Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_082015_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 13, 2006 |
Start Time | | 2006/12/13 00:00 |
End Time | | 2006/12/16 00:00 |
Key Words | | GEM-CEDAR event, 2006.12.13-16 |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.71 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 91.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GEM_CEDAR_082015_2 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAyMDoxNjoxNyBFU1QgMjAxOJ9qpdoAAAGqdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiR0VNX0NFREFSXzA4MjAxNV8yOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDYtMTItMTNUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDA2LTEyLTE2VDAwOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTAuNDg2NjI4NTAwNSwgIm1heCI6MTcuMjExNDU4NTAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfQiE78sAAAAEZ0FNQQAAr8g3BYrpAABIWUlEQVR4nO2deXwVRbbHI0lI2EICISEYQgAxbAEGkQEBWWVRVBBFFAUEFBc2QRYHBVE2fYCCKDDq6OhzAR1ERlHGpzguvHFwUIgGUdTwwnugGc1odKIEua8+qZn6lNXddft2V9/u2/X7/nE/faurqs+pOl11urq6KikCAAAAAACUkuS3AAAAAAAAYQMOFgAAAACAYuBgAQAAAAAoBg4WAAAAAIBi4GABAAAAACgGDhYAAAAAgGLgYAEAAAAAKAYOFgAAAACAYuBgAQAAAAAoBg4WAAAAAIBi4GABAAAAACgGDhYAAAAAgGLgYAEAAAAAKAYOFgAAAACAYuBgAQAAAAAoBg4WAAAAAIBi4GABAAAAACgGDhYAAAAAgGLgYAEAAAAAKAYOFgAAAACAYuBgAQAAAAAoBg4WAAAAAIBi4GABAAAAACgGDhYAAAAAgGLgYAEAAAAAKAYOFgAAAACAYuBgAQAAAAAoBg4WAAAAAIBi4GABAAAAACgGDhYAAAAAgGLgYAEAgkVSkvp2ac+ePe3atYuasxeX9iJPAEDwwZ0PAAgWXngkffv23bZtmy+XhoOlEBQmSCBgrMAWx44du/HGGwsLC1NTU7OysoYPH/7SSy/RU0kGWHjHjh1PnTrFMiHHHTp0iNpEHjx48JJLLmnSpEndunV79Ojx7LPPRr0Q4bTTTsvIyOjWrduCBQu++uorIc977rknOTmZ/PKBLJ+mTZtecMEFn3zyiUQqIvz8+fMzMzOJ+gsXLmR6ffbZZyNHjsyshRyQvzT85ZdfHjRoUHp6el5e3pQpU/7+97/L8+HlMRXSeMqI1UWt+Mc//kFkaNeuXb169Yg8F1988X/913+R0svJyfnxxx9ZtFGjRrHj6urqZs2akThR6zcmyQWVXUYwQmyD10hhzr7kySO5NwklJSUjRoxoWAs5OHDgAC+YaR2ZWoXV1U3rV2LkfEK3mtsGbhnwBZgdiM7Ro0dbtWo1d+7c0tLSf/7zn6Tb/uMf/zhs2DB61qrxIuHEPdqxYwcLef7550mIvLEjXk5ubu7q1auPHDlCesS//OUvY8aMiXohevD999/v27dv5syZLVq0+OKLL1iEn3/+uXXr1uvXr2/Tpg05NiYkGt1+++29e/eWCLZp06bu3bt/Xgs5eOihh2g4SbVo0aLKWm699VaWyXnnnbdz586qqqovv/xy2rRpxIGT52OUSq61KVYXtYJU4rXXXkvK/KeffiI+05YtW/r370/CSZ+6detWGufrr7+uU6dORUUF/fvUU0+RsxEb9eu4V/PCwbKZJOEcLPm9+emnnxJveM2aNcdqWbt2LflLAuWCWVmFBCGrqEYuuboXwMECvgCzA9GZPHkycR2szkr8HtJJ9+nTh4X06tXr2WeflTd2V1555bJly2K9kBBCvKWrrrqK/X3xxRdJK08Ozj77bP7hnk/43Xffked1iWDEcyK+Cz0mB0yv+vXrk7T0+NtvvyV/jWlJhAYNGsjzsVLHcd/AX9QqH6LyP/7xD2M4cZVGjhxJj0mHTdK+8MIL9O/QoUPJ2YiN+rXjJ9199905OTlNmjS56aabSHcuJCQe9qxZs3JrIQd0CEo+KhZrEhJC3I78/PzTTjuN/t24cSNxWdLT04k6JSUlkmwFDh06RB4GiC4ZGRmjR49mLqlcHflFr7/+epIhiU8KylRf+b05fvz4JUuW8CGLFy9mt4ZVBVlZhQQhKztGLtSIUBFRC5M8Kd11112FhYVZWVnXXHMNebii4TU1NeT2LygoyMzMJM9ppteSVASToV+/fk8//TQTmDzv5eXlxVosQHPgYIHokJaFtHdWZyV+D2kE27Vr984775C/u3fvJsckRN7vkiaPvWWzfyEhhLSGzZs3Z3/PP//83/3ud+Tg0UcfJcfGhF9//fVtt93Ws2dPiWCkoWetPHmsJ803Pb700ktJp0Va3srKSpIJ+WtMu3379gEDBsjzsVKH/M3OziZ+W+fOndetW3fy5EmJkFYXNWZLGTFixNixY99+++1//vOffPiJEydIpX/55ZfkeOHChcSpmj9/fqR2vIQULDkbsVG/dhysIUOGHK2FHNxxxx1CQtJTkvDyWgYOHEjKOWrOsSYh4RdffPH//u//sr+jRo364osvSIe9dOlS5hlYZcvTpUuX119/nZQkMYbp06dPnTrVvjqmFyXmRCrof2shVWCqgvzeJHfT4cOH+RDyl90aVmViZRUShKyiGrkxiVARUQtzzZo1gwcP/vzzz7/55hviMs6ZM4eGk8czYvZETRI+e/Zs02tJKoLJ8Morr3