Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-02-20021113_232000_20021114_040500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/13 |
Start Time | | 2002/11/13 23:20 |
End Time | | 2002/11/14 04:03 |
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 | | 25.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-02-20021113_232000_20021114_040500-constBx0 |
Minimum Dst Value | | -31 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMTo0MjozMCBFU1QgMjAxOBuUAs8AAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNjctMDItMjAwMjExMTNfMjMyMDAwXzIwMDIxMTE0XzA0MDUwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMTEtMTNUMjM6MjA6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTExLTE0VDA0OjAzOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4zNzI2MTQ0OTk1LCAibWF4IjowLjg3NDExNTUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2+7DMeAAAABGdBTUEAAK/INwWK6QAAPb1JREFUeJzt3X90FFWa8PGQRIgQYkej/DBBVHDAATYyjCdA1KCooKjRye6goqIya3TwGGf5EQUlzLLKetCJnjjEJbiZc3BEJ+tkx4gcD2vcxZmMgyM6WYkaNWicjRLHVuNMK9HwPpv7vvX23O6qru6u7q7u+n7+4FSa6qrq53bXferWrXuzjgAAAMBRWak+AAAAgExDggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADkv7BCsrK+0/AgAkXyJOnr/5zW+mTp0accuJ2DV1Adwm7b+RZj8qfmwAYCERJ8ny8vKnnnoqJbvmnO8ggumItA9itJdKzzzzzNlnnz1q1KgJEyZcd911H374ofFfr7766gUXXDBmzJiJEydu377deHuwgoKCsHsZGhpas2aNz+crLCysra2VP9Xrzz777LnnnpuXlye7u/HGGz/++OOwbzdbzWyzMezO+Aih8bH/ukX07H8os404FQSz19M68kp/f39JSUnE77x1BEI3Yra+9uWPuH5UkU8ELTLGkY8YMWLcuHFLly7t7e21eHsMx9/X13fLLbdMnjz5qKOOknctWrRIvt5hD0Z7URZOP/304F3I8vTp04NXMP6rq6vriiuuOPbYY0eOHDlnzpxf/OIX6vVPP/1UjnPq1KlHH3207P2yyy7bs2dPxGMOPZiYVwglZ8gvv/wy/l3HINE5gUVZi87OzsWLF+cPk4U//OEPwQcW9qcUVfHFcLowVojxA0ePtEyT9uGI9hyxYMECucDy+/2ff/75xo0bpVJUr7/55ptS6+zYseOTTz557733rrzyytBNPfDAA6tWrQq7l8bGxtmzZ787TBa2bdumXj///PN37do1MDDw0Ucf3XTTTRdffHHYt5utZrbZmHdnFi6br5tFL6oPZbYRp4Jg9npUB+m2yCtyfr/nnnsifuetIxC6EbP1zXbkSOQTITTBUgvffPPNH//4x3/4h38oLy+3eHu0x//BBx+cdNJJstkDBw785S9/kaz66aefvvDCC8MejPaiLEiq9Ktf/cr4r1/+8pfySmiC9dZbb0l2uGXLFjkvSe7y29/+9nvf+576L9nXD37wA1nhq6++OnTo0BNPPHHOOedYH3PYg4l5hZjfknYJlnVZd3d3H3/88ffff3/fMKkp5E950frAYii+aE8j1v/lOBIsjXvDIaeS2267bdwwWTCuiqQI5etbXFwsV6Xqz3/+538+4YQT5PLuhz/8oXxTjdWO/PWlQ+gupDocPXq0WpaMqqGhweJ4ZMsnn3yy/MzC/u/cuXOlflXLsjB//vzQdSSfGDNmTMQPHrya2WZj3p0j1bwSHL2IzD672UbiCYKd4EQ8SBdGXs7sp556aiAQiHgWszjIsBsxW99sR3FGfnBw8K677po0aZLP55O8Qb1o8XvfunWr1G15eXllZWWdnZ3qdbnWP+OMM+RF+S+VCYX+2LXj//TTT48++mhZqK6ufvTRR43Xt2/fLq9YH3/YUNxwww133HFH2M9o9pbgY3vyySeDdyGf7he/+EXowV911VWbNm0Kuwv5OPKhzA4geKcWJ8kjJsG3PnlG+5bQ83bYYjX7GgSTi2FJMeWzFBQUXH755f39/XY+jvVO5QsgG5T1JVAxlPXVV1+9YcOG4FfuvvvuZcuWaQemsVl8wWI4jYT+KIILImIw5eLkH//xHydPnlxYWHj99dd/8cUX6vXQX3HovuxU4medddbjjz9uHLBcRUyYMCHasLiWexMsKbyFCxf2DluwYIF8X9XrUjaXXXaZXI8af8pqHwyThbq6OuN1bUEjX5R7773XaGmQb4DsUYpWvmrXXnut3+/X1peTuHy9zI5Wvp3GV1OuReQ7F7pOa2trRUVFxA8evJrZZmPenVMJlha9iMIejMVG4gmCneBEPEgXRv6iiy567LHHLN5isDjIsBsxW1/WKSoqkgx4xowZDz744Ndff229vs3IS7og8Xn77bc/+eSTmpoa9aLF772ysrKnp0e+LRs3bjQyEvmptrS0yClbzsg33nhj2KAFVxJ9fX1r165VLQSSYZx99tlPPPGELO/cuVOWDx8+bH38YWMuxyD1U9jPaPaW4POSHNXUqVN//etfy5/t7e2yLK+Enrjk1PTOO++E3cXixYv/7u/+7sUXX/zLX/5idhhHbJwkLYJvts1o3xJ63g5brGabDTZr1qznn39ePrJUwytXrlyxYoX9jxN2p+vXr5dI/nHYBRdcEENZSxnJ9zn4Fflz/Pjx1jGxWXzBYrgSDv1RBBdExGDef//955133rvvviu/VkkZf/SjH6nXw/6KtX3ZqcR37949ffp0+ear/5Lf8ubNm21Gw/3cm2Cdcsopr7/+ulqWSw257FbLUjYHDx40VpM/jdX++7//O3g1bSGYyrLlks5oxc3JyZFvz0fDli5dunz58uD1pfhPO+00ufo3O9rs7Gx1jhayIFvTVnjllVdOPvlki59o2NXMNhvz7hxJsEKjZy3swVhsJM4gRAyOnYN0W+Sfe+65M888U3XZiZhgmR2k2UasP5QkMfv27ZPayDiNxhn5KVOmGI0HBovfu+RGavnPf/6zaoISJSUlDz300Pvvvx+8kdC6JJhcgsspQv3Xhx9+KMVUW1sr/xq9AKP95uTm5gZXjaFNBaFv0f73kUceufTSS48M3y36l3/5l9AV1F4CgUDYA/jss8+kDvubv/mbvLw8CeCqVavCXvpHPElaBN/ss0f7ltDzdthiNdusGYlAcXGx/Y9jttOuri61LG8M+xGsy1q+KloZycryFm1l7V02iy+YIwlWcEEECxvMadOmvfHGG2pZfiknnXSSWg77K9b2ZbMS/+53v6uu+t566y05ACkas8+SdtybYMl3zvjKyoL8qZalbIJ7hsqfZqtpCxr5Mm3YsOGss85Sf8rFq1yzqmXJseTCPXhlucy95JJLgl/RfirW1+5yeTpp0qSXXnrJ7O1mq8XWVBC6neD9ho1GtK9r0bNgcTBhNxJ/EGJowXJ/5GfOnLl3717rt0Q8eLON2InYe++9F3PktW978E/bYPF7D17N+PP3v/99ZWXlcccdN3XqVOO+ntnK6njWrVsX3GtQrqdlBeMepc04BBs/frxFJn3UUUdpd7jkc0kOF7yarDBhwoSf//zn8q9xl03bjkULlkFOiZI5XXfddWHbgyOeJG0GP1i0bwk9b2v/a73ZYJLuSzlKuqy+VEYeHO3HCV7fKCmzW/DWZS0XijG0YBlCiy9sBWGxqagSrOCCiBhMSUODU0PjCxz2V6zty2Yl3tra+q1vfevrr7++8sor5arJ7IOkI/cmWDavkIIvzmQhdDV1pzksqeCNvjLl5eWSV6llydO1BKu0tPTFF1+0OFqL3huSnE2cOPHll1+2eLvZajF0drHenVMJ1pG/jp6ZiJ9d24gjQYi2D1ZaRN7sIjgsiz5VYTdiJ2K9vb1S01uvbzPykhJF1YKlxSH4TzlNt7W1GTWZ9mPXVv7888+NRotXX31VrpWfeuqpE0880WhDjfabIzVibW2t9qKx0+nTp//2t78N/q+Ojo7Jkydrq9177725ubnGbZHQBOuqq6665557rI9E8fv9Y8eODX094knSLPgWJ88YWrDs/GmnBUte/NnPfvanP/1JqmT5NzRi0X6X7LRgWZe1ZAahfbCuvvrqsPs1Y1Z8Yfdo8/UjkX4UEYMpqU9PT0/oZsP+irV92SwI+RXLtd/q1avl12F0EMwM7k2w5HLTuH0rKfb69evV66E/kgsuuEB1L5CF0K4Axx9/fPCtvWuuuUb+PHz48Pvvv79y5UrjimH79u3yezBuEQZ3t3rmmWfmzZtnfbRbt24N+/zR/fffP2nSJOPXa8ZsNbPNxry7OKt5s+hF9aHMNuJUEMxej+og3RZ5m/9lfZBmGzFbX34IclqUU56Ul/wYb731Vuv1bUb+n/7pnyoqKt55553g3hv2f+/Gscm5W45NEizJa9WL2o89+L0ff/zxXXfdVVZWdmS485+c0P/zP/9Tln/1q1+dccYZ6u6PxfGHjfnBgwdl18aTZfJxnn76aWPNhx9+WPbywgsvfDasvb19xowZ9913n8UGg183Ft566y3JIB944AGJzJdffvnSSy8ZTxGec845TzzxhFwQyq9Jjvmmm25avHhx2G1anyTNgq/FM5jN8jILoNmfZpsNJtH45S9/KaGQr5CEIjRi0X6XZH2jD9aFF14YQ1m/8cYbck0uZWQ8RSh/Gi1eZjGxWXwWcYv4+hHLH8URG8Gsr6+XYMoW5Lf2hz/84fvf/756PeyvWNuX/S+JXJ3Ki01NTTY/VLpw7wcIBAJyQlcPIMiC0dIY+iNRD8gUFhbefPPNwc8pqAWp+Xw+n/Hnk08+OWvWrJEjR5aUlMgXWnJ2Y1Ny3pFfhWxHMoDgTu7l5eWtra3WRys5uCTgvmFr1641G0lIDAwMhL7dbDWzzcawO+11s11bv24RPfsfymwjTgXB7PWoDtJtkdeO2eIT2YxA8EbM1lclNWrUKLn0lHOl8RuMM/JSndx5553FxcXyW5OqSL1o//euFh5//HG5ts7Ly5P06Pnnn1cvaj/24DAee+yxl156qbqPc+2116oOT4ocg7qgsjh+s5i/9957N9xwg1S9ubm5xx133OWXX/6b3/zGiMa//uu/zpkz55hhsvCzn/0s4gazQmq4I8PPfsqW5ajkV/Pd737XGAfrP/7jP+R1CaPE4eSTT/7hD38Y9ieZFekkaRZ8LZ7BbJaX2ec1+9Nss8HkileK/qijjpJLmoceeig0YtF+l2SFv//7v5fgSIh+/OMfy5bDfgSLshavvfbaokWLxgyTLO3VV18N3lHYH7XN4gu7kYivG0J/FFEF85tvvpHXp02bJucBuWAwqsKwv2JtX/a/JPKVnjp16uDgoPaRzaKRLtL+AwAALGRARZU0kidJrpPqo0ixr7/+2uihnxyXXHLJz3/+82TuMTn44QFAJiPBiqimpqavr+/gwYPnnXfe7bffnurDSbF9+/YZTwsm2jfffPPII4/MnDnTGKkhk/DDQ7xCG8BdeEJPi4OMVkZ+KDiOb0VE9fX1xcXFJ5xwwg9+8INMGiYgNvn5+T/96U+Tsy/5ck6ePFlSuuTsLsn44QEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHOaVBCvsA+0AAMApqa7q3cUr4aDgAQBIHOpZTSaHg8waAIDkoJ7VeCUcFDwAAIlDPavxSjgoeAAAEod6VuOVcFDwAAAkDvWsJpPDQR8sAACSg3pW45VwUPAA0ksgEEj1IQBRoJ7VeCUcFDyANFJRUTFy5MiHH3441QcC2EU9q8nkcHCLEEA66unpUWetnJyc6urq7u7uVB8REBn1rMYr4aDgAaSL/fv3yylrxIgRxvVhZWXl3r17U31cgBXqWY1XwkHBA0gXkk7JKaumpqa7u7u6ujovL0+lWWVlZa2trYODg6k+QCAM6lmNV8JBwQNIC+3t7XK+8vl8/f396pW+vr66urqioiKVZk2ZMqWhoYEu8HAb6llNJoeDPlgA0k5FRYWcrySj0l6XjEryKsmu1Alt7Nixp5122gsvvJCSgwRCUc9qvBIOCh6A++3Zs0c1X/n9/rArDA4Otra2lpWVqTTr+OOPT/IRAmaoZzVeCQcFD8D9SktL5WRVX18fcc158+bJmtnZ2fv27UvCgQERUc9qvBIOCh6Ay7W2tsqZavz48Tb7V918882q53uiDwywg3pWk8nhoA8WgHQxODg4bdo0OVM1NjbafMvAwEBxcXFUbwESh3pW45VwUPAA3Ky5uVk9IRjVKAwtLS3aI4dRaW9vj+2NQCjqWY1XwkHBA3AtSarU44GSZkX73kWLFskbly9fHu0ba2pqVHLGiA9wBPWsJpPDwS1CAGmhvr5ezlGlpaUxDCLa3d2tRiKNaqj3gYGB4447TnWT7+vri3anQCjqWY1XwkHBA3CnQCAwfvx4OUe1trbGtoVNmzbJ22fMmGEzP5M9lpeXqyvP/Px8syEhgKhQz2q8Eg4KHoA7bd68WU5Qc+bMiXkLkjCpO4yyqYgrSxJWVVWlHleUndp8FxAR9azGK+Gg4AG4kN/v9/l8coJqb2+PZztqhNL8/Pze3l7rNVesWKG6XnV1dalpeewPDAFYoJ7VuCUcQ0NDa9askd98YWFhbW2t/Bm6zjvvvLNkyRLfMFmQP623SR8sAC5XV1cnZ6eKior4N7V06VLZVGVlpcU6q1atUnmY0WHL/tCmgDXqWY1bwtHY2Dh79ux3h8nCtm3bQteZO3fuunXr/MPuuOMO+dP+9il4AG7T19cnuY6cnTo6OuLfWm9vr2oM2717d9gVVFf63NzctrY240U1umlxcXEM/euBYNSzGreEQ7KlXbt2qWVZmD9/fug6o0eP/vzzz9XyZ599Jn/a3z4FD8Bt1EAJ1m1OUVEp1OTJk0Nv+e3YsUO15e/cuVP7L9WIFcMIEUAw6lmNW8JRUFBgjHd36NAhuQ4LXaeqquruu+/+9NNP/X7/+vXr5U/726fgAbhKT0+PGl5h//79Tm1zcHBQZUtyhgx+vbW1NTc31+xWYGxjnAIa6lmNW8KRnZ19+PBhtSwLOTk5oet88MEHJ510kroIk4U//vGP2gpZlhL+GQDAtuXLl8c2QKi1jo4O2aykbl1dXeqVvXv3qhuRtbW1Yd9iDHPa0tLi7MHAU6hnNW4Jh50WrIULF95xxx1GHyz50/72KXgA7nH77bfLVWVubm53d7fjG1fPCaozpKRZKruqrq62eEtTU5Ma6dTxg4F3UM9q3BIOO32wjj76aPpgAUh3anAEMXv27ERsXy5Bi4qKZPubNm1SQ5hWVVVZ3/6Lf7BTgHpW45ZwbN261ewpQqPMJAlbv369asG68847wyZhwbhFCMCFDh48OGLECDkpNTY2JmgXqkVKKS8vt9O5SnWQl5UTdEjIeNSzGreEY2hoaPXq1WqMq7Vr1waPg2WU2VtvvbVo0aJjhi1evPjtt9+2v30KHoBLSF4lZ6R58+YldC8FBQWyl6OOOmpgYMDO+oFAQLV7xTnkKTyLelbjlXBQ8ABcQk1QEzpcgrMuueSSrOEJCu2/xcFRT+FB1LMar4SDggfgBp2dnVnDM9UkenaawcHBPXv22Gy+Uox5exwcOQLeQT2ryeRw0AcLgNusXLlSTkfyb6oPJLza2lpnxz6Fd1