Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_102422_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 22, 2015 |
Start Time | | 2015/06/22 12:45 |
End Time | | 2015/06/23 01:45 |
Key Words | | storm magnetopause |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 28.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.97 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 255.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Pauline_Dredger_102422_3 |
Minimum Dst Value | | -111 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IE5vdiAwNSAxODo0NToxNyBVVEMgMjAyMjj9FCgAAAG2dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiUGF1bGluZV9EcmVkZ2VyXzEwMjQyMl8zOiBPcGVuR0dDTSBwbG90IG9mIHJobyBhbG9uZyBHT0VTLTExIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDE1LTA2LTIyVDEyOjQ1OjAwLjAwMFoiLCAibWF4IjoiMjAxNS0wNi0yM1QwMTo0NTowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOi0xMy4wNDczMTUwMDA1LCAibWF4IjozMTcuNzY3MDE1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfc7YvSsAAAAEZ0FNQQAAr8g3BYrpAABAQ0lEQVR4nO3df3AUZZ748WAIIYQQEAwRAgYQQUFDEIXFLETEBQRUfu2iIBsxihSi/IpojOICC67oci5GVBBwOZctEHMUehwbDyJYUid3ZlM5K1JAhToosYJliqK2UlaKyvdz85zPt31mujNJeqYn0+/XH6meZzrdzzxPdz+f7n766YQmAAAAuCrB6wwAAADEGwIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZAZavJSS0mw2gHWUVMSIS28yxY8eysrKaXXIkVs0uALQv7LG+pg/ZsX/sjv0cItZEYpsZM2ZMRUWFJ6tmF3ARhYkoYCNrlxJ+kpKSMnfu3Lq6ulYvx92M6cWKxMREyV5OTk5RUdF3333X9mW6kjeH5StGeklJSWpAcXGxTjxy5MiECROSk5PT0tIWLlxolP8PP/yQnZ1tXZTd/M7LMcjM+fn5auYFCxZ8++23zf6o6urqqVOnpgRMmTJFPjb7L60glbt06dKsrKykpCQpKFnj4cOHw/z21KlTM2bMkHT5VmKXsrIylS6lJ1uOsaLc3NwWbQaRuM4k5e/Kqlsh0ruAc005bEsJQVT65cuXly9f3r9/f1mgbLSzZs36/PPP7dZutwPapVtnaOUPbjnCMrQIm0u7ZD2EScMsR642LsdderFXr179+uuvJUbJyMj4n//5H1eWGVHGWrZv3z5u3LjvAyS4kY8qXVqa8vJy+XUNDQ3ShEiQZP2vlStXvvLKK9ZF2c3vvBzDpEmTpMFrbGyU+Tdv3nznnXc6/xaJXTIzMyXPjQE7duyQWjh9+nT4pREOaZWlBZXfK0UkH3/88cdDhw7J7wrn27Nnz8q3kkNJl4+VlZUPP/yw+kpKT+ItKRy9IvlHSfE8wArzX9pdgOVcU87bkl3GJA6TfUGdCcgC9+/fLzuRczbsFkWAhfaIzaVdsu7n//jHP/RZ9YULFyTYklNMOWWUo5u+ImIcF4LvDFon5DCqTjpzc3Orqqr0fxUXF/fo0UPWJa3glStXwsyeIgfugoIC/e2WLVvkeJ2YmOiwZDkiy79IohzKN23apJdpl263nODVhZ9zia70/SCZyMvLC/4XCXekrPRHaYoGDhwojZDdsdiYv9l0O9ZLKSHXJaX0xhtvWFPko7UWXn/9dSlDWY4kSoSnZ7MrxpAbxuLFi2U5dpl0/lbWW1paGvIrWd3Bgwet7bEU/oEDB0L+UrvfomeWFMmJuhIpE2qG4CsuVi39F2MzsyuukIs1NLsX2y3EbqUOu4zWbE05b0sh/0uyIVu13TJDammAFVwjRkWEc0i0O7KtXr06PT09LS1NFhhyXQ4VofMg2/DevXv1MiXc7NOnj/PxE3GDAKtdsguwhg0b9sUXX8hBTRp4OTrYHQGdAyw5yshZrCxEDrj6MsnLL7/8wAMPSLosubCwcOnSpWFmT7l8+bIcp/S3CxYs0IcYuyVL/mfMmHE5QCb0MlW6/Luky6FTp9stx1idMyPnclzWLYRMyMfgf5ETfeuVp+nTp6vjqV2TYMzfbHowyYk0b/rqgt26pM344YcfrClSYtJg6H+xFq+Uqkp3KMaQG0avXr2MtVg5fyuZkbWH/Er9oiFDhvznf/6nTMhWLdN2v9Tut+iZi4qK5EfpGeSjMUOwlv6LsZnZFZfdYq2a3Ysd8hZypXa7jJVzTTW7LYX8L9meFy5cqH6L3ZINbb+CZVREs4Vpt8G/9NJLEpBJuoSnwVuU4lAROg/Hjh279dZb9b8sWbJEYtywygLtHwFWuxTOLUI5plhjmpD