To0IENeE+ZMmXVqlU2SwMAChwsEJ2UlBS+qTU+egqwcPK7efPmiy66KFL73uG3v/1tJFq/S65VXV1tekp+IR7iAaSmptJj4q41a9aM5knnD5FG2Zgh6aj4t4pG6tSpQx0Lmn9ycjI9pu9oaCbkgPUQjH379rVu3Zr1glb58Goar04esvfu3Uu6XtZnyBEuasW3335LOpuuXbump6e3adPmlltuYc/o5Mn+3nvvJQfkUX7Pnj2011+xYgUJ5+WU1K9pZQmafvTRR/T4ww8/bNu2rVACRCQWoaSkxBjBSKxJSHhZWRn/99ixY/T4hx9+YIOaVtlaQQo2Pz/fvjpWFz148CA9JglNVZDfm8S6hLuJRCZJhMhCKolVWCHIFtXIjUmEiuAxLcz27dt//PHH9Pj48ePk1qPHZ5xxBhsCtLqWpCJ4Gc4+++wnn3wyUjtvgQhAqsZUPACsgIMFokMeeY1dddSBChpOPAPiuzz11FPkl72vkVxL1QgWuRw9Jt2D0IvMmzePT3jq1CnyvBv1KzOrh3LyKHzrrbeyOVjkL59q9+7dBQUF7777btR8oqpJ9TIdDBAwXjQqpBCIizNx4kQ2bev999/v1q3bTz/91LlzZ/KXPM2T6isqKiLhvJyS+pVXNI3Aun9yQLpzISEJkUcwEmsSEi58ZyCclWfLQzzgQYMGZWVlUTNjXkWs6vDx2dsrEt9UBfm9mZOT42AEi2G0Cit3WQhxNoLFV0TUwiRuKH9TE5eOhvOFbHUtSUXwMmzfvp0Y/MmTJ6+44or169cbVQBADhwsEB3Swi5cuFAItOlgEVauXEkemtkAu7xZv/LKK1esWCHPMGo4ef6++uqrI/8esuKHpj7//HM2oMUnpG8V2WwqI1bTSkhDbzUH65lnnmnRosV7771nJ5+oahLKy8uJA2p1VnJRmxAfsVGjRuwvcbA2b948ZcoUcjxp0qTVq1d37drVKKdV/dpxsNhAAjmwP4JFp+mY4mAEy85fOyNYJPD3v//9119/Tbpk8mssB5uy8fGjjmDJ703iGRjnYI0fP970ulYIVmGKkFVUI48YKlHIIWphEtfHdMi5Xbt2xhEs4Vo2K4I4W8XFxeR5rLCwkE0QBMA+cLBAdMrKykifzb5U+uabb+jEZ3rWvt8jD6d88sknxNFZu3YtcSbI4/u7775r/yvCH374Yd++fbNmzWJfET766KNssjZjxIgRjz32mDHDSy+9dNOmTVaCbdy40eorwttuu42OYP3mN79hfcmaNWsKCgpYBxk1H6M6lHHjxpE+gLTvpPCHDBkyY8YMKwklFzVmS+nfv/+WLVuOHz9+4sQJIs+0adNI4bCz9957b9OmTZ944glyTEqsYcOG9KWhJMNIjA7W0KFD6RwscmCcL7Vo0SI2V2bQoEGknGk4cZFJaZjmaZXEpYNllS0Psdvnn3+eGO1nn31GjNZYDjZl4+OzOVjDhg0zVUF+b3788cfZ2dnkbmJfEZK/bMTLqkzkVmGKkFVUI48YKlHIIWph3nfffaQwSQ7k1jhw4MDll19Ow5cvXz5gwACSip+DJVzLvpGQxxUS+PDDD0uUBcAKGAqwxZEjRyZPnkya8pSUFNLpjh49es+ePfRUkgEWbppV1OaJNIUk/8zMzLp165599tn218EiHkDXrl3nz59PZ2cTevTowZ6kGTt27CDZGiXZtWsX/djQFPI4S55l6XpXCxYsYK8SiEc4fPjwxrWQfoi9kTFKW1VVJcnHmIQGbt26tUuXLmlpaeQ5m3QMVhPU5Bc1Kkt57bXXSFFnZWWlp6e3bt36pptu+vrrr9nZr776KjU1lXRC5Jg4rOSYX2BMiYNFvyIkAtxwww38x1z0gChLHEr6tRc5YLoTP5KUnmn+VklcOlhW2fK89NJLRUVFpJSIj7t+/XpjOdiUjY9/3XXXkcIhRXTnnXeyaYUCknuTsH//fmKfDWohXtoHH3zAX8jU5ORWYSxAYw4SI2cIlSgUQtTC/Pnnn0l4+/btya1RXFy8fft2Gk6cQvKck5+fT+QnDqXptewbCWl82rVrV1NTI6hsVRoA8MBQAAD+gI7KPsRPIr6O31L4zMmTJ9kM/fhw4YUXPvXUU/G8IggTaOAAAP4ABysqs2fPPnbsWFlZ2eDBg2+++Wa/xfGZvXv3sq8Fvebnn3/evHlzcXExvzQxADGBBg74g/H1REC628AKxpMQQkYlEWWOM/fdd19+fn5OTs61116LZQIaNmz44IMPxudaxDgLCwuJSxefy4FQggYOAAAAAEAxcLAAAAAAABQDBwsAAAAAQDFwsAAAAAAAFAMHCwAAAABAMXCwAAAAAAAUo4uDZfpZOwAAAADijN8eQZzQRk9tahQAAAAILPp0x9roqU2NAgAAAIFFn+44zHrqOSYJAAAABBZ9umNt9NSmRgEAAIDAok93rI2e2tQoAAAAEFj06Y610VObGgUAAAACiz7dsTZ6RqvRw4cPx0cSAAAAQFvgYIUNSY3m5eWxifAHDx6Mp1QAAACAVsDBChtWNZqdnc1/aVi3bt04CwYAAADoAxyssCHUaHV19Y033hgxLOWQlpbmk4AAAABA+IGDFTaEGqXu1GmnnSY4WMnJyX5JCAAAAIQeOFhhg9ZonTp1yAH91XyPJAAAACD+6NPPhllPwXNq1qyZxK+CgwUAAAB4jT79rDZ62sZvSQEAAIDQok8/q42ecLAAAAAAv9Gnn9VGTyn8bPeysjK/hQUAAADCCRyssGH0qHinKjk5mR2PHDnSb2EBAACAcAIHK2ww/2nDhg00pEmTJizwlltuYcd9+/b1V1QAAAAgrMDB8gHTWVCqJkiZ5kAHscgvOa5fvz6mYQEAAACeok8nGzg9jQ6WqmyTalfAsorAvzGsrKxUclEAAAAA8MDB8g1PHaxevXpZReBXH23ZsqWSiwIAAACABw6WbxgdrOzs7Pr163fu3HndunUnT550nC1h+PDhVhFKSkqYg4UdCQEAAAAvgIPlG6ZF/+OPP+7du7dPnz6zZ8+Wp5Vzww03SJKzt4SSN4kAAAAAcAwcLN+QFP2RI0cyMzMdZ0sYNWqUJA7/ltDZVQAAAAAgQZ8eNnB6Soq+vLw8NzfXcbaEmTNnSuKsW7cODhYAAADgHfr0sIHTUyj6cePGlZSU/PTTT6WlpUOGDJkxY4ZVzKjZEhYvXmwnGmHBggUxiQ0AAACAqMDB8