Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CHIH-PING_WANG_071515_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 13, 2014 |
Start Time | | 2014/02/13 04:00 |
End Time | | 2014/02/13 14:00 |
Key Words | | prolonged N IMF |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -24.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 163.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | CHIH-PING_WANG_071515_3 |
Minimum Dst Value | | -2 |
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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEp1biAxNiAxMTowMDoxMCBFRFQgMjAxN83ZRN0AAAGydEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiQ0hJSC1QSU5HX1dBTkdfMDcxNTE1XzM6IEdVTUlDUyBwbG90IG9mIHJobyBhbG9uZyBUSEVNSVMtQSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxNC0wMi0xM1QwNDowMDowMC4wMDBaIiwgIm1heCI6IjIwMTQtMDItMTNUMTQ6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMC4yMjc0NjQwMDA1LCAibWF4IjoyMi4zMzk3ODQwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19672Y1gAAAARnQU1BAACvyDcFiukAAD7ISURBVHic7d15eBRV9jfw7HtCJ4RshBCyQFgSIGyBhNWAC3HYISibMOqoOOIgEAaEQWVxAQFZjbixCDgCCmGZB40IQ5RVJkJAooRp/AWJ2mqcidJK3vPmPtZT00ul06lOV/f5fv7gqa6uunVP3abOSXV1lUctAAAAAKjKw9kdAAAAAHA3KLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwDckIeH+ge348ePp6am1tuyIzbtiDYBwKHwnxYA3JAjKpKcnJxdu3Y5ZdMosBwEOxYcB58tt1VWVjZy5MiIiAg/P7/u3bu//fbbYr7FA4o003zC4mLm84Xo6OhJkyZ988035q3dfvvtt27dstZaZWXlww8/nJiY6OvrGx4efscddxQVFVnc1o0bN6Kion7++WdpzvDhw6XpmpqaFi1a0DLi5XPPPeft7U3/mmxXrc4I1NTs2bN1Oh0tXFBQILXs8b/CwsLM95hJH+QsvmXj8uYohH79+vn7+8fGxk6ePPn69evKyyvvh3o/RR06dJDvYZpu3769xU+XtQ/q999/TzszNTU1MDCQtj5s2LDDhw/X22fzzti9gDkaQfkHT8WWndKm1LI5a1uUj6DFj5/tQ9/Q8bX4f9li35oAyjKwBT4l7unzzz+nWueFF164evUqpYSPP/541KhR4i0HFVhi4tq1a2PGjLnnnnvMWxs/fvxLL71kba3WrVvPnDnzwoUL//3vf6k+27t3L9VA1qKjY/HOnTvF9Lfffuvl5VVVVSVebtu2jd4V07/99lubNm1Wr16dlJRE0/LtqtgZsmHDhszMzC/r0ERhYaH5MitWrHjiiSdMZpoXTApbsWN5uYEDB+7atctgMPz444+LFi0aNGiQ8vLK+6HeTxGVSu+995701u7du2mO+adL4YNK27r//vtpgV9++YUq5h07dvTv39/2eB1RYNm4imsVWNY2YeOBwnwBG4e+QeNr7f9yvR12EBRYYAt8StwTlTjPPPOMxbccWmCRr7/+unnz5uatUWpv165dWVmZ+VpTp06dO3eu9WhM0SE7Ly9PTFPWp3beffdd8XLIkCH0rpjet28flTs00aNHD/kpKHU7Q3r37r1//34xTRPZ2dkmC1AKofRAJYvJ/KYssOSqq6uDgoKU21HeD/V+iqgClu+HrKyst99+2/zTpfBBDQwM/P777+uJpK6pZ599NioqKiIi4pFHHqFdbbIJqtsee+yx6Do0IU5BKZ/5a+gqNIcK6Pj4eE9PT/Fy/fr1VJ4GBARQ4KWlpQrNmrh06RKVmBRLWFjYiBEjpL8clMNR3uif/vQnapCWpx2l8JlRq8CycehtHF/B2v9l+XbNz6XJB6XeHUt129NPP52YmBgeHn7ffff99NNPYr7RaHzyyScTEhJ0Oh39JWBxWwqDIvWhb9++b731ltRh+osiNjbW9j0ArggFlnui/+dffPGFxbecVWDRv8XFxfS37M2bN03epQMNHf6U4vlf1AKtQhui6YKCAiqqZs+eXVt30iUmJkZq/6677nr11Vdp4rXXXqNpk96q1Znaum+OpOM1/S1OB2KTBQoLC+mQbb6ieUqLjIyk0qdTp06rVq369ddfG7m8RZQ5li5dOnToUGvNCsr7od5PEaWr1NTUf/7zn7V1u5qmaY75p0vhg3rnnXeOHTv22LFj//3vfxXCoaZyc3Ov1aGJv/3tbyaboOxI8/V1Bg4cuGDBAoUQ7FuF5g8bNuyrr76SXg4fPvzKlSu0qxctWiRVG9aalcvIyPjggw8oZEq906dP/+Mf/2h7OBY3On/+fNqTX9Wh/ylNUGDZOPQ2jq9g7f+ycv/lg1Lvjl2+fPltt9325ZdffvfddxMmTPjLX/4i5tMfAAMGDCgvL6f5M2bMsLgthUGR+nDw4MH27dtLp9+mTZu2bNmyegMHl4YCyz35+PjU1NRYfMvDCuldWxYzb1NM0KEkv455a2Ji1qxZ0nkRaSb1Vn6QVd6WQH8mvvjiizRBfxceP35cpJMlS5bQfLEApe0WLVqInSAuzKJDp4M64+XlJRVqNOHt7S1/lw6pbdu2vXDhgvmKFpulP39PnjxJEUlHc7uXt7hFEhUVdfnyZeUllfeDLdl348aNf/jDH2rrvgx6+eWXzReoVfyg/vDDD5S3OnfuHBAQkJSU9MQTT1j8c5+aOn/+vJj+7LPPkpOTTTZB60oLlJaWmi9grqGr0PyKigr5y8rKSjH9n//8JzAwULlZa2gPxMfH2x6OtY1KZ2ppxQYVWMoHCoUDiC1Db+P41ir+X1buv3xQ5Czu2LS0tIsXL4rp69evt27dWkynpKRIpwOtbUthUOR96NGjx9atW2vrvhmnDtAwWeweuA0UWO7J0WewrB1tKXPfe++90jXm5q398ssv3bp1O3r0qHxmTEyM+ckS5Zrm7NmzXbp0odY6depEL+lPQ6oz2rVrR/PFAnS8NkkAVE45qDPKZ7C2b99+9913W1xRodmrV6+anwlr6PIWUXZZuHAhFabKiynvB19fX5NvuCjzUaEpX4wWiI2N3bZtG/0rfctm0o7CB1Vy69YtqpwmT54sP+sm75JUotEEZWuTTdAc5QXMNXQVmi+/rNs80ys3K0e18qBBg8LDw8WHVirWGxqOfHlppGj5BhVYCsso7Ipa24ZeYj6+JocXhf/Lyv2XD0q9O5ZKUvkmpA+zfIdb25bCoMj7sGfPHjpG/frrr+PHj1+9erWl/QduBQWWe7rnnnuWLFli8S1VCqyGzpcvQH/qUT30448/SjPp2FpQUGBjmxIqsOgP5WnTptH0lClTXnjhBfprWLwl/sy9cuWKtDD9ySv9Eax6Z5SvwaJ+Hjt2zOKKCs3q9XoqPhq5vDVUYwUHBysvo7wfaKd9/PHH8rdKSkoSExNNFlu6dKmPj4/0VYj550Hhg2rCYDCEhoaaz/eQncGiCdvPYIlLcyyy4wyWLS9tOYNFM994441vv/2W0jD9a77HbOybfHm7z2ApLFPvrqh36E1YG1/l/8tyJgNqsqF6dyyVPvKtSFJTU83PYJlsy8ZBoWIrPT2dqkP6nyJdLAhuDAWWe/r8889jYmJWrFhBeZf+gvzkk0+a5leE9TYrrFq1ivK3NLOioiIuLk76wdp3330nLl1XjvHFF19s3rz55s2bafr1118PCQkRXxrW1l2oIV0FL7nzzjtpMUd0Zv369dZ+RVhUVNSnTx9rK5o0m5+fT0dnOvLSpnNzcx999NFGLi83ceJEWuzmzZv//ve/p0+fXu81WMr7Ye3atZQqPvzwwx/qFBcXd+rUSfoJve2fB4UPav/+/Xfs2HH9+nXqM+3YBx98kEbQYptDhgwR12DRhPn1UvPmzZOujxk0aND8+fPFfErSFr+3VVilkQWWtWblaG/s3r2bdsUXX3xBu8J8j9nYN/ny0jVYt99+e5MVWPWuaOP4Kv9fljMZUJOe1LtjV65cSTuWWqD/UP/617/GjRsn5i9evHjAgAG0lvwaLJNt2f6B2b59O8185ZVXLO4ccDMYV7dF//9HjBih0+n8/Px69Ojh6PtgKc83/0vO5Fh/9erVqVOnUkanv3qpbKKeHz9+XCG62rov43x9femIRtP0pydNS19Ndu/eXTqlJHnvvfdoPziiM9QC/VWqqzNnzhz5lwI5OTl79uwxX8XkKw8xc+fOnRkZGf7+/vQXMB2y5X+jN3R5c2Jh+jC0atWKkhn9ES9v3OIqCvuBYqTMR/u5WR2aeOONN+pt0OLnwdoH9f3336f54eHhAQEBbdq0eeSRR+R9lrcpfkVISz700EPyH3CJCdotVHqKX3jRhLSXli9fThu12FVrqzSywLLWrBxV5O3ataMPc0JCwurVq833mI19ky//wAMP0M6hXfTUU09RyxZDqDcKk5keZhTWqrU09DaOr/L/ZTmTATXpSb079rfffqP5aWlp9B+K/niQ/ttS/ffXv/41Pj6eukp/CVjclu0fGPp4p6amGo1GizsH3AzGFQBcGJKT7c6dO0eljLN7oSG//vor/fHQlFu8++67t23b1pRbBCfCsQkAXBgKrHrNmDGjsrKyoqLitttue/zxx53dHQ05efKk9GtBR/vtt982btyYnp5u7Uap4H5wbAJNM/8mwokJVVOdscYlOqki945OFStXroyPj4+Kirr//vtxawC5kJCQdevWNc226IOamJhIJV3TbA60AMcmAAAAAJWhwAIAAABQGQosAAAAAJWhwAIAAABQGQosAAAAAJWhwAIAAABQGZcCy+Jv1wEAAKCJObsiaCJs4mQzogAAAJrFJx2ziZPNiAIAAGgWn3TsznHyPCcJAACgWXzSMZs42YwoAACAZvFJx2ziZDOiAAAAmsUnHbOJk82IAgAAaBafdMwmTjYjCgAAoFl80jGbONmMKAAAgAYZjcbXX3+dTzpmEyebEQUAANCgtWvXsvpRP5s42YwoAACA1lRUVOh0OhRYbojPiAIAAGjNgAEDuN2W0p3jxI1GAQAAtKBjx47c0jGbONmMKAAAgNbExMRQIj58+DCfdMwmTjYjCgAAoCkGg4GycEhISC2ndMwmTjYjCgAAoCklJSWUhbt161bLKR2ziZPNiAIAAGjKgw8+SFm4WbNmNTU1fNKxVuI8cODAoEGDAgICYmNjp02b9s0334j5t27dmj17tk6nCw8PLygooJf2tc9nRAEAADQlIyNDXN5eWlrKJx1rJc7Bgwfv37+/urr666+/plJ36NChYv6GDRsyMzO/rEMThYWF9rXPZ0QBAAA0ZeDAgZSF8/PzazmlYy3G+eOPPwYHB4vp3r17U+ElpmkiOzvbvjb5jCgAAICmpKWlidNXtZzSsRbj3LNnz4ABA8R0WFhYVVWVmL5x44ZOp7OvTT4jCgAAoCk+Pj6UhWtqamo5pWPNxXnmzJk2bdpcunRJvPTy8rp586aYpglvb2+FdT0UObzrAAAA8L8uX75MKTg+Pl685JOOtRVncXFxQkLCJ598Is3BGSwAAADXdfDgQUrBubm54iWfdKyhOLdv3x4XF3fq1Cn5TFyDBQAA4Lqef/55SsGjR48WL/mkY63EuXz58oSEhLKyMpP569evt/YrwgYNEp8RBQAA0I7OnTtTCvbx8TEYDLWc0rFW4jS/ZKq6urq27j5Ys2bN0tWZM2eO/D5YKLAAAAA0LiUlhVJwQECASOt80jGbONmMKAAASC5fvixOnICz9OzZk1LwG2+8IV7yScds4mQzogAAQC5evJiUlCSeMSz9WAqaXnx8PI3ClStXxEs+6ZhNnGxGFAAAan//Zkq48847xU2YoOmZ3CmJTzpmEyebEQUAgMOHD3t6etKRX/xL9u3b5+xOcXTlyhX5TbBqOaVjd44TNxoFAOBJnL7y8vLasGGDqLHeeecdZ3eKo6NHj9LOz8rKkubwScds4mQzogAAzBmNxqCgIDrsx8XF0fQzzzxD0xEREbgSq+lt376ddv7w4cOlOXzSMZs42YwoAABzGzdupGN+ZGSkuO5q06ZN4nuMqVOn1rtudXX1/fffP2nSpOvXrzu+p+4vOzub9rz8KSx80jGbONmMKAAAcwkJCXTM9/PzEwVWSUmJKLD69eunvOLZs2dDQ0PFwr6+vvLntoF92rRpQzvT399f3ASrllM6ZhMnmxEFAGAuKiqKjvnt27eX5pw4ccLkPIq5qqqqDh06yK/cHTRokOM76+ZoH9KefOqpp6Q5fNIxmzjZjCgAAGcGg4EO+EFBQSb3ZYiLi6P5Jo+7lcvKyhJ1VWxsbNeuXcXTXagyc3yX3VlaWhrtydLSUmkOn3TMJk42IwoAwNndd99NB/yYmBj5zOLiYlE83XPPPRbXOnfunHRDh7KyMvHbN1u+VQRlVKTSbpQXu3zSMZs42YwoAIBL0+v1S5YsGTRo0NixY+14yk3z5s3pgB8cHCyfefLkSVEw9ezZ0+Ja6enpYoFdu3bRSyoIYmNj6WVycrJ9UUBt3XOKTG6CVcspHbtznLgPFgCAC6murh4/frx0JkncyOr5559vUCPiDljPPvusyfzDhw9buwzrxIkTYqP+/v7SrRyoxgoICKCZp0+fti8cKCoqMr+UjU86ZhMnmxEFAHBFlIzDwsI8LMnLy7PxQTfXrl3zqHv4oNFoNH+3devWFi/Datu2Lc339vaWX3FVWVkpqi5c6m63Hj160A6Mjo6Wz+STjtnEyWZEAQBcy/Xr18XdkgQqazIzM59//vl+/fpJM6OiohSuT5e0a9fOo+4OWOZvlZWViaZGjx4tny89VIfKO3kZZzAYfH19aX56enrjY1Rw7ty56dOnf/DBBw7dilOIr1lDQ0Pl9S6fdMwmTjYjCgDgQk6cOCG+iZMKqTNnzkjvSg+68fj9uTfKrYlzYHFxceZvSQVWRkaGfH6rVq3E6avy8nKTVXbv3k1vdezY0d7g6vfEE09IsZtUfm6gW7duFNfKlSvlM/mkYzZxshlRAABXsW7dOiqbpBNXM2fONF+mqKhIXLcullm4cKG11oxGY3h4OC329ttvW1zg3XffpXebNWsmzSksLBQtp6SkWGzQ39+f3nXQM3b27dsnhS888sgjjtiQs4SEhFBQJr9U4JOO2cTJZkQBALSvurp6+PDhUmFBJdSnn35qbeGampq8vDypxtq6davFxZYvX04LJCQkWGuHCqbAwEBaZuPGjWJORESEOH1l8RovminuMjBq1KgGxmcT0RmqsXJycqRKa/78+Y7YVtMrLS21WLnyScds4mQzogAAGvfRRx+JykYYMmSILdewFxQUSN8VVlZWmi8gvmps1aqVtRbOnj0rWujatSu9HDlypHg5btw4i8tTFSguw7J2cwcblZSUnDt3ziTGJUuWiK0PHTqUXq5atUraIZmZmbZccKZxEydOlHa1HJ90zCZONiMKAKCWDz/8sHfv3jExMWFhYVFRUTk5OY1P/FRJSGdraGLt2rW2r3vfffeJFdu1a2dSrxiNRnG2acSIEQotjB492qPuFu0PPfSQuLrL5I5ZJkQZdNddd9neSRPr1q0TfaZ9qNfrpfne3t40s0WLFtIF4E8//bT868Jt27bZvVEtEN8Pyr+QFfikYzZxshlRAIDG27p1q3TlkxwVJffee6/04N6Gkl/TTXXb8ePHG9qC+GEaMblga+XKlR51T7lRXr2yslIeDlU5ynWMWF75IYYKiouL/fz8pM2lpqaKy7nE2R0yb948+fIbN24U58yEf/zjH/ZtVwvEs4kefvhhk/l80rE7x2lyXHB2dwAAXACVFNJtzeV1lfylj4/P6NGjG1pmyS+6GjlypI23tjJx6NAhce7H4/e7rgvi9JUtv/iTRzdjxox6l2/RogUt+eKLL9rR2/bt24sNBQcHi4m+ffu+/vrrYrpNmzbmq9BukXbU4MGD7dioFognQlq8IRmfdMwmTjYjCgBgtx07dsh/1xYeHv7EE09UVFRQmiwvL58wYYK80goNDT1//rwtzVLR0Lt3b6lWe+qppxrTyRUrVoimqKtHjx6lOW+99ZaYM3XqVFtamDt3brdu3Wz8Dk7skMTExIb2k3aa+JosJSXl008/DQoKMqlZ33zzTWsrSl+G0og0dLtaMGrUKGv1Lp90zCZONiMKAGCf5557Tn6OyuLVUceOHRP3PZdKHPOH0pgwGAxdunSpt6pokAceeEBqkLK4KPuSkpIs3sC9kQYPHuxh6WLtes2cOdOj7vE74uWhQ4fkBRZVrgrrigf7ePx+CbzLEV90WrwhGZ90zCZONiMKAGCH9evXS7k/LS3N/K6bciaPtUlISPjwww8tLnn+/HlxLY6oxg4ePKhKb6loGzhwoMf/euyxx1Rp3ITdl2GJJ/MQ6TePL730UkhIiJ+f35w5c+r9hnTatGmiarSn005FZa44Xbd48WLzd/mkYzZxshlRAACB8vrgwYO7det27Ngx5SXfeecd6bu/P/7xj7acB6L6YMiQIfL6pmPHjvJvDKuqqkaPHi1dL+Xj4yO+zlMLdWDo0KHS1sePH++I01dCfHw8baKwsLBB3RPfD86aNcv8LVtaqKioEKEp3FtVmzp37uxh5YFFtZzSMZs42YwoAAD55JNPpAuryd69e60teeLECXG/cvLnP/+5QWXKq6++Kt8KVWlJSUnz5s3Ly8uT/3pOp9OdO3dOjbBMlZSUrF+/vqioyBGNS8QdtkweWqzsrrvuolV8fX3t3qj0bB/VnzZNLe/cuVPdeldOFOsWL+Gv5ZSO2cTJZkQBAEiHDh3kp5eys7OtLSn90m306NF2nASiVQoKCuTllImhQ4c67txS0+jVqxcFkpycbPsqMTExtApVZvb9WFKYP3++h6oPQ6yqqsrJyZHOVtKnojHds2js2LHUvpeX1759+ywuwCcds4mTzYgCAKxZs0Zk0K5du0q3XHr55ZfNlxS3jyKtW7e2++5WtXUXRU2ZMkX+2GaPurtoHjp0qBFxaIW4DMv8npmSGTNmhIWF+fr6duvW7eLFi2KfU5Hx7rvvNma7NCLiN4zLly9vTDvCZ599Jh7OI2fLTeqfe+655s2b0+Bu3rxZeUm9Xi+aVShG+aRjNnGyGVEAYO7SpUvS13Znz54tKSkR07m5ueYLSxdiU/Zt/KaNRmNhYSGVF4899thHH33U+Aa1Qzzb5w9/+IPJ/JqaGnHJkTnp94N2u3z5smgqMzOzkU3RcEhfBFPRlpaWJko3b29v+sAorEj1ohSRn5/fBx98YG1JGn1xjzFPT0+FUoxPOnbnOE0+687uDgCAw1GSa9WqlTjo/eUvfxEzly1bJrKjyYVQDz/8sFhyzpw5zuisK2nWrJlH3Z0z5TMrKyuTkpKkLCO/hRhNq3JDivz8fOUTQrY4f/68dO4qJiZGVFQnT54Ud2dt3769tRWrq6tbtmwpz6Tx8fHWFpbOhmZkZCh0hk86ZhMnmxEFAG62b9/evXt3qqtiY2OlPOrv728wGMQCpaWlYmZOTo60Vnl5uViYsqx4fgsoWLt2rdirp0+fFnMuX76s0+nEjqV9uHfvXtrhEyZMCAsLa968eYN+cqigpqZG1G3z58+3uxGqz0Q/e/bsKb/oSjwNSeGrT+n0Z3p6uriZma+vb0VFhfmSp06dEkvSAsonL/mkYzZxshlRAGClW7du5l9OUUqW3zGhuro6PDzc439v/CiSLi1Z74U1IIjr1ql+MhqNx48fDw0Nlb44O3PmjOO2K65Jb9eunX2rT506VfSTOmxSSVOpJO6jMWXKFPMVqRTLy8sTHxLx1Ehx8zPzW3MdPXpUuk/9M888o9wfPumYTZxsRhQA+OjTp49JaUXJmKoo80vLKbOKPF1QUFAre7ZMRESE6r8jc1e5ubliD48ZM0a6nikqKkr5GqbGW7hwodju6tWrG7TigQMHUlJSpM+GxTtliJ9/tmjRwvytgwcPihWzsrLEHHE/sODgYGkZ+lyJIkzo0KFDvb8Y5ZOONRSnNEIWZ5q/1dDGG91BAAANOX36tPT91LJlyy5evFhaWmqtWtLr9aLACgoKevPNN8WTTGjFs2fPNnG3XZfBYJDfv560bdu2MT+9tJ0YO29v75ycnLvuuuvee++lGvr69evmS1ZUVMyZMycpKUkqAUVxtm7dOosti+vzvLy8VqxYIZ9PddKMGTPEutL99z/77DNx2dbEiRNr635OIW6mKlDhpfwAAIFPOtZcnOYFliOaBQBwaVKyp/xn470Ann32WZM/WYcMGeLofrqZJUuWSHsvOjq6aaqrWtnPEUxQuRMaGhoTE5OQkBAbG2tymwyBZr722msKjYtv9+hf+cmnPXv2iNVNfnwqPnVUkFFlJr/pQ58+fa5du2ZLLHzSsebiRIEFAFCvs2fPisTWo0cP29eiNCxlxM6dOzuue27s/fffHzp06OLFi5v47qnDhw+3WGNZQzUQlVzz58+vtwp85JFHxCopKSnisYl6vV76btGkfF+zZo10n1JpQw263RefdKy5OM0LrMjISKqsO3XqtGrVql9//VWVZgEAXBelzF69elGe8/b2btAjaAwGw8SJE5OSkh599FHpN4bgKs6cObNw4cJZs2bRILZr16558+Z+fn7ye0PQRyIiIqJPnz579uxpUMvi54SiBUq4Upv9+/c3X3jEiBHSFkNDQy3+qFABn3SsuTgt7vqff/755MmT2dnZM2bMUF5XgcO6DADQpKSvb6Srj4Gtmpqaa9euXbp06cqVK3Z/ZVlUVCQ9llsSFhZmsXgyGo3Lli3r16/f7Nmz7fiFBJ90rLk4FXb91atXdTqd6s0CALiWzZs3e9YpLi52dl/ATZw5c6Znz57i9JWvr++QIUMc9PNSPulYc3Eq7Hq9Xt+gh5nb2CwAgAuhokqcYBg2bJiz+wJuyNFX7vNJx5qL02TX5+fnl5aW/vLLLxcuXMjNzX300UetLdmgZgEAXNS7774rCqwXXnjB2X0BaDA+6VhDcVq8ZGrnzp0ZGRn+/v7Jycnz5s2Tn7FEgQUA3BgMBvFrsujo6Cb+FRuAKvikYzZxshlRAHBj0n2Yxo4d6+y+ANiDTzpmEyebEQUAd3Xp0qVmzZqJ39KfOHHC2d0BsAefdMwmTjYjCgDuSnqu87Zt25zdFwA78UnHbOJkM6IA4JYOHTok7qDt4+Oj1+ud3R0AO/FJx+4cJ240CgBuo127duJQdvjwYWf3BcB+fNIxmzjZjCgAuJ/CwkJRXaWlpTno9o8ATYNPOmYTJ5sRBQA3YzQao6OjRYF15coVZ3cHoFH4pGM2cbIZUQBwMxMnThTVFU04uy8AjcUnHbOJk82IAoA7MRqNUVFRdATz9fV19DNMAJoAn3TMJk42IwoA7iQvL0/c+Oqdd95xdl8AVMAnHbOJk82IAoA7iYmJocNXcHCwszsCoA4+6ZhNnGxGFADcxpo1azw9Pb28vPbt2+fsvgCog086ZhMnmxEFALcRGhqK01fgZvikY3eOEzcaBQDXZTQaAwIC6Ng1evRoZ/cFQDV80jGbONmMKAC4h6eeeooOXHFxcc7uCICa+KRjNnGyGVEAcA/+/v504IqOjnZ2RwDUxCcds4mTzYgCgHto1qwZHbjGjRvn7I4AqIlPOmYTJ5sRBQA3YDAY6KgVFBRkNBqd3RcANfFJx2ziZDOiAOAG+vbtS0etjh07OrsjACrjk47ZxMlmRAHADXh5edFRKzEx0dkdAVAZn3TMJk42IwoAbqB169Z01Fq2bJmzOwKgMj7pWP04a2pq5s+fn5ycHBAQQP8uWLDg559/Vn0rtsB9sADARYWEhNBRy2AwOLsjACrjk47Vj/PRRx8dNGhQaWkpVVr078CBAx977DHVt9JQfEYUAFxdcXExHbLoD1RndwRAfXzSsfpxRkdH6/V66SVNa+E+LnxGFAAc6t133126dKnjftxHf5oGBQXRIatt27YO2gSAE/FJxyiwAABsdfDgQXHJwfTp0x20iaqqKh8fH9pEjx49HLQJACfik44d8hVhbm7u+fPn6e8w+pem8RUhALiHoqIiUWBlZWU5biu9evWiTWzbts1xmwBwFj7p2CEXuc+bNy8pKSkgIID+ffLJJ511kbscnxEFAAcxGAxjx44VBZZOp3PchmJiYmgTV65ccdwmAJyFTzpmEyebEQUAB1mzZo38h8mnTp1yxFbEPdxDQkIc0TiA0/FJx2ziZDOiAOAgR48e9fT0lAqssWPHOmIrJSUl1Hj37t0d0TiA0/FJx+rHWVpamp2dHRgYqKl7UGmhDwDg0srKyuhIIp7BTO6++27VN2E0GlNSUqjx3Nxc1RsH0AI+6Vj9OLOyshYtWvSf//xH9ZYbCjcaBQAVvfDCC3QkmTBhwpNPPkkTU6ZMUX0T9AeqOF716tVL9cYBtIBPOlY/zoCAgJ9++kn1ZhuJz4gCgIPk5ubSkWTLli2HDx+miQEDBjhiK7GxsdT4xo0bHdE4gNPxScfqx9m6dWsN/viFz4gCgCNUV1f7+/vTkaSqqkqcZ0pLS3PEhvCQHHBvfNKx+nGuW7du+PDhlZWVqrfcGHxGFAAcYe7cuXQY8fLy0uv1VGM56E4NonRLSUlRvWUAjeCTjtWJ06M+qmylkT10dhcAwIVlZWWJo9nRo0fppbjZek1Njbpbefrpp6nZUaNGqdssgHbwSccaitNiNXbr1q3Zs2fTX4rh4eEFBQX00u7G1egjADA1bNgwOoxMnTpVvExMTFT9XqCXL18Wx8ARI0ao2CyApvBJx+rH6enp2ZjVTXb9hg0bMjMzv6xDE4WFhao0CwDQIOIMljh9RXJycuhlcXGxipuQfkI4bdo0FZsF0BQ+6Vj9OFu2bPl///d/dq9usut79+69f/9+MU0T2dnZqjQLANAg8fHx0ikro9Eofuu3bNkydbcSERFBzV68eFHdZgG0g086Vj/OFStWjBw5sqKiwr6v80x2fVhYWFVVlZi+ceOG3VeV8hlRAHAE+QUMR48eFS/79++v4ibwkBzggE86Vj/ORl7kbrKwl5fXzZs3xTRNeHt7N3TT2rnQHgBc1JUrV+gYEh8fL14ajcakpCTVv8s7cuSIBx6SA+6OTzrWXJw4gwUAWiNOWWVlZUlzXn/9dQ9Vb+au1+uDgoKozaFDh6rVJoAG8UnHmosT12ABgNZs376djiGjR4+W5uzbt4/m3HHHHWptYs+ePeJcuyMecQigHXzSsebiNNn169evt/YrwsZ88wgAYLuFCxfSMeS2226T5pSUlKj7dZ7RaGzRogW1eeDAAbXaBNAgPulYQ3FavGTq1q1bs2bN0tWZM2eO/MJ5FFgA0DS6du0qjktlZWVijrgqKzExUa1NSFe4U6WlVpsAGsQnHbOJk82IAoDqxF2vQkNDq6urxRwqg1T89QxVV/379zc5SQbglvikYzZxshlRAFBdbm4uHUN2794tn6nT6Tzqnv3c+PaXL18uyrUxY8Y0vjUALeOTjtnEyWZEAUB1JrdxF1JSUuRfGtrn2rVrEydODA0Npaa8vb2PHz/euJ4CaB2fdOzOceI+WACgCotPHhwwYIBH456Ws3nzZk9PT+kY9eabbzaynwDaxycds4mTzYgCgOpCQkLoGGIwGKQ50o/+Hn/8cbubFefABG9v70aeDANwCXzSMZs42YwoAKjO/Cw4FUNiZs+ePe1rs6ioyLNOv3793nrrrcrKSjV6CqB1fNIxmzjZjCgAqMvkOTkSKoxo/qRJk+xrtm3btrS6l5eXKpfJA7gKPumYTZxsRhQA1FVaWkoHkLS0NJP5W7Zsofn5+fn2NUsVG62elJSEG18BK3zSMZs42YwoAKiruLiYDiADBgywOD8nJ8eONsVtRYOCgmpqatToI4DL4JOO2cTJZkQBQF3mDyIUGnMz961bt9K6ffv2VaODAK6ETzpmEyebEQUAdb3yyisWr7VqzM3cU1NTxa3h8f0gcMMnHbOJk82IAoC68vLy6AASGRlpXgzFxMTQW3q9vqFtils8REREoMACbvikY3eOEzcaBYDGa9eunTiGmBdS3bt3p/klJSUNbTM4OJhWPHfunEp9BHAZfNIxmzjZjCgAqGvYsGF0AJk8ebL5W5mZmfTWihUrGtSg+FliSkqKOv0DcCl80jGbONmMKACoSzzp+eDBgybzq6qqvLy86K309PQGNThy5Ehaq02bNur1EcBl8EnHbOJkM6IAoC6LT3oWxDVYDf0xoE6no7UCAwNV6iCAK+GTjtnEyWZEAUBdFp/0LOzYsYPeGj58uI1NGQyGadOmiSfkrFq1Ss1eArgIPumYTZxsRhQA1GX+pGfJyZMn6a0uXbrY2JT0dOewsDBV+wjgMvikYzZxshlRAFCXws+Qq6qq6C2dTmdLO5WVlX5+fqK1xx57TNU+ArgMPumYTZxsRhQAVGTtSc8ShfNbJsS9r7y8vI4cOaJqHwFcCZ90zCZONiMKACqy9qRnSadOnWiBs2fP1tuUv78/LZmamqpqBwFcDJ907M5x4kajANBI1p70LElOTqYFHn/88XqbEo/HOXDggKodBHAxfNIxmzjZjCgAqMjak54l3t7etjzy2WAw0GIhISF4Ng4wxycds4mTzYgCgIrEk56nTJlibYEhQ4bQAoMHD1Zu5+WXX6bFbr/9drU7COBi+KRjNnGyGVEAUNGECROUvyIU3yFmZWUpNFJdXe3r66vcDgATfNIxmzjZjCgAqCghIUH89I+KJIsL2HKnBumhOnl5eY7pJoDL4JOO2cTJZkQBQEU5OTl09OjTp4/CMpGRkbRMZWWlwjIRERG0zLlz59TuIICL4ZOO2cTJZkQBQEXWnvQsl5GRQcssX77c2gLSFe4O6CCAi+GTjtnEyWZEAUBFCk96lgQFBdEyLVu2lOacOHFi/PjxS5cuFS9LSkpoge7duzu2rwCugE86duc4cR8sAGgkhSc9Szp37kzLJCQkiJcbNmzw9PQUh520tDSDwSAeQXjHHXc0RY8BtI1POmYTJ5sRBQAV2fIknMrKSuk694qKiuDgYPmfdgMGDBAT2dnZTdVrAO3ik47ZxMlmRAFARTae/xZ3aS8uLhZns8jw4cN9fHxowrOOl5fX4cOHm6DDABrHJx2ziZPNiAKAWup90rOElqElY2JixAMH/fz8qqqqNm3aJJ3H6tu3bxN0GED7+KRjNnGyGVEAUEu9T3qWpKenS7WUl5fXqVOnaGZNTc24cePEzMLCQsf3F8AF8EnHWo9TrQvV+YwoAKil3ic9S/R6vXTplY+Pj/yupGVlZdSOA3sJ4FL4pGOtx6nWSPAZUQBQS71Pepa75557aGEqsw4dOuTojgG4Lj7pWOtxosACAGcRT3qeOHGiLQsbjcbDhw9be6IOAAh80rHW46SRiIyMDAoK6tSp06pVq3799Ve721G3YwDg9sQt2m25yB0AbMQnHbtGnD///PPJkyezs7NnzJihsJiHoibrLQC4h9jYWPGtn9FodHZfANwEn3TsSnFevXpV+ZH1CviMKACo5bbbbqNDx6JFi5zdEQD3wScdu1Kcer0+OjravnX5jCgAqKVLly506Dh58qSzOwLgPvikY63HmZ+fX1pa+ssvv1y4cCE3N/fRRx+V3mrQIPEZUQBQi06no0NHVVWVszsC4D74pGOtx7lz586MjAx/f//k5OR58+bV1NRIb6HAAgDHMRgMdNwICQlxdkcA3AqfdMwmTjYjCgCqOHv2LB03OnXq5OyOALgVPumYTZxsRhSAj+Li4kGDBmVnZ69bt05+elsVe/bsoeNGXl6eus0CMMcnHbOJk82IAnCg1+t79Oghvw9LWFjYrl27VNzE5MmTqdnbb79dxTYBgE86ZhMnmxEFcHtvvPGGt7e3+b3uPD09ly5dqtZWqGKjNps1a6ZWgwBQyykdu3OcuNEogPuZM2eO9J/ax8fn8ccff+GFF+Li4qSZy5YtU2VDLVq0sP1BhABgIz7pmE2cbEYUwHXV1NR89NFHBw8e/Oyzzyy+O3LkSKmQ6tChw6VLl6R3p0+fLr21cuXKRvZE/IQQ93AHUB2fdMwmTjYjCuCK1q5dGxUV5enpKRVJgYGB/fv3r6ioEAscPny4devW0ruPP/64eelTUFAgLVBUVNSY/vTq1YsaadOmTWMaAQBzfNIxmzjZjCiAazlz5oz8Cz5zVGn5+/vLL7RavXq1tdYeeughaclPP/20oZ0pLy+fO3eu1B+aaFxwAGCKTzpmEyebEQVwIbt27fLy8pLXUsnJyWlpac2bN5efzZKEhIQcOXJEuc2kpCSxcEBAwPnz560ttnPnzq5du8bUiY+Pj4yM9PX1lW/L29t73759akcMwB2fdMwmTjYjCuAqNm3aJFUzfn5+W7Zskb+r1+vz8/ObNWtGlRbVOhERETY+dLm8vLxly5YKNdalS5fS09MVzpmR0NDQbdu2qRYqAPyOTzpmEyebEQVwCZs3b5bOUaWkpEjXWpmz4w6iBoNBKqF8fHx27NghvVVcXEzFnMWiisq4yMjI7Oxs+fIAoC4+6ZhNnGxGFED75NXVpEmTHLGJqqqqNm3ayM9IxcfHR0REyM+ZLVmy5Pr163q9vry8nP5V/V7wAGCOTzp25zhN/jx1dncA4P9bt26dVF1NnjzZcRuigqlnz54WT1alpKRQReW4TQOANXzSMZs42YwogNO9//77o0aNioiICAgICA4OTk5Ozs/PP3/+/N69ezt06CBVOePGjWuCzjz99NOhoaFSSUf9+fOf/4yTVQDOwicds4mTzYgCOAWVLK+88kqnTp1MfotnzcSJE5uyewaDoaysDGetAJyOTzpmEyebEQVoMmfOnFm8eHHXrl0jIiIs3lXB29tbfhcGISAg4KWXXnJ23wHAOfikYzZxshlRAAcxGAy7d+8ePHhwUlJSeHi4j4+PxVNTVFHFxsaOHDlSPMempqamqKhozJgxrVq1SklJmTNnTlVVlbNDAQCn4ZOO2cTJZkQBVERF0pQpU9LT00NDQ83PRckFBga2bdt27dq11dXVzu41AGgXn3TMJk42IwrQSNevX3/22Wc7deoUEhKiUFH5+fnFxMRkZWW9/PLLtIqzew0AroFPOmYTJ5sRBbBDeXn5ggULUlNTAwMDLZZTnp6eQUFBbdu2/dvf/nbkyJHKykpndxkAXBKfdMwmTjYjClCvmpqa06dP33fffT169IiOjrb2uz8qqsLCwoYNG7ZlyxaDweDsXgOAO+CTjt05TpNs4ezuADQpo9FYUVFRXFy8Zs2aoUOHdu/ePTU1NSoqKjAw0OIv/qSiKiIiIjMzs7CwEDeLAgDV8UnHbOJkM6LAExVDJ06cmDRpUrdu3Vq2bBkUFKR8Tbqcj49PZGRknz59tm/fTmWZs0MBAHfGJx2ziZPNiIJbunLlypIlSzp06ECVULM6Op2uefPm9DIsLMzf31/hpJQJKrxCQkLi4+PHjBmzYcOG8vJyFFUA0GT4pGM2cbIZUXAnX3zxxfDhw6mWsr1+kqqooKCgmJiYtLS0rKysJ5988rXXXvvggw9wcToAOBefdMwmTjYjChpkMBguX7589uzZY8eO/fOf/zxx4sSlS5eqqqpqamosnj3617/+NWrUqFatWpnXVZ6/k8/x8fEJDg5u2bJlfn5+YWFheXk5Lp8CAG3ik47ZxMlmREEL9Hr9M8880759e4X7c1JhRG9RbeTv70/lUUhICC0cFBTk7e1tvjAtkJWV9fe//53KsurqaqqfqGijafoXN/YEABfCJx2ziZPNiEITo1qHCp2ysrK9e/dOnz69TZs2fn5+Dfo6TwE1NWLEiLNnzzo7SgAAdfBJx2ziZDOiYCOj0VhdXV1eXn769Ol9+/bt2bPnzTffXLdu3dixY3Nzc/v169etW7e0tLSEhITY2NioqKgWMuHh4aGhof7+/l5eXiZf2JkLCAig5akRqr1SU1Pbtm2bnJzcqlUrcX06vevj4+Pt7S1990fN0iby8/OLiopw+TkAuBk+6ZhNnG4xopRuT506dejQoddee23cuHFDhgzp27dvjx49unTp0r59e0rbVA3ExcXFx8dT/qZ0Trmc5nfu3JmWufPOO1esWLF79+7jx4+fP3+eCgu9Xi++YHLp63VEnUSBUDgUV0lJCdUlq1evHj58eE5ODhVJHTp0oN3SvHlzqmaCg4MDAwOpgvH19RU1jVqnmuSo6oqIiOjZs+fWrVtt/P6Ooqipg4oKANybe6RjW7hznCZpz9ndUUFeXp7q1YA4a0I1AdUcAQEBVIKEh4dTORITE0N1SWpqakZGRvfu3fvUoZKFSrrbbrstPz//1Vdffeeddw4cOHDw4MHi4uLDdai42bdvH83cu3fv/v37qZ7bsWPH5s2b161bd++991KRN7jOwIED+/XrRw327t2b/u1Vh7ZCtWDHjh2pLkxMTGzZsiX1ITo6Oioqqnkd6lizZs3EhUpUJ0lFUr3nkByBtkhbpz1GdRv1jSpa6vzMmTOpAnbpghUAwKE83CId24JNnG4xoi1atGjiMsKdiDpSXFfu5+dHpWRERERcXFxKSkr79u3T09MzMzOp2nvggQfmzZu3YsWKN9544+jRo+fPn7927VrV76RLy1FFAQDYwcMt0rEt2MTpFiNK+b579+4dOnTo1q3bww8/vGjRotWrV2/duvW9996jt06cOHHx4sUrV66Ul5d/9tlnH3/88bFjx/bv3//3v/+daoX58+f369cvIyODiomkpKT4+Pjo6Ghx18qQkJDAwECqOZx4QkiB1Bmpb1KdJH5/J84hxcTEJCYmtmvXjkql3r17z5w5c82aNbRzaA98+umnVBLh2zcAAKfzcIt0bAs2cbIZ0UaiKkScpNHr9VSuUdFG1RvVZ6+++urLL79MJcuKFSuosJs2bVqPHj06d+5M1R5VbPRvx44dO9WhCfGSCh162aVLFyoH+/TpQxVhQUHBggULFi9evGzZspUrV66tQ83Sv5s2baJiaMeOHVQPHTlyhEoiKhOlU0fiWjHpijGUSgAALopPOmYTJ5sRBQAA0Cw+6Vjrcd66dWv27Nk6nS48PLygoIBe2tcOnxEFAADQLD7pWOtxbtiwITMz88s6NFFYWGhfO3xGFAAAQLP4pGOtx9m7d+/9+/eLaZrIzs62rx0+IwoAAKBZfNKx1uMMCwurqqoS0zdu3NDpdPa1w2dEAQAANItPOtZ6nF5eXjdv3hTTNOHt7a2wsPKv/ZukvwAAAGAVn3Ss9ThxBgsAAMBt8EnHWo9TxWuwAAAAwOnUqxE0Tetxrl+/3tqvCBs6SK4+qOi/07l6CK7e/1rXDwH9dzpXD8HV+1/rFiHYSOtx3rp1a9asWbo6c+bMkd8HCwWWa3H1/te6fgiu3v9a1w8B/Xc6Vw/B1ftf6xYh2IhLnLWuP6jov9O5egiu3v9a1w8B/Xc6Vw/B1ftf6xYh2IhLnLWuP6jov9O5egiu3v9a1w8B/Xc6Vw/B1ftf6xYh2IhLnLWcBlWbsP+dDkPgdBgCp8MQOB2fIeASZy2nQdUm7H+nwxA4HYbA6TAETsdnCLjEWctpULUJ+9/pMAROhyFwOgyB0/EZAi5x1nIaVG3C/nc6DIHTYQicDkPgdHyGgEuctZwGVZuw/50OQ+B0GAKnwxA4HZ8h4BInAAAAQJNBgQUAAACgMhRYAAAAACpDgQUAAACgMhRYAAAAACpDgQUAAACgMhRYAAAAACpz1QLr1q1bs2fP1ul04eHhBQUF9FL+blVVVatWrazdbMPausptgpzCvvr000+HDBkSHBwcFxe3adMm29fF/m8Qa7vriy++yMvL09WhCXpp+7oYgoby+J18pi27EUOgFotDcODAgUGDBgUEBMTGxk6bNu2bb74xXxFDoBaLQyAwz8WuWmBt2LAhMzPzyzo0UVhYKH/34YcfXrJkibVBtbaucpsgZ21fXbp0if47bdmy5bvvvrt69er48eNtXxf7v0Gs7a7evXvPmzfPUGfu3Ln00vZ1MQT2MTnU2LIbMQTqMhmCwYMH79+/v7q6+uuvv37wwQeHDh1qvgqGQF0WEy7zXOyqBRalDfr/I6ZpIjs7W3rrwoULycnJNTU1JoMqvbS2rkKbYMLavqKKas2aNRZXwf5Xl7XdFRQU9OOPP4rpH374gV5Kq2AIHMTkUKOwGzEEDqJwc3D67xAcHGy+JIZAXeZDgFzsqgVWWFhYVVWVmL5x44ZOp5Peuuuuu7Zu3VprNt7SS2vrKrQJJqztq+jo6CeffDI2NjYiImLSpEkGg0FaBftfXdZ21+jRoxcsWPD999/Tzp8/fz69lFbBEDiIyaFGYTdiCBxEocDas2fPgAEDzJfEEKjLfAiQi121wPLy8rp586aYpglvb28x/Y9//KNnz57iK1tr/+WsrWttPpiztq9oYsKECV/Xyc/PnzJliu3rYv83iLXdde3atdatW4tLImjiq6++sn1dDIF9TA41tuxGDIG6rB3tz5w506ZNm0uXLpm/hSFQl8kQIBfXum6BZa3CTU9PP3r0qJi2NqhuXzU3AYV9SC/FNNVYkZGRDVoX+9921nZXbm7u3LlzpWuw6KXt62II7GP7Gax6l8EQ2Mfi0b64uDghIeGTTz6xuAqGQF0mQ4BcXOu6BZa172g9zNi+rtt879sErO2rnJwcqqvE9PXr1y0WWNj/qrC2uwIDA61dg1XvuhgC+9h+DVa9y2AI7GN+qN++fXtcXNypU6esrYIhUJf594DIxa5aYK1fv77eXxlY+97X2rq2tAmCtX21adOme++9V/qK8L777pNWwf5Xl7XdRcem+fPnizNYf/3rXy1eYY0hUJfJoUZhN2IIHMRkCJYvX56QkFBWVqawJIZAXQqXwbHNxa5aYN26dWvWrFniZj9z5syxeJ8Ma4NqbV1b2gRBYV8tWLAgMjIyPDx84sSJFi9yx/5XhbXd9fnnn99xxx3N6tx5553l5eXSKhgC1Vn8G11hN2IIVGdxCMxPn1RXV0tviQkMgVrqPVPFNhe7aoEFAAAAoFkosAAAAABUhgILAAAAQGUosAAAAABU5qoFlrVneSo8JFLhEjzlB1IqNGvLI0UVtl5UVNSvXz9/f39affLkydevX2/QTgAAAABtctUCy9qzPOt9SKTFKkr5gZQKzdrySFGFrQ8cOHDXrl0Gg+HHH39ctGgR1Wr1Bg4AAADa56oFlpz8WZ713qDMvIqy9kBKOVvue2bySFGLFDZBVZrFe0ICAACAy3GHAkv+LM96b7FvXuJYeyClnC137jd5pKhF1jbx008/LV26tN4TYAAAAOASXL7AMnmWZ70PiTQpcWx5IKUtzSo8UlRh69JMEhUVdfnyZeXVAQAAwCW4doFl/izPhp7BsvZASpNr0pWbNe+GtQvqrdVwP/zww8KFC/v27asULQAAALgIFy6wLD7Ls6HXYJk/UcHithSarfeRogpbl6Maq95LuAAAAMAluGqBZe1ZnvU+JFKhxFF4y1qzCo8UtWUTEydOvHDhws2bN//9739Pnz4d12ABAAC4B1ctsKw9y1P5MasNeiClnLVmrXWj3g6LmTt37szIyPDz82vVqtWDDz747bff2r1DAAAAQDtctcACAAAA0CwUWAAAAAAqQ4EFAAAAoDIUWAAAAAAqQ4EFAAAAoDIUWAAAAAAqQ4EFAAAAoDIUWAAAAAAqQ4EFAAAAoDIUWAAAAAAqQ4EFAAAAoDIUWAAAAAAqQ4EFAAAAoLL/B6pzPPrcfco3AAAAAElFTkSuQmCC)
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