/HnJCn4dZr6lkZWXpe3wS0uljq3P2rPSi5Ft1G8J5yXKep9PPnTunlynnhXJWqqZlQqfbLcdYnTO7gjJ+glZdXS1HcMme+igH07Fjx4b835DzN5seMocinJt9zdaCtXilVNW0QzGG3DCMMjFO8Vv0bXDmt27dOmfOnKZA2Lpjxw67H2X3W6zbjC5bmZDSM2YI1tJ/MTYzu+KyW6ydkHuxQ97sVhpyl7FyrqlmtyWDSpeYrKSkRMILOTOR7WrlypUOMZzDihzSg79y2N9DFqbD8Sd4fzTW5VAR1jyMGTPmr3/9a9NP98TVDXH4AQFWu6QPZMnJydZO7nKuNm7cODmcqW/1TbEWBVh2c1o5324LPhrK4cbufNduyc3mOcwcOhyam8258xUsCacGDx5svYuak5OjrriEXG/w/M7pdiQnchKsIzk7wdeH5JTarhbsGstmqyP42kb43zZ7BUt+qbR/Bw4ckL+qIuwCLLvfEuYMrVim8/xhbr0hQ8xm9+Iw89bsLmPV0ppy2JZCkvhjyZIl+hqtEYo55815Fc6/LpzCDP+44bwuu4o4fPjwzTff3BS406ruNsInCLDaJbvDjbRDBw8ebGxslGlrNyA5auhAQY6MwUfeZo/FsuTwn1UMzt6GDRvs7lfaLTmcK1gyQ7M5bEuAZfTBko/6q7KyMjkZraysNP7d4Dy/Q3qzmu2w1Wy/GbsrWOEUo/64cOHC4FseYX7r0N7oeeTfU1NTdfcgu2av2StY1hnCvILVon8JM8CyW6yV3V7c0p/T7C5j1WxNtaIPVrBmN1rXA6xmC9Ph+BPOFawwN5Lc3Ny1a9dmZ2e3tFMa2jUCrHbJ7nAjp6HqwSs5ZMyfP1/Pdvvtt8sBUfZtSX/44YdbEWC98sor06dPV4fp06dP62Orc/ZkjTU1NSUlJdYjkbEKuyXrjiPigQce0P8l6bNmzVLpc+bMaTaHbQmw1FOEUmjGU4SlpaVyXJafFuai7OYPZzna4sWLz5492xS4L1xcXGyN9kL+xlOnTkkjsWPHDvXgoUzIR+uTX7p4rf2WwixG/VGqVSpXAmg1EoesSM7Xw/xW3TF55513VPtXXV0tG63DL7JLt/st1m1GddJS25LuKyOhm90AInb/0sYAy26xVnZ7cbMLcVhpyF3Gyrmmmt2WQpbJhAkT5PxB3bWUPUjyad1oQ2pFgGVUojFns4Vpt8GrPljyX9Y+WMa6wt9I9u/fL4m7du0K80chPlDB7ZLdnnno0KGBAwcmJiZKuyWNt56tqqpKTqFU+tatW1sRYDUFjkRyBiYLycnJsT4XEzJ7SnJysqxXDkPWc8TgzIdcshzXCgsL5ZRXDpHWR5/keC1n2zrdek4ccjlhHsXsrjxJKBM8DpbDlaqQP9Nu/nCWo0lbJb9L5pEfbgyaZfePX3/9tTQSyQETJ040xi6S0lMPT0k5W/uFhFOM1o/SOMkS5PRd/kUNd3Ts2LEwv5WWWz3kJd/KaYB1HKyQv8iuqEP+Fus2s3TpUlUOS5Ys0TNs3rxZUkIu0+5f2hhg2S3Wym4vbnYhDiu122WsnGvKeVsKuRl//vnnEs+pypXoTc4QHK6C2+0Ize4gRiUa8zRbmE32RzYJmGTH108RBq8r/I1ENmx1l9D4yXalgfhABaMdO3v2rBwZvc5FuxRPB/d4+i2Rxi6jhDNoi4skWt2/f38014hYwIEJ7Y+cWV65cuWHH36wu8mCZsVTUBJPvyVC2GWsJMrUHfWi4K9//at1pAb4BwcmtF5yKFFYb2lpaUZGRkpKijFCZrO8ynCLRCeTMfjDWy2efkuEtHqXiUtSDu+880501iUbZ//+/fXDxfAVAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMv8EmAFjzUMAABc5HVTH1v8UhxUPAAAkUM7a/BLcVDxAABEDu2swS/FQcUDABA5tLMGvxQHFQ8AQOTQzhriuTjofAcAQHTQzhq8LI4jR47k5+cnJyenpaUtWLDg22+/1V+VlJSkBhQXF1v/xS69WVQ8AACRQztr8LI4Jk2adPjw4cbGxqtXr27evPnOO+9U6du3bx83btz3ARKByUfn9HBQ8YBXrly5UltbW19f73VGAEQQ7awhhoojOTlZTUgUVVFRoaZlIi8vzzk9HFQ84JW+ffvKDpiVleV1RgBEEO2sISaK4+rVq2+88cbUqVPVx5SUFEnRX8lH5/RwUPGAV+gHCfgB+7jB++JQR96MjIzTp0/rFOsMSUlJzunGohhhFogp7IOAH7CPG2KiOK5evbpp06axY8eqj1zBAuKJiq64RQjEN9pZQwwVh74iZfS1ko/O6eGg4gGvEGABfkA7a/CyOBYvXnz27FmZuHz5cnFxsQ6Y1NOCdXV1IZ8iDE4PBxUPeEUFWJmZmV5nBEAE0c4avCyOsrKynJwcqZIePXosXLhQIif9lcRbIce7sktvFhUPeEUFWNnZ2V5nBEAE0c4a/FIcVDzgFRVgDR061OuMAIgg2llDPBcHTxECsUDtgPn5+V5nBEAE0c4a/FIcVDzgFQIswA9oZw1+KQ4qHvCKCrDmzp3rdUYARBDtrMEvxUHFA15RAVZBQYHXGQEQQbSzBr8UBxUPeKK+vp4rWIAf0M4a4rk46OQOeK62tpY+WIAf0M4a/FIcVDzgidOnTxNgAX5AO2vwS3FQ8YAnjh8/ToAF+AHtrMEvxUHFA544evQoARbgB7SzBr8UBxUPeGLPnj0EWIAf0M4a/FIcVDzgiT/+8Y8EWIAf0M4a4rk4eIoQ8Nwtt9yidsCRI0d6nRcAEUQ7a/BLcVDxgCeys7NVgDVgwACv8wIggmhnDX4pDioe8MQjjzyiAqz+/ft7nRcAEUQ7a/BLcVDxgCfWrFmjAqzs7Gyv8wIggmhnDX4pDioe8AQBFuATtLOGeC4OOrkDniPAAnyCdtbgl+Kg4gFPEGABPkE7a/CyOI4cOTJhwoTk5OS0tLSFCxfW1dX9X57srzyVlJSkBhQXF7doXVQ84IlVq1YRYAF+QDtr8LI4pk6dWl5efvXq1YaGhuXLl0uw9X95sqmk7du3jxs37vuA/Px8+Rj+uqh4wBMFBQUqwMrKyvI6LwAiiHbWECvFIWFWUlKSmrarJImuKioq1LRM5OXlhb98Kh7whA6w2AeB+MY+boiV4jh06JD1ClZ6errEW0OGDFm/fr2eJyUlReIwNS0T8jH85VPxgCcIsACfYB83xERxVFdXDxs27Ny5c0b6qVOnpkyZUlRUpD4alaeveGkJjiKXfwB2CLAAn2AfN3hfHMeOHRs8eHBVVVXIby9fvpyamqqmuYIFtDsEWIBPsI8bPC6OsrKy/v37V1ZW2s1gDbCMPljyMfwVUfGAJwiwAJ9gHzd4WRylpaVZWVk1NTVGuhyRT58+LRMXLlyYMWPG4sWLVbp6irCuro6nCIH2ggAL8An2cYOXxWHXTaqsrCwnJ0c+9unTp6ioqKGhQf9LcXEx42AB7Yg1wLLuywDiDO2swS/FQcUDnrAGWLW1tV5nB0Ck0M4a4rk4eIoQ8NzkyZMJsAA/oJ01+KU4qHjAE/n5+QRYgB/Qzhr8UhxUPOAJAizAJ2hnDX4pDioe8AQBFuATtLMGvxQHFQ94whpgqeFXAMQl2llDPBcHndwBz1kDrOPHj3udHQCRQjtr8EtxUPGAJ6wB1tGjR73ODoBIoZ01+KU4qHjAEwRYgE/Qzhr8UhxUPOCJoUOHyt6XmZlpDbCOHz8+cuTIuXPnXrp0ydPcAXAN7azBL8VBxQOeyM7Olr1P/dUB1oABA9Q1rTVr1niZOQDuoZ01+KU4qHjAEyEDrGuuuUYFWBs3bvQ0dwBcQztriOfi4ClCwHMqtBoxYoT8LSsrU4k33HCD2it5/TMQN2hnDX4pDioe8IQKsFRX9507d1oT2SuBeMIebfBLcVDxgCdCBliq5zt7JRBP2KMNfikOKh7wRMgAS4/dUF9fn5OT07179w0bNniaTQBtRTtr8EtxUPGAJ5wDrKNHj6qJtLQ0T7MJoK1oZw3xXBx0cgc817lzZ9n75s6dGzLAqqmp6dChA3soEAfYiw1+KQ4qHvCECp6efPJJ+bt169annnoqOzu7d+/eOqi6+eabCbCAOMBebPCyOI4cOTJhwoTk5OS0tLSFCxfW1dXpr0pKSlIDiouLrf9il94sKh7whB5QVP81riuPGjWKAAuIA+zFBi+LY+rUqeXl5VevXm1oaFi+fLkEWyp9+/bt48aN+z4gPz9fPjqnh4OKBzxhBFiJiYlGgDVt2jQCLCAOsBcbYqU4JMxKSkpS0xJFVVRUqGmZyMvLc04PBxUPeEIFT927d5e/t91224033mgEWLNnz1bTV65c8TqzAFqPdtYQK8Vx6NAhfQUrJSVF4i01LRPy0Tk9HFQ84AlrOCVhlpwXGQGW7vB++vRprzMLoPVoZw0xURzV1dXDhg07d+6c+mhUkr6yZZeuJTiKWPYB2FJ7X0ZGhvzNyclRjxNqjY2NOsAqLy/3OrMAWo921uB9cRw7dmzw4MFVVVU6hStYQNxQwdPOnTvlb0FBgb4hqNTW1o4ZM0ZN79692+vMAmg92lmDx8VRVlbWv3//yspKa6LR10o+OqeHg4oHou/ixYuy62VmZuoAS1+v0gGWfvFzUVGR1/kF0Hq0swYvi6O0tDQrK6umpsZIV08L1tXVhXyKMDg9HFQ8EH0SP8mul52dvXv3bpmYP39+cICl+r+L8ePHe51fAK1HO2vwsjgcukkVFxeHHO/KLj2cdbmTaQBh0wGWeiWORFcjR4607vKVlZU9evRQ05MmTfI6vwBaj3bWEM/FQSd3wFvBAVZWVpZ1r5T0jh07qukXX3zR6/wCaD3aWYNfioOKB6IvOMBSPa66du2anp4uE4cOHdLB1po1a7zOL4DWo501+KU4qHgg+nSAVVlZKRMjRoxQV7DOnz9fUFCQ8NPThQRYQBygnTX4pTioeCD6dIClJ9QNwcbGxsLCQplYt24dARYQH2hnDX4pDioeiL7gAEt3iJw0aZJM9OzZkwALiA+0swa/FAcVD0Tf8ePHZdfLy8tTA2L16tVLB1g62CLAAuID7awhnouDpwgBb+m+7U2W/TErK0s+3n333TJ9zTXXEGAB8YF21uCX4qDigegLGWBlZ2fLR9W9vV+/fgRYQHygnTX4pTioeCD6HAIsNba7dVgsAiygXaOdNfilOKh4IPqsAVbXrl1VIDV8+HD5WF5eTh8sIJ7Qzhr8UhxUPBB91gBL92pXH9VXBFhA3KCdNcRzcdDJHfCWQ4B18uRJAiwgntDOGlwrjoKCgrS0NCnf9PT0hQsXurVYt1DxQPRZA6yhQ4eqQGry5MlNPw2RRYAFxA3aWYM7xTFr1qwHHnjgypUrMi1/p0+f/vDDD7uyZLdQ8UD07dmzR3a9uXPnyrSEWSqQkpOxJgIsIO7QzhrcKY6kpKQff/xRf5Tp5ORkV5bsFioeiD41FoOKqIwAS87ECLCAeEI7a3CnOCScamho0B8lwEpJSXFlyW6h4oHoswZYEydOVIHUvHnz1Lc6tFLDjRJgAe0a7azBneKYMWOGHD0vX74s0/J3woQJ8+fPd2XJbqHigeizBljyV4VTHTt2rKmpkRT14mdx/fXXE2AB7R3trMG14igsLExNTU1MTExLS1u8eLFbi20LniIEvBUywBJHjx5tsjxXOGrUKAIsoL2jnTV4XBwhox+HwKikpCQ1oLi4uKUrciG7AFoiZIDVt2/fixcvNlkCrMmTJxNgAe0d7awhJoojOMAKOdv27dvHjRv3fUB+fr58bPUqAESBNcAqLCxU4dS2bdvUt8OHD1cp8+fP9yTAunLlSm1trXr8GUAb0c4a3CmOc+fOZWRkSOEm/iQpKakFmQgvwJLoqqKiQk3LRF5eXqtXASAKNm/eLLvesmXLGhoaxowZo8KpPXv2qG/1c4WrVq3yJMBSr5ru379/lNcLxCXaWYM7xZGZmbljx46rV6+2MhNBAVZ6erqEaEOGDFm/fr1OT0lJ0auQiRY9qEjFA9EnMZOKnNSrna0dsITqeiVWr14tf+fMmdPY2BjN7NFBE3ARu5LBneKQYm11dNVkXyunTp2aMmVKUVFRyNmCL5IlOGp19gC0jgqwHnvsMTXiqHLy5En1rb6mpSMtfXErChYtWqSzZB1lBkDr0M4a3CmO9PT0thyhHGrl8uXLqampaporWED7Mn78eBXBlJeXz5o1S03X1taqb2+88UaVMnLkSDWxc+fOqOWta9euOsBat25d1NYLxCvaWYM7xbF58+aCgoJWX94PM8Ay+mDJR1dWASBCRowYoSMndTVLXLp0SX173XXXqZTnn39e/t52221Ru5L0/vvvWy9v33DDDdFZLxDHaGcNrS+OREdt6eQusdrp06dl4sKFCzNmzNCjaqmnCOvq6niKEGgXHn30Udn1brzxxtraWh1g6W87deqkUrZt2yZ/p02bFrWM5ebmWgOsvn37Rm3VQLyinTXEyjhY1iNvWVlZTk6OfOzTp09RUZH1pLa4uJhxsID2Qndyl+lly5YZAVaXLl1UykcffaR6YkUhS3I80TcuEwIvopa/06dPj8KqgfhGO2twpzgSExNdWU7kUPFA9FkDLD3QqP729ddfHzFixIoVK2prayU9KysrClk6evSojq5uv/129TE/Pz8KqwbiG+2swZ3iSEtL+/HHH11ZlItCXh4DEDXWAGvatGkOe2LUdtLKysoOHTqo1W3atEk+Ru3iGRDfaGcN7hTHK6+8Iqen//jHP1xZWiRQ8UD0WQMsPaxoyDk7d+4sX0VnUPXu3bvLuvbv3y/T6uJZdnZ2FNYLxDfaWYNrtwjb0sk9Cqh4IPqsAZZ+MU7IOdWQDerploiSVciKunbtqp56vnTpkvoY6fUCcY921uCX4qDigeizBlj61c4h55w4cWJCYLisiOZHgqqpU6cal6xUrhhrFGgj2lmDX4qDigeizxpgJScnq1Dm4sWLwXOq9z1HeqBRdUNQ6NH1mgJv+kqwDH8KoHVoZw3xXBx0cge8ZQ2w9LjtIV/qfMstt8hXPXr0qK+vj1x+ZOFqbAjrE4tRuzsJxDfaWYNfioOKB6LPGmCtWLFCBVgbN24MnlN1PI/ClaSFCxfKWtauXatTVO97/QpqAK1DO2vwS3FQ8UD0WQOshoaG3QEheztNmDBBdTaP9IOEajgu673IBx98UFL27dsX0fUCcY921uCX4qDigeizBljOTpw4IXOOGDEi0llSQ7fv2bNHp6hu7++9916kVw3EN9pZg1+Kg4oHoi/8AEsPl9Dqd8aHybghePDgQXVr8u67747oeoG4Rztr8EtxUPFA9IUfYDX91A3r/PnzEc2SEWDt3LlTBVhRuHgGxDfaWUM8FwdPEQIeamhouOeee2TXW7lyZTjz5+bmysx79+5VH+vr62tra10fnsp4ZvDSpUs33XSTpDzwwAPurgjwG9pZg1+Kg4oHomz37t0tujikBsrq2rXrli1bsrKyOnXqJB8feughd3Olxju1PquYl5en8llWVubuugBfoZ01+KU4qHggyloaYOmLzb1799bTffv2dTdXEsAl/Pylh+rKWULkhzkF4hvtrMEvxUHFA1GmbxEuX748nPmnT58uM+fk5Fjv7Pfv39/dXAV3GHjttdckJSkp6cCBA1VVVbwzB2gd2lmDX4qDigei78knn5Rdb+vWreHMrB/os5o4caKL+ZHgSZbZuXNna2JjY2NaWppe4y9/+UsX1wj4B+2sIZ6Lg07ugLeCR/V0cPLkyeAAy+724p/+9KeUlJROnTpNmTIl/GtO6l2E1jc9K9dff71e4zXXXPPJJ58E/+/Fixd5XyHggHbW4JfioOKB6GtRgHX+/HlraKWufmVmZoacWQIvPWf4cY9dgDVt2jTrqnNzc40Z9uzZk5iYKF8tWbIkzHUBfkM7a/C4OOwuL5WUlKQGFBcXh5MezoramlcALdSiAKuxsVEfEJYvX64/hhx69N5779UzP/fcc2Hm5/jx4zJ/Xl6ekV5fX3/06NFXX31VLXDAgAHGStWAXsrBgwfDXB3gK7SzhpgoDqNWtm/fPm7cuO8D8vPz5aNzeitWASAKgt9L40y/8lmNTao+Xrx4MXhOa8QT/t4tUZTMLEcPuxmGDx+uFmi8kVq9yUfhYUMgJNpZQ0wUh1ErEkVVVFSoaZnQp5t26a1YBYAomDhxoux65eXlYc4/dOhQa4ClPlZXVxuz1dfXjxo1Sr5St+3kb5jL37dvn8w/e/ZsuxnUY48JoUaf1wHWhQsXwlwd4Cu0s4aYKA6jVlJSUq5evaqmZUI+Oqe3YhUAosB4L02zVECm4xu7+GzdunVqtltvvbVDhw4y8dVXX4Wz/C1btsjMM2bMsJvhL3/5i8zQqVOnyspKa/qXX36pA6ylS5eG+XMAX6GdNcREcRi1YnxMSkpyTrf+o4MIZByAk5YGWKNHj1Z7629/+9umn+4wBt+S27