DParwSDgoeQMoFAgHVRNTZ2ZnqYwmvr6/P2eFPf/zjH59//vk9PT2ObC02g4ODbW1tqT0GL6Ce1XglHBQ8AJuiuq0WFTVfTVlZWYK27wg1gY8jI6BKlqZuIMycOTP+rcVMTXEtiaPf70/hYWQ86llNJoeDW4QAorVp06aRI0dGNY6xfRUVFQkdncERvb29ucPiHwRVEpqcnBx1Bg6eYTpp1Lxqapqg7Ozsvr6+5B+Dd1DParwSDgoegIX+/v76+nr1fJ9izC3hlK6uLtlsfn5+4lrInKKm8VmxYkWc25EUTbaj8pvx48c7HlILg4ODUqBq4AlFIk8LVkJRz2q8Eg4KHkCoQCCwc+fOJUuWqCRAVcMjRozIzs425vJzirpRZT1ljUtIYiQBycvLi7PJp6GhQT7ysmXLVNNdVVWVU0doTcpUza6oRp3o6OiorKyU5bq6uuQcgDdRz2q8Eg4KHoCi2lHa29tXrFih5ulTrSxSB7e0tEjKJTmQvLJo0SIHdzo4OKjmopHK3sHNJo4kQ6onVjzNThJD2ciOHTt6enpUqGXZwYMMJcVqNENOmzbNmPlH9Qbz+Xw0YiUO9awmk8NBHywAmltvvVXOBmPGjDHODGVlZQ0NDcFphCyrZ/12797t1H4ldcuKctjP1DL6p48aNSq2dixJVdUDiertzc3NKsXp7e11+mD/V2dn55IlS9QxSy7b1NSkTRBEI1aiUc9qvBIOCh6A1LhGajV58uT169eb9eNWE/NNmTLFzix+dqi2HMnkHNlackybNk3FKrbJcyQ9lffOmTPHeEUlQI4/QPD000+PGzcuOztbJXCSQoUdxJVGrESjntV4JRwUPIBNmzapJhlZsF5T8iqVXmzZsiX+/fb29mal4TABqtVNcpfY3q76nEkWa7zS39+vep07m2ged9xxKhG8+eabrRvbaMRKKOpZjVfCQcEDHrd37141+sCePXvsrK8aYHw+X/zP9qs5/pYuXRrndpLM6De2b9++GN6uMlQJe/CLKmnLz8936hmC1tZWlV1ddNFFEVemESuhqGc1mRwO+mABUKRCLS4ulvNAbW2t/XepW1pxjlYgaYradWw32lJLDToq/0b7xp6eHpXKhN5jVWNAlJWVxX/7NRAITJ48Wbb2k5/8xOZbaMRKHOpZjVfCQcEDXqaq1fLy8qgqdTVagYitCUdpa2tTT7TFvIUUUk0+RUVF0SZDjY2NWSbjMhjJbsQbtRGpmRPnzJlj//BoxEoc6lmNV8JBwQMWtm3bNnv27IcffjjVB5IQajQmqVNjmI1OVeGSmcW8dzXewebNm2PeQmrNmDEjK/px2FVG29TUFPZ/29vbs4aHxohnxsOuri6V/kY78gWNWAlCPavJ5HBwixCwFjp8+fjx45ctW9bc3Jwxk4pIFa4GCzCGRIqK3+9X/ZB27twZw9sljCoJSN94SmoYbQeywcFBNeqVxYgMK1euVONWhH3izw41eGkMA7fSiJUg1LMar4SDggcMocOXjxw5MuuvR4dSld+qVat2794dcxWYcgMDA6qrdTzjpzc1NckWiouLY4iDyk6SNoJ5IhiPQNqf4Uc1UFkP+iXBVEUj37EYjkpNm11UVBRbkkQjViJQz2q8Eg4KHjhiOXy5un3W1dVVX1+/aNEiYx1VuZaWlk6YMOHOO+9M9SeIjupPLQcfZ46oGvliqI/VhC0ODliaEgsXLrS43xdK3VeN+DxBR0eHat6Ltvu/0awY87jwNGIlAvWsxivhoODhZa+99pokUieeeKKRM4UOX66RjESqPakjg28gCvdPVGzYuXNn1vCIAJ2dnXFuau/evSrRjKoXl2rIKS4udmq00lRRg7BXVFTYXF9127IzHIYawEIC+9xzz9k/HjWXUTwd447QiJUA1LOaTA4HfbCQFvr6+hKatcjFek5OjvoVWA9fbkbysKuuukrePnbs2AQdpOPkM6pGOPvtLtaWLVsWbVckWTkzqnD5fqp+bHZmuVG3FCX4dloNJfVU38yCggKbyavR7hXnSFo0YjmOelbjlXBQ8HCn1tZWyX6k9nryySfljB/DY27WWlpajJt99lsgwlIDDqXF3S6ptlXDm4Nje0reoJIMbeRMM5KVyvqSByRo6r0kU/mlnYEVVHPXkiVLbG757LPPHjFihHrAIuK9QqNkoxrPzAyNWM6intV4JRwUPFyor6/v+OOPzwohV9WSzUg+JBXAtddee8EFF1xyySUffPBBtNtX91/EpZde+tBDD1ncELQjjfprq+ExJYbONg2qmXZKS0vt3PJTY0MsWrTIwQNIITWuvZ3RvFS7XWNjo/2N+/1+NVej5KPWLY4qqk6VLI1YzqKe1XglHBQ83EayK/UU1THHHDNz5sxzzjlnxowZagDGsEaPHr1lyxabnbWl+lFX51Jj1dfXO3LAvb29srW8vLw4E7VEU6lAnKODhmWMGx7xtqOEaPr06bJmS0uLs8eQKjanzZHVJF+R1aJti5U3qq7xWcOPfIZNYeUnozYe24gbYdGI5SDqWU0mh4M+WHAtI7uSf0NHSJLqubu7u729XarnjRs3ZmdnG19jqeCbm5utNy51m+plLLWRzXn3bFJTxzgy/3GC7N27V90STdBBGh3nly9fXmdC8gM1/kUMA6C7mZ1pc9TTAFOmTIltFzt27FD3YSsqKkLzeHWb0v7NRztoxHIQ9azGK+Gg4OEe1tlVqN7eXsm3du/eXVpaqtIsWTDLnCQtk3pdbTzazuwRuXzWl4GBATWg17hx4xK3l1NOOcWslVFzySWXJO4wks/OtDnr16+XdVauXBnzXvbt26eayuRaIvjxT/nCZ0X/IKcdqhFLjjyTsuGUoJ7VeCUcFDxcItrsKphUAM3NzcZtxIULF2ozjTQ2Nqq2E7nKT8STica8xTY7eieZ6v2T6Mxm48aNsovs7OyampqwLVh33nlnWVnZeeedl0ZDWtgUcdoc+eBZcT8JIb8LtZ38/Hx1N1C+eOpXE//0haFU4jhixIiJEye6/Pa3y1HPatwSjqGhoTVr1vh8vsLCwtraWvkzdB3t6rCgoMB6m87eIrzxxhunT5/+/PPPx7kdeFk82ZUhEAhs3rxZdUYRy5cvl2t6qYFWrFihXknotbjqKCM7TdD2Y6baTkaPHi11cEJv90hspdaPZxK99GU9bY5kJ6qRKf6h/2ULapDYrOEOUurxAvnVJOiLrTrMWeeOiIgES+OWcMiV9+zZs98dJgvbtm2zXv+BBx6IaoKFOAtedSxQWZ03T6wIS6oBqWttpkqOZFcGySFqampUh5Xs7GzVcCVX/DGPbW2TJHOqEnVVnxU1cYoEIS1GkUhf1tPmqFJw8MHJLVu2GLM5ZdkbuTQ2amgJubxP31mh3IAES+OWcMydO3fXrl1qWRbmz59vsfJXX3118sknR/XUejwFb9SLioOPZSHdXXTRRfKVmDhxYsQ1nc2uDN3d3YsXL1bfzDFjxjj+3FxY6on6hoaGJOzLDrn+UdVwVEMDIDYW0+aoTujOnh4lY1bD5BYVFTm4Wc3g4KDqucj1czxIsDRuCUdBQYFx8/vQoUM+n89i5W3btl1//fVRbT/mgg+uF+XaXT1Ho67SHL9b/7vf/U4qy0S3QCB+UvRSiwTPITN+/HipXeQ6OGzylKDsynDxxRdPmjQpaY036kk6+fjJ2Z01STFVn+h4OlbDPotpc1SOEucA66Fmzpwpm12wYIGzm9Wo6XccGb/Us0iwNG4JR3Z29uHDh9WyLMgli9ma33zzzWmnnXbgwIHQ/8qyFMNRha0X29ra1HlETutONVn7/f7169cb85mUl5fLBWLm9ZBNd4FAQHKLJUuWGLct5MJgxowZ48aNC/6mySurVq2SdEfdbkh0dpV88rnUT8DxBjP5IUQ17rn8RlRs5YKHR8CSw2zaHPkyZA0/+uf4HuV6pqWlJdG3pFU/kOLi4oTuJbORYGncEg77LVhSw8XwiFAMBW9RL8qZRbWTqyueeM7s8t76+npVXSlq1gjV0WHp0qWSz1FzpJAKfnt7+4oVK4w5ZyTBqqyslJO+0WNDrtqlHKWaN9ZRJTh//vyxY8dmUnalSAaZNTwgpIPblJ/VqFGj5DLj8ccft7O+FI36GUpGy9VIMoWdNkf1Q3f2K5Fkbn5CNi2QYGncEg77fbBKS0tffPHFaLcfbcFHbHWQk/vmzZtVS8acOXNiG5pFksUpU6aoyriioqJj2Icfftjc3GwkcKrzQU1NjWotCFuRyMHIAcgKe/bsuf322zds2EBO5ojbbrtt5MiRxxxzjFEWZWVlDQ0NFneHJeWSbEzS7uAbiOJ3v/tdMo880SShzLI9oa8dfr//yiuvNPJXqacjDuKl7umMHz/e8YGRYC3stDnl5eVZaf4UnnoQVS6lUn0g6YoES+OWcGzdutXsKcLgMnvmmWfmzZsXw/ajKnj793QkH1JTZ0hNI9mS/V1IHWxUwLKXsDM/yAW95HBq4BmlpKRE6vtjjz32mmuuWbJkiZzRZO/BTSaG733ve/YPBmaOOuooFU+Js5x8ox23U/Kwm266SRVc5j2dpEYqijisfERaI25wa25lZaVZc4K8RbURym8wzgNAtEKnzZH8OHdYWjcl2hlJFRZIsDRuCcfQ0NDq1at9w9auXRs8DlZwmUlKYX8WKi3nsPmuaHvMyJnFGN7w9NNPv++++yR5kut7s0aOzs5ONd+IuvhuamqK+GOWn31NTY06o5mRDKC0tPTb3/62+jMnJyc5D5RlMDVydHZ29rp16+LZjiTKGXm+Vp2dJc2KZyOhjbhHhvutV1dXq44+ahfyqw+OYVtbm2o8juqqBg7Sps1Rzz2E7fmeXtRkCQ7OdegpJFgar4TDZsHH3B9Z8iSj75SW98yZM2fRokXLly9fuXLld77zHdWTXfLIurq6qFo1pIJ59NFHTzvtNKlvpG6TU4Bkcj09PcF9P9UQiFdccUX8NZ/HSSRV2+HmzZtTfSwuJd9eNdhp8Hwm9kVsxJUfoPxGjAYtycMaGhpkpy+//LJqtWWC3hTSGnvUILcZ8GNRPcmWLVuW6gNJSyRYGq+EI2LBDwwMvPbaa/E87aVmKJNqQC7j5F9joG2N5GGSaSW0v7N8FtVbk2GBYiahU6WZebf2HKR6QUU15O+RKBtxJf6SVxmtXLm5uepKhiow5YKnzVEnnNhSbVexHkkV1kiwNJkcDi2zsVizp6fn6KOPVifumJ/2kppA6y+i+p53dHTIOai5uVllYDNnzoxh49FqaWlR7WRMrRUDv9+v8mPuFFhTT+YXFRXZSUOl6pozZ87EiRPV3b2oGnFV06wx1/W4ceNIfFPOmDZH8qqsDBrgQPXWZzzCGJBgabwSjrAFL9lPY2NjVVWV0U9cTtyJa1uSalvynqRlPGq4bRfOGed+K1euzBqeSjnVB5IG1G0+O32