCxIkTxd/jU8pFqRh1GdQdREVFrVy50oZ1B9PQz3K0Eo6dO3cmJCR8bUATRUVFxsuMGjXq0KFDTU1NV65cWbRo0bhx45SXj4YHy7HBumJiYtjNW0xgYKAw3qPZj/ohX3zxhfg0nY0ZASA4duyYsONFREQoX5F9kU05mXZuw6qrq2PnEt26deN+OCJv0qRJUt8qYjBVu0M/y9FKOJKTkyl5YtM0kZKSIr/8tWvX6FijvHw0PFiO+ieTPzNkQz726tVLSQls4vLly1OnTh0xYoTw8yh2vzz7zpH+3nDDDWpVmzrmFStWKBwWHzRLuLedbNy4UfmKc+fOpVX69OljrZp13Msvv8zeiBlXng4ePBgQEGDyN8VxcXEdStdAXehnOVoJh6+vr9ABXL16td0fFZeUlHRo6Dw0PFiupqbG+JgeHx9fX1/vJPol/H333dejR4+JEydyt4ksWLCAztqDg4OPHz/Osij2TUdpaelbb73FXlICd/LkSfazr/3791te5/Xr17OSLf8GE+ylvLx88ODBwg4zf/78Dq3O7Z9awPZ/f39/Sy6qUZfx0UcfvfPOO2PGjBE+jy4uLoMGDaJsslu3bm5ubvRR8vT0pM9jbGzsbbfd9tRTTy1dupQ+sz179qRzGKrAkCFDtm/f/vHHH3/wwQfaucLX6VBbsEEE7V0RbdFKOKjjuX79OpumCfqQyCxcWVkZGRlpPDKK1KVjxlpVB92ghEn4YSNN0FGbjtGnT5+mf4WEhDgZbs+i47iwy9FeHRQUxC7NCs8CcjKMUC/eM9nAp2yirKzszTffZPOzsrIsr7Mwihh9pnARqzO6cOGCeIeZMWOGGYWw/faTTz5RvXpmYIPLk1GjRqlV5vLly5UMRyyPTm/oQ4fb59vV1NR07NixrVu3UqpKSap4/7R31bRFK+FQfgWLeqDw8PDjx493qHw0PKhi586dQj/XbMDmC1ekTCooKDAe4If6A8rPxHPi4uLaDF8jDh06lF7m5ORYWFvqKsSPXzSvbwb7Eh616WS4/8+87p/9PsPLy4tKWL9+vfJCaG8UHoJeU1Nz9OhR8boffvjhokWLXnnllQ5Vpl+/fk6G0w+Tz/YxG+Vt4psjLUGfTYrYa6+9pmL1Oi9qpu3bt9N+2L9//4CAAO78kGPvymqLVsKh8B6s/fv3h4SEnDhxoqPlo+FBFdTZxMbGhoaGCr0OQyfQ4qMMZUjGQ/gQ8fWt3Nxc6r2Er37oRFC4fYQNyjV37lwLa7t7924nw2D3bBMTJ060sECwMcpmBg4c6GS4APnSSy+Z/R0WnbKK90N3d/epU6fKlEbbpcwpMDCQXRairQsj7tIc6mUHDRokfi577969uU+EFDq8s1W6deum+rUiekc7duxYsmTJI488wh5vRZugilGqdO+992ZkZERERNBpzNKlS/ft23fy5MkPPvhgzpw5VHl6pyZvrwwKCqLzefrYzps3j9ZyvGvAFLFTp069/fbbdOo4adIkOhzR++3Vqxe9cToieXp6co+8lEK7B7uKb+83pC1aCUdhYaHUrwiFNtu2bRu1vXk/1ELDg7VRelRQUJCUlCQ8FZHmhIWFiXu1ixcvUgeTlpYmHjf1yJEj1AGIeztawMlwim/caVGZ5eXlMs+fFqPKsE1nZmbS3/z8fIvfJdiCkHk8/vjjQgtaUuAbb7xh3CnSDjZ58mRxlkM5va+vL50bmPF1G3Wx8fHxw4cPp1TmiSeemDJlyoQJE4TTZob2W8qr2PILFiyw5B1ZAyVnlFu4ubnJvH1KOzp6D5wqKLc7fvw4xXPWrFk333zzmDFjHn74YfpE02c8Ojp6wIABdNB45pln3n//fTqYUOSpLSIjI2NiYihnogV69OhBSTa1LB2FqKVcDBQmTybbmvYT6o4pl6UqCXmnE/rZP9JKOFpbW1evXu1nsGbNGvE4WEKbGTezwm6mDQ0PdkKHHvYjeS8vrwMHDihc66677nIyXCqor6+vra1lwzDu3bv31VdfFY6Js2fP5taqqqqiTdBhl/oAHx+fuQa0JJ1Z5uTk0MS0adPUfn+gspqaGkrKqfOLjY396KOPhJ6+pKTEwpJp/xk7duzSpUu5SzWU8VCuM27cOA8PD+NjLFVA2OWoVrQbi5MPmqYuXD4bY1e8Dh8+TJkcLcxmUk+v5atBdLYj/mbWGNV/06ZNZ86cOXHihNTYXcpduHDhH//4x7Zt2yhzomSIOkFPT083A5qgdjE7E7IcNR9VIDg4ePz48Q888MCbb74p0+06oZ/9I72EAw0P9kL9SkVFRYe+Damrq3My5GR0LOO+3BF76KGHhFXY+JMcNkAXZVdCb0FJmBXeIljq3LlzQ4YMoVSYe/YlM2nSJBW3RbsiJVvsAZoyKE2nPYf2QHZtVfj+ml7u3r373nvvzc3NpQyD5tBf8a1+UoR7dyhRq6ysVPEdWQm9rx07dhQWFtI5/8iRI+lMSSqVpI9qREQE5a/Hjh1TUjIllytWrKAClX8HpzqWOlOjUIbds2fP8PBw2gMXLVpEb5myqHfffffo0aOU+XXowOWEfvaP9BIONDx0LuyueZPZlXClgQ7r7DLAvn37ZI6kEyZMEAZroKMqnSUrv/QLNvCXv/xFppft0aOHldrLOCmn/v6ll16iLPzy5csdKoq64aKiogULFkyfPp3S+ujo6MGDB48YMcLb29s4KaH+2xpvxwbobW7cuNHkpT4BpY/du3dPTU2l0yo6U6K2o2DSWmFhYRRe+q95v3Z0d3enLJZ2BoptVlbWrbfeGhkZSdN33333hg0b1q5dS1k4bYI2TWl6XFzc/fff/8QTT9B277nnnnXr1r3++uunTp06f/68VS8cOqGf/SO9hAMND50L+2JRMGzYMDYRExPT3Nw8Z84c9pL6s1deeUU4ZHft2jU4OJg6bPHvEw8fPkwFCve+kAEDBphXq/r6+sTExEGDBp0+fZo6j7lz51Ivour7tgoKEXWKlI/u3r3b3nX5g88//9z42g+11I4dO9g0VVv8cHHVUYM+88wzAwcOpKyooKDAGiMUUJnjxo1ju6irq2tHf3KoQfSO8vLyKI/xNTD+gXBHUStTOZQeTZw4ccuWLaWlpZST0Vbok37JoLOMHIF+lqOXcKDhoXOhM07h+HvLLbfQHEplysrK2KG2pqaGHdZ79eolZFcJCQnC6v/5n//Jnk5NZ7dsDqVZ/v7+QpnmPfqXNsFW9/b2Zj8aopNyjQ/PuGzZMvE1A8ok1q9fLx4gYNeuXWlpaZmZmZ9++qltqkSNOH/+fEqFxRULDAx88MEHt27dyq4xUHPv2bPHYa410huhbFLju4p5qDXLy8sfeuihpKQk4ZHwUtigd+7u7pROPfbYY5TgOkwTt6GfNaKXcKDhodNZsWIFpUSpqakmu6XExETxgZuO18bLGH8dcM8997D0qN3D+rFjx9h2aUl2Ss0ebs0IZ+3UW/zXf/2XuW/xX4Szc9pQSUmJ/C3Dp0+fzsjIMPmsUmPU55n87T2r9uTJk0+dOtW7d2/xfFdX14CAgL59+w4ePHjChAl79+5dtWrVgAED2NcuDz/88JYtW2JiYtitM8THx4fKycnJoTlUJvWvw4cP/8tf/rJ79+7Vq1dT+kvzg4KCaObmzZtpzrBhwyiv4r4QpGBSbB2po9Uz+tDR2RHtPzfccAO7V53+0v6zbt06dcf90