Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_022712_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 05, 2004 |
Start Time | | 2004/12/05 16:45 |
End Time | | 2004/12/05 18:20 |
Key Words | | MagnetoSheath |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 93.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_022712_1 |
Minimum Dst Value | | 27 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IE1heSAyNSAwOTo1MTo0OCBFRFQgMjAxN34LZOgAAAGsdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRW1pbHlfSHlhdHRfMDIyNzEyXzE6IFNXTUYgcGxvdCBvZiByaG8gYWxvbmcgR09FUy0xMSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwNC0xMi0wNVQxNjo0NTowMC4wMDBaIiwgIm1heCI6IjIwMDQtMTItMDVUMTg6MjA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoyMS4xODQ4OTk5OTk1LCAibWF4IjoyNS4yNzkxMDAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19WyH5SQAAAARnQU1BAACvyDcFiukAAD7iSURBVHic7d1/UBznfT9whLBAApOTjSUg0gki5GAHyYxG9kgGO5ggWxZyjRvakDGuSMBFcdCYpvqBA7aRS2zSAefkUS1cKVMyxS5WVOfSSqDx0N50cK2qMBCHGoKxjWScnBCSiUDpIZDh+/ny5Lvf87O7x96xv273/fpDs7fsj+c+z2qfz+4+92zEHAAAAACoKsLoAgAAAABYDRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQJtRUTgGANpWhwb77777oYNGxbcsha7xqEOAP5wRgBNCI0NWh2Qo8WxkZ2d/dZbbxmyaxzqKkIwwQJwEIO0CJGQt6PKKqEVgFtLyUZmZ2cPHDjgcDhWrlxZVVVFH9n89vb23NzcmJiYpKSk0tLSy5cvB57PRS8+Pt6/GOKQym0nwFdTXi+///3v6bts2LBh+fLl9L0effTRjo6OS5curVq1ampqSlisoKBAmPb5fLfddhstQ7u48847hTiwEN1xxx3+OXRox4kW95kozv7fSMUtG7JNf16v96mnnkpJSbnpppuoEnfs2HH69Gnhr319fQ8//HDcPJr49a9/7V8wyTqSPCrk9i5XvwvWu56pEtIyMBUcjiBNrVNV2CVYTU1Nmzdv/ngeTRw7dozN3759e1tb2+Tk5OjoaHl5eX5+fuD5/l5++eV9+/YFLpuS7Sz4BeU89NBDTz755AcffHD9+nXKmd58882vf/3rNJ/a1BMnTrBlrly5EhkZOTY2xj6+8cYb9Fe2iy1btvzLv/yLsLVf/OIXNGfxNym1SLAUrhJ2Cdann366bt26v/7rv+7v7//f//1fyr//9V//laqV/XVoaIiy4cbGRu88Ot7oI80MXDC5oyIAuU0hwQIQw+EI0gKcSV999dXU1NRly5Z97Wtf6+zs/Id/+Ae6CI6Jidm6devAwAC3Opu47777/umf/knYyIULF5KSkugCWvmuA29ncHDwm9/85i233BIfH//YY4+xLIG7ZFd4l2Xbtm2U6LBpmsjKyhIvMzExERsbq3A+tV4ULmoglXzNwNsXk7yjIF5s+fLlktGmVGnXrl1smhpsWveXv/wl+/jggw/SX9kGKQnzjwNV9M9//nPlCRYt8OMf/3jVqlVUQd///vcpINyKU1NTTz/99Op5NMFuQQWur2BXoTmUdqxZs2bJkiXs49GjRyllYcdtX19fgM1yJA+2Bb9O4J3u2bOHNkjLU6Akv+93v/vdZ555Ri7Cjz/++PPPP+8/57nnnisuLuYKxpE7KgIINsES1whXEQsG8/PPP/+bv/mblJSUlStXfuc737l27RqbPzMz8+yzzzqdTofD0dDQILmvABUhlCGoUxNAUJBggbQAZ8z8/PwPP/yQznQ/+tGPbr755j/5kz/56KOP2EfhCphrfc+cOXPHHXfQuZLNLC0tra+vD2rXgbezadOmf//3f6crezozVlRUlJWVSW5KyQUuneiFszxd1tPpW7yM2+3OyclROP/YsWPUMMh9I0ly21eyEcnNPvzww3/+53/+zjvvUIj8509PT1NzMjo6StNVVVWUVB04cGBu/n5JYmIi/ZVtkAJOOfR//ud/0kePx0PTNCeoBCsvL+/TeTRRW1vLrUgtJc0fmffAAw9QcrDgloNdheY/+uijv/3tb4WPBQUFw8PDdNweOnRISB/lNutvwYMtQNkkd1pTU0MV9Nt5VAWSX4GqiXIRuWhQAkH/Jf3n0EeqwcAxkTsqAlj8HSyuIhYMZmNj4ze+8Y2PP/74s88+o5TxBz/4AZtfV1dH/0foa9L8yspKyX0FqAihDEGdmgCCggQLpEWICPN/97vfsek//OEP9NHr9Qof6ZpYWIybuPvuu19//XWa+OCDD+jakRZWvmv/Aiy4natXr9J8bu+SHyVFRkayxGJuPv9YunQpt0BPT09qaqq4tZOcTyfu22+/vb+/X/JrShZAbvuSlHyjufmYUGNz1113xcTEfOUrX9m3b59wjU5X9j/5yU/m5u8Ovvvuu6zVf/HFF2m+/y5ee+01yqTn5p8r/f3f//3cF6s4wK0jtsD777/Ppv/nf/5n/fr1XOGpSMICfX194gXEgl2F5p8/f97/o+RxK7dZOZIHW4Cyye1UuPVLK0p+haioKP80iIs2HaU+n89/eVqYVuEW5tYKcFTIUSXB8q8If5LBTE9P/81vfsOmL168uG7dOjadlpYm3AKU21eAivAvg/JTE0BQkGCBNIVnUrmP4gm32/3Vr371xo0b3/72t1955ZVgdx14O11dXbm5uStXrmTth5AVhZBgBb6D5fF4nE7nuXPnuLXk5re2tj7yyCPKv6bcduQoTLAEs7OzlOLs3r1b6OPV29ubmZl5/fr1jIwM+khX81NTUxRhmu+/C5qZlJT0xhtv0L/C8ziFZaAFhOafJqg551akOYEXEAt2FZrv309f7sCQ26y/BQ82hWXzX154ekXLS36FxMREcc4tLLlq1aoQ7mAJxEeFXLqsSoLlXxELBpPSUP/UkK5/2Hz/IMvtK0BF+JdB+akJIChIsECa6gkWndE2bty4f//+lJQUoReO8l0H3g5dm/7sZz+7cuUKnSXpX2Fh1s9DwH2UFKAPFmVLycnJ3d3d3Cpy8wnlLu+8847CrxlgO3KCTbCY8fHxm2++2b+Qr732WmlpKU2XlJQ0NDTcdddd4l289NJLUVFRwgOUoBIs4UYCTSi/gxWgvkK4g6Xko5I7WHIHW7A35PyXX/AOFmU/VVVVcl+KMgNxH6zHH39ccr9yuKNCUggJFleJ3JILBpNSn+HhYfFmN2zYIL6Dxe1LYUUoPzUBBAUJFkhTPcGam08g6OPx48dD2HXg7dDF+i9+8YupqamPPvrom9/8prDwbbfd5v94jvso6ejRo5K/ImxsbHQ6nUJDKJCbT06fPn3vvfcq/JoBthOAwnsMX//61998882LFy9OT0/T9yovL3/44YeFv/7kJz+59dZb//Ef/5Gmm5ub4+Li2EPDABucCzLBevDBB1kfLJoQ95eqrq4W+srk5ubW1NSw+QHqS26VRR63cpv1J3ewLbiRADsV+mA99NBDkl/h/PnzlHwLvyL87LPP2I8S2F9/85vfJCQkvPzyy8KvCOmjcMdLLiaBjwpJISRYXCVySy4YTJfLRcGkLVDq8+tf//pb3/oWm/+jH/0oJyeH1vLvg8XtS/lBInlqCu3qBUCAAwikRYgI87nFJD9KLv/zn/+crjtnZmYW3HXgmeLtUCpDV7o33XQT5SivvPKKsDBlLQ6HQ+6jJLqcpWtZx7yDBw8KjxLEAZmcnAwwf25+0Eu32y35XSQDK7cduSiJNyIXvX/7t3977LHHVq5cGRMTk5qa+v3vf//KlSvCXy9dukSho0aIpoeHh2ma5gTe4JxMFcstyX5FSAX43ve+5/9jLjbh8/n27t3Lfu1FE8JjnQD1JbfKIhMsuc36kzvYFtxIgJ3+5V/+JQWHQvTCCy/QliW/woULF7773e9SmhUVFUUJMVXou+++K/z1vffe27FjR+w8ytJ+9atf+e9I8mgJfFSIAyh3vEnOF3CVyC2zYDA///xzmp+enh4dHb1x40bhPxQlhT/84Q/XrFlD5aeEUnJfyg8SyVPTggc2QGA4gEA/jzzyyBtvvGGe7YA+0FApR3kS5TpGl8JgN27cEHro6wOnFNACTnygB7oMfe211+gCVPg5tLHbAT0hwVpQZWWl1+s9f/78N77xjb/6q78yujgG6+rqEn4tqDWcUkA7OPGBHqiJTUlJofMmN1Pu4UVQ2wm5SMHuXX9hUcgFhWOZdeZyudasWbNq1aonn3wSwwTExcW9+uqr+uxLxVMKAAcnPgAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUBkSLAAAAACVIcECAAAAUJldEizJn7sDAACAWoxu6s3FLuFAxQMAAGgH7SzHLuFAxQMAAGgH7SzHLuFAxQMAAGgH7SzHyuHAs2EAAAB9oJ3l2CUcqHgAAADtoJ3l2CUcqHgAAADtoJ3l2CUcVPEzMzNGlwIAAMCakGBx7BIOqvjk5OTBwUGjCwIAAGBBSLA4eoejvb09Nzc3JiYmKSmptLT08uXLfyyHgg7ps7OzBw4ccDgcK1eurKqqoo+B9yUeAy02Nra+vt7n86n8rQAAAOwNCRZH73Bs3769ra1tcnJydHS0vLw8Pz//j+VQUDFNTU2bN2/+eB5NHDt2TPl+afurVq1iaVZiYmJzczOeGAIAAKgFCRbHyHBMTEzExsb+sRwKKmbbtm2UnLFpmsjKylK+L7b9jo6OzMxMlmalp6e73e7gSw0AAAA8JFgcI8NB+U1OTs4fyxERkZCQsGLFioyMjMOHD9+4cUO8fHx8/NjYGJu+dOmSw+FQvi//im9paUlLS2NpVnZ2tsfjCf07AAAAABIsEcPC0dPTk5qayvU6n5qa6urqysrKqqysFK8SGRk5PT3Npmli6dKl3ALKX0I5MzPjcrkSExPZnwoKCvr6+lT9fgAAADaCBItjTDg8Ho/T6Tx37pzkXy9cuCB5d0qtO1iC8fHx2trauLg4+mtUVFRJScnIyIjybQIAAACDBItjQDhaW1uTk5O7u7vlFqAsZ/Xq1eL5i++DJcnr9VZUVFCCRcvExMTs27ePEi/lWwYAAAAkWBy9w9HY2Oh0OgcGBrj5RUVFfX19169f7+/vz8vL27t3r/Anoc6OHj26mF8RBl5gaGiIysCeGDocDozmAAAAoBwSLI7e4RB3jZqcnKT5J06c2LRpU3R09Pr166urq/2TG6HOZmdn9+/f75h38ODBYMfBUlK83t7enJwcjOYAAAAQFCRYHLuEI6iKx2gOAAAAQUGCxbFLOEKoeIzmAAAAoBASLI5dwhFaxWM0BwAAACWQYHHsEo7FVLzkaA7oAg8AACBAgsWxcjhC6OQegP9oDuzf733ve6qUEwAAINwhweLYJRxqVbz/aA6RkZEulws/MwQAAECCxbFLONSt+Pr6+i996UsszUpLSzt58qSKGwcAAAg7SLA4dgmHFhV/6tSp9PR04WeGZ8+eVX0XAAAAYQEJFsfK4VC3D5akmZmZpqYm4WeGRUVFQ0NDWuwIAADAzJBgcewSDk0rfnx8vKamJiYmBm8zBAAAe0KCxbFLOHSo+JGRkZKSEuFthuj/DgAA9oEEi2OXcOhW8f5vM0T/dwAAsAkkWBy7hEPnikf/dwAAsBUkWBy9w9He3p6bmxsTE5OUlFRaWnr58mX/v46Nja1du1aukoLttK5DJ/cA0P8dAADsAwkWR+9wbN++va2tbXJycnR0tLy8PD8/3/+vTz311IsvvhggwQp5v0ZVPPq/6wPd3QAAjIUEi2NkOCYmJmJjY4WP/f3969ev9/l8VkqwGPR/19S3vvWtZcuWHT9+3OiCAADYFxIsjpHhcLvdOTk5wsedO3e+/vrrc/KVRPMTEhJWrFiRkZFx+PDhGzduKN+XGSoe/d81EhkZSSFNSUkxuiAAAPZlhnbWVAwLR09PT2pq6uDgIPv49ttv33PPPbOzs3MLVdLU1FRXV1dWVlZlZSX3p4iANPoiwUL/d3WNjY2xd28vW7bM6/UaXRwAAJsyTztrEsaEw+PxOJ3Oc+fOCXM2btzY2dn5xzIpqKQLFy44HA7lezRVxaP/u4rq6+sphizHKisrM7o4AAA2Zap21gwMCEdra2tycnJ3d/cXyhHkDaeRkZHVq1cr36kJK96///vSpUtvv/328+fPG12oMEOp6po1ayiAlLBGzUOqCgBgCBO2s8bSOxyNjY1Op3NgYCDAMlwlCR+Lior6+vquX7/e39+fl5e3d+9e5fs1bcVTpkjfheWUd955Jzq/B+XkyZMUt4yMDJpmPyOgg8ToQgEA2JFp21mj6B0O8Z2qyclJ8TKSH0+cOLFp06bo6Oj169dXV1f7fL6g9rvIkmvH6/XeeuutrKc2ZQlGFyecZGdns9tXc/NhZLcDe3t7jS4XAIDtmLmdNYSVw2HOTu6SZmZm/uM//iMuLo7KWVNTY3RxwgMlUmzYCyHV3rdvH83ZsWOHsQUDALAhk7ez+rNLOMKi4k+dOsU6ax85csTosoSBsrIyihUlVcKc8fFxyrdopsfjMa5cAAB2FBbtrJ7sEo5wqfjm5mb2mziMkhXY2NhYTEwMBWp4eNh/fm1tLQVw69atBpULAMCmwqWd1Y1dwhFGFc/GHaDsQRi3AsRYlAoKCrj5Pp+PjX/hdrsNKRgAgD2FUTurDyuHI4z6YHEqKipY76LAP7e0LWF0ho6ODvFfXS4X+2khfpIJAKCb8GpndWCXcIRXxVNmUFhYSGVOTEzE6ORi/qMziFH00tLSaIHm5madCwYAYFvh1c7qwC7hCLuK9/l8bAyC9PT08fFxo4tjLv6jM0hiXdkozQpqLA8AAAhZ2LWzWrNLOMKx4icnJ9lbCymfQKIgEI/OICkzM5MWc7lcuhUMAMDOwrGd1ZRdwhGmFe/1elmX7cLCQvQoYsSjM0hyu93sGSvu/wEA6CBM21ntWDkc4dvJ3d/AwAAb26miosLoshhPbnQGSTk5ORS32tpa7csFAGB34dvOasQu4Qjriu/s7GSDvNfV1RlSgI6Ojqefflr8UiP9yY3OIMnj8bCHiZSWaV0wAACbC+t2Vgt2CUe4V/zJkyfZIO86/zJuZmamurqa3QK899579dy1ZGECjM4gadeuXbR8ZWWlpgUDAIBwb2dVZ5dwWKDijxw5wgZ5P3XqlD57pDyG9bJnIiMjh4aG9Nm1pMCjM0hiPeJjYmJGRka0KxgAAFignVWXlcNhjT5Y/mpqauiLxMXFaT3I+/DwMBuIiw124HK5srKyWF97Tfcb2IKjM0gqKSmhtehfjUoFAABzSLBE9A5He3t7bm5uTExMUlJSaWnp5cuX/f86Nja2du1auUqanZ09cOCAw+FYuXJlVVUVfVS+X8tUPPsNXWJiokaDvPt8vrq6OqoglsnV19ezXy96vV7WD8yo9ygrHJ1BbGhoKGoehsUHANCOZdpZtegdju3bt7e1tU1OTo6OjpaXl+fn5/v/9amnnnrxxRflKqmpqWnz5s0fz6OJY8eOKd+vZSqe0h3WrygtLU31Qd7dbjcbA50UFRVxj9Uo8aL5mZmZ6u5UIYWjM0hirx5S2DUeAABCYJl2Vi1GhmNiYiI2Nlb42N/fv379ep/PJ1dJ27Zto+SMTdNEVlaW8n1ZqeIpPWUPyyjXUeuXfUNDQzt27GCpVUZGhuQjSKoa1sdc/1fQBDU6gxhlouyeXFdXl9pFAwCA/8tK7awqjAyH2+3OyckRPu7cufP111+fk6+k+Ph44ff2ly