hrr32WqODYMyNuFdeeeX06dPb29tjeC+cZTT2qIfvMuZUo1qvHZzwxztIsDReCYdR8AMDA3IpXF1dbdx0UI499thZs2a9/vrrqT1OB3V3d6tuwgzrEhW5HFfPQ2XA/Y4kULWRdTIqFxVyGaN+aMccc0yGjVjhZWo0GXWeyZgHDuTrqs4ANP9HiwRL45VwSMHPGxY8dajP55PzvtQQmTqOjuqwOWPGjIx8ii1BVJ3BvCs2+f1+Vb+a/YhaWlpUR3X5ucU/pgNcRT1JqvrGuWry7zipPoLumW0zXZBgaTI5HGH7mMuJoLy8vK6urqOjI+PTjkAgoBrqMuDpnuRobW1VqUAm1RaJtnz58qxwk7gFN1xJjRXVHDhIC6qxR12+pvpYnLRjx46s4SnLUn0gaYYES+OVcEjBjx49evv27V57NkQN5pSfn0/1FpGRj/L0ZVTkWkU9Dxh8xULDlReoh2myMm5kY6kmVMfcTL25kSAkWBqvhEMK3rOPHalxUCsrK53a4A033JCXl/fggw86tUGXUE9FcUc1Bmp8E/XEPg1X3rF///7c3NycnJwXXngh1cfisLDzLcIaCZbGK+HwcsFLDacGHdi9e3ecm5LzqTFs/ciRI+VPR47QDfr6+tQ16549e1J9LOlny5YtEroFCxbs2LGDhitPkdNLRjbzyNWCutxK9YGkEy/Xs2Flcji03lepPpxUUhO3TZ48OeZmPDndVFRUqEhmZ2erSfrk4lW27OyhporqSFRVVZXqA0lL/f39xryNNFwhAwwODqpLhUy6jEw0j9ezobwSDo8XvJws1CCN69evj+qNkpA1NzcbE077fL5Vq1b19fXJ62oysqzhAWPS/Xlm1YsoLy8v2umcYZg6dar6Ptx7772pPhbAAWo8vNCnN2DG4/VsKK+Eg4I3coiurq6IK0tC5vf7N2/ebMwwXVxcXF9frz1b19bWpi7yZLW0vrNWVlYWQ/aJYK+88sq8efPIrpAx9u7dm5VBI9QnAfWsJpPDwS1CjZqQ1XpMyL6+vu985zujRo1SgxuJ0tLSHTt2mPX77u3tVQNHqUu9dOwerh7JlhzRa0+YArA2efLkLMZqto16VuN8OAKBwPr160899VSpoeXfu++++8svv3R8L9Gi4I8MjwmpGpyMMZelsPbv39/c3FxTUyN5kvpfw6JFi+y0S0lStXnzZjUczpw5c+z0eJW3tLW1JXTGa5skqVKtdEw9BkCjZgGSS9NUH0h6oJ7VOB+OW2+99dxzz+3s7JTKW/5dsGDBbbfd5vheokXBK1u3blWd0xcvXjxjxozgce2NXlYlJSWSczz66KNRbbmjo0Nd7eXn50sCFzZ5khflK9He3i57zxqeNSWesTMkX4y/75c6gZaVlcW5HQCZR81jLVee6dg2n3zUsxrnwzFu3LjgB4hkWV5xfC/RouCV3bt3axmVpFlVVVWbN29ua2uL88kvyXiMQRzEaaedtnz58oULF5aWlhYXF2eFyM7OPnjwYGz7khPfqFGjRo4c+etf/zrmA77ssstGjBghRyLZYcwbAZDB1ONBra2tqT6QNEA9q8nkBIs+WKECgUB5ebmUyIYNG/bt25eIwVebmpokcwpNp9SF4LRp0yoqKv72b/927NixWcOTUcTW80kNCiqmTp0aWzvWK6+8orZQUlISw9sBeIE61SxbtizVB5IGqGc1CblFuHDhwtdff10qb/lXlrlF6DU7duz41re+9f3vf7+5uXn37t2SyYV2zOrq6lKdn2LIsdra2tSgoCqTk6Qt2u5cxt7z8vL+7d/+Lar3AvCO3t5edaLgIZiIqGc1Cenkvm7dulNOOUW+kfLvXXfdRSd3hBVbjmV0qJdrSsnb1Bhdsh07w08oe/fuVflZRUUFJ00A1uQExXMwdlDParwSDgrenaLKsQYHB9V461lBc4TJu9Tpr6ioyM7T1C0tLSq7qqqqouMqgIiampqyhp+qTvWBuB31rCaTw0EfrLRgM8fq6+tTiZSkR1qH00AgoGYXlv9S8w2bkROlav2qqakhuwJgR39/f+6wdJ+yItGoZzXOh6Ozs3P+/PlHH320q5IbNxwDzETMseRLpcaAKC4uDjs1mGRL1dXVWcMjUJi15Bv94o3WLwCwo7KyUk4dDQ0NqT4QV6Oe1TgfjrKyso0bN/75z392fMvxoOBdziLHMrq0y1fLujO7GtRKhE5BrWZOlPSrsbHR+aMHkNHUfA9ydkr1gbga9azG+XDk5eV98cUXjm82BtwiTC9hc6zgLu12BpWQ1Mq4CaheGRwcVDcQ5ZvZ0tKSwA8AIEPJyUfdlvn3f/93bhSaoZ7VOB+Ok046yc5kKUlGwaeF4BzL7/eHdmm3Q7IolWNddtllra2taqrE/Px8JhQDEJuOjo7gy3U5TS1ZsmTVqlU7d+7s7OxUHTrlXzdM/5VC1LMa58Px05/+tLKy0m3fMwo+XRg5lhrjKrRLux3t7e1jxowJPhvKSTARRwvAC4wEa+rUqarHQrC8vLxZs2bJOUfOWk1NTak+2JShntU4E46sSBzZS5xHmOpDgF2SYxnp0SOPPBLbRuTKUm3h+OOP7+7udvYIAXjN7t27W1paVGOVnFLkwq+urq6ysnLKlCnBld2ECRM8ew+RelbjlnAMDQ2tWbPG5/MVFhbW1tbKn2FXe/XVVy+44AKpfSdOnLh9+3brbbotyYN9zzzzjHwTvv3tb8czmU9zc/PKlStjnu4QAOwYGBjo6Oi4/PLL1QxgMcwtkRmoZzXOh2PEiBExvKuxsXH27NnvDpOFbdu2ha7z5ptvlpSU7Nix45NPPnnvvfeuvPJK+9un4AEACSV5VQxzS2QM6lmN8+E48cQT/+d//ifad82dO3fXrl1qWRbmz58fuo5kVDEPQ0LBAwASLdq5JTIJ9azG+XA88MADV1xxxcGDB81u84VVUFBg3Lc+dOiQz+cLXWfcuHF33XXXhAkTjj322Guvvdbv99vfPgUPAEgC+3NLZBjqWY3z4Yitk3t2dvbhw4fVsizk5OSEriMvLlu27KNhS5cuXb58uZ1d0wcLAJBMduaWyDzUsxq3hMNOC5asI/+lliXHKioqsr99Ch4AkEwWc0uEkpysra3txhtvfOONN5JwbIlAPatxSzjs9MEqLy+XvEotf/jhhyRYAAA3C51bQtPT09PY2FhVVeXz+VQ2NmbMGItp792MelbjlnBs3brV7ClCo8y2b99+9dVXG7cIr7/+euttcosQAJBaxtwSy5Yte/vtt48Md4RvbW2trq7WxtDKy8tTC2bT3rsc9azGLeEYGhpavXq1b9jatWuDO8gHl9ndd99dVFRUWFh4zTXX0MkdAOB+7e3txvjvJSUlKt9SpMqrqqpqbGzs6enp6+u79957TzjhhDTNsahnNV4JBwUPAEiVffv2jRgxQiVVkmBJ/lRXV9fR0aGGhg8Wdtr7tEA9q/FKOCh4AEAK1dfXl5aW/uQnP4mYNqVpjkU9q8nkcNAHCwCQjtIxx6Ke1XglHBQ8ACCNpF2ORT2r8Uo4KHgAQHpJrxyLelaTyeHgFiEAIK2lUY5FPavxSjgoeABAOgrOsX7/+9+HPnjoEtSzGq+Eg4IHAKQpI8cSp59+eqoPJzzqWY1XwkHBAwDSl+RYo0aNUsNoRTXOdtJQz2oyORz0wQIAZIxHH31U6rLCwsJAIJDqYwmDelbjlXBQ8ACAdFdaWirVWVNTU6oPJAzqWY1XwkHBAwDS3Y4dO6Q6kzQr1QcSBvWsxivhoOABAOlucHBQ9Xbfs2dPqo9FRz2ryeRw0AcLAJBhNm3aJDXakiVLUn0gOupZjVfCQcEDADJAf39/Xl6eVGrd3d2pPpa/Qj2r8Uo4KHgAQGaorq6WSm3lypWpPpC/Qj2ryeRwcIsQAJB5Ojs7pVLLy8tz1YBY1LMar4SDggcAZIxFixZJvbZly5ZUH8j/Rz2r8Uo4KHgAQMbYvXu31GvFxcXumZqQelbjlXBQ8ACATDJt2jSp2nbu3JnqA/m/qGc1mRwO+mABADJVY2OjVG1lZWWpPpD/i3pW45VwUPAAgEwSCASKioqkduvo6Ej1sfwv6lmNV8JBwQMAMkxtba3UblVVVak+kP9FPavxSjgoeABAhunr68sd1tvbm+pjoZ7VZXI46IMFAMhsy5Ytkwpu1apVqT4QEiydV8JBwQMAMs++ffukgvP5fAMDA6k9EupZjVfCQcEDADJSeXm51HENDQ2pPQzqWY1bwjE0NLRmzRrJwQsLC2tra+XP0HWiveXHLUIAQMZrbW2VOm7KlCmpPQzqWY1bwtHY2Dh79ux3h8nCtm3bQteJp/AoeABARhocHJw8ebJUc5JppfAwqGc1bgnH3Llzd+3apZZlYf78+aHrkGABABCqvr5eqrmFCxem8BioZzVuCUdBQUF/f79aPnTokM/nC11HCq+oqGj06NEzZsx48MEHv/76a/vbp+ABAJnK7/dLvSk13f79+1N1DNSzGreEIzs7+/Dhw2pZFnJycszW/PLLL/ft2zd//vyamhrtv7IsJfDoAQBIKakTpaZbvnx5qg6AelbjlnDYacEK9t5770VcJxgFDwDIYN3d3TnDNmzYkJIDoJ7VuCUcdvpgBevt7R03bpz97VPwAIDMduqpp6o7Np2dncnfO/Wsxi3h2Lp1q9lThEaZLV26VL40X3311YEDBxYuXHjrrbfa3z4FDwDIbJs3b5bKLjs7+4MPPkj+3qlnNW4Jx9DQ0OrVq33D1q5dGzwOllFmTz755KxZs0aNGiVJ+rp16wKBgPU26YMFAPCUCy+8UOq7urq65O+aelbjlXBQ8ACAjLd//341c47f70/yrqlnNV4JBwUPAPCCysrKlDRiUc9qMjkc3CIEAHhNqhqxqGc1XgkHBQ8A8IiUNGJRz2q8Eg4KHgDgESlpxKKe1XglHBQ8AMA7kt+IRT2ryeRw0AcLAOBNyW/Eop7VeCUcFDwAwFOS3IhFPavxSjgoeACApyS5EYt6VuOVcFDwAACvSWYjFvWsJpPDQR8sAICXJbMRi3pW45VwUPAAAA9KWiMW9azGK+Gg4AEAHpS0RizqWU0mh4NbhAAAJKcRi3pW45VwUPAAAG9KTiMW9azGK+Gg4AEAnpWERizqWY1XwkHBAwA8KwmNWNSzmkwOB32wAABQEt2IRT2r8Uo4KHgAgJcluhGLelbjlXBQ8AAAj1ONWD/60Y8SsXHqWY1XwkHBAwA87pFHHlF9Zv7rv/7L8Y1Tz2oyORz0wQIAwNDU1KQqxKKiotbWVmc3Tj2r8Uo4KHgAgMcFAoF169addNJJKs2qqqrq7e11auPUsxqvhIOCBwBADA4ONjQ05Ofnqz7vjY2NjmyWelaTyeHgFiEAAGH19vYuWbJE1Y/l5eVdXV1xbpB6VuOVcFDwAABoWlpaxo8fL1VkXl5eXV3