iD0sxy9hAMNDw5m3759wvWP8PBwhd0ze2qK8KBDSqEef/zx8ePHFxcXnzt37p133klOTu7atSvLAKh86hvkz8idZB88XFBQQOmIn58f5Sh//etfjx49+uc//zkzM/PVV19lCxw8eJCSEvEwS5QSUU2kKi98oUZVldpoY2MjJWHc3eL9+vUbOXJku+/F9iiZw+PzwDE4oZ/9I72EAw0PjoeNbhUaGtqhb166d+/uZLh1es+ePWaMfJ2dnU1bZNMsienZsye3CcoYFi9ebPIHcQJKy6Qeb0I5h8maU9okLEMbbWhoKC0tZe+9paWFXVsyvmRF+eKDDz7ISnj//ffT09PFI2Q6GfLIcePGJSUlyd+8zBEecCSeo3x1ynHXr19/8eJFs1oeQIuc0M/+kV7CgYYHx0O5xZEjRzp6/YNLL6SyB2G4RfpLeRglLp6ensuWLaMShLTsxRdfZElJTk4Oezijj4+P2ff8si/daIIK4epcWVk5aNAgoW7itRISEhYuXGgymaN6bt682WQQnnvuOaot5V5xcXFnz54V5lPSdujQIcrVKEGklItiNWDAAHp3lIwuWbIkLCwsPDycgkCJEftm87XXXqOZISEh27ZtazMkcOPHj6c5lINSQKicy5cvFxQUZGVlUfIXGxs7d+7cHTt2WPW+dQB7QT/LceRwcEdbe1cHQBM+/PBDcQ5EqUlKSgq7W8jLy2vs2LEHDx5kSzY1NZ05c8b48hgtTCuOGDGioqJCPmeiDIayn/Ly8ltuuaVnz54BAQGUZ9C0OEnq27fvpUuX2FeclOuwmUuXLmXDT69YsYLdNyYwOeKXGGVplN9QrmPryALoG/pZjl7CgYYHENTV1VF6dMMNN1BqZcY41FVVVc8++yytSOWY/F6MkragoCDhRitjlZWVffr0oZTr8ccfF8+vrq6WT57mzZvXZniii8lkbvbs2WY8qBQAVIF+lqOXcKDhAazh/fff9/f379at2wMPPHDw4MHy8nILCxw+fLjJ1Co6OvrUqVPCYseOHTt58uT27dtDQ0MpV3OA0ZUAOjv0sxy9hAMND9Ap1NTUBAQEuLi4DB48eOLEiewrP8re7F0vAGgH+lmOXsKBhgfojCjf6izDWAPoHPpZjl7CgYYHAACwHvSzHL2EAw0PAABgPehnOXoJBxoeAADAetDPcvQSDjQ8AACA9aCf5eglHGh4AAAA60E/y9FLONDwAAAA1oN+lqOXcMgPDw0AAAAWsndXry06CodG2h7VEEM1xFANMVRDDNUQQzXENFKNNi3VRCN0FA6NtD2qIYZqiKEaYqiGGKohhmqIaaQabVqqiUboKBwaaXtUQwzVEEM1xFANMVRDDNUQ00g12rRUE43QUTg00vaohhiqIYZqiKEaYqiGGKohppFqtGmpJhqBcOgUPgkahEbRIDSKBqFRtAntwkE4dAqfBA1Co2gQGkWD0CjahHbhIBw6hU+CBqFRNAiNokFoFG1Cu3AQDp3CJ0GD0CgahEbRIDSKNqFdOAiHTuGToEFoFA1Co2gQGkWb0C4chAMAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwHEFra2tOTo6fn5+/v39ubi69FP71xRdfjB492tvbOyQkZNeuXcrXlSkTlJAKYGNj4+zZswMCAgIDAzdu3NihddEolnP6N/HMw4cPp6ene3p6BgcHz5s377vvvjNeEY1iPSYbxemPTK6IRrEqk8H/6quvxo8f72dAE/TSeEW0C4MEyxHs3LkzISHhawOaKCoqYvPPnz8fFha2Z8+eH3744ZtvvrnzzjuVrys1HxSSCmB2dvb06dMvG