Rpk5pNX3AKcyzTQYMGJQSGvLp06VLIGRobGzt37qzm0a/TqampkY/WgwmPEwLBaGcNMVEcXMEC4lKLAixrP6fc3Nzz58/3799fpgsLC405JQzq169fQmCELTX/ddddF84qdB8vhwhJD9mgs616bgl1tSwh8m+kBtoj2llDTBRHgmMfLPnonN6KVQCIghYFWOoRP2XRokU7d+60uzrV0NDQsWPHhMAbb2bNmiUTycnJ1rff2FH3HCV6cxg6a/Xq1SqQevTRR1XKihUr9HW1a665RibsLoABfkY7a4iJ4kgI9RRhXV1dyKcIg9NbsQoAUaB6qdfU1IQ5v8RVgwYNevHFFyUAKi8vV2FN8OMsx44dk3SZU6bfeOMN611FZ4WFhTLntm3bnGdT7ysU8+fP16NzSQynvwrzjiTgK7SzhlgZB8voJlVcXBxyvCu79HBW5E6OAYQtOzu7LT2WHn/8cfn3F154wZqoe0Sp1xTq8RrGjx/f7ALDHJfrpptuUsvs0qXLxYsX1VWrjIyMJvuh+wCwXxjiuTjsojcA0dHGAEsFT4899pg1UfeI6tevX1PgDTZqyIZnnnmm2QWqEdubHSn0v/7rv1RX944dOzY0NNx1110y/frrr8tXgwcPVukVFRX0xAKsaGcNfikOKh6IvjYGWOPHj1exlHWkhvr6+tTU1ATLW2tUHBY8clWw8PuEffHFF6on1oQJE2677TaZOHHihFq79YlClQigiXY2iF+Kg4oHoi8zMzPBZij2cOTm5qo4xnpTT0Ic1cNd9zQPP8C68cYbZU49/oID3cVeqHhOXa/S18+UmTNnehtjNTY27t69W3Ib8oVCQDTRzhr8UhxUPBB9KhJqddv/2muvJQSGpPrmm29USkNDg7pJ1717dz3bokWLJGXUqFEOD/fV1tbOnj1bRUXhXFGrrKxUmdfUr6ipqenUqZM1PXhAvmjavHmzykZJSYmH2QCaaGeD+KU4qHgg+trY/VFimvT0dLUQiauKi4t37dqlPnbr1k3PNmLEiOALXQbruwvDHGThrbfekplVBrKysnS6xFhHjx7t3bu3XmCrf2Db3XHHHSoPkkOHsSeAKKCdNfilOKh4IPraHn/07ds34efUM32jR4/W8+iuWvv27bNbzsaNG1saD1VXV+t/ufnmm41vt23bpjrCZ2ZmtuJ3ucI6cphzfAlEAe2sIZ6Lwzgue50dwHfavuvdfffdCUGSkpLq6+v1PBLrSOLYsWND3otsaGi488479ZWw8POjhzNVgp8ZlDyot01LzCdZcgjvIuSDDz6wFsuePXuinAHAinbW4JfioOKBKLt06ZLsd7169WrLQiSs0W8etLL2o1Idz/Pz80MuQeZs9bnWsGHDQq5RkR+oLqdpw4cPb/EvbC1Zu7U3mER49HOHt2hnDX4pDioeiDIV2WRnZ7dxOfX19ddee62KIVQw0b17d2s/KnWnLHjAd+XKlStGGBT+qnv06KH+Zd68ecHhS3DoFs3jjF57165d1XOOX3zxRdTWDgSjnTX4pTioeCDK3AqwmgIxlixt3759I0eO/M1vfvPdd9+1aEU9e/ZsXQyk3jadYD90lr6DqWM4SQl/+W2k3l399NNPp6WlyUSnTp1aPSIG0Ha0swa/FAcVD0SZiwGWM4kqEhw7mxsDLoS/5N27dw8cOHDy5MnWLl+GkydPSvj1zTff6OW/9tprLfsBrXLPPfeoq3pXrlzRPcxaPaYr0Ha0swa/FAcVD0RZ1AKspuZ606sB5SN6F6+hoSEjI0MtPzc3NxKrMKhnGFVQtWzZMnUFS4KtKKwaCIl21hDPxeFV3wgA4sSJE7LfjRkzJgrr6tWrV4LNAFeNjY3GFayysrJI5KGysjI5OVmWP2nSpEgs3+qhhx5Sv2XQoEESVEl4l5KSIh/vu+++SK8asEM7a/BLcVDxQJQ5P9znLod34NTU1BjnWpEbL+r555+X5WdkZGRlZS1YsCByj/Vdf/311s5h1g7vEVoj0CzaWYNfioOKByLn+PHjwd3AoxlgObzF2Xh74Lx58xw6VLWR6helRWhkLInbJJCS5UtYqXq1yy9SDzwmJiZG7tcBzmhnDX4pDioeiJB169apeGLr1q3W9GgGWBMnTpR1lZeXB3+1cuVKHfGkp6dHNBvGsKgdOnRQTxfK3xkzZri1lg8//FCW2blzZ+st0S+//FJWJ+kTJkxwa0VAi9DOGvxSHFQ8ECG33XabiifWrFljTY9mgDV//ny7e3/dunXTEU+ke0dVVVXl5OSoQROCubUWfZ3MWuD6Ql2/fv3cWhHQIrSzhngujggd3QBYqf5PorKy0pq+Z88eSZw9e3YU8jBt2jRZl/wN/ko/bbd3796oPWS3bt06dT3J6qWXXgrnf2fOnKkuej3wwANNgWEgpAxzc3M/+eQTNYMOsDZu3Kj/q76+ftCgQQnRHU0esKKdNfilOKh4IELU1SNh9OneuXOnJBYUFEQhD2qo94SggaDOnDmjbtJ9/PHHUciGVXV19Ysvvigx0K5du1TewnwttB4+Xh219Pj1vXv3VjOorvQSZjU0NBhrlPTk5OSsrKx+/fqNGTPm008/DTO3sqg5c+ZkZ2dv2bKlJb8S+P9oZw2xWBwOV55KSkpSA4qLi1u6TFfzCOD/rFmzRu2q0sBb06MZYPXt21flwXgl8x133KHST5w4EYVshFRTU6OGb+jQoUNFRUWz8w8cOFDlWUJDHSAq6gqcKnDjhmxT0NupEwJ9zi5duiRBZ7M93/Udxkh3U0Mco501xGJx2FXS9u3bx40b931Afn6+fGz7MgG0kQ6wjBf2RTPAeuedd2RdEk4Z6XqIUbt33UTHW2+9pYOe4cOHO7/QZvLkyXrmHj16WG81jhkzZvbs2SrkeuGFF4x/lADLeOuiUK8pzMrKcs6huvoVMkgFwkQ7a4jF4rCrJImu9PmfTNi927VFywTQRjrAMuKYDRs2SMpTTz0VhTyo9z2PGjXKSB89enRCYPhN425alKnuaJrzsWvo0KEJYQiOJjdu3Ki/1T3PtJUrVzpnUl1mU8rLy6XEdu/eLTl3/q+ysrIRI0Y89NBDIUd5ha/QzhpisTgSApepk5KShgwZsn79ep2ekpJy9epVNS0T8rFFy3Q5lwACrAGWBDoq8fTp06qNl9Y3CnlQI20GX6dRI7wb9y49MWXKFGu489ZbbzUF3qI4adKk7Ozsd999V8+pyi03N1fPnBZgBEzBBavHy5BfXV9ff91111nn79atm13elixZot9mqOmU4NG8JOrauXOnulqprxFGbvhWtBe0s4aYLo5Tp07JUamoqEh9NCpPIjBj/pDneVqUMg34jA6wRo8erW8R6j490XkXocQTCYHLNtZECfISAoObR25E9RY5c+ZM9+7dVbF07NjxxIkT6i6q6N+/v5pHvbhaIqStW7fqY9eWLVskArMezfr167dr1y5j+VeuXCkuLr777ru/+OKLpkCfCuvtxcTERFn70KFDDx06lJmZqeI29UyAdSSLYEbkJJlR6erIrOOwZq91Ie7RzhpivTguX76cmpqqprmCBcQgHWBZu1tJxJOVlSWJ999/f3Syofp3Wwdi2LZtW0Lg2b3YuXv1H//xH7qbVG5ursQ6ajo5OVnNoF7gqO51rlq1So5+gwYNqq6ulhjR2r8qzNXNmTNHZpZDpfV/9UupE366pasfVAzJKD1d3RKrNf00hn5C0DOk8CHaWUOsF4c1wDL6YMnH8JdDxQMRoltcY8grh8E/I0Hdq7K+jjDkgJyee/3111WuBg8eXFlZqaaHDRumvp03b558lIgn+Lamfv9gly5dwlyXBD21tbXG1S+tQ4cOH330kVqjAx051dTUSG0eOHBApd9www1NlkE63CkdtGdsBoZYLA45D1ZHyQsXLsyYMWPx4sUqXT1FWFdXx1OEQOzQAZYxaLvD62siYcSIEQk/H44h5ICcnpN4xXijjpg8eXLTT89dKsGB6bp167p163bLLbdUVVW1aI27d+92DqGUjIyMVatWBaf36tWrc+fOM2fOHDBggDVdPkoJ5+XlqY9qPAhvHyaAt2hnDbFYHGVlZTk5OVJVffr0KSoqsu6xxcXFjIMFxBS7AGv48OEJQcO7R46K5w4ePKhTXnjhBUmRk7RYa/X1y4WsbrzxRt0RPjEx8eTJk26tTn5+YWFh9+7dZbFq+cnJyWr4BisV0umu8aWlpdabic1S75+OzsD9iE20s4Z4Lg5j//c6O0B80gHWmDFjrOnqCb6oDaokTbsKTXr37q06XNsNyOm522+/3S5MUd3SX3zxxUisV2Im1VPtF7/4hb4zKGtMT09/+umnVRiqum116dKlurq6f//+4QdY2qxZs+iP5U+0swa/FAcVD0SIDrCMBwZVYtTaWuvITyNGjKivr7/llltk+tFHH41OBsL39ddfjxs3TmUvpMiNKyHFUltbqx4FUI8xGutS3bZUx/aSkpKuXbtKsBV8ucvZr371qwsXLshyiLR8hXbW4JfioOKBCAkZYJ0/fz4h7LfvucLawI8fP173Z4rOQFytoIaWCNaxY8cYjEtaFGAlBC4lJgQG39qwYcOyZcvk744dOyZNmjR8+PC//OUvTYEtRHXbf/zxx73+cXAH7azBL8VBxQMRogOsrl276sSTJ08mBF4LE7VsLFq0KCMjQ731+fbbb//oo4/U7bapU6dGLQ8tIlGUXXTiddZC0K/TLiws1Pm0vpdasQ4H7+DgwYPPPvusmpZaawoMWnb06NFm35mIWBabm66H/FIcVDwQIdaR3HWiGuHJ6PYeBbp7U2lpqbqIcuHChSjnIUxq9HlNdRIXPXv29DprIdx7770qeydOnHjkkUfUtHV8+WuuuebJJ59UVy5b6uOPP1aDnY4ePdrrH4rWo501+KU4qHggQowA69NPPx0/fvzAgQMTAmNpRjkz999/v8qJuuIif6OcgfDV19dbrwC9+eabOTk53bt3f+mll7zOWgiXLl3auXNnWVlZU2C4ean0JUuWqJx36dJFd9sSelDTKVOmyFcq9lIpqot9sGHDhqmJFg0fjVhDO2uI5+Iw9mGvswPEJ2uAdeXKFWO0pChnRjJg7e3u8AK+WKC6nJ85cyZqz1q6SA06L4wxn0tLSyWwtr5GtinQ40p+qfzeW2+9NTjAsj5WGd0fATdRfQa/FAcVD0SINcCSRlR31kkI3EKKfn70iOfiwQcfjH4G/OPgwYM7d+5ULzQMn0RmBQUFUk2zZ8+eNm2aEWzpDv4rVqxICNw53bNnz8WLF93PPdxGO2vwS3FQ8UCEWAOsM2fOWK9GfPLJJ9HPz6xZs9TaO3XqFP21o0WCx1xdvHjxoEGDHn/8cWugrF8lhFhGO2vwS3FQ8UCEWAOsoqIia2NpffVy1MhKd+zYsWHDButrcxCbHMZctUpKSoraKwHQarSzBr8UBxUPRMiiRYt0Q/jb3/7W2i56nTXEuq+//nrs2LEjR47MzMx0jrFGjx49c+bMzp079+rVS42kFayhoeHo0aMqFHv77bcHDhyYnp7etWvXvn37lpaWRveX+RG7vCGei8PYP73ODhCHDh06pJ8RE/v377d2cqfrDMIkgZEat8ywevVqNSGhkk5UA9iWlJSMGjXKGmzpZ0glYgtelERmQ4cODX6LNtxCO2vwS3FQ8WipK1euVFVV/fu///s333wjZ8YnTpz41a9+lZaWNnjw4N///vcffPDBhx9+uGrVqjlz5syePXvx4sVyitzS3r5xQA+Yruzbt0+941nxYYGg1XRU1K9fP2sgpYfgspLdUE0kJycXFxcnJSUFz2OHd/hECO2swS/FYVT8mTNnDhw48Lvf/e6ZZ5557733Xn311bvuuqt3794LFy78+uuvvcokYsTevXvlyG69MBO+jh07qhNx+Ssb1Xfffef1r4msixcvyo6T8NOrUdasWaPGOsrJyVm6dCnNGML33HPPqZ1oxYoVakT4efPmSfq6detasSeqfXDUqFGTJk0KHn/r2WefdcjJv/zLvzz00ENz5859JOCjjz66dOnS4cOHJV3OrBYtWnTPPff8+te/ltMJOfviLEIjwDL4pTgSAic60gaEvAptkJb17rvv/vTTT69cuSLx1meffSZ/QzYV0rpwMtQiH3/8cXZ2dn5+vh6WMNbIkTecjSRMssndd9995eXlXv+sCOrevXvCT3dwVJh1++23e50ptD9yvJUAfePGjQ0NDXJ80IfW+vp662XRZnXq1CkhcMDftm2bWvLx48dlm+zVq5eep3Pnzhs2bJDD0VtvvSUR2LXXXitBmBz55a8aHLVFZOOXoFBir6qqKk+L0GMJBFg/55fiaOkOE5LsfrLv9enTZ+zYsRIlWK9wXBMgDbM0MGpCpcvEdddd9/bbb8shw+sy8N4f/vCHlJQUVTKDBw+OQmAqh+alS5f27NlTHT0VOf5KPcoxceDAgaWlpXJYl0O5/JVwecSIEUalW6tSKrd///7yv6qKVYr8IjlYyzKbDcuSkpL69u0r7cc///M/r1q1auXKlbJhHDly5KuvvpK1S2lYh8P2Vk1Nzfjx46WJknJTm7T8lfx369YtLy9P2i0pWJXh9957LyEw3pUKs5SsrCyvfwHijcRDw4YNW7JkiRyB9ZYmR1c1IVvgvn37du/evXPnzm+++ebo0aPB/f9ko9XHn+hQ4ZpqKTIyMp5//nmH0/U4kECA9XN+KY7gTV+1jurOvUynpqbK+U3r7gq1jqw6Jyfn1VdfraioiO++wBJc7tixY+jQoUYJLFq0SM1w7NgxddZ46623zpw5s1+/fuvWrWvLMUhOWCUSakttyiYxZcqU//7v/w5/pXL4loBp+fLlEn+cO3cuPz+/pWtUf6UoJA5btmxZFEb3lg1Por1XXnlFmqW//e1ve/fuffrpp3UPmPBJu/XSSy/pj7KESOccvvXOO+/I9iZHbzl+ysmJ7GhyrhLmW6JPnz794IMPtmh/tN5elI9yVJFDd9euXeX0o9WXutViZQnS7qjTMyE/qluALF9+3bXXXis7ZqQL010JBFg/F8/FYWzT0nL80z/9k7rx5/Bf1dXVcu5u7TLp4g2jZvc62a/Ujif7W2KAuuIiO1tBQcHf//73qJWeW86cORPy5RjKa6+9tn37dnVfydC7d29p+yUy+/3vf/+HP/zhww8//Oijj6QQ5ACkDnNyjBs5cuS8efPef//9P/3pT9OmTZszZ478y+9+9zvVgaPV5N//7d/+re2/XUIWyWGLut8a1IE4PT199uzZcl7elsxILLV69erJkyc/9thj48aNk8O6ixu21IX11cUSH7e99IAIWbp0qRxGVI8ROZLI/n7LLbc888wzW7Zseeihh/Ly8p599lnr6c3JkyePHj1qdxdCjk6yNOuNC3fpIE/yOWrUKGmennjiiZdffll25HvuuUeOkz169BgwYIBM3HDDDZLu4eWxBAKsn2tnxVFSUpIaUFxc3KJ/bHvFV1VVvfrqq/fdd59sxNKc9OzZ85FHHpHoQbbmL7/8srS09N1333377bf/+Mc/SkzwwQcfSKJEcpLhLl26uNunZ+LEiYcOHWrjz7GSfP7rv/7rpEmTevXqJTvqr3/9awll7I4m0k4fP348zEtusrcbv12CxeXLl0sNulUgzZIDX/fu3SX2khPfP//5zxLSPf744zNnzrzjjjuC4zDV/S7Ms+HwSWFKZH///ferNaojpgRe6j5ji35LWlraL3/5y7Vr16oN7JNPPnnqqadkyXI2L1/pLvaynciG94tf/GLVqlXyS62v5wuTLEf+XUKl9evXy4b95ptvymF9xIgRwduzrFSC2kuXLqlqZdBt+Jb1Rr/s8nLYkcP1hg0bXnzxRQmDIheEBe+8KSkp0lRJOyWtlTpdt65aciLHBPlKDhqyR8u0HI7UuX2XAEmX5kDOjaVdkAOmhJ4nTpxotgNDAgHWz7Wn4ti+fbuceX8fkJ+fLx/D/9+YqnjZCWXfmzJlimzEbdnlZJeQnVaaz9WrV1uvzEnTe++99w4aNEj2iqZASPT5558fOHBAwgsJMuTs7Te/+c2SJUukSZbIY+DAgSEvIOkd1Tpt7ZAka5e9UTIgZ1HSvkrUJRn45ptvPvvss+eee65fv37B4cu0adPUeaGEBcH379SdKbXk1hWIQbaW9nLvVfK5Z8+effv2bdq0ScIaiVSifN20w0/kICt1KkGwc69B1QdZdV/T8ahMh+z7AkCT03I5G3/++eflFF0O1BIGTZ8+fcWKFXJmO2bMmLvuukvOZB599FHVVT8GqQOFHKUlLOvWrdvQoUPlpFSNVpMQS+1sLGhPxSHtZUVFhZqWiby8vPD/N8YrXhqqr776atu2bS+//HJRUdGCBQsKCwtl4rXXXtu5c+f8+fPlRMQhDDI2/YjvYS0kWRoyZIj8QOtPfv/99/XTOhJsbd26VX8lTbscX6wXe6ydytPT01etWrVu3brc3FyZVsUiX+me5uqS1SuvvNKue5JKIVRVVUnU9dhjj910003