Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-07-20020414_192300_20020415_000700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/14 |
Start Time | | 2002/04/14 19:23 |
End Time | | 2002/04/15 00:05 |
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 | | -14.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 211.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-07-20020414_192300_20020415_000700-constBx0 |
Minimum Dst Value | | -14 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxODo0MTowOSBFU1QgMjAxOJl05lcAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNzctMDctMjAwMjA0MTRfMTkyMzAwXzIwMDIwNDE1XzAwMDcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTA0LTE0VDE5OjIzOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wNC0xNVQwMDowNTowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjYuOTYxNTg5OTk5NSwgIm1heCI6MTEuMjEyMjEwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjI0OCwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfew23ocAAAAEZ0FNQQAAr8g3BYrpAAA/ZUlEQVR4nO3df1wU950/cAQURKSLoKJBxaAJyRFLfBBPBVM0mGA0Kcl5KY2oJDEnafDCtSgoJJIWE3IP42GqgQTNkXvYhhguoQlaLg+u2x62xNCT3nFCFBM0mEPd5IiSdhUUvu/j87j5Tnd2Zmd3Z3dm5/N6/sFjdpgfn8/nPbuf9858diZoFAAAAAA0FaR3AQAAAADMBgkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMY4TbCCgjitOACAN3zx4fm73/1u/vz5Lrfsi12jLwDf4fTYkntT4c0GAKDAFx+S6enp7777ri67xmc+g3bwBU7b1N2vSr/85S9XrFgRHh4+Y8aMJ5544ssvvxQWE4uKilKe72BkZGTbtm0WiyU6OrqkpIReurW6XKnkNis3393tMDabbdasWQ4NJZRZWlqnyzvldCMDAwMbNmyYMmVKbGzszp07XTbCkSNH7r777rCwMJq/cePGCxcueNY4TgVKyzscSIqt7nbh3T16NWl5X5BrtHHjxk2fPj0nJ6evr09hdQ/K39/f/4Mf/CAhIWH8+PG0VlZWFh2uTgvjMJMmbr/9dvEuaPq2224TLyD8q7u7++GHH6a3zIQJE1JTU9955x02/+uvv6Zyzp8/f+LEibT37373uy0tLS7LLC2MxwtI0UFy9epV73ftAZ8mFm4FjqFDjj7ohI8CB59++umaNWssY2iCXirs1A+QlinjtHXc/YxYuXLl0aNHBwcHL168uHnz5tWrV0tX2bNnT1FRkfr5pKamZuHChZ+NoYna2lq3Vpcrldxm5ea7ux2GeogXXnhBuT9QubxTDkvm5eVRV3dhzCOPPPLGG28oF3758uX0nZjSsitXrjz//POUx3jWOE4FSsu79fHnbuHdPXo1aXlfkGu0GzdufPHFFz/60Y/S09MVVne3/OfPn58zZw5ttqur609/+hN1pR988MF9993ntDAOM2mCUqX3339f+Nd7771Hc6QJ1unTp6mr3r1797lz5yh3+eijj/7qr/6K/Yv29eSTT9IC165du3Tp0ttvv/2d73xHucxOC+PxAh6vEtAJlsrA0eHx13/9148++qjTDS5ZsqS0tHRgzPbt2+mlwk79AAmWMrO1Dn2UPPPMM9PH0ITwrYiOA/qsj4+Pp2+l7OVLL700bdo0+nr39NNP0weNsNjon38Fl+6COuxJkyY5zKQtzJ07l94bKucz9Pag/pVN00RaWppbq8uVSm6zLnencjuE+obExES73a4ywVJe3imHJWNiYigLYdOUYznt85yGhlAGExERoVwpNY3jlJFb3q2PP3cL7+7R62XLDw8PP/vss7Nnz6bv7pQ3sJkK7/fq6mrKY8LDwxcvXtzZ2cnmt7S03HnnnTST/sUyIemb3aHRvv7664kTJ9JEfn6+kNaTgwcP0hzl8jtt/8cff5y6Rqd1lFtFXLbDhw+Ld0G1e+edd6SFpx66oqLC6S6oOlQpuQKId6rwITkq0/jKH57uriL93HYaVrnDQOzUqVOUYlJdoqKiHnroIZvNpqY6yjulA4A2SMtTQ2kVOEIfdPRxJ90aoc8x+qBg05cvXxY+1sR7lB7P4jZ02Q70veInP/lJQkJCdHT0Y4899s0337D50jegdF9q+t9ly5a99dZbQoHpC8CMGTPUHJCByGwJFh0BmZmZfWOWL1/+3HPPsfkU4O9+97v0fVR4SYudH0MT5eXlwnyHCanGxsaMjAyHmfRhTceidGG5+Qwd4sLxTV8l6cB1a3W5Uslt1