Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit306-12-20020623_165900_20020623_213800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/23 |
Start Time | | 2002/06/23 16:59 |
End Time | | 2002/06/23 21:36 |
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 | | -31.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.98 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit306-12-20020623_165900_20020623_213800-constBx0 |
Minimum Dst Value | | -19 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjowMTozNSBFU1QgMjAxOHATnqwAAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMDYtMTItMjAwMjA2MjNfMTY1OTAwXzIwMDIwNjIzXzIxMzgwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNi0yM1QxNjo1OTowMC4wMDBaIiwgIm1heCI6IjIwMDItMDYtMjNUMjE6MzY6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjM5MDA4NzQ5OTUsICJtYXgiOjEuNDgwNDYyNTAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfYqLwe4AAAAEZ0FNQQAAr8g3BYrpAAA+CUlEQVR4nO3df1wc9Z348QQIISZGSNCQCJFUorEXcxjRJg3amBJFQxU152GDEZv0ghYf5e7ygyhJ8IzKedEH5wMNNcTGe2CDyilnSUx95ERLK/XwxB41GFGJEo8YVNS1xQbF77t87jvdzu4MuzC7M7vzev6RxzCZnfns+z07n/fMzn5m3NcAAACw1Di7GwAAABBtKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIRX2CNGxfxbwEAwi8UB8+XXnpp7ty5I645FJu2qy+gD4KRiN8zjHZudnoAMBGKg2R2dvZTTz1ly6YpsCwUlW8q/CI+iMGeKu3bt+/iiy+eOHHizJkzb7zxxmPHjqn5Q0NDGzduTExMTEpKKisrkz+1l7z22muXXnrp5MmTZ82atXv3bpMNKd4zn3322WXLliUkJMjm1qxZ8+GHH/p9rdFiRq0ymh/seozendF6jKIXVEyMNjruL2kL9/f3r169etq0acnJydu2bdPmBxsc90TeZK/zmxGjlb/99tt5eXmJw2RC/rQw8qGge1/amx0/fvyMGTMKCgp6enpMXj6K9vf29t5yyy3p6ekTJkyQV+Xm5kow/TZGN1MmvvnNb3pvQqbPOecc7wW0/+rs7LzmmmvkIxAfH5+VlfXkk0+q+Z988om0c+7cuZMmTZKtX3XVVQcPHhyxzb6NGfUCvqZOnfrFF1+MfdOjEOqawCgLo9uuVa01OsZavqEAGxO2bUWEiA9HsMeISy65RE6wpM/+7LPP7rjjDumH1PyampqFCxe+M0wmdu3apeYfPnw4LS2trq7u448/fvfdd6+//vqgNrd8+fL9+/d7PJ4PPvhg3bp1K1as8Psqo8WMWmU0P9j1GL07o/UYRS+omBht1CiVRUVF0jUeG3bdddc98sgjowuOeyI/4l4X4Idi8eLFt99+e/+wzZs3y58WRj4UfAssNfHVV1+9//77//iP/5idnW3y8mDbf/To0TPOOENWe+jQoT/84Q9SyP785z+/7LLL/DZGN1MmpJN+5plntP96+umnZY5vgfXmm29Kdbhjxw7ZT6R2+c1vfnPttdeq/5Jt/fCHP5QF/vjHPx4/fvzxxx//zne+Y95mv40Z9QKjfknEFVgmWbC3wBpxbRRYNnJuOGQn/vGPfzxjmExoZ0WSwvvvvz81NVXOStWf//zP/3zaaafJicWPfvQjOdBoi339lxdFfDchPdBJJ52kpqXzkD5JTcvEkiVL1LT0fNXV1YE322QPk95r8uTJI67BezGjVhnND3Y9gbw7o2Z7R8+cLiZGGzUK3fTp06VQUNNSY2l95FiC41f0Rd5oJSZ7qffKZUJerqY//fTTET8sAUZ+cHBwy5Yts2fPTkxMlB5LzTT5vO/cuVPqmISEhEWLFnV0dKj5Bw8ePO+882Sm/JeqhHw/7Lq3+cknn0yaNEkmiouLtTJd7N69W+aYt99vxH7wgx9I3WkUyRELrCeeeMJ7E/LunnzySd/Gf//739++fbvfTcjbkTdl1ADvjZocJL82CL75wTPYl/get/2m1Wg38CYnJ1LcyHuZOnXq1Vdf3dfXF8jbMd+o7ACyQlleAuX3/ZpkwWh/0/4MZF+Vc4A777wzPT09KSnppptu+vzzz/3GzYjRJ9rvh8J7hSMG06hhvp9i320F0olfdNFFe/fu1Ros9evMmTMD2asjgnMLLEleTk5OzzA5w966dauaL7m56qqr5HxU+1MWOzpMJioqKrT5ugkd2VHuuece7eRedi9t35JzQdlp1