gFhvhQN3Lp1a5cuXdLS0tq2bbto0aLq6mo+fqyZX3nllfZlcKACAAAAACTo071qo2ctU6dOlUfjV8OiC5ACAAAAQBVwsMIG9ZnuuOMOebSioiJ+EEv+0SIAAAAAYgIOVtiw6WBFMIgFAAAAeAYcrLBh38GKYCYWAAAA4A36dKza6GlvkjulsLAQDhYAAACgHH06Vm30tDfJXYhPGDFihKeCAQAAAPoABysMJBmw+YowgreEAAAAgAfo06tqo6cLBys5OdlT2QAAAABNgIMVNmJ1sPhvCfWxBgAAAMBT9OlStdEzRgcr8ksfyzvBAAAAAH3Qp0vVRs9aou5FaJpKH2sAAAAAPEWfLlUbPWsZN26cg1SEo0ePeiQYAAAAoA9wsMIG9ZNmzpwZUyr2lrB58+YeCQYAAADoAxyssOFgDlYEizUAAAAAStGnP9VGT9cO1uHDhz2SDQAAANAEOFhhw5mDlZKSwhys7t27eyQbAAAAoAlwsMJAkoFYHawI3hICABKKmpoav0UAQIY+nak2etaycOHCWBPWqVOHOViTJk3yQjYAABCoqKhwkGrGjBm0sdq+fbtykQBQAhyssEEbnRtuuCHWhPxyoy1atPBCNgAAYFRVVdEGJz8/P9a0rL0iB17IBoB74GCFDVKjHTp0qKysjDVhs2bNmINVp04dL2QDAADGr371K8fTErD/BAg++hinNnq6qFE8FAIA4sa0adOYk1RVVXXWWWc988wzNtNizigIPvoYpzZ6uqjRtLQ0tFkAgPiwdetW1uCwp7u//e1vdtLyc0a9lhMAZ+hjnNro6a5GWZtVUlKiSiQAQCghHhJxdHJzc50lf/zxxwXvyv4EUDhYIPjoY5za6KnIwdq8ebMqkQAAoYQ1FyNHjnSQfNeuXWzSJ8uqS5cudtImJyfDwQIBRx/j1EZPdzXKHiW3bdumSiQAQChhLk5mZqaD5KtWrWIjWKzl6d+/v520zMHChFEQWOBghQ1VI1idO3dWJRIAIHzs2LGDn0HlIIfNmzez5MxhOvPMM+2kdXlpAOIAHKwwkPRLVGWlSjwAQPioW7cu31z07t071hzWr19P0xLvKjU1lR63b9/eTlr2VpEkjF12AOKBPt2oNnoqekVIuPvuu1VJBQAIGXxb4WwkiTlYxFtKT0+nx23atLGTlo14YdE+EFjgYIUNlzXK7/p8zz33qJIKABAy+Jnpzsa8165dy0awmIN1+umn20mLV4Qg+MDBChvua5S1XHXr1lUiEgAgfNSrV8+lg/XQQw+xUSj2aNekSRM7adlFMYIFAgscrLDhvkaxnjsAICoNGzZ0+Ypw3bp1LC3Lp379+nbSsiRwsEBggYMVNtzXKJttqo9xAABiJTMzk3ewkpOTY82BjWDxDhZ780jOStLiFSEIPvr0odro6bpGr7jiCjhYAAA5wiR3Bw7WXXfdlWSN3HOSRKPz39l6Wrm5uSTO/fffH6t4ALhEnz5UGz1V1CgcLACAhOPHjwv+kJsRLAcOltVMhksuuYRvvoh3hdYM+IU+VqeNnnCwAAAe8x//8R+CP+RgLhS/VKkpkrRW0SZMmMDCBwwYYDM3ALxAH6vTRk+lDlZ1dbX73AAAIWPMmDExDTiZsmDBAol3Jc+QfXUoRNu3b58kQ6xKCuIJHKywodbB2rNnj/vcAAAh47HHHotpwMmUDRs2yB2sLVu2zJw5k8UvKyu7+eab6TG/2XNVVRWLM2fOHEmehLS0NPfqA2AHOFhhwGUzJ8lw+fLl7nMDAISMpUuXunew5JPcGSkpKSTywYMHmeMV+eXHzvxAO3HIomaosBwAkKCPsWmjp1IH68ILL3SfGwAgZIwbN87ouDRt2jSmTIQ5UnKXqGXLlvxffh353NxclucFF1wABwsEBH2MTRs9lTpYrVq1cp8bACBkTJ482ei4NGzY0H4Obdu2teld0TYtLy+P/yssEsGy7dOnDxwsEBD0MTZt9FRRo6zxysjIcJ8bACBk7N27l/krbDpUTNObBA8pqktUXFzM/xV2QmTZ4hUhCA76GJs2eqqoUTa/gc5+AAAAnrvvvps2EUVFRaeffjo9trnLDSVWB2vQoEHs765du6xGsLZs2WJM3rhxYzhYIP7oY2za6KmiRjMyMmhLhH2+AABGbrzxRtpEnHHGGYWFhQ6ex2JysI4ePcrPau/cubOVgzV37lxjchJOcoCDBeKMPsYWID1N7/NTp07Nnz8/MzMzKytr4cKF5K/jzN1LyOaTYp8vAICR6dOnM1+nf//+9Dimxdz5dRZi5YYbbrAalJo6daqpgxXB+skg7uhjbIHTUyj6TZs2de/e/fNayIF8o1P72TqD/7rHfW4AgJAxY8YM2j706NFj8ODBDp7H0tLSbLpTxrGuZcuWGV0o4lo1bdq0Y8eOxuT0iiykpqbGk0IB4Jfo04EGTk+h6Hv37r1z5056TA769OmjJFtn8BNF3ecGAAgZQ4YMoe1D+/btycMhPba5Tvru3bttulZWjBs3jp/kTkfOmDslRGYvLllIZWWlh0UDwL/RpwMNnJ5C0WdkZFRUVNDjr776KjMzU0m2zjhw4AAcLACAFWzUqlu3blu3bqXHNr8irFu3rksH65xzzuH/EqeqpqbGKrLRwfrkk0+8LBsA/oU+HWjg9BSKnjyQnThxgh6TA/lsBnnro0o8hbkBAMLEWWedRdsHcrBr1y56nJ6ebictP13dGT169BBC+DnsAkYH6/333/eybAD4F/p0oIHTMynAI1gROFgAAGtatWpF24dZs2Z9/PHH9NjmQqPuHaz8/HwhpKyszCoym4PF3h6++uqrXpYNAP9Cnw40cHomBXgOVgQOFgDAmpycHNo+3Hrrrfv376fHDRo0sJM2JSXFmV/F5l21aNFCOMVkMIVelzlYmzZtYsJUVVURd23u3LmeFBPQG3060MDpKRT9xo0brb4ijKmSlDtYn332mZIMAQChITc3l7YPd955Z3l5eUwOlv3vBwWKiorogbBGQ1LtoJRVKuMI1vjx45kwLHDZsmWelBTQGDhYPiDc/zTw1KlT8+bNy6xlwYIF/DpYMVWSqhpl4j366KNKMgRAFc2aNUtOTq6urvZbEI0gpV2vXj1S7Lt37yZ/s7Ozafuwbt26iooKemxzoVHHk9zZYu6NGjUSTsXkYPFzxVg0op0HxQa0RlV3HHy00VO1g3X99dcryRCAqJCul/SCK1asOK0WaoFLly5l74bIAf8dvt/yakSbNm1omdPvb9j2OM8//3wkxhkF9evXt+NOEY9HWHOBzaw3LlL69NNPW+Vz7bXX0uuaWg4LiWmfHwDsoE8bpY2eqh2sLl26KMkQADlWe6fI91TxW2pd4N/Kkb9nnHEGPaYDWqym7GTVsGFDSYVSCgoKIobV3qdNm0YPjNPkly9fHtVC+KWzWCALwb6rQDn6NFDa6KmoRlmvhpFzEAccvzbKycnxW3YtYB4VpX379vRgz549kRhHsNLT06NWa9u2bSMGB2vx4sX0gHeVKB06dLDKil2XbbGaZOZgEfr27au62IDW2LwjQoB6Paurq2+77TbSEJD2gvySm//HH39UfpVYUVWjzMHCdoTAa7Zs2RK1x7UC9hkf+vXrxxc7fWNICv/48eORGB0sO8706aefTmK+9tprfODdd9/NKl2In5eXJ1iFUSR+Fx0WCFsC3mHzjggB6vWcMWPGoEGDSkpKiKdFfgcOHDhr1izlV4kVVTXKN4JKMgTAiqjdrRy/xdcCYW1PtlDCBx98EInRwbKzzfMrr7xCI7NF2zMyMtauXWsVX9iCkFyiuLg4NTX1d7/7HbtuVVWVUU4+FRwsoBZ9Wif1eubm5paXl7O/5JiEKL+KHbzob1q3bo0ODMQBfj4N6eHoNPY5c+bQs2woolevXrxNCh/qHzp0yF8tQk+3bt34AmfLNDhwsKycJB62KCDPypUr7aRNsnaV6FliY1bCOCobAMzRx6LC7GDxqKrR559/Ho0OiAMOuje65wG6RrU0b96cFOOwYcNMz7I1qCjNmjWjBwcPHoxwdXHgwIGoF+LzSUlJ6dixI/1otGfPnvJ8Dh8+LFQ6HWhnwjDat29vemk6eMbms7/55puwIuAd+liUJ68IhwwZ8tFHH1VXV5NfchymV4QRLOYOlMJPTG7atCkN5OfKxPoZlzARJzU11QOpNYKVJF15QYCty0BhI4iffvopn/att96yf6Gqqio+vG3btuzUyJEj5WkpxgWxKHTqvRHqYLGdXkkbDgcLeIc+FuXJJPdFixa1adMmPT2d/N5+++1hmuQe4doy8pioKk+gJ8ZZyTTcTd/24IMP8skxgcYNAwcOZCXJv0FjCDXI5mh++OGH/NmzzjpLSCh4UTU1NVY1zr8stpJTsCKrDxKPHj1qmpx6+cxUJk2aBAcLeIc+FqWNnupqFB8SAiWYbo1Cwjt16sT+2txlReCtt97iZ0yrFlwj+Enixvv94osvFqqPOVh0moTV6q8s3BhirC/6jlJelYIYVrvu0G8bJcnpXzaDHiYEvEAfi9JGT3U1arouHwCxIl8p1L2BsUy++OIL49mhQ4c2adLETf46MHHiRFaM7A0ag63wyWB1euzYsYhhJJJURHp6+vTp01kgGxXjcxCuwr7ykyxuLIhhXHGUYrWNkmBvrVq1spkQAAe4bNkSCPV6lpSU9OnTp169eqr6CSUolOGNN96QtIYA2MS0C+RxaV0sH+O77JSUFBhwVJ5//nneCaZrC9PjwYMHk+Nt27ZZ1V1ZWRmJQFxYvpxNY9JrRa10uYvTtGlTPk+rXXcqKytNkzM1a2pqIr98KSmRinh+u3btsl+eAFCSAuASxAf1evbq1Wvp0qU//PCD8pzdoLZG+abHdGYGAHJIV8f3XqajWWlpaW4uwb/LFrpnYwcPjBQWFgrVwRwmWm5//OMfTf0YUuBsihUf3zQyCS8tLXVZIxMmTOBzaNCggalU1H8ywuJ88sknEYuxVSHJoUOHaHjLli0dCOySw4cPx/+iQBX6NDvq9UxPT//++++VZ+sStTXKNsQwNj0lJSWkeWrRogX9Zh4AU/hpyJHa8QmhV3M/tsRPwxI6V3nfCShsUSsKKU/+3RmJsHPnTqMjQmHTyfn4pjFJ+GWXXeay3oWxNFMHS/IoyOLQZSCs5OSJ2yS/lStX1q1bd+zYsSzEOIMNJBb61J16PUkbZDrnw1+U1yi/pDvfJvJNUuPGjdVeFIQG46cS/GsdVQuECn3ksWPHTAcnsKGvKcJUJFJ01157Le9V7Nixw9QXSeKWWuDjm8aM/HLEqLCw0IGor776KsuBOFL5+fnGC0kcLPbKmBqeqZzC6JdkVr5a2FX27dsnhPzhD3/w9NLAI7y2meCgXs8HH3xw1KhRdI5ncPCiRo19ldVX9wAI8DbDApcuXVpQUKDwKo888ohpZ2lE4UVDA6kL4e7m56dHpCNYbLYTH980ZklJiakxxAT/xjk1NZV/lcmQLCvDJl3993//t5WcdFYZI24fUzMBiouLI79cVdWZMwp8J0mbBkeNnlatDN+4xB+vZRBmTphCWp9Vq1YpvzRIaF5//XVmIddcc42n1+I/ehVg4xZJrud7hZLs7GzhXr7uuuv49mTXrl1WZWscwbIa7uIryM1QIsskOTm5Xbt2xgtJqpitj/rxxx9Hfun9s+N3332XT8LEdjMJ9emnn87Pzz9y5Ijp2f79+/PyT506lQRedNFFLETyWSUIMklwsEKGRzXKf1EoARPhAU/cXq9QzjzzTMEg6duuCBZ1k2JcD51f+KqiouKee+6xuuWNI1izZs2K2lA899xzjqVlmaSmpp533nnGzCUjWB06dKA2QGd3sCS88yfIxsLdWA7LxHgqKytLkH/16tWRX1YKHdMCCYdpjYcST16cKc/TPd7VqPGLaPKkaFxIhhQL3f8VACWdU0zwU5J5d9/Bom58ko4dO3ojbyDgd9GmnHHGGez4zTffjGkOltXSCTxupOUv9Oc//9mYucTBYnO26Nd5LAn/JPDAAw+YXi7J6as69h2iqeJG+enHsLxILVq0cHBd4DsuTT2BUK/n6aef/n//93/Ks3WJpzVKWgrTMQnl34WBcMBMYsqUKXG7aOPGjYkFZmRk8IHbt2+PqXcfOnSoQp8g4PTo0cPYx7PjXbt2Pf3000Y/gGJ0sOK2rmxqaipfrQzieFmlzczMpHHouKapzMuWLTO9XJLTlo3/1NG47IJp+QgLmuArogTFpaknEOr1XLt27SWXXFJWVnbq1CnlmTvG6xp9//33yZ1PHu6FLcbGjh3Ltwh4VwguuOACJR2qKpgwxpXKjWj1GYfpq1V2/Oijjz7xxBOmfkASt/Q5/7lxVNxIy/a3adSokenUBUn9sgFO2kCZ6jt37lw+iZD5woULaTg1b2NLaIQfCh0+fLhw1k