0ybNu2ll15Svi4aRS1cnzFq1KhDhw41NTVduXJl0aJF48aNM14FjWJtxglWu6ugUWyAa4jk5OT169c3Gqxdu5ZeGq+CdmGQYDkC2sWpe2DTNJGSksKmKaN69tlnTa4ifGak1pWaDwpJBbB79+7Ui7NpyrFSU1OFVdAoNiPTeV+7ds3b29t4STSKtSlPsNAotsQ1RNeuXekzwqZ/+uknemm8JNqFQYLlCHx9fRsaGtj01atX/fz82HSvXr02bNgQHBwcEBAwe/ZsOuEQVhE+CVLrSs0HhaQCSAkWvWTTlGmJA4tGsRmZzrukpCQtLc14STSKtRknWIGBgdR/x8XFPf3007/99pvxkmgUG+DaJSsrKz8//8cff6QOJS8vj14aL4l2YZBgOQJnZ+fr16+zaZpwcXFh0zQxc+bMKwbTp0/Pzs5Wvq7UfFBIKoCzZs2aMWMGa5S77rrL1dVV+bpoFLVIJViVlZWRkZHnz583/hcaxdpMNsqvv/5aUVGRkpKyfPly4/+iUWyAa5dLly716dOH3ZtFE99++63xKmgXBgmWI5A5XRBfLKHTwQ6tq6tTDdVJBfD777+nvMrf379Xr14PP/xwUFCQ8nXRKGox2ZeXlZWFh4cfP37c5CpoFGuTuaz4zTffmAwsGsUGuHbJyMhYu3atcA8WvTReBe3CIMFyBFJfbKempopv9zGZYOHLcitREsDnnnuOki3l66JR1GLcl+/fvz8kJOTEiRNSq6BRrE0mwaqrq6MTEuP5aBQb4NrFy8tL6h4sAdqFQYLlCAoLC03+NGPXrl3Ct1HTp0+fM2eOsIrwmZFaV2o+KCQVQGoR6i3o5G/fvn1hYWHnzp0TVkGj2AzXZ2zbti08PLy6ulpmSTSKtXGNQoesqqqqf/7zn2fPns3IyFi2bJnxkmgUGzD+FWFeXh67grVu3TpxkoR24SDBcgStra2rV69mA5OsWbNGPLhIfn5+YGCgv7//rFmzTN7kLrWuTJmghFQAKesNCQmh075Ro0ZVVlaKV0Gj2IDJ0ZWcjDQ1NQn/YhNoFOsx2Sivv/764MGDPTw8oqKi1q9f39zcLF6eTaBRrMpku3z55Zdjxoy5wSAzM/PChQvi5dkE2oVBggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDguUIpB5VK/NkTZNP8Tx48OCIESM8PDyonLvvvvvy5csmNydVrMk7Ik0yuYySpyADAAB0CkiwHIHUo2rbfbIml+KMHDny7bffpkTn2rVrmzdvpqTN5OakipVPqoxxyyt5CjIAAECngATL0YgfVdvuqG4yKRGlayZHkJMp1sIES+YpyAAAAJ0LEixHI35UbbvPJZBKiX7++eetW7cKV8I4UsXKPJzVJOMES+opyAAAAJ0LEiyHwj2qtt0na5pMsNjdUT179qypqTG5Ffli5R/OKrN1JU9BBgAA6BSQYDkO40fVmn0F66efftq4cePNN98sLCa+J13JAzvFD2eVuu2dm6PkKcgAAACdAhIsB2HyUbWW3INFOZZwLxdHyQM7pR7OqnDrUk9BBgAA6BSQYDkCqUfVtvtkTeMv6c6ePXv9+vX//u//Xrp0qdQ9WFLFyjyc1SRu6zJPQQYAAOhckGA5AqlH1co8WVPm6aru7u6U3yxatOj77783uTmpYmUezipfYTZT5inIAAAAnQsSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUNn/AyMHFykWnEiXAAAAAElFTkSuQmCC)
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