LTsGdISSbnsgqtXr5ZTefNmm3RdjY2NS5cuHfGNey9m1Cqj+cGuJ5B357fZuuiZ08XEaKOyWHJysvTi8+fP/9d//dcvv/xSzZcCS9qspqXSGjEIgQTHr+iLvNFKAvxQrFy5Uj53crCT5pWXl8uf5m8qwMhLRyVNeuuttz7++OPS0lI10+Tznp+f393dLW274447tIpEQtfQ0CCHbDkir1mzxu/78u4kent7N23apC7wSIVx8cUXP/744zJdX18v0ydOnDBvv9+ISRukf/L7Ho1e4n1cklbNnTv317/+tfzZ3Nws0zLH98Alu4r25azO5Zdfft111/3qV7/6wx/+YNSMrwM4SJoE32idwb7E97jtN61Gq/W2YMGC559/Xt6y7JklJSVr164N/O343ajs2xLJ94ddeumlft+CSRZGLLAC2Vfvu+++7373u++88458KAoLC//hH/7Bb9yMmGTKt1XeKxwxmEYN8/sp1m0rkE78wIED55xzjuz56r8kPpWVleZvNoI4t8D6xje+8frrr6tpOdU488wz1bTk5siRI9pi8qe22O9+9zvvxXQT3lSVLad0XV1dak5MTIw6yAqZiI2NVdMyIXvVB8MKCgqKiorMm220o7/66qtz5swxORz7XcyoVUbzg13PiO/Ob7N9o2dOFxPzjcphqK2tTY592of2hhtuWLVqlVpeziPj4uLGGBy/ojLyRntdgB8K9RWYmi8T2kF5jJHPyMjQLh5oTD7vUhup6d///vfqEpRIS0t74IEH3nvvPZP3Ne4vySm4HCLUfx07dkwiU1ZWJv9q95wFu+fIruhd2fheKvB9ie5/f/KTn1x55ZVfD3/Z9/DDD/suoLYyMDDgtwGffvqp9GF//dd/nZCQIAFcv36931P/EQ+SJsE3eu/BvsT3uO03rUarNSIRSE1NDfztGG20s7NTTcsL/b4FkyyMWGAFsq/OmzfvjTfeUNOyQ8rHTVvMO25GgiqwjFboN5hGDfP7KdZtK8BO/IILLnjssce+Hv4eVhogqTF6LxHHuQWWHDK0HVom5E81LbnxvjNU/jRaTDehIzvTtm3bLrroIvWnyUm59+WT5ORkbbXeB1Pv9vhuS05PZ8+e/fLLL3sv5vty38VGd6kgqPX4fXdG69HoomdO9zbNN6rIqZ7WyI8++kjqKukd5STyrrvuSklJGfFNBXsFKyojb7KSAD8Ucva5efNm7R4s+XPEN+V3vm5v9/5oa0w+735b/t///d/5+fnTp0+fO3eu9r2e0cKqPbfffrv3vWtyPi0LaN9RmrTfiOyKJsXrhAkTdN9wyfuSGs57MVlg5syZP/vZz+Rf7Vs23XpMrp1o5JAoldONN97o99LmiAfJAIPvLdiX+B63df9rvlpvcgImeZQDgtqptDo42LfjvbyWKVne71sYyxWsQPZVqfa8Twa89xNd3ALvd4xa5b3CEYNp1DC/n2LdtgLsxBsbG88+++wvv/zy+uuvl0rU6I1EIucWWAGeIXmfnMmE72ImX11LdzLivTLZ2dneNwD5rQZ07dHNqa+vnzVr1iuvvGL+Qr+LjeJml6DWY/LuRmy2d/TM6WISSEh7enrkiOY7/8EHH5Riy/xNBXsPVlRG3nwlJodj75XLsTUU92BJNxPUFSyTlsthuqmpSau5dR923cLyXrSLFq+99pqcKz/11FOnn366dsUu2D1HCpqysjLdTG2j55xzzm9+8xvv/2ptbU1PT9ctds8998TFxWlfi/j21rLD33333eYtUaQOPvnkk33nj3iQNAq+ycFzFFewAvkzkCtYMvPRRx+V8y7pkuVf34gFuy8FcgXLJAvehZp29aW3tzeofVUqjO7ubpOVmzNZzPxDMWIwjRrm91Os21aAiZDInHvuuRs2bJBPh3aDYHRwboElp5va17dSYpeXl6v5vh+SSy+9VN1eIBO+twKceuqphw4d0pa/4YYb5M8TJ0689957JSUl2gnfzp07/f6AaPfu3dr3UwUFBTfddJN5s3XNu++++2bPnq19eo0YLWbUKqP5wa7H6N0ZrccoekHFxGijMi0fQvmAySYk9bfeequaLwvLPiCdx969e9PS0rTr1cEGx6+ojPyIe50uI0Yrl4JDPnfqCtZtt92mFRxjjPxdd921dOnSt99+2/vujcA/72pCgibHbtlbpNOSUlLN1H3YvV/74YcfbtmyZdGiRV8P32omB/QXX3xRpp955pnzzjtPfdNn0n6/HdiRI0dk09qvCOXt/PznP9eWlJMB2coLL7zw6bDm5ub58+ffe++9Jiv82l+B9eabb0qvfP/990tkvvjii5dffln7/dp3vvOdxx9/XAp0yZ20ed26dZdffrnfdZofJI2Cr4untwDzZRRAoz+NVutNovH0009LKGQXklD4RizYfUmW1+7Buuyyy/y+BZMsaMvLB+SOO+6QvUtyceWVVwa1r1ZVVUmbZY4s9j//8z9/+7d/ax5PHZPFTD4UXwcQTKOG+f0U67YV+E4iJ4Qys7a2NsA3FSmc+wYGBgaki1U/QJAJ7Uqj74dE/UAmKSnp5ptv9v6dgpqQziYxMVH784knnliwYEF8fLx01XI8kppdzZciWipoNeTPpk2bvC9gyvEoOTlZ1i/9kMlN7uP+kt+ZwuPxjPhabTGjVhnND3Y9Ru/OaD1G0QsqJkYbVSufOHGinOjIJ1PLuNQiclQ66aSTli9f/uqrr2orCTY4gbQwOiJvstf5zYjRyqVTyc3NPWWY9EBvvfWWJZGXakDKtdTUVHnv0mOpmYF/3tWEVNtybp2QkCDl0fPPP69m6j7s3u902rRp0uept7B69Wp1w5MibVAFrkn7xxkc6999990f/OAHsn/GxcVNnz796quvfumll7Ro/PSnP83KylIBlIlHH310xBWO8+nhhHRasmZpleToggsu0EZg+s///E+ZL2GUOMyZM+dHP/qR3x1j3EgHSaPg6+LpLcB8Gb1foz+NVutt3759kvoJEybIWcQDDzzgG7Fg9yVZ4O/+7u8kOBKif/qnf5I1+30LRlnQ1iPnh1LBq18LPvTQQ0Htq1999ZW8l3nz5skBUOryxsZG83h6vwu/x1iN74ciqGAaNczvp1i3rcB3Egnm3LlzBwcHdW/N/L07X8S/AQCAiSjoqMLmt7/9rZSqdrfCZl9++aX2W6Lw+N73vvezn/0snFsMDz54ABDNKLBGVFpa2tvbe+TIke9+97t///d/b3dzbNbW1qb9WjDUvvrqq5/85CfnnnuuNlJDNOGDh7Hy/ULKgQf0iGhksKLyTcFy7BUjqqqqSk1NPe200374wx9G0zABozNlypSHHnooPNuSnTM9PV1KuvBsLsz44AEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALOaWAsvvD9oBAIBV7O7qncUt4SDxAACEDv2sjlvCQeIBAAgd+lkdt4SDxAMAEDr0szpuCQeJBwAgdOhnddwSDhIPAEDo0M/quCUcJB4AgNChn9VxSzhIPADA+Twej91NGCX6WR23hIPEAwAcbs2aNbGxsRUVFXY3ZDToZ3XcEg4SDwBwssHBQamupLeaPHlyJF7Hop/VcVA4AhwKtq+vLy0tLdhEkngAgJNt375d6wezs7Mjrsain9VxXDhGzNAtt9xy9913U2ABAKJGS0tL3LCampqUlJRIrLHoZ3UcFw7zDB06dOjMM88cGBigwAIARIf+/v7U1FTpp8rKyuTPzs7OSKyx6Gd1HBcO8wxdccUVjz322IiLBbtaAADskp+fr8qpwcFBNScSayz6WR3HhcMkQ88999yFF144NDRktBhP+QYARJbq6mrpoRITE7u7u73nR1yNRT+r47hwmGTo3HPPbWlpGXGxYFcLAIAt2tvbExISpIdqbGz0/d/IqrHoZ3UcFw6TDI3lohSJBwA4itRM8+bNk+6puLjYaJkIqrHoZ3UcFw7fDBl9GzjG1QIAYKOioiLpmzIzMwcGBkwWi5Qai35Wx0HhMLo6RYEFAIgy9fX10jFNmTKlo6NjxIUjosain9VxSzhIPADAIbq6uqS0ko6ptrY2wJdoNdZZZ5313HPPhbR5o0M/q+OWcJB4AIATDA4OZmVlSa9UUFAQ1Aulxjr55JPVlzy6nxw6Af2sjlvCQeIBAE5QWloqXVJ6evoovuy7+eabVYH11ltvhaJtY0E/q+OWcJB4AIC9BgcHn3nmGemP4uLi2traRrcG9cPDqqoqy5s3RvSzOm4JB4kHANiou7v71FNPjYmJkf5ox44do15PY2OjugCmDfvuEPSzOm4JB4kHAISZ1ECtra2VlZW5ublqQFHxzW9+c4yrVRex6urqLGmkVehnddwSDhIPAO507733ZmRk7N69Ozyb8y6q1E8FNUlJSWedddbhw4fHuIk9e/aoAbQsabBV6Gd13BIOEg8AEecXv/hFamrqqlWrRvHavr6+qqoq9Xs9ERMTs2PHDvMhPUdNiqqKior4+PjTTz9dV1RJGVRaWtrY2Njf32/V5uRdqCEbDhw4YNU6x45+Vsct4SDxABBxZs2apcqUqVOn5ufnS8HU3t5u/hIpPurr6/Py8uLi4tRrJ06cOH78eDWdnp6+Z88eq5rX3d1dU1OzcuXKxMTEUBdVOlIsyoaWLl0aovWPAv2sjlvCQeIBILK0trbKoVtqI6muvMsXqWa8iy2Px9Pb2ysTzc3Na9eu1S4gSYElizU0NAwMO3DggNQ9WgF08ODB0bVKNieVU3FxcUZGhnerpBacNm1aQUFB6Ioqb7IVVdWNWHGGDf2sjlvCQeIBILJkZ2fLobuiokKmpYSqr6+Xskbd362R2ksKqZiYmFNPPVWbuWjRourq6r6+Pt0KBwcH9+zZk5qaqhbLyckJsDrp7u6+9957c3NzZc3ahTFV6q1cubKmpsaWYT/Xr18vbZAGhH/TftHP6rglHCQeACKIGowgJSXF94KQUbGVnp5eXl7e1dVlvuaBgYHKykrtS72ioiJdeSR/NjU17dixQ/4rKytLd0+VFFhS+UnZ19raau9ACRKHhIQEac+Ibzk86Gd1ojkc4/6S3c0BAAREChf1BVxNTY35kj09Pddcc42UQVISBbUJqdtKS0vV0Anx8fEnn3zyqaeeunDhQl05pcyYMSM2NlYmrr32Wkc9a1lKQGlVSUmJ3Q35E/pZHbeEg8QDQKSorq6Wg7bUWKG+RNTV1VVYWKgrp1JSUnJzc6X8kvKutbVVXUJTl7WcNrZnZ2enNFjKRHUXmr3oZ3XcEg4SDwARQQoaNQZBY2NjeLb45JNPnnbaaX/1V3/14osvhucWdQvl5+drd6rZi35Wxy3hIPEAEBHKy8vHOWwAAidraWlRt9uHaIivwNHP6rglHCQeAJxP3bgtR+zW1la72xIx1M8tbX/8M/2sjlvCQeIBwPnUXdsFBQV2NySSOOTxz/SzOm4JB4kHAIdrb2+PG+aQcQciiBMe/0w/q+OWcJB4AHC43NxcOVaXlpba3ZDI44THP9PP6rglHCQeAJzs4MGD6mbtiPsdnxM44fHP9LM6bgkHiQcAJ1MPCqysrLS7IZHK9sc/08/quCUcJB4AHEt9w5Wammr7WAORy/bHP9PP6rglHCQeAJxJiir1AGYps+xuS2Sz9/HP9LM6bgkHiQcAZ6qsrLT9Bu3oYO/jn+lndRwUjhGfyvzss88uW7ZM9p6ZM2euWbPmww8/DGrlVrQRAGClvr4+9cXWwYMH7W5LNLDx8c/0szqOC4dJhpYvX75//36Px/PBBx+sW7duxYoVlqwWAGCX0tJSOT7n5uba3ZAooR7/PGHChCNHjoR50/SzOo4LR4AZ+uyzzyZPnmz5agEAYfP000/HxMTExcXZdV929Onp6Rk/frx0ecuWLQvzpulndRwXjgAz1NjYGNSPUUk8ADhHb2+vunYlMjIy7G5O9JDAxsbGqp9khnnT9LM6jgtHIBl69dVX58yZc/jwYd/XmghNewEAQVCllXqis7JmzRq7GxVVXnnlFRXenp6ecG6XflbHceEYMUPNzc2zZ89++eWXrV0tACCkvEuruLi4oqKiF154ob6+nrGvLFdYWChBrqqqCudG6Wd1HBcO8wzJR3HWrFlSnlu7WgBA6PiWVjzOOaTq6uok1NnZ2eHcKP2sjuPC4Zshbc599903e/bszs5OS1YLAAipwcFBSitbeDye8H9LSD+r46BwGN0ypU373lYl+1DgK7e+xQAAA7/85S8nT56sftFGaRV++fn5Evna2tqwbZF+Vsct4SDxABA2g4ODGRkZ6kx42bJllFbhp74lzMnJCdsW6Wd13BIOEg8AYbN9+3Y56k6cODE3N5d72G3R398fN6yvry88W6Sf1XFLOEg8AIRHS0uL6tp5+o29cnJywvktIf2sjlvCQeIBIAz6+/tTU1PlkFtWVmZ3W9xOSitJRF5eXng2Rz+r45ZwkHgACAN1b3V2dvbg4KDdbXG7vr6+uLi4hISEwH8QNhb0szpuCQeJB4BQq66uloNtYmJid3e33W3BnyxdulQyUldXF4Zt0c/quCUcJB4AQqq9vV2NvdTY2Gh3W/B/qqqqJCP5+flh2Bb9rI5bwkHiASB0PB7PvHnz5EhbXFxsd1vwZz09PZIUKXzD8FtO+lkdt4SDxANA6BQVFclhNjMzk0EZnCY7Ozs8lxXpZ3XcEg4SDwAhUl9fL8fYKVOmdHR02N0W6KlvCQsLC0O9IfpZHbeEg8QDQCh0dXVJaRXmp7IgcJIgVf6G+uIi/axONIfD6OGGAABLDA4OZmVlyQG2oKDA7rbAUGZmpuSoqakppFuhn9VxSzhIPABYrrS0VI6u6enp4RlpCaOjnly0du3akG6FflbHLeEg8QBgrQMHDsihNS4urq2tze62wIz6ljA5OTmko7/Sz+q4JRwkHgAstHv37gkTJsihdceOHXa3BSNTg2iE9OmQ9LM6bgkHiQcAqwwODqoxRePj4+1uCwJSXl4e6m8J6Wd13BIOEg8AVikpKVE/HuLe9kjR3t4u+UpJSQndJuhnddwSDhIPAJaoq6tTt149//zzdrcFQcjIyJDEtbS0hGj99LM6bgkHiQeAsWtvb2fUqwhVVlYmiSstLQ3R+ulnddwSDhIPAGPU39+vroIUFRXZ3RYEraWlRXKXmpoaovXTz+q4JRwkHk5w9dVXn3LKKXV1dXY3BBiN3NxcOZZmZWXxwMEIJdWVZLC1tTUUK6ef1XFLOEg8bNTX11dVVaUGvBazZ8+2u0VA0CoqKtRYSt3d3Xa3BaOkBoYtLy8PxcrpZ3XcEg4Sj/CTs/z6+vq8vLy4uDhVWiUkJIwfPz42NpaBGRFZtDFFQzqQEkJNfUuYkZERipXTz+q4JRwkHuY6OzulC7Fqbc3NzWvXrlX3AqtuKT8/v6GhQUqu9evXy5xFixZZtS0g1Lq6uhITE2W/3b59u91twZgMDg4mJydLKtvb2y1fOf2sjoPCMeJTmYeGhjZu3Cif86SkpLKyMvkzqJVb0UZEp97eXnWR6V/+5V9GvRIpnrZt25abm6vuclCkkKquru7r69MW83g8aoGamhor2g6Eluyx6lHBcpJgd1tgATn3C9G3hPSzOo4Lh0mGpENauHDhO8NkYteuXZasFlDj+gjpSEa9kocfflirq9LT0+X4Jef9fpdsaGiQZeRUwbvwApypsLBQdtd58+bxOOfocPDgwTEe64zQz+o4LhwmGVq8ePH+/fvVtEwsWbLEktXC5SorK7V7pMSof+J3xRVXqDU88sgjIy6sfo3Fb93hcNXV1bKjTpkypaOjw+62wBqDg4PTp0+XtL7wwgvWrpl+Vsdx4TDJ0NSpU7Uz/uPHjycmJlqyWriW7E6q0BFlZWW1tbWqLzG68mRCvXbixInPPPNMIMvLJtSj3IIdVXlgYCA/Pz8rK+u1114LtpFAUGTnVOceDQ0NdrcFVkpLS1MX0aXYsnC19LM6jguHSYZiYmJOnDihpmUiNjbW97UmQthoRCDpPNS9UMnJydrt7QUFBerieVDHndbWVtUP7dmzJ/BXbd++XV4yf/78oLb16KOPqv1ZGs83jAidBx98UP1KY/369Xa3BRb79re/LZmVPtTar33pZ3UcFw6uYCEMtK8Fs7Oze3p6tPlyuFEDVQf+NIne3t6UlBR5SUlJSVBtGBgYUNuSxgT4ks7OzhkzZmjnDPPmzZOtB7VRIBBtbW1qHzvzzDOtvcgBJ5Ce9Iwzzhhn9fOO6Gd1rA+HdBvl5eXysUxISJB/t27d+sUXXwTRIO7BQijpvhb07Tyka1G1V1NT04hrk5cvWrRIFl66dOko+iF1t+mUKVO8izwjLS0t6qfyUhR2dXXNnz9fpqW2k6or2O0C5p544gn1GXnggQfsbgtCor6+Xl1Bt3Cd9LM61ofj1ltvXbZsWUdHh1Ra8u8ll1zy4x//OIgG+WRIm7Nz505+RYix8Pu1oK+qqiq1zIh1j/rBs6xz1FeS1JeSI/4AXqo99X3NypUr1VNKPB6PVFqqncHeyAWYkFMFNS7DunXr7G4LQkWyrA6GFo7/Rz+rY304ZsyY4d0tybTMCagpBrdMadNDQ0MbNmxIHLZp0ybGwUJQjL4W9Etd5TK/LqVubE9ISBjLsOzSEnVdyuQwJ+eaquVSz3m3RyotqbfUNbBArrcBgVA7dnp6Og8cjG47duyQRMuxzqoV0s/qOKjACikS72b//u//Hh8fb/K1oK++vj51eldRUeF3gdHd2O6XumBm1J+p/zW611jeS3Fx8bjhweJ5hjTGrr+/X91TKGW93W1BaEmu1XVxq8bgoJ/VCclXhDk5Oa+//rr0FvKvTAf1FWGIkHg3O+uss1SNEtTg6QcPHowb5vsF3KhvbPdL+0bGd2xlKQdVy6XMMlmDvDCQxYARqV0uOzvb7oYgHNSzn9euXWvJ2uhndUJyk/vtt9/+jW98IyEhQf7dsmVLUDe5hwiJdy0phuLj48ePH3/11VcH+1pVuOgGRBjjje1+tba2qm8btTvWg700JaWVuqIW+O8fAR1teDYeRu4SknE5bkjSLfk9Mv2sjlvCQeJdSxVJo3uMmlQ56kZy75eP/cZ2v9Rqc3Jy1Ha1m6saGxsDXENDQ4OqsVatWvXKK6/w63oES+11PGDAVeTgZnIvRFDoZ3XcEg4S704DAwPqu7xR/85OuwldfftmyY3tfvX396un3MsmVFUn1VWwzW5ublY3VVh77yrcQHYetdcxuJqryEFGDfgy9t800M/qWB+Ojo6OJUuWTJo0ye9PAu3ihDYg/FQ9lJWVNZaVNDY2qqKqpqbGqhvb/VKtVUY9wJU2jtfUqVMtbyGilXYj4Pbt2+1uC8JNjpDjrBh0lH5Wx/pwLFq06I477vj9739v+ZrHgsS7kxqNc+w/ryspKdFKH0tubDdy2mmnqa2MZWirf/u3f4uJiYmNjeVOGgSIoRnczKpBR+lndawPh5zof/7555avdoxIvAupcdJTUlLGfjeS9Drq5l+pWkJ6b9O9994rW0lLSxvjVtavXy/rkbMdqxqGKMbQDC5n1aCj9LM61ofjjDPO6O7utny1Y0TiXSgvL29cME/6M/fggw/OmDFjy5YtlqzNhHx8xl7DeTwedcQMamQKuBNDM8CSQUfpZ3WsD8dDDz2Un5/vtNskSbzbdHZ2qhunvEdYcJWGhgaJQGJiomsjgEAwNAO+tmjQUfpZHWvCMW4klmxljC20uwkIK3XXVHFxsd0NsZN64A+/uocJhmaAMvZBR+lnddwSDhLvKnI2pk7KR/dDvKihXZzgadDwi6EZoBn7oKP0szrWh2P8+PGWr3N0nHYVDWFTWVnJQFDK9u3b1e+DGHcUOgzNAJ0xDjpKP6tjfThOP/30//3f/7V8tWNE4t3Dql/ERIeBgYGMjAwLb/ZH1GBoBuiMcdBR+lkd68Nx//33X3PNNUeOHBkaGrJ85aNG4t3DqjFdooYarmLKlCk9PT12twVOwdAM8Gssg47Sz+pYHw5ucoe91AGC4Qm8FRQUjBvtAxkRlRiaAX6N5QSVflbHLeEg8S7R2toquU5OTuZbD2/aExX52hTihRdeiI2NZWgG+BrLLRb0szpuCQeJdwn1m/Py8nK7G+I4VVVV3HADRd2WJxw4KDRsN+pBR+lnddwSDhLvBtJbxA3jN+e+tJ+MUX26XFdXV0xMzLjhJzJRbcPXqAcdpZ/VcUs4SLwbqAfwFRYW2t0Qh1LfnyYkJLh8eDCXKyoqUuNJUl3BiBp09LrrrgvqVfSzOm4JB4mPeh6PR91m1N7ebndbnEu6VQlRTk6O3Q2BPcY+mCTcYO/evepL5P/4j/8I/FX0szpuCQeJj1BSNsm5VEFBwVtvvWW+pLrHiF9Fmevv709OTubH+a6lLl/JZ8ruhsDR6urqVIE1bdq0xsbGAF9FP6vjlnCQ+AgyODjY2tpaWVmZm5urnvSiLF26tLa2Vkouv69S9+0GfixwLTW85IQJEy677DK+JHIVLl8hQHJk2LZt2xlnnKGOvStXrgxkFD36WR23hIPEO5x3UaXur9SJj49XE9I9FBQUNDU1eT/7Reoq+S+psXggTCC046aE0e62IHy4fIWgyOG0urpaHZATExNHHFyQflbHLeEg8c700ksvfetb3zr//PN1RVVmZqZ0A1I29ff3y2l3Z2enx+PZs2dPTk6OtkxycrIs09bWJidb5513nsypqqqy+w1Fhn379qnfkfGLQvfg8hVGp6enJy8vTx11s7OzTX4iQz+r45RwDA0Nbdy4UWrkpKSksrIyv4/ZefvttyXNicNkQv4MfP0k3oHk9OiUU07xW1SZvEo+7ZWVlfPnz9dd3JJ/zV8Ib01NTRI06XEZetQluHyFsWhoaFDPVpIavaKiQvddgRyWFy9eTD+r45Rw1NTULFy48J1hMrFr1y7fZSR/t99+e/+wzZs3y5+Br5/EO1BJSYmqkObMmTOK2qi9vV16C/WZF6mpqaFoZBSTo6S68t/V1WV3WxBaXL7C2MlRWv0MWcybN6+1tfXr4bu16uvrzzzzTDXf7jY6i1PCIdXS/v371bRMLFmyxHeZk0466bPPPlPTn376qfwZ+PpJvNOoX6nIQf+xxx4by41T8tp77733yiuv/N3vfmdh81xCXfmfP3++0U8HEB24fAWrNDc3S3WlyqmzzjorKSlJTY8fP55+Vscp4Zg6dWpfX5+aPn78uJxV+y6zcuXKrVu3fvLJJ1JHl5eXy5+Br5/EO0p7e7u66Wp0z2yHVaSuUsfKoD5NiCxcvoK1BgYGpAvWbtKQM7Tq6mrpwelndZwSjpiYmBMnTqhpmYiNjfVd5ujRo9qvn2Ti/fff1y3g+9MzbyF/DwiM1MdqSAU5q7a7Lfi6s7NTFbvbt2+3uy0ICS5fIRRmz54t+9WKFSu0OfSzOk4JRyBXsHJycjZv3qzdgxXUaNQk3jlyc3MlHVlZWQzC5BDc8B7FuHyFEJGO+ODBg943eNDP6jglHIHcgzVp0iTuwYp06sbq5OTk7u5uu9uCP+OG92jF5SuEDf2sjlPCsXPnTqNfEWo5kyKsvLxcXcG67bbb/BZhRki8Exw4cEBdKZHzHrvbAj1ueI8+XL5CONHP6jglHENDQxs2bFBjXG3atMl7HCwtZ2+++WZubu4pwy6//PIRH07njcTbTo716mHM3OvjTNzwHn24fIVwop/VcUs4SLy9pPPOzMyULOTn59vdFhjihvdowuUrhBn9rI5bwkHi7VVYWKjGpuPrJ4fjhveoweUrhBn9rI5bwkHibVRdXS3xnzJlSkdHh91twcjUDe+nnHLKvn377G4LRonLVwg/+lkdt4SDxNtCDu5VVVVyoJf4NzQ02N0cBGrFihVq9Li1a9dq46cggnD5CuFHP6vjlnCQ+PDr7++fOHGi6qfXr19vd3MQhCNHjqgHXygpKSl5eXmSxPr6+o6ODm3kG66OONN9990n6YuPjydBCCf6WR23hIPEh99DDz2kuue0tLSxPG0QtpD0LViwIDMzU9327i0hIUHmL1q0KCYmJisry+6WQi82NnYcjz9H2NHP6rglHCQ+nPr6+lauXKk647PPPvv111+3u0UYk66ursbGxoqKivz8fPWYI28bN27s7++3u434P/Lpk8KX7wcRfvSzOm4JB4kPm4aGhuTkZDUs+J49e+xuDqzn8XhaW1ulrpo5c6aqsSTXUn5RZjlBZWWlZGTZsmV2NwSuQz+r45ZwkPgw8L5wlZeX19PTY3eLEHLt7e35+fmUWQ4xODiYnp4uuWCUDYQf/ayOW8JB4kONC1duRpnlEI2NjWrAObsbAjein9VxSzhIfOhw4QqK3zKL3zeEU05OjgS/qqrK7obAjehndaI5HLpbce1uTnTiwhV0vMus2NjYKVOmNDc3290oV+js7FQj+nL5ELagn9VxSzhIvOUOHDhw8sknc+EKfkmZ9a1vfUvtHnFxccXFxV1dXXY3KsqVlJRItOVfuxsCl6Kf1XFLOEi8tWpra7VBRG+77Ta7mwMnGhgYyMnJmTFjhnYVOT8/v6Wlxe52Raf+/n41YhkPpIJd6Gd13BIOEm+Vzs7OpUuXqv5y8uTJMs1NNjDX1dVVXFyckJCgdptFixY1Njay21hLPfFTKlq7GwL3op/VcUs4SPzYSY+4fft21U0mJyfX19fb3SJEkt7e3oqKCnXHnsjIyJCawOPxtLW1UWyN3bx58ySqUrna3RC4F/2sjlvCQeLHqLW1df78+aprLCoq4i5ajM7AwIDUVdpw8BMmTJB/V65caXe7ItuBAwfGDT8bh1IVNqKf1XFLOEj8qHk8npKSkri4OHXVgV+EYeykDmhsbFy0aJH2XXNfX5/djYpgeXl5EsbKykq7GwJXo5/VcUs4SPzoNDU1yWmx+iFYWVnZwMCA3S1CVHnwwQdPOeUUNTZmb2+v3c2JSN3d3fLxTEhIoEiFvehnddwSDhIfrN/+9rcXXnihdldye3u73S1CdJK6Sn37nJKS0tnZaXdzIs/69evVF/d2NwRuRz+r45ZwkPig1NbWxsbGqoEiq6qquLEDIeXxeLKzs9WPJxjHISgDAwOJiYkSura2NrvbArejn9VxSzhIfIC8R2FQ167sbhFcQQoF9cClKVOmNDU12d2ciCHnQnxO4RD0szpuCQeJH5FuFIaqqqrq6mpui0HYyB5YXFysbvirq6uzuzmRITMzUyLGmClwAvpZHbeEg8SbYxQGOER5ebnaD3li8YhaWlrUvWv8+gROQD+r45RwDA0Nbdy4MTExMSkpqaysTP70u9hrr7126aWXTp48edasWbt37w58/STeCKMwwGmktFI7ZGlp6YgLd3d3X3XVVXPnzn3++efD0DZHKSgokChJSWp3Q4A/oZ/VcUo4ampqFi5c+M4wmdi1a5fvMocPH05LS6urq/v444/ffffd66+/PvD1k3idwcFBOetlFAY4U0NDg6qxCgsLvX9jIeWU7LQ7duwoKirKyspST99T5NxM/te+Jodbb29v3DC+x4dD0M/qOCUcixcv3r9/v5qWiSVLlvguIxVVdXX16NZP4r3JEXnWrFna05oZhQEO1NzcrOonqZwyMjLOP/9873JKk5KSMm3atJiYGDXtnkuw6rtUBsGHc9DP6jglHFOnTtVGyTt+/HhiYqLvMjNmzNiyZcvMmTPleLp69eqg7hMi8d7uv/9+1TlJjcUoDHCstra2yZMn68qp3Nzc0tLSmpqa1tZW7SAgEzJfXYutra21t9lhIJ9ZCYW8X0a1gHPQz+o4JRxyAnrixAk1LROxsbG+y8jMwsLCD4YVFBT4Dqzne3brLeTvIUI0NTWpKwFSp/7Xf/2X3c0BzOzdu1fdc/niiy+an1NJzVFWVqY+7MXFxdF92lBfXy9vMzMz0+6GAH9GP6vjlHAEcgVLlpH/UtNSYyUnJwe+fhKvVFZWare2cMcVIkJQO2pdXZ0aamTp0qXR+ugYKTSzsrLkPdbU1NjdFuDP6Gd1nBKOQO7Bys7OlrpKTR87diwqC6yjR48WFBRs27bN8jXLCX1RUZE6v9++fbvl6wccoq2tTX19lp6e3tHRYXdzLNbe3h4fHy/v7uSTT+YcCY4SKf1s2DglHDt37jT6FaGWs927d69atUr7ivCmm24KfP0RkXiPxzN79mxVA2VkZEgZ1NXVZcmae3t71aNIpkyZ0tjYaMk6AceSHX7RokVRucPX1NSoQ8SKFSvsbgvwFyKinw0np4RjaGhow4YNicM2bdrkPQ6Wd862bt2anJyclJR0ww03RN9N7mpUG53MzMwxVlpyEi+n8rKq1NRUfi0IlxgYGNAu2VZUVETN2Ll33nmnvKNJkyYdPXrU7rYAfyEi+tlwcks4nJ949aNrOeHet2/fkSNH5LS7sLDQ+3fpWqU1ODjY09MT4Gq1W9rlhJ7xcuA2O3bsUDcdjh8/fvny5XY3Z6zkBEndYcbjGuFAzu9nw8wt4XB44uvq6tQvzA8cOOA9X87CfSstdYQtLS0d8R5ebmkH5DOl1VhvvPGG3c0ZPfkIq+dZlZSU2N0WwA+H97Ph55ZwODnxLS0tqgMw+U2QVmn5DguUl5e3fv36+vr6jo4O7afp3NIOaB599FH1wZHPS2trq93NGSU5p5K3MG/ePI/HY3dbAD+c3M/awi3hcGziu7q61C+eAjwrlUrr5ptvPvvssxcsWOA7sHVCQkJmZuZll12mupPou8MXGJ3+/v6cnBz1Gamrq7O7OUE7cOCAusjNbZRwLMf2s3ZxSzicmXg5E5XzUWlbbm7u6MZFlPpMSqiKior8/PyMjAxdvfXLX/7S8jYDEUo+YsXFxeqjEVkPSO7r61PPDK2srLS7LYAhZ/azNnJLOByYeDncq1Pq+fPnW3XNX9bT2tp64403ypluXl6eJesEoklNTY36Rl7OSSLluzZp6rjhoVOje3h6RDoH9rP2cks4HJh4dTKdkpLS3d1t+co5EANGDh48mJiYqH6ZG/gPcu1SW1srTZUGh+JAAVjIgf2svdwSDqclvqqqSt0OErm33AKRq7OzU3077/Db3ru6utStlvX19Xa3BRiB0/pZ27klHI5KfFNTk/qSgoMmYBfn3/Y+ODioxqMvKCiwuy3AyBzVzzqBW8LhnMR3dHSoU9KKigq72wK4mvdt7zfffLPTHlyoBh9OT0+PmmHoEd2c0886hFvC4ZDE7927d9KkSWrkT7vbAuBPampqYmNjVZkln1C7m/N/Wltb44Y1Nzfb3RYgIA7pZ53DLeGwPfFyDirno+PHj1dfSTCuOuAc27ZtUwXWhAkTiouLrXrI+qh5PB71/NCysjJ7WwIEzvZ+1mmiORy6QaHsasbg4GBVVVVycrLWkmuvvdauxgDwJR/SO++8c8GCBdqHND8/v6Wlxa72qMcwZGZm8nNgRBAKLB23hMOuxNfX12vjfy5durS1tZXfWgOO1dXVVVxcrB73OW74EemNjY1hrnJ++tOfqscwdHZ2hnO7wBhRYOm4JRxjTHxvb+9TTz21du3aXbt2yXQgL2lubs7KylKH6Xnz5vHIGiBSyGe8oqJCu+os50jV1dXh+Vr/5ptvVhuVLYZhc4CFKLB03BKOoBIvR9L29vY9e/aUlpbm5OR4f7unJCYmyqmtnOlWVVUdOHDAu+SS13Z0dOTl5aklU1JSamtruc4PRBz5LEuVo12BnjZtWn5+vpwp9fX1hWJzcswpKChQt2nGxcVx0EDEocDScUs4Rkx8S0tLYWHh3/zN38yfP18NUqWrqE4//XSZiImJmT59+jgfskBWVpb8O3HiRPWLJJmWk2BuZgcimhQ6UlSp8ag0cuIkJ1Hr16+vr6+XE6oxFkNNTU1Lly5Va5ajR1pa2sMPP2xV+4GwocDScUs4TBKvThx1BZOUWStXrqysrJRjn3qYRn9/f21trXqUvZzCNjc3y9ltSUmJHBl1l7ikCJP5AX6TCCAinHrqqerESY1j5y0hISEzM3P16tVr1qypqakJ8LMvZ1979uyRQ412kiYVG8cNRC4KLB23hMNv4r1PHBU5T21raxvFZScpuX7xi1+cf/75c+fOfeGFF6xoMgAH6erqqqqqUgWQTDc2NlZUVOTn52vfIeouafu9i6Czs1P+lMOFnLylpKSohVNTU2UxRhNFpKPA0nFLOLwT7/fE8eDBg9XV1RzjAATL4/G0trbm5ubK8WT8+PFJSUl+Sy45AYuJiZHpiRMnqpmZmZl1dXXcboXoQIGl45ZwqMRL/cSJI4BQkDKrpqZGDbxufheBkGpMTursbjJgJQosHbeEQxJ/wQUXaDdPcOIIIJxUyXXrrbeuWLHi17/+td3NAaxHgaXjlnBw4ggAQOhQYOm4JRzqlz779u2zuyEAAEQhCiwdt4