uXuVG6H3H///T/72c9GXfUHKpd3SppgURnYNH0AuSy8gD4gXnzxReHkkDeN45SRW55exsbG0qdwcnLy3r17r1+/rlARdwvv7tHrZctTukDtc+bMmf/5n/8pLCxkMxXe79nZ2b29vRT9559/XujY6KO8oaGBPvfpY/2JJ56QazQ2QT1Nf39/cXExO8FDGcbdd9/99ttv03R9fT1NDw0NKZffaYyoDNTJOa2j3CrizyUq1fz583/729/SS6vVStM0R/rBRT2c0+tHZNWqVY888sixY8f+9Kc/yRVjVMWHpELjy23T3VWkn9tOwyq3WbEFCxb86le/oipTX15QULBp0yb11XG607KyMmrJL8bce++9WgVuVDHBWrt2LRWMqjAwMEAFoJcKO3Xahi7b4eWXX77nnns+++wzeqPl5ub+8Ic/ZPOdvgEd9qWm/21ubr7tttuo7uxf9DasrKx0WlkTMFuCdfPNN588eZJN01cN+q7PpinAZ8+eFRajl8Ji//Vf/yVezGHCwYkTJ+hLucPnIx0rt9xyS1dXl8PCcvMFwcHB7DOa0ERISIhbq8uVSm6zyrtTv50PP/xw0aJFbDyBmm7e5fJOOSy5fv36devWXRxD385DQ0OVCy9shNC38J6eHuVKuWwcpwze8gzlE+3t7dQxCB+LTrlbeHePXi9bft68ecLJA4HC+51yIzb9xz/+kZ2CIrNmzXrllVc+//xz8UakHZIYfY+njwj2rwsXLlCYSkpK6K8wqs/dI4cOXXFmIz3fIF3F4b+vvfbagw8+ODp2se/111+XLsD2YrfbnRbg8uXL1BF++9vfDg8PpwYsKipyev7A5YekQuPL1d3dVaSf207DKrdZOdQC8fHx6qsjt9Pu7m42TStqFTjKQnLGOC05u77MDhiaENImpzsVXorb0GU7JCUlffLJJ2yaDnLaC5t2+gZ02JfK/veuu+5i3xJPnz5NBaBWdVo8EzBbgkUfGcLHCk3QSzZNARYPMKSXcos5TIjR147Zs2cfP37cYT59nX3ggQeky0vnO3yYKn93d7m6XKk8O1Wgfjt33HFHa2urUCRpxR1mulzeKYclv/rqK8qrqLejr+a7du2Ki4tTLryAPkR27ty5bNky5Up5cAbL+C0vdu7cOeVKaXsGS3r0ursdh6Nd/NYWKLzfxYsJL//93/89Ozs7JiZm/vz5wnU9uYVZeUpLS4UBfIS+lNMCwjVKl+0gRYeu9AyWsNPx48c7XOGielEOJ16MFpgxY8bPf/5z+itcZXPYjsIZLAF9JFLmtHHjRqeDSl1+SKpsfDF3V5F+bjv8V3mzYvQdg+JIHyDsoBLyYHerI15eiJTLS/ZqAid8G6RvksLZeod3QWZm5vbt24UxWPRSYafCS3EbumwHyiDFXzCEY8/pG9BhXyr738bGxltvvfX69evf//736QuPtAqmYbYES+U3JPGXM5qQLsYuV4tRhzFz5szf//730p2mpKQcO3ZM/XyB8ugTl6vLlcqDwS5ubSdIwqFU0tZWXt4phcX2798vHgSqEBqGcixNhkmJBUTLi/X19VGnq1AjbcdgSY9eL1ueUiK3zmCJF3N4SZ/1TU1NQo7u8GZ3WPjKlSvCSYs//OEP9IX73Xffvemmm4Rzou4eOZTQlJSUOMwUdnrbbbd99NFH4n+1tbUlJCQ4LPbiiy+GhoYK11akCRa9QV544QXlkjDUVU+ePFk63+WHpFzjSz88BR6cwVLzUs0ZLJr55ptv0vc06tfpr7TF3D2WPDiDNaoicMroUFQegzXq6nh22Q6U+vT29ko36/QN6LAvlW1Ib0D6rrh161Y6sIWxfaZktgSLvm4K14ApTy8rK2PzpW+Se++9lw0voAnpUICpU6eKr268/PLLs2fPFt5OYkeOHFm6dKn6+WLV1dVyvz9Ss7pcqeQ2Kzff3e2IKX+suPUv5SXpWx3FlDqDt956a9asWcJJbLnCr1+/niI4NDT0+eefFxQUCN/R3W0cpwKl5XNycuhjjj7CqCnofbFlyxaFSrlbeHePXi9bfteuXRkZGZ9++ql4CIj697vQINQBUINQgkV5LZvp8GYXr/vll18+++yzixcvHh0bzEe9wm9+8xuafv/99++88052pU+h/E5jdPbsWdq18CtCqs4HH3wgLElfHmgvv/71ry+PsVqtycnJf//3f6+wwVFn/fTp06cpg9yzZw+1zNWrV48fPy78ivA73/nO22+/feHCBXp3UJk3b968atUqp9tU/pCUa3yH9hRTGS+5BpR7KbdZMWqN9957j5qCDiFqCmmLuXss0fLCGKz77rtPZYLl7gIOKJungrEzWDt27HCazSscz6Mq2qGqqoragbZAb5P//M///N73vsfmO30DOuxLfXzpiyXNPHDggNPWMA2z1cdut1Mvwn7FQBPC6Urpm4T9QCY6Ovqpp54S/9iBTVDPZ7FYxAefg8HBQfav9PT0xsZGaUnk5otRIk9ZPLupSXFxsfgkqprV5Uolt1m5+e5ux6EMCkVyubyaerGZBw8epG6JvrGtXLnyxIkTLhvh8OHDCxYsmDBhAmVj1IXQdzXlRlBT2YBredYIYWFh9FWSPvvkBuV41jLuHr1etjxlA9SjxMfH03uW8gY2U/37nU1Qdk5f0MPDwyk9+tWvfsVmKrzZp0yZ8uCDD545c4bmb9iwgY2bYagMbAi/QvnljvZz5849/vjjdDyHhobGxMQ89NBDv/vd74TW+Md//MfU1NRvjaGJN9980+UGg5z109Tz0ZapVPQuuOuuu4T7YP3rv/4rzadmpHaYO3fu