5dcjgcyvdlsYqnjIF1P6cALnIAUkrRqqqqWP5BIXW5XAE22NLSwh5Q6jxkQ1CjM0hi3df8jzcAAFCRxdrZxTMsHD09PampqYODg+zj22+/fc8997BuVXKVFBkZOT09zaZpYunSpdwCEQFp9lWMMTw8zAZ5LyoqCnkjra2t7KYUKSsrUzJe1NatW3UevTOE0RnExsfH2Xiti9kIAADIsV47u0jGhMPj8TidznPnzglzNm7cKDyWwh0shXp7e1nH8xDGeerr62MDnZMtW7acPXtW4YpUTToPfBDC6AySGhoaDOxDBgBgbZZsZxfDgHC0trYmJyd3d3d/oRwKbjihD5YYpapsAFLlbzUeHx+nhIytlZCQcPz48WB3WlRUROsWFxcHu2JoQhudQczn87F7fpSxqVIwAAAQWLWdDZne4WhsbHQ6nYF/MM9VkvDx6NGj+BWhGLvBQyhzXXBhSqdYkkEJ1p49e0J7EfLw8LBufcZDHp1BEn199gNMvDkbAEBdFm5nQ6N3OMR3qsTdpeUSrNnZ2f379zvmHTx4cMFxsKzdB8ufy+ViOVOAQaooGWLdp0h2dnZfX99i9lhVVcW2s5iNKLGY0RnEKK9i41Do/0NIAABrs3Y7GwK7hMPyFV9ZWRkxPzRob28v96exsTFKU9gzwcTExJaWlsXvbnx8nN0JU3LbLGSLHJ1BEhWYxUGVW2IAAMBYvp0Nll3CYYeKZ12jKHUQ3hg4MzPT1NTEfj1HaUpVVZWKwysIj9u0y1QWPzqDpMzMTNpsQ0ODupsFALAzO7SzQbFLOOxQ8ZRO5eXl0TdNT0/3er2dnZ0skyA0X/UXxdDuMjIyaOOUBqm7ZWH7ix+dQRJtkPXrCq0LGgAAiNmhnQ2KXcJhk4qfnJxkSdXSpUtZapWSkuJ2uzXanZCpqP7Snjn1RmeQxIao0HM0LwAAa7NJO6uclcNhn07u/ijXWb58OfvKBw4c0LqnEXsx4p49e1TfslqjM0g6e/ZsxPxoXlqkhgAANmSfdlYhu4TDVhX/6quv3nbbbU8++aQO+xoYGIiat8ifJXLUHZ1BUkFBQURIY7QCAICYrdpZJewSDlS8dioqKlg3LxW3qe7oDJIoI2SpofCbAAAACBnaWY5dwoGK147wmr8zZ86oskEtRmeQVFJSQsWmfzXdCwCAHaCd5Vg5HPbsg2UI9pq/9PR0VUZI12h0BjE2JD1lcuLBwwAAIChoZzl2CQcqXlPCCOlHjhxZ/KY0Gp1BEhugVYdkDgDA2tDOcuwSDlS81txud8T826MXObiUpqMziHm9XvZ8M8BbhgAAYEFoZzl2CQcqXgdscKlF9kzXdHQGSbW1tbRHKrxuewQAsB60sxy7hAMVr4Pe3t5F/i5Ph9EZxMbHxxMSEmi/p06d0m2nAAAWg3aWo3c42tvbc3NzY2JikpKSSktLL1++zOafPn36/vvvj46Opvm7d+++ePGieN1gO62jk7v+2O/yCgsLQ1tdh9EZJLlcLtpvZmamzvsFALAMtLMcvcOxffv2tra2ycnJ0dHR8vLy/Px8Nv+BBx546623xsfHJyYmDh06REmYeN3FVB4qXh9erzcuLi60Lk26jc4g5vP5UlJSqNgtLS067xoAwBrQznKMDAflUrGxseL5lH6tWLFCPB8JVlioq6sL7W6QbqMzSGpubqa9p6WlqTLSBACA3aCd5RgZDrfbLe5ZfO3atZdeekm4s+WP/UiNcq+MjIzDhw/fuHFD+b5Q8brx+XxsnAVKWZSvpfPoDJIFSE9PV2WkCQAAG0I7yzEsHD09PampqYODg18ozbxVq1YF6CU9NTXV1dWVlZUlfotcRECafA2Q0tLSQgFPTEycnJxUuIrOozNIYiNNULH17GIPAGANaGc5xoTD4/E4nc5z586J/3T16tXnn3/+vvvuC7yFCxcuOBwO5XtExets69atFPPa2lqFy+s/OoOkLVu2UDHq6uqMLQYAQNhBO8sxIBytra3Jycnd3d1yC1COJdk3y9/IyMjq1auV7xQVr7POzk6KeUxMDNXUggsbMjqDJEr9qSRRUVGPPvqo4YUBAAgjaGc5oYeDmp+ampr169dTI0r/Pvfcc1NTUwuu1djY6HQ6BwYGuPlPPPFEf3//9PT0J598UlFR4d8HS6izoqKivr6+69ev05J5eXl79+5VXlpUvP6ovijsxcXFCy5p1OgMktg7f4jb7Ta6LABgHXTZeddddz322GNWvXhDO8sJPRyU3+Tm5lLGQ8cK/fvAAw88/fTTC+9PhHXTOXHixKZNm5YtW7Z27dry8vIrV674r8Im2DLR0dGUz1VXVy94jKIPlrHYq5Qp8l1dXQEWM3B0BkmvvPIKu/e2yHf+AID+ent7Tfg/l1qruro6auBYY3T69GmjS6QJtLOc0MOxevVq/6c/wT6z0xkq3hBVVVUU+ezs7ADLGDs6gxidCtnA7iGPRw8AhnjhhRfYz6RMdYvo5MmTwn3xJUuWsNOdJYeDQTvLQYIFGqJLycTERAp+a2ur5AKGj84giT2yRFd3gPDy1a9+leUx9F/Y6/UaXZy5vr4+9oZW9hNpOsvRHDYU8549e4wunfrQznIW9YgwLy/v/fffp2sF+pemlTwiNAoq3ijHjx9nA3hKXlOaYXQGMToPsjIbXRAAUIqu1m655RahT0hMTExFRYVR96HHxsYohYqKioqYH76xqalJuGXV2dnJcizxSEPhDu0sZ1Gd3Kurq7/yla/QcUz/Pvvss0