5xOdtICviOS1NPINTrqbzhUCWVj1eP85wbEGSCttVSTNOwAnhre4fpi352vGbNms2bN1v1/czB4r8kiIobadkXo2lpafwOPwzJDHreJole7JifZk4HtxjGkhHCmzZtSv4ePHiwcePGr7zyivGifGEuWLBAOGunuFJTU92UGPALl6aeQGijp681ev/99xtbIqAnQZtXzi95SkSaPHmyVUzTl1wB0cILjKtJ8SUwc+bMefPmWfX9LBPJ1Cu1w4EPPPAAzYRU6G233Wa8XKNGjazSWr2+jHDmMWnSJD6JaWS2bWKSYTDMeFE+bbt27SRnrYCDlaC4NPUEQhs9/a5RDGIBCjOD4CzvaewpBR5//HE+gtAfR30ZlKAI66ELE4AmTpx4yy23WPX9LJNmzZpZxVHrYC1fvpy5HQcPHjRejrhKVmklDhZbwWHUqFEsfkVFhTFyTU3NgQMH+JCioiJ2vG3bNuGifMybb76ZP8WvoS/sAsQDBytBcWnqCYQ2evpdo8ZnO6AnzAxKS0v9luVfCP1r1Ajjxo3jQ4YNGxZ/meNAWlqa0KPzWo8cOZJfFkuAZSLMwRLWHhMydyMte7VHrlheXm4USTKCNXjwYCst2Gqr3bp1Y/F5z4nRpk2b/fv3WxUIv9cNhT/bs2dP/hTz6kiZCE4bT3AeUUBMJPndHccNbfQMQI3yrXNYH/qBnOPHj/O9V3CQzAz7/e9/b+x3I79cFyDu8sYD4zINfCmdddZZQ4YMser7WSbvvfceH7548eKcnJyk2innZ599Nn/q2WefdSPtjBkzmJAPP/ywUSTJCFbEYlkEEt6pUyf6Nz8/n0W2Wr1206ZNVgUiLHMqLIIvuEps0j2VwSrPEL+eDjdJAWv9vCPMegp3o9/iRO666y40DZoTtBnuPEww4XMz/sGAHD/66KNCeFhHZOfMmZNU6z4yTfnlxLKysrp162bV9/P58OErVqywOvXqq6+6kZZfVCJi5pTIv7kzxqdtFPEj6V/iF7LIfDnYRGjx+GmpSQb3S0hFy990azI3JQb8Iil4rZ9HaKNnMGoUM7E0J2gz3HkER6pPnz6RX3qEgszsVAB1UcIdd9yRVLsAAe9KstJITU1lb7IyMjLeeustq7ub9wnuu+8+/hRJyE65HNVmM+6tRn3kq0YZ3Rcaf+DAgfQv/SrQKnJUBCNZvHgxf1aYTcXCmVNIC0eeJ0gUkrTp/rTRMzA1yloHO8sOgZDBal+yrLZfyFclSDKsBsnPAT/nnHP8Ets7Ro4cSWvK1MEi9y+bUNWvXz8S/+2332Zn+Xzkj1X0jaH8/Z1NioqKiKeyc+fOiJmDlZmZKUkr1DUblRw2bBgNadiwoVVkm/CXM65ewZ9lgRUVFXz4Cy+8kJeXx2/l6bLEgC/oU3Ha6BmYGsUgls6wqv/www/9lsUEScdJ3C8hMv9pYSjHEnr16sW0Ew6Sah0s5m+NHj2aJmnevDmJc/311/P5NG3aVF5K77zzTk1NjVrh+aqhB7yHZISNxiX90tsjqtFAfqadMAfLpr919OhRloNNByuqdhs2bHBSOsBXJDUbMrTRMzA12qRJk6jNBwgl/JekfstiieSLfXnkOMsZB+gqDBdddJHpYqHJtdDjO++8U57VmDFjCgoK2A7QccAosOQrQsKUKVNYzNzcXBY+adIkGsiPuQpzsHjDlvDSSy+xHIRV8nnnb/bs2VGNKqplgiCjT61po2eQapQ1DWGdHQxMKS4uDn6vsGzZMqFflIxOVVdXB18jx0yePJnoRVwB08VCiZPBlmB4+umn/RZWRKjBpNpZ+ZL4fFXyi82yjxP5KQ28g0UyN10Wy8jgwYNZDoIfz0/AT01NjWpUfFq0oglHKJsLU7TRM0g1Gu7nfmBFKOudaRTP4Zn4wL7L4xe7ZxAno2HDhvT4jTfe8FtYEeNIpHwEK8JVJf/B4J133sn0ZYHCkJ7gYLVs2dJYXEm/9NSFU/z7Rzu3iZDcSQEB/9CnyrTRM0g12r59e9Y0FBYW+i0OiBOmPU2iw5S66qqr/JZFMXQEi9ytmZmZpu4CC//oo4/8FlbEKHDUrZFZzGnTprHA3/72t0aj5QeZ6AeA/IWaN29uvLrgCQn+Hz/ry46Dxb5tlEcDwUSfKtNGz4DVKN9M+y0LiBOs0ocPH+63LMpgSgXwu0iXzJ8/P6nWceQngPOwV4dBdrCYvyKsNWVk+/btderUER75nnvuOWNLJR/Bys7O5v+ycT6+ERYGBU0Ht6K++2Mxwzd6Gm6C1h17hzZ6BqxG+c9wnnrqKb/FAfHA2M2EgCCv7OWSc845h3bzVg4Wcx347+MCgtHBcraxDPEdjfXLN1/Cps5JtUNl7JgUHfF+BMvnJyMySBkSR23MmDEsJOrSFSzm66+/7kA14BchawMlhFlP4Qb2WxwRvgX0WxbgOStXrgysKbqBn+/styyKoTvhEL/k9NNPNzoESdxmggF0sPhlYJm0zrIyNlPCMg3EheLf6/Xv358erF69ms+BWYhpYV5//fVCyIgRI+wIRmC7C4CEIHxthRXa6Bm8Gg3llGdgRZA3yXEJ0ytk33PRldznzJnTvXv3JOlqTwF8RWWUVr4OlgSa3OoVIQkn6vPmXVZWNn369E2bNgk5JNXuFCTswCghqtvKdPzNb37jTDXgC+FrA63QRs9A1mhYeyZghO+Q/JZFMcIeO36LowzqYJFfuueg6XKjgXWwjPsxe+RgEWpqaviVLIx7/vDmYX8V+KiCsayIP+dMNeALweyOvUAbPQNZoxjE0gdW0QUFBX7Lopg2bdrw/WJ5ebnfEqmBfkVIvCth3QGj7yLs6BIEjH5M1K8IrWC+EQsRSqC6urpfv378X4kwCh0sJsagQYOcqQZ8QZ/+Ths9A1mj5557LmtN+JVgQMgI8UQlCt9rRp06EzQ++uijsrIyY3iXLl2oRsIcLGEd86RAjmDx3+5R5HsRSmCOEQsRnCTiX9bU1Egs/KabbmJneeeMvnt172BlZ2c7Uw34QlibQSPa6BnUGo2pQQEJSog/taNs3LiRmTFdGClRWLJkCRX78ccfF05NmDAhqXYl97y8PP4+Ne6cYxyz8R1B5iQX62hEdbDoRorydoydZV8G0L3D3ThYLKt69eo5Uw34gj6dnTZ6BrVG+cYaM7HCCt83+y2LV/BOJOGvf/2r3xLZIicnh4pNPBLhFP2urW/fvsIIFtshR/AwAsU777xDZaOLTXjqYFH/ki5837NnT0kmSYZPLyVvDKMKlpGRQWPyq8yD4BPY7lg5Qdcz1ltOko9CqdRiOhNr4MCBx44d81EqoAp+WSC/ZfEQ4cVZoozVsVUxiRclnKJz2wn8Bu3UUzEdwgkaxO85fvz42rVrXdaI0XodqM8iMzuhr2WNE9oodqbkZ2VlJZaxAUq4W0KeoOupqiaCXKPTp09nzQodxGLtV0lJid/SAbfw3YbfsniL0EfedNNNfksUnfz8fCptp06dhFNjx44l4S1q4fWqX7++4GH4IrlNZs+ercrBIjls27aN/5uSknLZZZfFlAlzsOgI1pYtW/gMmc904MCBqHnyI4vOVAO+oE99BV1PHRysiLtxchBw+P7Db1m8hb39YYwePdpvoaLA5ioVFRUJp6ZOnZpU+4qwoKCAV6pRo0YJ5GDNmTOHCul4BoJV0xTTizmWiu1jyFZzEIrx+PHjNue0nX/++Sxt48aNY9UL+EXAbxmFBF3PpNovRMgjY+fOndetW3fy5EnH+agVTC389s8CkyZN8ls64IqE6IYVIjgf5G///v39FsoS9vqvXbt2wik6qYggLNOQmZnJ6xjwrv3mm29mno2zHJQ8/rEkdBdCkifzohzfICQH3sxiTQ78Qp/GMDH0/PHHH/fu3dunT5/Zs2dLolm1AgnRvVmJHeJp0TqwYsWKRLFAVQgbpwRc9+bNm1MJu3TpIpx67rnniDfQt2/fDh068LoQj4otsEKe/YI5AYtx9dVXU1ED4mDRTwRInqzcNmzY0LBhQ+NXnDFlG2QbAwL6VFYi6XnkyBE3S7moFUY5xud+duC3aMA5Id4hR45gz4F9TmDzeM4880zjWTrKMnr0aMHBIoFHjx49dOhQvMWNnaeeeoqKnZ+f7ywHtQ4WnYPFO1huYONzut1fCY0+lZVIepaXl+fm5jpLmyg1Sp4y6Vfu/DdZCdGOA1N0dpQff/zxWNWvqKggLmk8V9Jq27YtlbBXr17Cqffff//Xv/71smXLLrnkEt6raNSoUdzEU8Ltt9/eu3dvx8vNK3GwWCb0kUPhkjQhc7ACuHG4ckJTWVEJup7jxo0rKSn56aefSktLhwwZMmPGDHYq1ucnD6TzFr4hw5INiQg/fJWWlua3OD4grMnZr18/eXy+G46PhB07dqRXLC4uFk6xFaSmTJnCa6HbspZqHSzl9RtVmO3bt9On1i+++ELVRQWISSS5fogaPnw4VST0D2OJ2B07I+h6bt26tUuXLqRzIg+aixYt4r8uCb2DFdY9dDWBraIUpsdrBwhdstyShRIj3TCJ7+nmhmw2Vffu3YVTo0aNSqp9s3bZZZd55BwkBFZLVcVk1Y0aNfLawbL6HigOo8hMhpEjR7rPJPQNvj7toTZ6JmaN8j4WVitOIBJolrfX8LvUSTpXY4nFZyv0du3a0Uu0b99eOEXXwWrTpo3wilC3O9FqBOucc86xn0mzZs08uiNYhlYTSOLgtbi/xKJFi6zKp2HDhiTb22+/XZGw/qNPe6iNnglbo/wtF/APwgEF3pURoUw6duxIwydMmEBOScZIvC7ATp060Ut06NBBOMXeHl5zzTW8MEOGDPFOngBitOcePXrEmolxb0Tl4lm9hWdXjIODZV+vFStWsOM1a9ZY2fyll14avmYkTLrI0UbPhK1RYQcS0ugbZ+OCQBE35yCxII8HfFf3hz/8YebMmcZ+xRTvpGJelHEdrMmTJ5Pw3r1783stEHbt2uWdPAFEcH+dvd1r3bq1R3XKxLMSjL/o+PHjVV3X6hJRI1dWVgqRTccIN2zYEOHWafP0LvCCoUOHvvfee8bwioqKhNPFMdromcg1atrlhPslfeIycuRIvpoCvkhSnOG7asnUaSN2dqaTQJ5JyOVMn0zYVDnjSu4DBgwg4RkZGbfeeisvjOPP8RIUJe9qBw4cKNSpKvGiroQiXNeLKXQ29eratatg9ldffbVRQkr9+vUjigo//jCxX3vtNT58xIgRCaeLG7TRM5FrdNq0aaZ3IHysAJKgDWLckPhVycnJLVu23L9/v/DVnvvClGRSWFhITxmXiercuXNSbX+8ZMkSXhLdnGa69nqSO9dk69atCiuU56yzzpLk+d5776m1JSP0E8Komd94442mNk/NjEK/dmTHffv25SOz+YJJAW78x48fz9/jwgJ4HlVBYAmznp7eVHEmOzvbeHPS+3P69OnEoOO5dBCwYu7cucFvAX1HsGFSUMSvKi0tlcdUckXjqVatWlnVF93Fb9y4cfxqlonekjgjNze3QYMGbPdAZ/Bl2Lp1a1WyRazr9/jx4/RTUE/7gqiZ093B+a2prYhwA3IkCSl2SeRAtfn0g9+7775bEFL4IkS3m0gbPRO/Rg8dOkSfDKzGAOjypH6LqTV8dbzwwgt+ixNQ2Ha/SdEGRUinzmJOnDjR8RUlzXpRUZHV2auuuooE9uzZU+g2HIuhOd6VoWm2Spbvsn9pvh1mZ//6179ayWCE3gts7yaC8dNLqwv5izBR2ErIK6+80osqCDLa6BmuGpW0HcG56zQEtaAc3rb58PPPPz/J9ksrSbPO92fCqTPPPJOGr1y50koMYB/vypBlyy+ZZtVCqr26JP9Zs2ZJZLBKReeAx5QknhCfjzRuw4YN4wPl8ylN48Rfcl/QRs9w1ejjjz8uMWjy2OS3gDpSXV3NquCRRx7xW5yQwLfL5Ak4YphVY+dFiaRZz8rKYmeFyVV0Ze38/PyHH35Yw75BOd5NT2TZDhw40Bho1eW759VXXzXN//Dhw2VlZRK3w/juj38kk0hOuOeee9ixg5e2kydPTklJmT9/viQO8Z+EsmJCmpahXOBI7VJexkAd0EbPMNYoXUOInxfJ8G5TCGAF/+bLb1nCg/HB13SZMXlPI6kXfoqx4GDREaw6deoQd1nDvkE57LGwbt26anNmVcOPaEq6/PLy8uTkZPfzwFatWsXyjOmrWKN4/CJexqwyMjJ4BVk4feSww6233tqiRQv+IVASmb80nVxlqkKE+wBCgP+0k9xW2i4NqI2eGtSoYMGtWrXyWyK9YCWP94MKefHFF60abr7A6cH69etNM5E06/z6TLyDlZmZSQObN28ufAHnlaoaUFpa+uCDDyrP1jiycv/995t2/ALEP3BzXbZ+BxGgoKDAzhWTare2jBi+W+KzZV+2MoQmhYXTpRyiwg/TMvbs2SNE27t3b1FREXlWsaNF165dI9ZebFR3002xJxDa6KlBjU6dOtXUrPk1hP72t7+lpqbyXwInwSFQAV/yuu1V5zX8CqVRycnJMebAzhpXWOA/fa+srKSB9957L3/77Nixg+85PFcYxAhbLZa283/6059sjie5rM0JEybwt7zk8yP+LzPCHj168GLzCCNDwj5OMe2J3rRpU1Op7rjjDiGmnRLjleLH7AUk3z9ST9R5oScU2uipTY1a3eQRaUf1zDPP+C14AiO0O36LE0LYeBJfzlbGbEzOThkdrDPOOIOdnTlzJg286667WGDdunXLysrYX3jPwYRVUFpampVhmOJmXX42CsXuelOz5D+kEOyTxj/77LOFnHfv3s3iG5sU9tWendbG6k7p0qULH410AfKCsu+z0kd60/gPPfRQRKfuWBs9tanRefPm2bkNjARqVZUEokOHDnwxLl++3G+JwolgriTk7bffNrVkSVqShIZceOGFKSkpvXv35vvjevXq0f1J+M/jiW8X4XoLmy9lQJwRRuXts2XLFiUXZYHGS2zbtk1un6Y8++yzVivv8HPGo+ZjpTixdlNdGMYXr506dRLWPhXgMzRdu4GJZLMQEh1t9NSmRhnbt2+Pta0hzJ0712/BEwy+kDF85Sl0vi3h2LFjNIQtE8pTXV3Np+K3fmNzbuSdBN83kItWVVUdPnyYpCU+GXPRQKCIul/4+eefv3HjRmO4m3uWNxIWSKzl3HPPZafoigZjx46lf4WVzZ3B7ztkX0hTxek61caNjJJqx25Nr2KVodEXNMZh4e4LISEIs56mVasb5H42vbWWL19OnsWt7jpgk5dffpkVHV4e+QKpgjq1sIoQBpn4F3zUvD/77DOrToI2FF27duWTuFzBHMSBmpoaSZ2y9l8yrOIAeQ7EbA4dOsT/feGFF5Tss8Qra19I00/5JCVGd+fkVRAyZJC7j/8Kkqe8vNxY1G7KPLHQRk9tatRI+/bt+XvsgQce4M/2799fuPGEReSABL7o3nzzTb/F0RreyPnw/fv38+b961//+vLLL5f0KxHDlkdwsBICSZ3y7T9xrysqKvgNBB0/VRozjxs2L71gwQIWk/90gykuKbFf/epXpnnGuuYCi8aW5/ClxHxBGz21qVEr1q1bJ4/A3zDkiYS0QfwMAyz6YIr7Nhqogh/EYoEdO3Y0znomPpakX+nVqxe/p0eS4Z0jCCZ21hPn4c/GdP9WVlYmJyf7u607L/ldd91lFU0QcsmSJfbnjTRp0sQ0T+J48dH4r9RNYa8a2YOKLyXmC9roqU2NOibqJAb4EEZY4XTo0MFvWXSHX7/nuuuuW79+vc2OxEhxcTH/Fw5WQiC0YFH3ZhEq3f6FgrBspkQA06/F7a8Uz5DMeYhV91WrVh09epRPHrvGCYk2empTo26I+nCjZIZmaPD3ERYYsdlzxApeESYETzzxBF9r/BYXpg+HjnfHM1qIOiUcysDCreaiNWrUiMURFOdXRuQxLh7B2Lx5My3VHTt2OBPeQapERBs9talRN7zxxhuyfubfKN/pIkHxt4UFRhx8NmsHv9UCduFrLTk5+c9//jMxCauRmJdfftnZM5JgHr4M7Qum/tlnn9Hwv/zlL6Y2/PDDD1slJ39Nl6G//PLLPRJen3tKGz21qVElpKSk8EuwmPZb9AHRXzl9ZOrUqawobrjhBr/FAf/Cwkdyhd86AbvwLZXNaaMOalkwj/79+zuT1g1Cm/zOO+/Q8H379pnacEVFhTGTUaNG0QPTcS+2sYFy9LmntNFTmxr1CNPPmyl6Lk+A94PBpLS0VOIqOcNvnYBdli1bxmrtww8/tJMk1nZs7969gnkY95yJA7169eJloANUY8eOlezkIWfGjBkNGjTYs2dPHMxen3tKGz21qVFPkbtZq1atoktBWq2JEiaY4joP4wUTNtk5Ozs7omJMy2+FQAzQ2rf/1Bfrk5Lg2fhlHtXV1bwMq1evjvUjSivioJc+95Q2empTo3FgzJgxdia7JNciLHQejuEuXqkLLrjAb3GAyIsvvvjFF1/Q41g3p2O2GoeeBvjOpZdeyir6tddeixo/IyODN5K1a9fGQUhTGjVqxCRZsmSJ3J7tZ0t35+zZs6d3kutzT2mjpzY1Gk/4OzzW3ovQvXt3vzVwAv81OIavEoWY7LNXr16dOnVy0DmBRIRVdOfOnaNGjmmjZa9JTU2lwsyZM0ewYX6pkaC1tPrcU2HWUzA4v8UJLc5GCHhIm/XBBx+MGDGipKTEb22iIKwxQ8T2WyJgC/vWSDvOvLw8NB2awCrazvg6G9oMwpo1zMHiadmyJT07ceJE2roGbSE3fe4pbfTUpkb9oqKiokGDBqNHjybHwi6Hp3HY7OFM95APArwK4XjdqQn89EG5HdKOc9WqVahlTZAvlyXA7KRZs2ZxkE2OqYPlt1DRSQghlaCNntrUaHCwmtAgmSlv6myRHo60I3EW3gpeML9lAbFRU1NDOkXi/Q8cOFBicllZWTT+mDFjmjRpcvjwYX/FBl7DPxBGjcxiFhQUxEE2OcZHhYRol/TpjrXRU5saTRQqKytNH79s4svSU/xmLFjdO6EpKiqyMq1Dhw75LR2IK/zelFEjs5hsbU8fMTah3q0OqhB9umNt9NSmRhMR4mylpaVNmDChXr169hfjNn2NSPKhS0VQ1L7fMd1OGCQipktXJ9nYuRaEj/fff9+BgxWEiU233HILk4c0dw0aNPBbIlvo035qo6c2NRoaMjIyojpbvC8liWZz2HzLli38bAzjJNZYMwSB5fXXXzc1laVLl/otGvABBw5WHKSyA5Nn9erVfstil+CUntdoo6c2NRpurPYltYNkIhfpVq1mhpWWlhpP5eXlxVNr4AWm1T19+nS/5QI+wAzgsccesxkzPoJFJWjy2CGxpHWDNnpqU6M6EHWavNWwFgnh9+TiX/nFhI+6A1WY1mwQ3vuA+MMMIOqzU9AagUceeaRx48ZPPvmk34LEQHBKz2u00VObGtUEKx9r3LhxfLSXXnrJ6Gbdcsstkvn1UV84ZmRk+KU1UAhfy6RODxw4UFNT47dQwB/4218Sbf369UFzsBIRfUpPGz21qVGtIG5WcXFx165dTfeK56NJHCYeNimePBGaOl5z586Ni2bAc/bv39+/f/+rr776mmuu8VsW4DM2l8IqLCyEg+UefUovzHoKHaTf4gCfMR2XYi8TGzduLEmCWe0AhJj09HQ7PQXbyAENghv06Y610VObGgUSBB/LznrxlZWVcRAMAOAjK1as4B+6rKLVq1dPGOoGDtCnO9ZGT21qFMipX79+YPfhAQD4hdVsAZ5AbUSYuOjTHWujpzY1CgAAIFaM3xR37tyZj9CwYUN2CgvSukGf7lgbPbWpUQAAAA4QphCQv2xHZ+FUTk6Ov6ImNPp0x9roqU2NAgAAcIbVpzBCiN9iJjb6FGDQ9Tx16tT8+fMzMzOzsrIWLlxI/jrLR58aBQAA4Aajj8UzYsQIvwVMbPTpjoOu56ZNm7p37/55LeTgoYcecpaPPjUKAADADZKlhv0WLQzoU4xB17N37947d+6kx+SgT58+zvLRp0YBAAC4hM55N+7r4LdcYUCfYgy6nhkZGWyR7q+++iozM9NZPvrUKAAAALWUl5f36NHDbylCgj7dcdD1JI8RJ06coMfkQL6CkfzFeVzkBQAAAIAl+nTHQdcTI1gAAABAaNCnOw66npiDBQAAAIQGfbrjoOu5ceNGq68IY6okfWoUAAAACCz6dMdB1/PUqVPz5s3LrGXBggX8OlhwsAAAAIDEQp/uWBs9talRAAAAILDo0x1roycAAAAAAoDfHkGc0EXPiLXXLKlsnArHqSDIgFOengqCDDjl6akgyIBTXp8KGbroGcF9q/GpIMiAU56eCoIMOOXpqSDIgFNenwoZuugZwX2r8akgyIBTnp4Kggw45empIMiAU16fChm66BnBfavxqSDIgFOengqCDDjl6akgyIBTXp8KGbroGdGpUj0CBegSFKB7UIYuQQG6BAXoHn3KUBc9IzpVqkegAF2CAnQPytAlKECXoADdo08Z6qJnRKdK9QgUoEtQgO5BGboEBegSFKB79ClDXfSM6FSpHoECdAkK0D0oQ5egAF2CAnSPPmWoi54RnSrVI1CALkEBugdl6BIUoEtQgO7Rpwx10RMAAAAAIG7AwQIAAAAAUAwcLAAAAAAAxcDBAgAAAABQDBwsAAAAAADFwMECAAAAAFAMHCwAAAAAAMUkqoN16tSp+fPnZ2ZmZmVlLVy4kPyVh6tKGyaS/g0f+PLLLw8aNCg9PT0vL2/KlCl///vfjQlRgBFYoCJghG6AEboHFugSGKGERHWwNm3a1L17989rIQcPPfSQPFxV2vAhtCznnXfezp07q6qqvvzyy2nTpl1wwQXGJCjACCxQKTBCZ8AIVQELdAyMUEKiOli9e/cmNwA9Jgd9+vSRh0e4W8hB2hAjWVT3u+++a9CggTEmCjACC1QKjNAZMEJVwAIdAyOUkKgOVkZGRkVFBT3+6quvMjMz5eERrlIdpA0xkpZl+/btAwYMMMZEAUZggUqBEToDRqgKWKBjYIQSEtXBqlOnzokTJ+gxOUhOTpaHq0obPqxaln379rVu3frQoUPGUyjACCxQKTBCZ8AIVQELdAyMUEKiOlhuPN/Qe80xYdqy7N69u6Cg4N133zVNggKMwAKVAiN0BoxQFbBAx8AIJSSqg+Xm3W3o3/vGhLFleeaZZ1q0aPHee+9ZJUEBRmCBSoEROgNGqApYoGNghBIS1cHauHGj6VcGVuER7hZykDbECC3LmjVryEPbwYMHJTFRgBFYoFJghM6AEaoCFugYGKGERHWwTp06NW/evMxaFixYwK+fYRoe4SrVQdpQkvRLTAMJVVVV7BQ9QAFGYIGKgBG6AUboHligS2CEEhLVwQIAAAAACCxwsAAAAAAAFAMHCwAAAABAMXCwAAAAAAAUk6gOltVmnA42j/zggw+GDh3aoEGDFi1aPPLII1ZXFGZBysWwmfyll14699xz09LSSPKJEyceP37cQVEAXwiHBVIqKipatmxpegoEmXAYoek0c5AohMMI7V89JhLVmq0244x188hDhw6RruU///M/v/nmmyNHjlxxxRXy6wq1YmdPUEnygQMHbtu2rbKy8rvvvlu6dCmxD/slAPwlHBZIufHGG1esWIG+LeEIhxHC8BKacBhhrFe3SRgsm9+MM9aFy0g5btiwwf61JG2BsCdorMmJZdSvX9++JCA4JLQFlpaWtm3btrq6Gv1cQpO4RgjDCw2Ja4SxXt0mYbBsfjPOWJfez83Nvf322/Py8po0aTJhwoTKykr5tSSVKuwJGlPy77//fuXKlVGdbhBMEtoCzz///CeffFKeMwg+iWuE5G92djZ5vOzcufO6detOnjwpTw4CS+IaYaxXt0nCN6nCZpyxbh5JDq666qovaxk3btykSZPkl7OqVMmeoFGT0/fBOTk5n376qTw5CCAJbYF/+tOfevbsSadBwMFKXBLaCCk//vjj3r17+/TpM3v2bHlyEEwS2ghjvbpNErtJNW7GGavXTMLJX3pMSpY8SNFjq3lwppVqFCOm5IRvv/12yZIl/fr1i6IwCBiJboHFxcVvvfWWJGcQfBLdCHmOHDmSuDv76kyiG6HV1V2SwE2q6Wacsb737du3LylNenz8+PGoxWqsp6h7gsqTM4iPFfW1MQgUIbDAJAN2MgHBIQRGyFNeXp6bm2snExAcQmCEsV7dJonanlptxhnr5pGPPPLI+PHj2cDgNddcI7+uUCuSPUHtJL/66qtLS0tPnDjxP//zP9OnT8ccrAQiHBZo8xQIJuEwQnLFkpKSn376iTSGQ4YMmTFjhs18QBAIhxHGenW7V1GSS/wxPnnTzTgdbB65ePFi4q5mZWURd0cytc30Qd9KDJvJt27d2qVLl7p167Zs2XLatGlff/21ksIBcSAcFihEcFwawBfCYYS0GUxLS2vbtu2iRYuqq6uVFA6ID+EwQvtXjwk0qQAAAAAAioGDBQAAAACgGDhYAAAAAACKgYMFAAAAAKAYOFgAAAAAAIqBgwUAAAAAoBg4WAAAAAAAioGDBQAAAACgGDhYAAAAAACKgYMFAAAAAKAYOFgAAAAAAIqBgwUAAAAAoBg4WAAAAAAAioGDBQAAAACgGDhYAAAAAACKgYMFAAAAAKAYOFgAAAAAAIqBgwUAAAAAoBg4WAAAAAAAioGDBQAAAACgGDhYAAAAAACKgYMFAAAAAKAYOFgAAAAAAIqBgwUAAAAAoBg4WAAAAAAAioGDBQAAAACgmP8HfTYp4vOHAuMAAAAASUVORK5CYII=)
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