RDEs+9VgAAhAgFlo5TwjE0NLRx48bExMSkpKSysjL502jJvr6+tLS0YBNJ4gEACB36WR2nhKOmpmbhwoXvDJOJXbt2GS15yy233H333RRYAAA4B/2sjlPCsXjx4v3796tpmViyZInfxQ4dOnTmmWcODAxQYAEA4Bz0szpOCcfUqVO1R6geP348MTHR72JXXHHFY4899nXwiSTxAACEDv2sjlPCERMTc+LECTUtE7Gxsb7LPPfccxdeeKG6PctvIn1HT/YW0vYDAOBm9LM6TglHIFewzj333JaWFjXNFSwAAJyDflbHKeEI5B6ssVyUMr+4BQAAxsiagiBaOCUcO3fuNPoVod+cjTqR4dkD2IoztxK2DbEVN28lbBtiK27eStg2RNk0ak4J3NDQ0IYNGxKHbdq0yXscLAosthJxG2Irbt5K2DbEVty8lbBtiAJr1FwXuGjaI9mKYzfEVty8lbBtiK24eSth2xAF1qi5LnDRtEeyFcduiK24eSth2xBbcfNWwrYhCqxRc13g2Fecibw4FqlxLFLjTOQFiuv2A3Z9ZyIvjkVqHIvUOBN5geK6/YBd35nIi2ORGsciNc5EXqC4bj9g13cm8uJYpMaxSI0zkRcortsP2PWdibw4FqlxLFLjTOQFCvsBAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWi/gCa9z/53emMnXqVN8XDg0Nbdy4MTExMSkpqaysTP40n4+g+M3L22+/nZeXlzhMJuRP3xeSl1Dzm5r+/v7Vq1dPmzYtOTl527Ztfl9IakLq2WefXbZsWUJCwsyZM9esWfPhhx+q+YGEl9SEjlFevjb4KHkjLy4X8QWWYrKL33///evXr/edX1NTs3DhwneGycSuXbvM52MUdHlZvHjx7bff3j9s8+bN8qfvS8hLeOhSU1RUVFBQcGzYdddd98gjj/i+hNSE1PLly/fv3+/xeD744IN169atWLFCzQ8kvKQmdIzyojHpfciLy0V5gfXHP/5xzpw5R48e9V1Senf52KhpmViyZIn5fIyCLi8nnXTSZ599pqY//fRT+dN3SfISHrrUTJ8+XfoPNS01VnZ2tu+SpCZs5GMyefJkNW0SXlITZt550fj2PuQFSpQXWHJmcNNNN/ldcurUqX19fWr6+PHjiYmJ5vMxCrq8rFy5cuvWrZ988kl/f395ebn86bskeQkP3wJLoqqmpdLyDi+pCb/GxsalS5eqaZPwkpow886LxqTAIi8uF80F1ldffXXWWWcdOnTI70tiYmJOnDihpmUiNjbWfD5GQZeXo0ePnnHGGequBZl4//33fV9CXsJDl5obbrhh1apVHwz7/ve/HxcX5/sSUhMer7766pw5cw4fPqz+DCS8pCYMdHnRmHxFSF5cLpoLrPr6+u9973tGL+HcIgx0ecnJydm8ebN2D5b86fsS8hIeutR89NFHUlclJSXNmDHjrrvuSklJ8X0JqQmD5ubm2bNnv/zyy9qcQMJLakLNNy8akwKLvLhcNBdYmZmZv/rVr4xewrfjYaDLy6RJk4zuwdKQl/Aw6RUefPBBKbZ855OaUJNzwlmzZr3yyiveMwMJL6kJKb950Zh8lMiLy0VtgbVv375vf/vbJkvu3LnT7+84jOZjFHx/RVheXq6uYN12221+b9clL+GhS82qVat6enokL3v37k1LS3vjjTd8lyQ1IXXffffNnj27s7NTN98kvKQmDIzyojG5B4u8uFzEF1i6Ia+0+dnZ2Y2NjX6XVxNDQ0MbNmxQYzJt2rTJe4QSv/MRFL95efPNN3Nzc08Zdvnll7/11lvey6sJ8hJqflOze/duOUc/6aSTli9f/uqrr+qWVxOkJqTG+fB4PF+bhpfUhIFRXnz/y/slaoK8uFzEF1gAAABOQ4EFAABgMQosAAAAi1FgAQAAWCyyC6xgH49qNN/kcZ7eTJ7Q+dprr1166aWTJ0+eNWvW7t27g2rtvn37Lr744okTJ8r8G2+88dixY5YEBwAA2CWyC6xgH49qNH/Ex3mav/zw4cNpaWl1dXUff/zxu+++e/311wfV2ksuueSpp57q7+//7LPP7rjjDinCrIoPAACwRWQXWN4CeTxqIMO7+X2cp/nLpaKqrq4edWu9Sfnld/hNAAAQQaKnwArk8aiBPKDA7+M8zV8+Y8aMLVu2zJw5c9q0aatXr+7v7w+qtZrPP//8nnvuMbp+BgAAIkWUFFgBPh51xEdsGj3O0/zlMlFYWKgelFtQUFBUVBRUaxU1VN1pp53W1dUVyFsGAACOFQ0FVuCPRzW/guW7Ht0QvSarlT/VtNRYycnJfl9utBXNp59+um3btosuuijYCAAAAEeJ+AIrqMejmtyDZf44T/OXZ2dnS12lpo8dO6YVWAG21pvUWEZ3gAEAgEgR2QVWsI9HNZo/4uM8zV++e/fuVatWaV8R3nTTTUG19oYbbjh06NCJEyfee++9kpIS7sECACDSRXaBFezjUY3mmzzO05vJEzq3bt2anJyclJQk1ZLRTe5GW3niiScWLFgQHx+flpa2bt26jz76yNooAQCAMIvsAgsAAMCBKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAs9v8Aw8EcriewPX4AAAAASUVORK5CYII=)
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