o6uRsFFW8UOq1Q/kTxr6+vF//VJKMzcKjM7Clhb2+v0WUBAEWE6yL6b1tQUMCSG/q3pKREzzSLzh4ul8vhcLC9U5In7hN25swZVryGhgbdCqYDtLMcK4cDndxNgp346IzD3bQ3z+gMYuwpYU1NjdEFAQBF2P9ZYew9SqootRLSLEq5dLheosyJvRCC7NixQ/x7ecHJkydZ2az06gi0sxy7hAMVb6xdu3aJux2YanQGDhvHC08JAcKCcNeZu1lFHysqKtjPmVnv8rNnz2pRANoRZVRsL3TeOHXq1IKrUGrFkj9KtrQokv7QznJCD0dfX19WVtby5cvD4i6RmctmB3QlFzWPDhs2x2yjM4ix3veBx5gAADNgt8nl3jHv9XorKyuFNCsnJ8fj8ai16/HxcbpKZLejHA5HQ0OD8l8IulwulmMpScjMD+0sJ/RwbN269dChQ3/4wx9ULI12UPGGo+tIqoW8vDz20WyjM4jRGdmSHVEBrKekpGTBX/7SRV1tbS3rHcWGj1nkYMKUSB0/fpzdOaMkKbSfLrLzTFxcXGdn52IKYwZoZzmhh4OuBq5du6ZiUVSHPlimQtd57NR25swZc47OwGFPCamcRhcEAALx+Xzsd3lKOrPTiYjSLDZ8DLvpFVqa5fF4aF0hV1tMB689e/awHEu4wR+m0M5yQg/HunXrTPtwRwwVbwYNDQ1UEenp6a2trSYcnUGMZYEWuLIEsDDKkAI8H5REOZnL5RLSrLS0tObmZoWP9qjhY+8BIykpKXKD/ClH+y0sLKStUXkC9Is3P7SznNDD8eqrrxYUFJhhMDclUPFmQOcRNqIxu9w02+gMYmwkejwlBDCz4uLiBZ8PSqI0i85CwjDrNEEfA/yoeXJysqamhvXlon9pj2r9AprOjayPPF3UhUurKoZ2lhNcOCIWolEpF8/MZbMVdq1Jli1bZsLRGThsIAm6rLTkey0ALCCo54OS6H93c3OzkGbR/3eXyyU+O7W0tLBb2hHz77D3f5GJKih7Y+MCpqenh2mOhXaWY5dwoOLNIykpiZ2kwmIYT3baNXNfMQA7C+H5YIBNCd2qEhISamtr2RihZ8+e3bp1K5u/ZcsWjQZ6mJvPsdgwWrQ7mtZoL9pBO8sJPRxLliwJYa329vbc3NyYmBhqZUtLSy9fvszmnz59+v7774+Ojqb5u3fvvnjxonjd2dnZAwcOOByOlStXVlVV0cfA+wqXu2t2Q2cxqsGdO3caXRBFampqIuZfbWZ0QQBAAns+KPmiiNDQCYrdSSIrVqxYu3atcGerublZrb3I8Xq9LMeiMoRdjoV2lhN6OL785S//7ne/C3at7du3t7W10XEzOjpaXl6en5/P5j/wwANvvfUWXS5MTEwcOnSIkjDxuk1NTZs3b/54Hk0cO3ZM+X5R8RAa9pSQLmfxlBDAbITng6o/sPN4PEKatXTpUrqk1y3dGR4eZr3vCwsLw+u0g3aWE3o4Xn755T/90z89f/78gneS5FAuFRsbK55PxzFdN4jnb9u2jZIzNk0TWVlZyveFioeQsacGeEoIYDbs+SBlQlpsnJKbdevW0fb379+vxfYDGBgYYDlWUVGRzrteDLSznNDDsfhO7vR/Iycnh5t57dq1l156Sbiz5S8+Pn5sbIxNX7p0yeFwBFXaoMoGIKirq6Pjp6SkxOiCAMAXsOESXC6XRtunHEvPF0X76+zsZDfnwuhXzGhnOYaFo6enJzU1dXBw8Aulmbdq1SrJYzoyMnJ6eppN08TSpUu5BQL9vhEVD6GiozFifmgJ8//sEcA+Jicn2YgJqj8fNAnKsdgXDJe3zqOd5RgTDo/H43Q6z507J/7T1atXn3/++fvuu0/8J9zBAqOwp4SLfLEGAKiopaVFu+eDJnHy5En2lkPt7tKpCO0sx4BwtLa2Jicnd3d3yy1AOZZk3yz0wQKjsKeExcXFRhcEAP6ooKAgXDKPxWB5JKEJo8uyALSzHL3D0djY6HQ6xW8DeOKJJ/r7+6enpz/55JOKigr/PlhCnR09ehS/IgRDjIyM4CkhgHlY/vmgP0oiI+bfJ33y5EmjyxII2lmO3uEQd41iv309ceLEpk2bli1btnbt2vLy8itXrvivwiZmZ2f379/vmHfw4MGgfr2IiodFYr/ZXvx7xwBg8ezwfNBfbW0ty7HM/GpUtLMcK4cDndxBRewisqCgwOiCAIBdng/6q6ysZPfRTZtjoZ3l2CUcqHhYJPaUMCYmJuyGVwawGPZ8MCoqSvjZk02wYSkSExPF3WzMAO0sxy7hQMXD4rGnhObvagpgbez5YF5entEF0dvMzExhYSHLsYwaoCsAtLMcu4QDFQ+Ld/z4cTwlBDAcez5I/x+NLogBfD4fu9JLT0/3er1GF+cL0M5yrBwO9MECdY2NjUVFRcXExNjtwQSAebD/hjZ8PiiYnJzcunUry7FM1WMB7SzHLuFAxYMq8vLybHvpDGAG7EayDZ8P+vN6vZRdURxuueUWYXhIw6Gd5dglHKh4UAVO7gDGwkUOQzlWZGQkhSI2NtYk97HQznLsEg5UPKgCjycADIT/gP4eeugh1gEmOzvbDDkW2lmOXcKBige12LmDLYCxcAuZ09nZmZiYaJIcC+0sx8rhQCd30ILdhpAGMA88HxQbGBgwSY6FdpZjl3Cg4kEttnoJGoB5CD/jNfxWjdmYJMdCO8uxSzhQ8aAiG76mA8BwGIguADPkWGhnOXYJByoeVNTa2oqnhAA6Y88H8SoFOYbnWGhnOVYOB/pggUZ8Pl9cXByeEgLohv6v4fnggozNsdDOcvQOR3t7e25uLv0nSUpKKi0tvXz5cuD5/haTMKHiQV3FxcV0UNXX1xtdEABbcLlceD6ohIE5FtpZjt7h2L59e1tbG9X66OhoeXl5fn5+4Pn+FlN5qHhQl9vtpoMqMzPT6IIA2AJeta6cUTkW2lmOkeGYmJiIjY1VPh8JFpiH8JTQhO+0B7CYkZER+r+G54PKGZJjoZ3lGBkOt9udk5OjfD5VXkJCwooVKzIyMg4fPnzjxg3l+0LFg+rYU8K6ujqjCwJgcXg+GAL9cyy0sxzDwtHT05Oamjo4OKhwvmBqaqqrqysrK6uyspL7U0RA6n8HsLeOjg48JQTQAZ4PhkbnHAvtLMeYcHg8HqfTee7cOYXzxS5cuOBwOJTvERUPqpuZmUlISKBDq7e31+iyAFgWez4YFxfn8/mMLkv40TPHQjvLMSAcra2tycnJ3d3dCudLov9yq1evVr5TVDxooaysjA6tmpoaowsCYFns+WBxcbHRBQlXuuVYaGc5eoejsbHR6XRSfSucP+dXZ0VFRX19fdevX+/v78/Ly9u7d6/y/aLiQQvsKWFaWprRBQGwLPZ80O12G12QMKZPjoV2lqN3OMRdo1hly82f86uzEydObNq0KTo6ev369dXV1QveLkYfLNDazMwMO23hKSGAFoaGhvB8UBU65FhoZzl2CQcqHjRSWVmJp4QAGqmrq8PzQbVonWOhneXYJRyoeNBIZ2cnHV1r1qwxuiAAFpSZmYnngyrSNMdCO8uxSzhQ8aAdyq7oAKNMy+iCAFgKng9qQbscC+0sxy7hQMWDdthTQvHAbACwGHg+qBGNciy0sxwrhwOd3EEfZ8+exVNC2/J6vbi/ohE8H9SOFjkW2lmOXcKBigdNpaWl4SmhDf3zP//zTTfd5HA4KM0yuixWw54PJiQkIH/ViOo5FtpZjl3CgYoHTdXU1NAxVlZWZnRBQD+9vb3x8fHsBnlHR4fRxbEa9nwQ/6c0pW6OhXaWY5dwoOJBU9TWsqvtmZkZo8sCemhpaYmLixN6IPzyl780ukRWw54PInPVmoo5FtpZjpXDgT5YoCf2lBDtgeVRDr1v3z52VikrK2toaGC59djYmNFFs46+vj5csehGrRwL7SzHLuFAxYPWamtr8UTD8sbHx3fs2EEVHRUV1dTUxGbm5OTQnIKCAmPLZiV45q4zyrFWrVpFMb/55pvPnz8f2kbQznLsEg5UPGhN6JOLa26r6uvrY/cp6XLf4/EI80dGRhwOB81vbm42rnSWgvvB+mOd3sihQ4dC2wLaWY5dwoGKBx3gV+UWRtXKOl1t2bKFMirury0tLWxIzOHhYSNKZyno0WgIr9f7ta99LTU19cMPPwxtC2hnOXYJByoedIBxEa2KPf9llSvXSaWwsJAWyMnJsXBa8Hd/93crV658+umnNd0Lng+GKbSzHL3D0d7enpubGxMTk5SUVFpaevny5cDz/c3Ozh44cMDhcND/8KqqKvoYeF/o5A46w5s9rIfSqV27drFOVw0NDQGWHBsbYy9NCrxY+KLEMTY2lr7gkiVLzp07p92O8HwwTKGd5egdju3bt7e1tdE5a3R0tLy8PD8/P/B8f01NTZs3b/54Hk0cO3ZM+X5R8aCPrVu34imhZVDGnJ6eThVK13VK2vtTp07RwnSh2Nvbq0PxdFZWViZcr9J3FPr4q4s9H0xMTLTwjUCrQjvLMTIcExMTdD2kfP62bdsoCWPTNJGVlaV8X6h40IfL5aKDraioyOiCwGKdOXOGdV3PyMigTEvhWhUVFbRKZmamxfKDI0eOsLuzZ8+e3bNnD0uzCgsLx8fH1d0Rez6IN3uGI7SzHCPDQVf5OTk5yufHx8cLI81cunSJzn3K94WKB32MjIyw63t1X1MPOqurq4uKimI5RFBVSQuzJ1z79u3Trng683g8LBqtra1sDk2w7DMlJaWrq0vFfeGtU+EL7SzHsHD09PSkpqYODg4qnE8iIyOnp6fZNE0sXbqUWyAiIC2+BYBYdnY2HW8tLS1GFwRCQRlScXExO2nU1taGsIWzZ89GzbNGljA8PJyQkEDRqKmp4eZv2bKF9U5zuVyq7ItytQi8Nz1soZ3lGBMOuh5yOp3ibpJy8xncwYKwwJ4SYtjJcERJAxtrIy4u7tSpUyFvhz3nSklJCfcbmVR+FpBdu3aJH3rSnMrKSpaM7tixY/Fj2bOt4flgmEI7yzEgHK2trcnJyd3d3QrnC9AHC8KC1+ula3p7PiWkJvbP/uzP7r777vfee8/osgSNLvDYrZr09PSBgYHFbIoyD5aXhPtYA2zsCQpIgIOZMlEWtzVr1izyph37GaY17vzZENpZjt7haGxsdDqd4pOX3Pw5vzo7evQofkUIYSEvL88OTwkpjejr66NLo3379u3YsYO1ssytt95KfzK6gEE4cuQI62ZEX0SVjtt0NqMkmza4mDthxmLjujkcjgXTzZGREfZknGJIa4XWwZ/yKjwfDGtoZzl6h0PcNYpdGMnNn/Ors9nZ2f379zvmHTx4cMFxsLj9qv5dAOQcP36cDjlKs7TY+N/+7d/u3r37zTff7Orq8nq9WuxCDmUe1Aq6XK6ysrItW7awBMLfl770peXLly9ZsoQ9ZRP6RJuZz+crKSlh5a+pqVHx13/sYXGYvgeaDTlBCdOZM2eULE9xq6qqYkkqHfkhHJl4Phju0M5yrBwOdHIHo1CDyro5q9iy0qaOHDlyxx13cAc27SUtLS0nJ4eyBMoPKLejFrGvr0+VB5RDQ0Nut7u2tragoCAlJUV8IUS7pj/V1dXRYuwtMdTQfvrpp0I/8YqKCjMPWEB5ABu6TKN0MEzfAz0wMMDeC1RfXx/Uih0dHYmJiRHzA1kFO1Iong+GO7SzHLuEAxUPOmNPCSndWeR2KDuh3KWwsJC7XURpQWZmpv9TOTGHw5GRkbFr1649e/ZQDtTS0uLxeCgNkst4fD5fV1cXlZmyouzsbPY7fH9Uhi1bttDWKNWjhjBwDtfU1MTuZ0i+vM8Mzp49y7IByh01Gho0HN8DPT4+zsZKCO2lT5SzsoOfVFVVKUyv2fNBqogQ9ggmgXaWY5dwoOJBZ+ztv4t5SkhNfmVlpZBCUbKyY8eO1tbW7u5uygyExSgrGhgY6OjooCa8tra2pKSEdpqeni5+fudvzZo1lKJR3lZWVnbvvffm5uZSKiZejPIPys/27dt38uTJEPpUUbrG7nvRt1D4pEk3lEcKz7M0fYQXXu+BpnyIDjOWFod8E5Q2Ul9fz8JLmbqS9Jo9H+RGgoDwgnaWY5dwoOJBZ9Q4UYpDbUywnVFo+YaGBv90h6ZpTgg3gShvoCzN7XYfOXKkqqqqqKiIWjvJJ31CDkf7Ki4upt1RPqRK2kEbYQ02bZzyPzM8LqQisfHWI/R6ghlG74GmZJol1ou/6djZ2cme+jkcjgVfHsWWtOQrhuwD7SzHyuHgGg+jiwO2U1BQQAeewjEYfT5fa2sr5SLsup/d9aHLenWHyRYMDw9T+0d7vPvuu1mDSm2bdu+optRK+I2esT2+t27dyvrgU/qr22O7cHkPNLvZpuIQqfTF2auyI+Z7r8vllx6PJ2K+P58qOwWjoJ3l2CUcqHjQH2uusrOzAy9GjVlZWZnQ4YkafsrM6Ipfn7sdtBdq3nQYsqujo0MYLUmjrDGwoaEh4deC0dHROpfB/O+BpoCwx8qL7zjIoWsMoTee5Fsd2Wuk8Xww3KGd5dglHKh40B97SkjHnuTTluHh4bq6OtabmKHm58iRI+H4k36FKA7sJ3vU3NI31W2/lNMUFxezNj4yMvLLX/6yIR3CzPweaK/Xy+6x7dmzR4vtC73xxL/WpGiwzNu0qScohHaWY5dwoOLBEEVFRdxTQsq6mpub2a/3GWrYqqqqFjl0eLjwf7kKBUfrO2fUZrMHtezuUUlJieQdFH2Y9j3QVCks8dW0l9j4+Dj778DSOOF5dEdHB54PWgPaWY6Vw4E+WGA4t9tNx96GDRuoOaGGpLi4WPhxH03QR5ppwvsZWmttbWXDLGVkZGg04LvH4xEGC6BQU1an86Csksz5Hmj2hC4lJUWHEDU1NbH/AkLV4/mgZaCd5dglHKh4MATlVUuXLmVtvJDr5+TkHD9+3IZvKvQ3MDDAfimp+gifZ86cEW4QOhyOqqoqM6RWArO9B/rIkSOsFnR7Qkc7Sk9PZzul/wh4PmgZaGc5dgkHKh6MEh8fzxr7tLS02trasBgMSR+UYag74Lvb7WavWGapFUVblbcKqstU74H2eDysa5rOLzWiqhd+cMBu8eq5d9AI2lmOXcKBigejUBuWk5Pzs5/9zOiCmNTiB3ynlKW5uVlIrRITE10ul0nuD0kyyXugKddnd4+Mejz3wgsvsCq7//77DSkAqAvtLMcu4UDFA5hWyAO+s9RK+CUmbYRSK+1G81KR4e+BpgSUpaS7du0yqhcgffcVK1ZQGSjJNqQAoC60sxy9w9He3p6bm0tXb0lJSaWlpZcvX/7/RVmoN3qwndbRyR0gXAQ74DtlUZSjsDcJssevlGmF188FjH0PNBtcPj093dhbfePj4zb5/awdoJ3l6B2O7du3t7W10X/p0dHR8vLy/Px8vkABE6yQ94uKBzA/JQO+U5Pc0NAgpFaZmZmtra3hlVoxBr4Huq6ujnVTQ3IDKkI7yzEyHBMTE7GxsdxMJFgAdhZgwHdKrSgDE4a8p9RqwTfcmZwh74FmY8pTImu2129DuEM7yzEyHHRyzMnJ4WYGTrDozLtixYqMjIzDhw/fuHFD+b5Q8QDhghvwnVKu9957r7KyUkit6Lzh8XiMLqY6dH4P9MDAABuBrL6+Xofdga2gneUYFo6enp7U1NTBwUFu/oI1NDU1Rde1WVlZdMIVrxuAmqUHAC35D/jub9euXZZJrRg93wM9Pj7OfhBQXFys9b7AhtDOcowJB50inU7nuXPnxH9SWEMXLlygy1nle0TFA4Sd1tbWm266iaVWDz30kFXHotTnPdCUs7KfEWzZssXMY1hA+EI7yzEgHHTSTE5O7u7ulvyrwhoaGRlZvXq18p2i4gHC0X//938/+uijlv8Zvw7vgd63b1/E/CBhoQ02BrAgtLMcvcPR2NjodDoD/HRFXEPCnKKior6+vuvXr/f39+fl5e3du1f5flHxAGBaWr8HmvWmN9s7EMFi0M5y9A6HuFOFcLNarsuUMH3ixIlNmzZFR0evX7++uro6qOEEUfEAYGYavQd6Zmbmv/7rv9jA8cePH1dxywActLMcK4cDndwBIIyw90DHxsaWlJTUquEHP/hBfHw8e934nj17jP5+YHFoZzl2CQcqHgBMbmZmRujUr64NGzaE41isEF7QznLsEg5UPACY386dOyPme7urcgerqqrqzjvvvOOOO95//32jvxlYH9pZjl3CgYoHgLAwNDRkdBEAQoF2lmPlcKAPFgAAgD7QznLsEg5UPAAAgHbQznLsEg5UPAAAgHbQznLsEg5UPAAAgHbQznLsEg5UPAAAgHbQznKsHA50cgcAANAH2lmOXcKhxdh9AAAAIDC6qTcXG4VDXPeSR0PIi4XjuiYvnlHrmrx4Rq1r8uIZta7Ji2fUuiYvnlHrmrx4qq9rczYKB/5LhF3xjFrX5MUzal2TF8+odU1ePKPWNXnxjFrX5MVTfV2bs1E48F8i7Ipn1LomL55R65q8eEata/LiGbWuyYtn1LomL57q69qcjcKB/xJhVzyj1jV58Yxa1+TFM2pdkxfPqHVNXjyj1jV58VRf1+ZsFA7UvUIIlHKIlUIIlHKIlXKIlUIIlCFsFHQcYQohUMohVgohUMohVsohVgohUIawUdBxhCmEQCmHWCmEQCmHWCmHWCmEQBnCRkHHEaYQAqUcYqUQAqUcYqUcYqUQAmUIGwUdR5hCCJRyiJVCCJRyiJVyiJVCCJQhEHQAAAAAlSHBAgAAAFAZEiwAAAAAlSHBAgAAAFAZEiwAAAAAlSHBAgAAAFAZEiwAAAAAlYVxghXx/3Dzf/WrXz344IOxsbHJyck//elP5VYfGxtbu3at/+oRX6RVuXUn+Y24LxsfHy9ecXZ29sCBAw6HY+XKlVVVVfQx8HwLCDlWCtfVsOj6CjlQp0+fvv/++6Ojo5OSknbv3n3x4kU2HweV3Or2OVPNycTqo48+2rVrl2MeTdBH8Yp2O1mFHCi5dS18UBko7OPIHQqDg4N0Mmppafnss88uXLjw7W9/W27Fp5566sUXX+ROWxoW1GgBvt3LL7+8b98+8fympqbNmzd/PI8mjh07Fni+ZYQQK7l1cVBxHnjggbfeemt8fHxiYuLQoUO5ublsPg4qub/a7Uw1J/qC27Ztq66uHp/3zDPP0EfxKvY8WYUQKLl1LX9QGSLsY8odFpRRHTlyZMEl+/v7169f7/P57HPakvt2169fT01N/fTTT8VL0v/PtrY2Nk0TWVlZgedbRgixkpuDgyrAkpOTkytWrGDTOKgkl7ThmWpO9AXpIKF0nE1fvXpVOGbmbH+yCiFQcnMsf1AZIuxjyh0Wq1evfvbZZ5OSkm655Za/+Iu/oERecsmdO3e+/vrr3EyaTkhIoIMyIyPj8OHDN27c0L74+pH7/0OXdN/5znckl4yPjx8bG2PTly5dcjgcgedbRgixkpuDg0puyWvXrr300kv5+fnsIw4qySVteKaaE8WqsLDwueee+/3vf0/n85qaGvooXtKeJ6sQAiU3x/IHlSGslmAtXbq0uLh4dF5RUVFJSYl4lbfffvuee+5hD+PFh93U1FRXVxdd6FRWVmpXbP1Jnt8///zz22+/na6SJVeJjIycnp5m0zRBsQ083zJCiFXgdXFQiVckq1atGhoaYnNwUInZ80w1J/qyn3766bp169gxQxO//e1vxavY82QVQqDk1mUsfFAZwmoJFl2v0GUKm6Yci1Jy8SobN27s7OyUXF1w4cIFa1/rMK2trY888ojcKva8KJwLKVaB12VwUPm7evXq888/f99997GPOKjE7HmmmhN92by8vGeeeUboWkQfxavY82QVQqDk1vVnyYPKEFZLsLKzsymvYtMXL16UTLAiRMTLjIyMrF69WosCG0Xya2ZmZr7zzjtyq9izW8NcSLEKvC6Dg4pDOVZsbCybxkEluYoNz1RzolgtX75crmuRwJ4nqxACJbeuP0seVIawWoL105/+9PHHHxceEfp3bpA8nvxn0vJ9fX3Xr1/v7++n3H/v3r3aFVt/4q9/+vTpe++9N8CSR48elfwBjtx8ywghVnJzcFBxSz7xxBMUiunp6U8++aSiokLog4WDKsCSc3Y6U81J/TiupqaG3Zj54Q9/6J8k2fxkFUKg5OZY/qAyRBgnWHLXds8991xCQsLKlSvpVC7XyV1y5okTJzZt2hQdHb1+/frq6mqfz6dp+XUjF6js7Gy32y25PJuYnZ3dv38/G1Xl4MGD/kPLSM63gJBjJbcuDipheTbBArJs2bK1a9eWl5dfuXKFzcdB5b984JlWPajmZGL1wQcf7Nix40vzHn744Q8//NB/eTZht5NVyIGSW9fCB5WBwjjBAgAAADAnJFgAAAAAKkOCBQAAAKAyJFgAAAAAKgvXBKu9vT03NzcmJiYpKam0tPTy5ctsfmiv/BS/TlVM3Ec1QDE4cnuX6/0KAAAAYS1cG/Xt27e3tbVNTk6Ojo6Wl5cLP/YO7ZWf4tepyuGWkSsGR27vSKoAAAAsyQoN/MTExILDFQYYbk7ydapyAizjXwyO3N6RYAEAAFiSFRp4t9udk5PDpkN4YYLk61TlBFjGvxgcub1H4P2aAAAAVhT2CVZPT09qaurg4CD7GOwrPwO/TlVMbhmuGJzALxzF+zUBAAAsJrwTLI/H43Q6z507J8wJ9g6W3OtU5TqeSyZY4mJwqyt54SjerwkAAGAZYZxgtba2Jicnd3d3+88Mtg9WhEjgnYoXkCwGR8kLR/F+TQAAAMsI1wSrsbHR6XQODAxw8xfzys8QHhHKFUNhqfB+TQAAAEsK1wRLfOdpcnJybnGv/FQ4Dpb/jS65YnDk9o73awIAAFhSuCZYAAAAAKaFBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZf8HOQOkcZqee/4AAAAASUVORK5CYII=)
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