008/Lbw7HLap/CEp1/gO7SmmMl5y9ZV7KbdZMUr6KfTjx4+nrzSvvPKKtMXcPZZogb/5m7+hxqEm+vGPf0xbVii/W4FTQHlzVlYWOzYovWNHpgPp8Sz+r8t2uHHjBs1PSkqizw3K9YU3stM3oMO+1MeXjsb58+cPDw87bQ3TMFt9AADAe+br7XznP/7jPyhV1bsUnrt+/br0Z0M+9cADD/z85z/35x51gbcQAAA4QoLlUmFhYX9//9mzZ++5556/+7u/07s4nmtvbxd+LehrN27ceO211+644w7hTg0mhrcQ6EN6dcyAH+gBUUh3mbJSoDkcFS5VVVXFx8dPmzbtySefDOh7DURGRr766qv+2RcdVwkJCZTS+Wd3+sJbCAAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANMZLguX0p+kAAADgZ3pnBH5i5nryGVEAAADD4qc75qae3EQUAADAsPjpjrmpJzcRBQAAMCx+umNu6slNRAEAAAyLn+6Ym3pyE1EAAADD4qc71qGecqPOXY5GHxkZ2bZtm8ViiY6OLikpoZcqd4RB7gAAAEbAT3esWz3lmlih6WtqahYuXPjZGJqora31fncAAADgN/x0x4GUYC1ZsuTo0aNsmibS0tK83x2YwIULFzZv3rxjxw6r1drR0dHb2ytdxm63O50PAAD+xE93HEgJVlRUlM1mY9OXLl2yWCze7w4CXX9/f0xMjPRGdnR4JCQkZGRkZGdnr1+/PjIykmYePHhQ7/ICAHCNn+44kBKs4ODgoaEhNk0TISEh0nVx61iuUHaVlJTE4jtu3LilS5cmJyfHx8fLHQN33nmn3kUGAOAaP91xICVYOIMFYkJ2deuttx44cKCzs1P8XzpUenp6rFZrQ0MD/TczM5OWDAsLw4VCAAAd8dMdB1KChTFYIBCyK/pL02pWycvLo+Vzc3N9XTYAAJDDT3ccAAmWMKe6uhq/IoRRj7Ir0tvbGx4eTmt1dHT4tHgAACCHn+5Yz/tgOQyNUpjPJkZGRrZu3WoZU1xc7PI+WA471ar8oC/PsiumpKSEVszIyPBR2QAAQBk/3bGZ64lB7ubjTXZFBgYGKDun1ZuamnxRPAAAUMZPd8xNPbmJqIl5mV0xVVVVtIXk5OTh4WFtiwcAAC7x0x1zU09uImpWmmRXhPKqefPm0XYOHDigYfEAAEANfrpjburJTUTNx263/+IXv9Aku2Lq6+tpU3FxcbRlTUoIAAAq8dMdc1NPbiJqPuyEk1bZFbN48WLaYHl5uSZbAwAAlfjpjs1cTwxyN4ewsDAK36RJk7TKrojVaqVtRkZGarhNAABwiZ/umJt6chNR85kyZQqF77333tN2s9nZ2bTZ/Px8bTcLAAAK+OmOuaknNxE1mdbWVordvHnzNN9yT09P6Jju7m7NNw4AAE7x0x1zU09uImoyhYWFFLuysjJfbDw/P582np2d7YuNAwCAFD/dsZnriTFYJhAfH0+xa21t9cXG+/v72X1HrVarL7YPAAAO+OmOuaknNxE1k7a2Ngoc5Vi+20V5eTntIjU11Xe7AAAAAT/dMTf15CaiZlJWVkaBKyws9N0u7HZ7XFwc7aW+vt53ewEAAIaf7pibenITUTNhd8Dy0fVBQV1dHRtHj/uOAgD4Gj/dMTf15CaiptHR0UFRi42N9fWOhoeHk5OTaV9VVVW+3hcAAOf46Y51qKfTUecjIyPbtm2zWCzR0dElJSX0UmFFlYPWMcg9oLHrg5s2bfLDvpqbm2lfERERH3/8sR92BwDALX66Y93q6dDENTU1Cxcu/GwMTdTW1rpcxZvdgfGlpKRQ1FpaWvyzu2nTptHuJk+ePDw87J89AgBwiJ/u2CgJ1pIlS44ePcqmaSItLc3lKt7sDgyup6eHXR/0W7pDhxztccKECUiwAAB8h5/u2CgJVlRUlM1mY9OXLl2yWCxOV6EeNyIiIjk5ee/evdevX/d4d2BwFRUVFLLc3Fy/7fH8+fPjx48PCQkRjkMAANAcP92xURKs4ODgoaEhNk0T1M/JrXj16tX29va0tDTpr/eDFGleBfAddn2wsbHRnzvNzMyknR46dMifOwUA4Ao/3bFREiw1Z7DEzp0753IZhd2BkfX19VG8IiMj/XzfhH379tF+c3Jy/LlTAACu8NMdGyXBUjMGS4z64OnTp3u8OzCyqqoqP18fZHp7e1lih2FYAAA+wk93bJQEq7q6Wu5XhMKSOTk5nZ2d165d6+rqyszM3LJli8e7AyNLT0/X69bq7IZYfvvpIgAAb/jpjvW8D5Z4aNTIyMjWrVstY4qLi8X3wRKWOXz48IIFC8LCwhITE0tLS926fsRPRAMduz4YHh4+ODjo/7374eE8AAA846c7NnM9Mcg9ENXU1FCwsrOzddl7a2tr0Nhjc3TZOwCA6fHTHXNTT24iGuh0/ylfbGwsFaC7u1uvAgAAmBg/3TE39eQmogHNZrOFjtHl+iCTl5dHR0tlZaVeBQAAMDF+umNu6slNRAPagQMHKFKZmZk6lqGhoYHKkJ6ermMZAADMip/umJt6chPRgJaVlUWRojRLxzIMDg6Gh4eHhobilu4AAJrjpzs2cz0xyD2wGCez0X0cGACAWfHTHXNTT24iGrgoodH9+iCDW7oDAPgIP90xN/XkJqKBKzs7m8JUVVWld0FwS3cAAF/hpzvmpp7cRDRAseuDFKa+vj69y/K/cEt3AABf4Kc7NnM9MQYrgDQ2Nhrqt3u4pTsAgC/w0x1zU09uIhqgcnNzDXJ9kMEt3QEAfIGf7pibenIT0UBkt9sjIyMpRj09PXqX5f/DLd0BADTHT3fMTT25iWggYtcHU1JS9C7In8Et3QEANMdPd8xNPbmJaCDatGkTBaiiokLvgvwZ3NIdAEBz/HTHOtTT6ajzkZGRbdu2WSyW6OjokpISeildUc0yTneEQe5GZrPZYmJijHZ9cNRINz4FADANfrpj3erp0MQ1NTULFy78bAxN1NbWSldRs4zK3YFBtLe3T5gwgaJz8803610WJ3BLdwAAbfHTHRslwVqyZMnRo0fZNE2kpaVJV1GzjMrdgUGwe6aThx9+WO+yOIFbugMAaIuf7tgoCVZUVJRwIebSpUsWi0W6ipplVO4ODOLs2bMhISEUnT/84Q96l8UJ3NIdAEBb/HTHRkmwgoODh4aG2DRNUKcrXcXlMkGKfFAJ8BY7RZSRkaF3QWThlu4AABripzs2SoKFM1h8YulLfX293gWRhVu6AwBoiJ/u2CgJlh/GYLW3t3taWPCJtrY2iktsbKzdbte7LLJwS3cAAA0hwfL9jv+8iaurq+V+ISgsqbCMmt2R3/72t5oUHjTB7uRZVFSkd0FcwC3dAQC0ggTLl7t0NjRqZGRk69atljHFxcXie1ypWUblTu+4447BwUEN6wIeGxgYCA8PD4jEBbd0BwDQChIsM3DI5CgtCxq7MTdyLCMw/vB2AW7pDgCgFSRYZsPOlMTFxSHHMgjjD28X4JbuAABaQYJlNiyiyLEMIiCGt4vhlu4AAJpAgmU2QkSRYxlBoAxvF+CW7gAAmkCCZTbiiCLH0lcADW8X4JbuAACaQIJlBgp3ckeOpaMAGt4uhlu6AwB4DwmW2UgjihxLLwE0vF0Mt3QHAPAeEiyzcRpRA+ZYdrt9y5Ytq1atMus9UQNueLsAt3QHAPAeEiyzkYuokGMtXbr0+PHjfi6Vg/7+/vvvv1+4pkkFy83Nrauro/n6FkxDATe8XUAZ4cSJE6nwH3/8sd5lAQAIVEiwzEBhDJaYkGORZ555xp8lFFAKVVhYyIZ+k3Hjxk2bNk1c+OTkZEpKmpub2Ymf3t5eXcrppUAc3i5obGxksUhMTMQNsQAAPIMEy2yUI0r9PeU0tMzs2bP9ViRGnFqFhobm5eV9/PHH7JQVlaqqqiorKysyMlLItGjJqVOn0gQt6eeiei9Ah7czlNRGRUWx4yQpKclMpxUBAPwGCZbZuIzo/v37Q0JCaLGmpib/FEmaWvX09Dhd0m63W63WkpKS1NRU8WktylQOHDhgkNFjagTo8HYBNfWpU6dYLeLi4gLxPBwAgL6QYJmNmoju3r2bdZw+vQA0MDCgPrWSorIVFxfPnj17woQJwjmtnJwcygsNfoumwB3e7oDSrPT0dFaX1tZWvYsDABBIkGCZjcqIZmRk0JJr1671UTF27NhB2w8ODvYgtXJA3XxdXR17hAtD/T3lbe3t7dqWWSuBO7xdinJEOkiCxm496rdTngAAJoAEy98GBgY2bNgwZcoUyhJ27tzpdBmVg9Y9Xn50bJwNG/Dki6fOtbS0CKed1q9f73Fq5aCvr6+yspJdt2JuvfXWxx9//De/+Y0m29dEQA9vd2p4eDg/P58lynhGIQCASkiw/C0vLy8nJ+fCmEceeeSNN96QLuNNVNSvW1dXRwtbLBZKXDzenQPqjEtKSoTzTC+99JJWWxbr6OgoLCwUfhFJ3nzzTV/syAMBPbxdAbv7KKmqqtK7LAAAAQAJlr/FxMRcvHiRTVOOlZ6eLl3GPwkWWbNmDS2fmZnp8e7Eent72eD00NDQyspKX4+Uou0/+eSTQo5VUFBghFHwgT68XQGlVhTZINzkHQBABSRY/kYJ1qVLl9g0ZVoWi0W6DDv9ExERQb313r17r1+/rn77bkXUZrPRjmiVffv2qV/LKUop2DXHhISEtrY2L7emkt1uf/311ynNYlflaNdWq9UXO/rhD3+YlZV18uRJ5cVMM7xdTkNDA8uxcnNzDf5TAwAAfSHB8rf169evW7fu4phHH32Uuiu5Ja9evdre3p6WliY9YRCkyK3yUJfJhjB7PGZocHCQDesmOTk5AwMDnm3HG1T4xYsXa34qq6Ojo6ys7KabbmJbpmDl5+crDCkz0/B2OZTCskx6+vTpH3zwgd7FAQAwKCRY/vbVV19RXhUdHU39065du+Li4pSXP3funNOzXHI8iChLCyhB8eCcBKUg8+bNYynagQMH3F1dQ1T43bt3a3Iqi+VVrF4Mu+umIDs7W3rbAvMNb5dDeT/7fWhISAi1uVlP1wEAeAMJlp72799PyZbyMn19fZSKqd+mBxGlzCA+Pp5WrKioULlKf39/W1ubMCgnJSXFIFmFZ6eyKBuz2WzSvCo2NnbTpk0tLS30397e3p6envz8fOE5P7SjxsZGISs16/B2p9joPYbS2bq6Or1LBABgLEiw/G3dunWUM1FO89Zbb82aNeuTTz4R/iUEIycnp7Oz89q1a11dXZmZmVu2bFG/fc8iShkGuwRGSYbLhSnbEO7CwIY8G+ochspTWZQjUiPTf1evXs1OxkjzKqen9GjF8vJyNnaNUEJGqRW1gImHtztFh3FzczPl1qwdaIJaTO9CAQAYBRIsfzt48ODMmTMjIiJWrlx54sQJ8b+EYBw+fHjBggVhYWGJiYmlpaVupS8eR7SgoCBo7FnLCrtj53jmzJnD+tSJEyca9uaT4lNZlANt3rw5Ly+PslXKA9jpOqmYmBiFvMoBtRLlVcLprqioKPo7ZcoUQ+WafkBtVVdXJzQptbCaHB0AwPSQYJmBQ6Lg2UYoM0hKSgpyNkZbeu1s8uTJqampLn9Vpy/q+3fu3Ok0l2Knqai+GRkZDz/88KJFizy7rwSt0tjYKGRytE1fVMT46OChBrRYLKwdKJft7e3Vu1AAAHpCgmU23kS0ra0tdAy7rKYwJilQfqJP5Zw9ezaVPCsrq66urrm5ub293Rd9/5133kl7uf322zXfcgAZGBgQHj0ZFhb27W9/e8eOHXoXCgBAH0iwzMbLiJaXl9MWJk2aJIwxCsS8Ssxut2v1rB4F/f39NTU1Gt4TP3BRa+fm5goHDwZmAQCfkGCZjZcRpRQqJiaGdY3R0dGBm1eBvrZt2xY09rMJSj31LgsAgA6QYJmN9xGtqqqijUydOtUIT56BAEUHT1hYGB1INptN77IAAOgACZYZaDLIXayvr4+3X8OB5ti9svS9/SwAgF6QYLlGqUZZWVliYmJ4eDj9fe65565evaphybTFT0TB4Ci1Chq7673eBQEA0AE/3bHn9dyyZcuKFSs6Ozsp06K/y5cvf+aZZzQsmbb4iSgYXH9/Px2N9LUEZ0MBgEP8dMee13P69OniX4e5++waP+MnomB86enpdEA2NjbqXRAAAH/jpzs2c4Kl+RgsAE1UVFTQAblp0ya9CxIYjh8/vmzZsh/96Ef46SWACfDTHXt1iTAzM/PkyZN2u53+0jQuEQKo0d3dzfMN7t0lvvmcxWJZvHhxfn5+VVVVc3MzUi6AgMNPd+zVIPfS0tKbb745PDyc/j777LMY5A6gEnsSQGtrq94FMbpDhw6x1CoqKkqcaYlTrkWLFtFH0F/8xV+cOXNG7/ICgAv8dMfc1JObiEJAKCoqomOypKRE74IYms1mY0nV7t272X19aY7Vat23b19BQUFGRoZDypWUlITb/wIYHD/dMTf15CaiEBBaW1vpmJw3b57eBTG0nJwcaqXMzEyFZSjlamxsnDp1anBwMC28du1avxUPADzAT3fseT07OzvT0tImTpxo2IHkGOQOhjU8PMzOvvjhiZABqqmpidonMjJS5WPIP/roI1qYViksLPRx0QDAc/x0x57Xc/Hixc8///wf//hHTcoxMDCwYcOGKVOmUK+zc+dOp8uMjIxs27bNYrFER0eXlJTQS/Xb5yeiECjy8vLosKysrNS7IEZEHwjx8fHUPlVVVerXam1tDQ0NpbUqKip8VzYA8AY/3bHn9QwPD//mm2+0Kgd1Njk5ORfGPPLII2+88YZ0mZqamoULF342hiZqa2vVb5+fiEKgaGxspMMyPT1d74IYUUFBATUOfYtzd0xVQ0MDy7H27dvno7IBgDf46Y49r+ecOXNUnrpXIyYm5uLFi2yaciynvc6SJUuOHj3KpmkiLS1N/fb5iSgEisHBQfqWEoQHP0tYrVZqFsqTuru7PVidvomx1SnZ0rxsAOAlfrpjz+v56quvZmdna3UfGkqwLl26xKYp07JYLNJloqKihK6IFna6jBx+IgoBBA9+lrLb7UlJSdQs5eXlHm+ksrKS5ViUq2lXNADQAD/dsXv1lN6ERquB5OvXr1+3bt3FMY8++ih9MkqXCQ4OHhoaYtM0ERIS4lbxPC4bgI/gwc9S7AYWycnJXt5wobCwkI2Rb2tr06psAOA9frpjo9Tzq6++orwqOjp6+vTpu3btiouLky6DM1hgMnjws4OOjo7QMZpkRewuD/Rh4tmlRgDwBX66Y8/rOW7cOA3LIbZ//35KtqTzMQYLzAcPfhYMDw+npKRQaxQVFWm1QXYRNj4+Hg/VATAIfrpjz+t50003/fd//7dW5Vi3bl1fX9/AwMBbb701a9asTz75RPiXEIzq6mr8ihBMBg9+FrCBUwkJCYODg1ptkzbFUtj58+f/0z/9E33CaLVlAPAMP92x5/Xcs2fPww8/fPbsWbfuRyXn4MGDM2fOjIiIWLly5YkTJ8T/EoJBO9q6datlTHFxscv9YgwWGB8e/MxQO7DfVGo+LJ2SKjZqnixbtkzbjQOAu/jpjj2vZ2ANJDdy2YBzePDz6P9dKs3Ly/PFxvv7+ydMmIBE1hfw8EdwFz/dMTf15CaiEHA4f/BzX1/f008/zUZK+e4S3pEjR9jDCjlPZLX105/+NCwsbPXq1XoXBAIJP90xN/XkJqIQcHh+8DNlVNRDs/Pfvr4vaHl5Oe0lKSkJv9nUREtLixA7DG4D9fjpjrmpJzcRhYDD84Of29raxo0b55/8ktqZDcbi9mShVqglqQ3Fg0Nqamr0LhQEDH66YzPXM1DGhwHk5uYG8ffg5+7u7ri4OKr4zJkzT5065Yc9Uj7H7rPV0dHhh92ZUm9vb2pqatDYjfLpiD106BC7lxuaFFTipzvmpp7cRBQCUUNDQxBnD35ubW21WCys1hrel8Eldof3lJQUjM72QH19fWRkJLubhnAz2Pz8fHYO0p9xhMDFT3fMTT25iSgEIt4e/NzU1MT66bVr1/p5RBQ1NSUHtOvdu3f7c7+BjtotLy+PXQ3IyckRD7qiCLI7xNJ8HUsIgYKf7pibenITUQhQWVlZQXw8+Lm+vj40NJTdXlWX00gtLS3sqhYeoaNSR0cHu5kIpcVOD9Genh6WMWMwFrjET3ds5npiDBYEEE4e/FxVVcXej1o9D8cz7GRMRkaGjmXQ1/nz59esWbNx40ar1Ur5U29vr9ySFDKWEKekpCikpJQ3YzAWqMFPd8xNPbmJKASovr6+ILM/+Fn46Rn12fqWZGBggI2v37dvn4abtdls27dvFz/py7DYdVIHFouF5lPeSYk+5aB33333lClT2L8KCwtdHpkYjAVq8NMdc1NPbiIKgWvx4sVBJn3w8/DwMOt9Q0NDDx06pHdx/hf7YQGlFJTaarLB/v7+mJgY2mZISIjB7wtFaSVLmygcaWlpycnJ8fHx0nyLCQsLa2pqUrNZDMYCNfjpjrmpJzcRhcBl1gc/U3a1du1aNoLHUOkjK9WaNWu83xRlV8ITDw0+lq67u5uNl6I0yyERtNlsPT09VquVss/XX3+dsi7KwF599VX1G8dgLHCJn+6Ym3pyE1EIXJ2dnUGme17e4OAge84g9btGe0xNX18fu1VEfX29N9sRsqv58+fff//9LIhanRjTFiW77ESpysc+enDBGoOxQBk/3bGZ64lB7hBwjPPgZ+pZd+3atX79+jfffNNqtXZ3d6u/hQQlHJQs0lp79+6dNm0a1SguLs6YP9mrq6tj+ZDHN8gQsiv6S9M0Z82aNfQyMzNT05Jqg50l9eljH0cxGAsU8dMdG6Wen376KX0qWcbQBL2ULuNNwsRPRCGgsdtgGuFZLgUFBU5H5CQkJKSmpmZlZeXl5T3xxBMrVqx46qmnaJryiZSUFLmhPEeOHNG7QrIyMjKohLm5uR6sK82u2Ez27CPdx/I76OjoYL8HpNzXpzvCYCxQwE93bJR6LlmypLS0dGDM9u3b6aV0GW+iwk9EIaBRzxek94OfbTYbG5zErFy5klIQKhK7mqYGpReUcNBaaWlp9DIqKsrIg757e3vZsCGVQ7kFTrMrhjYVZLDLZJT0JCcnU6kodfbD7jAYC+Tw0x0bpZ4RERFXrlxh05cvX6aX0mWQYIHpDQ8PT5o0iQ7Xd999V5cCNDQ0sLMvlE69+OKLDtf1qHiUjrS1tVECUVdXx5ZcsGABTTc3N7e3t0tvp0QdrfGvE+3evZsqQi2/efNmlfc+VciuGHaZLCUlxYNhTL547HdRURErrd/uA8IGY4WFhb3zzjv+2SMEBH66Y6PUk74xP/fcc19//TV90y0rK6OX0mXYN2PKveh72N69e69fv65++/xEFAKazWZjJ4FiYmL8/Ngc8YmrNWvWqBmjTe9WyrRMcOMuSqpmz57N6p6YmFhRUaGc4rjMrkbHRvezZQoLC90qDCV5tNbdd9/t1lrKrFYre8q18ABB//j+97/PWvUf/uEfPNsChebYsWPFxcV6feUAzfHTHRulnufPn58zZw57K9LEF198Ibfk1atX6YtyWlqa9GNL+bKFj2sAoI3U1NRx48Ypd96aE5+4qqur889ODeXw4cMhISGs5ZmUlBSnmZaa7IqhTyo25qmlpUVlMTo6OsLCwlgBvve972nycwfh8Yvl5eXeb80tR48eFdozLi4uNzeXji41R3Vvb29NTQ1l/OIL037ODsFH+OmOjVLPzMzM7du3C2OwXP4A59y5c/TGU799fiIKJnDq1Ck2XMYPP77z4MSVWVHHT58/jY2NlAew8UMOmRZlKr/4xS9UZldMZWVl0Niv9tScj6Q0l+130qRJlO2xvdORQKmGN5dZN23axGqhy5MfqekWLlx40003ib/uUqWKioqam5vtdjuVitJK+kt1pMbPz89nv6UVZ2Zs4qmnnvJ/+UFz/HTHRqnnxIkTXY7BEqNuYPr06eq3z09EwRyE20fFxsb67q4NOHElhzp+aaY1YcIENqH+5CLlDSyOToc9iJWXl7ON5+Xl0Vr0EVdWVibkFhSggoICD7JtYbi97rfJoAJUVVVlZWWJm5QKNnXqVJqYMmUKO9sn1JdajDJLNqpv586dQWP3naecTN9agPf46Y6NUs8lS5bQpwk7g7Vjx460tDThX0IwcnJyOjs7r1271tXVlZmZuWXLFvXb5yeiYBrUxws3QHf3B24unTx58q677sKJK5ekmdbkyZPdunRLKQK7ziV3e3dKprOzs1kC4XBnB8q06uvrWYrG0EcfpcVnzpxReDyzwGazsRRt9+7d6gvsa9SkVqu1pKQkNTVVfKaKqk81pUSzra1NerKNJaDUkr74BQD4Ez/dsVHqefr0afpm860xq1atoo8P4V9CMA4fPrxgwYKwsLDExMTS0lKXQ2uD/pwPSw/gG754hB/7HUlwcHDQ2FPzcOJKJfrA2blz57333nvixAl316XYsURZmhXRHHY5mFIHhaFa9N2SjgTxuR/y05/+VPnKI0vQMzIy3C2w31D5f/KTnyxatOill15yeRmU3cGVmsv4v0sFBfx0x9zUk5uIgvlQPsQ6VC9vXEnpGm2BXRNk9L3hFldycnKowRcvXiw+N2O1Wlk4kpKS1JyYoeR43759M2fOFKdZcXFxlHkUFRXV19dTHiZsv7q6Wi6rC1DCDzNdXm8FI+OnO+amntxEFEyJEiM2QsXd3/wLqPcVxg5nZGQ0NTUJA1zADyg3Yre5F37KR+3PYkrpkVunZOx2+6ZNm5YuXbpo0SKHc1psVFNKSgr72SAx2RlK4UnVFRUVepcFPMRPd8xNPbmJKJhVQ0MD649zc3PPnDmj/hdhVqtVGOySlJTU2Njo03KCHOFmVK2treyXfaSsrMzLH/f19PRQTClvy87Odvj9XVRUlFaFNw42bB8D3gMXP90xN/XkJqJgYtRDC2cspk+f3tLS0tHRoXAWqrOzkw1bYReSDhw4oMsP9UHAnjXJUCi1GlcnNjg42NbWtnHjxuTk5KNHj2q+fSPAgPeAxk93bOZ6YpA7mE97e3t4eHiQBHU2CQkJGRkZ2dnZ69evj4+Pj4iIYPdSon9Rh2SC+62bwK9//Wshu6JQ6l2cAIYB74GLn+6Ym3pyE1EwvSNHjiQlJf3lX/4lpVPUwbCRPU4FBwcXFBT47Xbw4NLw8DBlBjNnzlR/b3dwCgPeAxc/3TE39eQmosAnm83W09NjtVobGhpef/3122+/fdasWZSK6V0uAF/BgPcAxU93zE09uYkoAAAnMOA9EPHTHZu5nhiDBQBgbhjwHnD46Y65qSc3EQUA4Aob8D5t2rRPPvlE77KAa/x0x9zUk5uIAgBwZXBwkP1gdtKkSR0dHXoXB1zgpzvmpp7cRBQAgDfsmdZBzh6YDUbDT3fMTT25iSgAAG9sNtv777//t3/7tyzNysrKUn4MNuiIn+7YzPXEIHcAAK40NTWx52fHxcXhZmPGxE93bJR6fvrpp2vWrLGMoQl6KV1mZGRk27ZttEB0dHRJSQm9VL99fiIKAMCzvr6+zMxM9r2aego8Hspo+OmOjVLPJUuWlJaWDozZvn07vZQuU1NTs3Dhws/G0ERtba367fMTUQAAzlFSVVlZyR6OnpqaqvC8TvA/frpjo9QzIiLiypUrbPry5cv0UroMZV3Cs0tpIi0tTf32+YkoAACQtra2hIQE9uTH+vp6q9WKx0YZAT/dsVHquXbt2ueee+7rr78eGBgoKytz+nipqKgoYdzipUuXLBaL+u3zE1EAAGCoQ8nJyRFG4k6aNInm6F0o3vHTHRulnufPn58zZw57D9DEF198IV0mODh4aGiITdNESEiIwwJyj7zFIHcAAG4dOHBg/Pjx7PHnuFyoO366Y6PUMzMzc/v27cIYLHopXQZnsAAAwANWq5UNyWpoaNC7LLzjpzs2Sj0nTpyIMVgAAOAj+/bto44gNja2r69P77JwjZ/u2Cj1pOSprKyMncHasWOHOHkSglFdXY1fEQIAgGfYUwudXiEBv+GnOzZKPU+fPp2VlfWtMatWrTpz5ozwLyEYIyMjW7duZffKKi4udnkfLIzBAgAAQX9/P7sNKR6noyN+umNu6slNRAEAQE5TUxN1B+Hh4XgstF746Y65qSc3EQUAAAX5+fnUI6SkpNjtdr3LwiN+umNu6slNRAEAQMHg4GBSUhJ1CoWFhXqXhUf8dMfc1JObiAIAgLL29nZ21wY8ENr/+OmOzVxPDHIHAACnKisrqV+Ij48Xbq8I/sFPd8xNPbmJKAAAuDQ8PJyenk5dg9Mns4Ev9PX1LV++nJ/umJt6chNRAABQo7e312KxUO9w4MABvcvCBXbWkJ/umJt6chNRAABQ6dChQ9Q7REZG4hmFfvDggw8iwTIJjMECAABlOTk51EEsXrx4eHhY77KYWUVFBctl+emOuaknNxEFAAD1BgYG4uPjqY8oLy/Xuyym1djYSC0cGhrKbvSqd3H8hJt6chNRAABwi9VqDR1z7NgxvctiQv/2b//GTlxVVlaO8tQdc1NPbiIKAADuKiwspG4iJCSktrZW77KYysqVK9konby8PDaHn+6Ym3pyE1EAAHDXRx99JAzYjYuLy83Nraur6+/v17tcgY0acNy4cdSk3/rWt4Qhbvx0x2auJwa5AwCASuvWrZs+RtxxJCcnFxUVNTc3a/LgQko4ysrK7rrrrjfeeMP7rRkcVZY9kmjSpEn//M//LMznpzs2Sj0dkqGoqCiXy7i7fY1KCgAAZtbd3V1VVZWVlcVGDjHh4eFLly5dsWLFs88+a7VaOzo6nN7ZgfKwwcFBYZoWq6urKywszMzMjI2NFXdh5j5PJmRX9Nehgvx0x0as5549e+gbg3S+N1HhJ6IAAKAJypAolyopKUlNTQ2SYbFYEhISMjIysrOzH3roIcrDJkyYcN999yUnJ7PHHToszNIsceqm+Xky3SlkV6M8dceGq+e1a9fmzp17/vx56b+QYAEAgC5sNtuyZcvYBRZKpyglYjd3UEaLrV27trKysqmpqa+vj22KnfqSO09GydzkyZMTExPPnj2rZ4U9pZxdjfLUHRuunrW1tY899pjTf1FUKPePiIigQ3bv3r3Xr19Xv1l+IgoAAL4wPDzc0tIyMDAgnkmJV09Pj9VqbWhoqK6uXrRoEWVIr7zySnt7u8rTUQrnySwWy+LFi/Pz8ykVa25uNv7FRJfZ1ShP3bGx6nnjxo1bbrmlq6tLYZmrV6/SgZuWllZYWOjwL+VvEr4sOAAAgLcoXduzZ8+MGTOmTZvmMGZLnHJlZWXdc889J0+e1Lu8f0ZNdjWKBEsv9fX1DzzwgJolz507R8eZ+i3zE1EAADAHyresVuu+ffsKCgoyMjIcUq4JEybs3r3bIMO2VGZXozx1x8aqZ0pKisob6fb19U2fPl39lvmJKAAAmBWlXP/yL/8SFRUlpFkJCQl1dXX6lkp9djXKU3dsoHoeOXJk6dKl0vlCMHJycjo7O69du9bV1ZWZmbllyxb1G+cnogAAYG6Dg4MdHR3Nzc0pKSkszaKJlpYWXQrjVnY1ylN3bKB6pqenNzY2SucLwTh8+PCCBQvCwsISExNLS0tdnhfFGCwAADCx4eHhuro64feMmZmZlHj5be+U5xUWFk6dOlV9djWKBMt8+IkoAABwxW63V1ZWWiwWlmbl5eU5vQmq5nbt2sX2SBme+l848tMdc1NPbiIKAAAcGhgYKCwsDA8Pp/4uLCxs6dKlH3zwge92193dPWXKFNrXuHHjrFar+hX56Y65qSc3EQUAAG719PTk5uayE0uU+uzfv194yrKGWltb2Qmz1NTUM2fOuLUuP90xN/XkJqIAAMC5DRs2COOPKQeifEjDjTc1NbG7z69du9aDm0Tw0x2buZ4Y5A4AABxiN52vra0Vxr/n5uYKz+rxRn19PXvG4qZNmzw7N8ZPd8xNPbmJKAAAAGO328vKytjArMjIyIqKCm9uTFpVVcXStaKiIo83wk93zE09uYkoAACAWG9v79q1a1luNG/ePKd3RHKppKSEbYHSLG8Kw093zE09uYkoAACAVEtLS3JysnDHrO7ubpUrDg8P5+fn01qhoaGHDh3yshj8dMfc1JObiAIAADhFqdK+ffvYDwDHjRsXGRn52muv2Ww25VXY2S9a2LNTXw746Y7NXE8McgcAAHBAGdXq1avF/WNcXNyaNWuKiorq6+s7OzvZ6HX6++GHHy5dupRlV1r9FJGf7pibenITUQAAAGV2uz0zM3PGjBkpKSnsngti4eHhNH/WrFlC+qX+eqJL/HTH3NSTm4gCAAC4paenp7Gxsby8PDs7e968eeJka/z48fRfDffFT3fMTT25iSgAAIA3BgcH29raduzYkZGR0dzcrO3G+emOzVxPjMECAAAwFH66Y6PU0yEZioqKki4zMjKybds2i8USHR1dUlJCL93avnaFBQAAAE/w0x0bsZ579uxxepfYmpqahQsXfjaGJmpra9Vvk5+IAgAAGBY/3bHh6nnt2rW5c+eeP39e+q8lS5YcPXqUTdNEWlqa+s3yE1EAAADD4qc7Nlw9a2trH3vsMaf/ioqKEu6HdunSJYvFon6z/EQUAADAsPjpjo1Vzxs3btxyyy1dXV1O/xscHDw0NMSmaSIkJMRhgSBFvi06AAAAuMJPd2ysetbX1z/wwANy/8UZLAAAgIDGT3dsrHqmpKQcO3ZM7r9ejsECAAAA3XmbKwQIA9XzyJEjS5culc4XglFdXe3xrwjd5bcjwD87MtNe/LYj7MWwO8JeDLsj7MWwOzLTXgKFgdoiPT3d6ZO6hYCNjIxs3brVMqa4uNit+2C5C28tw+7FbzvCXgy7I+zFsDvCXgy7IzPtJVCgLZzDW8uwe/HbjrAXw+4IezHsjrAXw+7ITHsJFGgL5/DWMuxe/LYj7MWwO8JeDLsj7MWwOzLTXgIF2oILOOgNC6ExLITGsBAaw0JoxNAWXMBBb1gIjWEhNIaF0BgWQiOGtuACDnrDQmgMC6ExLITGsBAaMbQFF3DQGxZCY1gIjWEhNIaF0IihLbiAg96wEBrDQmgMC6ExLIRGDG0BAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWIHnl7/85YoVK8LDw2fMmPHEE098+eWXbP7IyMi2bdssFkt0dHRJSQm9lK4rt4yadcEludCMjt0ehpFbF6HxKbnQKIRMgND4lFwIjhw5cvfdd4eFhdH8jRs3XrhwQbouQuNT3jQvQjOKBCsQrVy58ujRo4ODgxcvXty8efPq1avZ/JqamoULF342hiZqa2ul68oto2ZdcEkuNAKFBAuh8Sm50LgM2ShC42NyIVi+fPm77747MDBw5cqV559/npIw6boIjU9507wIzSgSrEBHHz2TJk1i00uWLKHPKTZNE2lpacJiQr8ut4zCuuAZcWgE0gQLofE/p6GRzkdo/E8uNJR+RURECC8RGv/woHkRGjEkWIGtsbExIyODTUdFRdlsNjZ96dIli8UiLCYc9HLLKKwLnhGHRqCQYCE0fuM0NNL5CI3/OQ3NN9988+KLL4pPLiI0/uFB8yI0YkiwAtiJEyfmzp176tQp9jI4OHhoaIhN00RISIh0Fbll1KwL6jmERqBwiRCh8Q+50MjNH0Vo/MVpCNjIxWnTpvX09EhXQWh8ypvmRWhGkWAFLqvVOnv27OPHjwtz1HwzwLcKP5CGRqCQYCE0fiAXGoWQjSI0fqEQgsuXL+/cuXPZsmXSfyE0PuVN8yI0o0iwAlR9ff3MmTN///vfi2equbaN6+K+5jQ0AoUEC6HxNbnQKIdsFKHxPZchoBzL6dgshManvGlehGYUCVYgevnll+mrXnd3t8P86upquV9nCP263DIK64J6cqERKIzBQmh8Si40CiFDaPxDLgTr16/v6uoaGhr6/PPPCwoKnI7BQmh8yoPmRWjEkGAFniCJwcHB0bH7i2zdutUypri4WHx/EeGgl1tGYV1QTy400n+JV2ETCI1PyYVGOWRsAqHxKbkQHD58eMGCBRMmTJg1a9bmzZu/+uor8SpsAqHxKQ+aF6ERQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAjuSew+3ug5zVPFJdYXXGZrPNmjVL4U43o6IfTDidKf2XryHBAgAAAEdyz+F290HOah6prrA684Mf/OCFF15QkyFJEyx3K64VJFgAAACgRPwcbm9uIir3PG/l1bu6uhITE+12OxIsAAAAMA/xc7i9eQyO3KPWlVe///77f/azn42qy5akCVZsbGxERERycvLevXuvX7/ucgtaQYIFAAAAshyew+3xg5wVHqmusPqHH364aNEiNiTLgwSLuXr1ant7e1paWmFhocstaAUJFgAAADgnfQ63Z2ewpNtxGHgut/odd9zR2toqrCK3uni+XF3OnTvnz8dLI8ECAAAAJ5w+h9uDMVgun+etsLr0YUrKZVZYoK+vb/r06cqrawgJFgAAADiSew63uw9yVnikuprNinlwiTAnJ6ezs/PatWtdXV2ZmZlbtmxxuQWtIMECAAAAR3LP4Xb3Qc4Kj1QXU/McaJX3wRKf6GJPDQ8LC0tMTCwtLbXb7d60iVuQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABo7P8BHHJCUKJq+rwAAAAASUVORK5CYII=)
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