h1H44FaFKSc5uJS6XMucJcyA2yXmLnK4cO3bszTfflOPhvHnzsrOzr732Wt1JS4U4cqwbPHhwr169JFBrxfOPrvO62GJLeyoOaRWuXr2qpmVCPob/v/FR8X//+9/Hjx8foTMbWazswL1793Z3+XIg2L9/f8ifIzGExJQvvvhii/qSBy/EehEljl26dGnZsmV9+/bVzyUpEoDKviDHWTn9XbJkicRke/fufemll375y1+mpqbKUVjml+k///nPnrwZEEA0ycFQdv8BAwZkZmbedttt06dPf/zxx9euXSuHBfXAspy5bdy4saCgYMKECXJkkBnklP75559fs2aNnM7NnTt35syZki7ndRK3qWNI+OftXv/62NKeisOoPKn14Bl8UvGqT8+cOXMyMjJkBwgeRk896qI/6htAKj05OVm1u+p8KD8///Dhw8YqVN8yiY0kfDl//vxnn31WUVGhnjGWj2+//fbSpUunTp3as2dPNcCYdV2yFsmVxIJbt249ffq0J0UEAHDXxYsX//a3v7377rsvvPDCvHnzRo4cKW2QNCKq21actbNt156KgytYzmTTrwhQpyleZwcA4CN+aGdbpD0Vh9EHSz6G/79UPAAAkUM7a2hPxaGeIqyrq2vvTxECABBnaGcN7aw4iouLvRoHCwAA2KGdNfilOKh4AAAih3bWEM/FEcdPEQIAEFNoZw1+KQ4qHgCAyKGdNfilOMIcJA0AALSO1019bKE4fibWto9Yy09T7GUp1vLTFHtZirX8NMVelmItP02xl6VYy08TWQpDrOXHbyj9n4m1zTHW8tMUe1mKtfw0xV6WYi0/TbGXpVjLT1PsZSnW8tNElsIQa/nxG0r/Z2Jtc4y1/DTFXpZiLT9NsZelWMtPU+xlKdby0xR7WYq1/DSRpTDEWn78htL/mVjbHGMtP02xl6VYy09T7GUp1vLTFHtZirX8NMVelmItP01kKQyxlh+/ofTRMuyx7Q5V1h5Ra+0RtQYrtga0DEeQdocqa4+otfaIWoMVWwNahiNIu0OVtUfUWntErcGKrQEtwxGk3aHK2iNqrT2i1mDF1oCW4QjS7lBl7RG11h5Ra7BiawAAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWH6X8JOQicFfWZWUlKQGFBcXh5MOV4Ssl3Pnzk2dOjUlQCbOnj0b8n+pMk8cOXJkwoQJycnJaWlpCxcurKur0181u5c1UWveaUvJU2sgwML/Cg6wmv2X7du3jxs37vuA/Px8+eicDncZdZSTk7Nhw4bGgPXr1+fm5gb/C1XmFQl5y8vLr1692tDQsHz5cgm2jBkc9jhqzSttKXlqDU0EWFDCD7D0V3KYqKioUNMykZeX55wOdxl1lJiYaP2YnJwcPCdVFgskzEpKSjISg/c4as1zrSh5ag1WBFj4X8EBVnp6ujQDQ4YMWb9+fcg5U1JSpKlQ0zIhH53T4S6jymbNmiU1dTVg7dq18jF4TqosFhw6dCicK1jUmudaUfLUGqwIsPC/7C5ZnTp1asqUKUVFRc3+iz4pt0uHu4xyvnDhQnZ2turNIxPfffdds/9ClUVfdXX1sGHDzp07Z6SHc81Yodaipi0lT62hiQALisPx/fLly6mpqcHpnKJ5y6iyiRMnrl+/XvfBCr5G0kSVee3YsWODBw+uqqoK/sphB6TWvNKWkqfW0ESABaUVAZbRmUA+OqfDXc6nwiHPjKkyD5WVlfXv37+ysjLktw47ILXmlbaUPLWGJgIsKMbxvaCg4PTp002BG08zZsxYvHhx8JzqcZi6urqQj8kEp8NdRpXl5uauXbtW98GyPkVIlXmutLQ0KyurpqbGbgaHPljUmldaUfLUGqwIsPwu5JBXcradk5MjH/v06VNUVNTQ0GCdX08XFxeHHNDFLh2uCFllEhCrkZaETKj4WM+vp6kyTyQEsfvKmq6nqTWvtLTkqTVYEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAJodXdNu9sDnkq7vtnmMIZrfY6urqiRMnpqSkZGVl7dq1q0W5lfT8/HyVvmDBgm+//bZFhYC2IMACAMBk94ruZl/YHP6rXa3sFltTUzNw4MBDhw5JTiRsWrp0aYtyO2nSpMOHDzc2NspXmzdvvvPOO8MvAbQRARYAAE6sr+hu9oXNrQuw7BZbUFBgd9UqnNwarK+BR6QRYAEA4MT6iu5mX3cTHGClp6dLxDNkyJD169fbrcJusfK/W7duzczMlNhozpw5P/zwQ4tyq8ky33jjjalTpzb773ALARYAALaMV3Q3+8Jmu0tWp06dmjJlSlFRUchvHd4PXVhY+OOPPzY0NDzxxBMPP/xwi3KrFyIyMjKsQxAj0giwAAAILfgV3S29gmVlfbWr0e3d4f3Q+l0aEmbpe3whe807vFBclrlp06axY8c2/5vhEgIsAABCCPmK7mZf2BxmgGWwW2x+fr41wAqO55xza7Drm4VIIMACAMBk94ruZl/YbARYBQUF6sbchQsXZsyYsXjx4pCrs1vsrl27nnjiiYaAwsLCBQsWtCi3srqzZ882BWK74uLi4HAQkUOABQCAyeEV3Q4vew6ev6ysLCcnRz726dOnqKhIX44KZrfY9evX9+jRIzk5ee7cuXad3O1yq9cuSzBG80KkEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZf8PKANEv11aFooAAAAASUVORK5CYII=)
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