d4OBgzJuintV4JRwUPAAAofx+/4oVK1RT1rRp05599tmenp6ottDb2ztnzhzqWY1XwkHBAwBgpr29XbIro1PN448/bv+9a9asoStOKLeEY2hoSErI5/MVFhbW1tbKn2Zr9vf3l5SU2ClI+mABAGBTIBC4+uqrVY2Zm5tbXV3d3d0d8V2SmY0dO5Z6NpRbwtHY2Dh79ux3h8nCtm3bzNa85ZZb7rnnnmgLkoIHACCiVatWTZkyxWibqKys3Lt3r9nKzc3NkoqpER+oZzVuCcfcuXN37dqllmVh/vz5YVc7cODAqaeeKlk2CRYAAAnS3d1dXV2dl5en0qyysrLW1latC/z69evV/9bW1h6hng3hlnAUFBT09/er5UOHDvl8vrCrXXTRRY899tiR6AuSggcAICp9fX11dXVFRUUqkZoyZUpDQ0Ng2NKlS9WdxKamJrUy9azGLeHIzs4+fPiwWpaFnJyc0HWee+65M888U3XPCluQWZYSevwAAGQkSackrzLuG+bn5xcWFqqFPXv2GKtRz2rcEg47LVgzZ8407gTTggUAQNIMDg62traeccYZRpqljU1KPatxSzjs9MGKp1GKggcAIE6BQEANTHrfffdp/0U9q3FLOLZu3Wr2FKHZ3cCI2+QWIQAAzpIcK+wU0dSzGreEY2hoaPXq1b5ha9euDR4HK+YEK571AQCAfdSzGq+Eg4IHACBxqGc1XgkHBQ8AQOJQz2oyORz0wQIAIDmoZzVeCQcFDwBA4lDParwSDgoeAIDEoZ7VZHI4rAd2BwAADkp1te8uhCMKSfj2JOcLygfx2i6Ssxc+iNv2wgdx1S6Ss5eM+SAZgBhFgd+Gq3aRnL1kxi6Ssxc+iNv2wgdx1S6Ss5eM+SAZgBhFgd+Gq3aRnL1kxi6Ssxc+iNv2wgdx1S6Ss5eM+SAZgBhFgd+Gq3aRnL1kxi6Ssxc+iNv2wgdx1S6Ss5eM+SAZgBh5Eb8NV6E43IYScRtKxG0oETuIkRfx23AVisNtKBG3oUTchhKxgxh5Eb8NV6E43IYScRtKxG0oETuIkRfx23AVisNtKBG3oUTchhKxgxh5Eb8NV6E43IYScRtKxG0oETuIEQAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBSntDQ0Nr1qzx+XyFhYW1tbXyp/XrTr0XYVmELuv/ifa9FEc8zKL37LPPnnvuuXl5eRMmTLjxxhs//vhj+++lROJhFr1nnnnm7LPPHjVqlJTIdddd9+GHH9p/LyUSD+vo9ff3l5SUmJ24KBELJFhpr7Gxcfbs2e8Ok4Vt27ZZv+7UexFWxNBZJFgURyKYRe/888/ftWvXwMDARx99dNNNN1188cX230uJxMMsegsWLHjqqaf8fv/nn3++ceNGSX/tv5cSiYd19G655ZZ77rnH7MRFiVggwUp7c+fOlXpCLcvC/PnzrV8/ElTHx/BeWIsYutDzFMWRUHaiJzX6mDFjjD8pkYSyEz1JfEePHm38SYkklEX0Dhw4cOqppwYCAe3ERYnYQYKV9goKCvr7+9XyoUOHfD6f9etHgn4bMbwX1iKGziLBojgSwU70WltbKyoqjD8pkYSKGL0vvvji3nvvDW5TpEQSyiJ6F1100WOPPXYk5MRFidhBgpX2srOzDx8+rJZlIScnx/p1p96LsCKGzuIWIcWRCBGj98orr5x88slvvvmm/fdSIvGwjp7qp3jCCSd0d3fbfy8lEg+z6D333HNnnnmm6j5lduKiRCyQYKW9eC4guPhwXAwtWBHfS3HEwzp67e3tkyZNeumll6J6LyUSj4jR++yzzzZs2HDWWWfZfy8lEg+z6M2cOXPv3r1q2ezERYlYIMFKe/HcAuf2ueNi6IMV8b0URzwsordz586JEye+/PLL0b6XEomHnehJjhXcKy7ieymReJhFLyuE/fdSIkdIsDLA1q1bwz6sYfb6kaA6Pob3wlrE0Fn0waI4EsEsevfff/+kSZO6urpC30KJJJRZ9K655poDBw4cPnz4/fffX7lyZdg+WJRIItiJnlkfLErEAglW2hsaGlq9erVv2Nq1a4OHIQn7+pGg30YM74U167CHvRakOBLKLHqhV+cDAwPGf1m/lxKJh1n0nnzyyVmzZo0cObKkpOSmm27605/+ZLyFEkkoO9EzS7AoEQskWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoKV9szmrI12Dk47c98qZo/sRpzMOOJq1rOKAgCQLqjJ0p7ZnLXRzsFpZ+7bYGZpkM30KOxq1rOKAgCQLqjJMkrwnLXxjP+mzX0bluMJltmsogAApB1qsowSPGdtPDMYaHPfhuV4gmU2qygAAGmHmixzaHPWxjwHp8Xct8GcTbDszCoKAEC6oCbLEKFz1sbWghW6HYsu7WGPJHTAXztvtzOrKAAA6YKaLBOEnbM2hj5YEee+DeZsC5adWUUBAEgXVGNpz2zO2mjn4LSY+zasRDxFGNUWAABwLWqytGc2Z220c3BazH1rvceIr9t8e/AKMUcDAAA3oCYDAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw/4PhGxt6qeBIyoAAAAASUVORK5CYII=)
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