Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Sibeck_052123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 23, 2014 |
Start Time | | 2014/02/23 13:00 |
End Time | | 2014/02/23 16:00 |
Key Words | | Velocity gradient |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -5.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.89 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 168.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Sibeck_052123_2 |
Minimum Dst Value | | -24 |
SW Source | | OMNI |
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 THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEp1biAxNSAwNToyOToxMiBVVEMgMjAyM/rV03kAAAGtdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRGF2aWRfU2liZWNrXzA1MjEyM18yOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIFRIRU1JUy1DIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDE0LTAyLTIzVDEzOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAxNC0wMi0yM1QxNjowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjQuMjUzODU0OTk5NSwgIm1heCI6MTQuNTk5MjQ1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfRZxMUAAAAAEZ0FNQQAAr8g3BYrpAAA9JUlEQVR4nO3df2wUZ374cRsbjLEBQwx1iAEHSOIkEOzAUUL9BUNIMQIKBLhQSsAQlx/lEOQICueQOAoU0Dl3bsr56JUf5ur2HCXXuAmNfIgoTnEU1JA7N3IjB7nIqEYxwhFWZJ2syEL+fupPM917dnd2vJ717nrerz+s2dnZmcefZ3aez84880xCLwAAAFyVEO0CAAAADDUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsDIaEhIHuaQNfg1srgbsiUSmXL1/Ozs4OueZIbJp9DIDiWAA3BWtdwm51rA+SYA1VkaiU+fPnf/TRR1HZNPtYhBBYxB12WfzPkUskJSWlpqbOnj374MGDt27dcn0TNu9+8803zz///JQpU4YPHz569Oh169Z9/PHH/VqDK8UwHD58OK1PaWmp7xp8WfM//PDDJUuWpKSkSPm3b99++/Zt/4/4rjzY8jK/sLBQ52/ZsuWrr76yKaHNRgMKGGeZOXHixLt371qLbdq0yZqW+VlZWXfu3JHyy75hrDA/P983Aw4YmZAicZ5JYuLKpsMQuTwgIZBgWwxWL77zQ1aoTjj5elquXbu2du1a+dbIwpLm1tbW2pRtEJCWIYrY+fB/xyBpTb/44gtJLKTF/e///u9IbCKg5cuXHzhwQJOJb7/99p//+Z8lyejXGlwphq8zZ84sXLjw6z5SGHlpv4YVK1ZcunRJAtjd3S2tkeQ99psOtvyyZcsuXrzY09Mjb1VUVMybN8+mkCE3aggW5w0bNsi0LiPzJdWWFepLmS/tpZZf2kvZnLW2uro6mTPwU4yRSLAcfiS+EqxgmwiZYAVbicMKdfL1VNevX5c8TL4sspi8bGxs9E3W7QscISRYiCJ2PgQ4Bp04caK4uFinb968Kb9ZU1NT5SepHGpv377d1dWVmZkpv2ut5WWO5GQyx1qVHGFlDSkpKTK/vLzc/jAna/Y9gxKwbDLxk5/8RNYm65Q1WxmAKC0tHTdunMyXo7mUxJr/4osvjh07Vn5znzx50libHPonTZr0i1/8IliRJLuyrjHJREFBQbBY+ZP/Rf6jYP+Iw+WVwzMx/isJuLlgcZaWddWqVTp94cIFSbDkr76U+e+//76uUGb6tqwSk3fffdd5ghWsBq0Pypzdu3frWUOZ0AXsz4r19yMyR3aGrKws+R/1pWQDem4mPz//888/t1mtwf974eTfsdmo86+MWwmWwwq1+XoapPyVlZX2ywQ8l+ZbKSED2+v4K++/LZtKscogMXnrrbesdUpmKccK360ADpFgIcAhWFIlOUjp9KOPPvrJJ5/IEbanp0eOX5p47du3T9oAa3mZlt+4vquSJdeuXftNH5mwb32XLFmyfft23UqwssmE7wpl/Tr/1VdfXb169ddffy3FKykp2bt3r85/5ZVX5Ogs86XdshbWtV28eFGOmJJV2BRJju9WYWRCXlprkCO4HPofeuiho0ePBvysrDnkGayQy8tG33jjjRUrVtgU0mYlATcXLM7yUgIiserta7o2bNigEZO2TebrwrpC+a8/++wzmZCVyHSvg4bct0gBa9D64MGDB6UqrQXkZcg19/cjMn/Lli1WYykvpYWWf1z+R0n+rPOFwVbrK+D3wuG/E3Cj+pWRssnykmEMQoLV66xCbb6eBvlq+P7ucl5+30oJGdgwvvIWm0qxynD58uVZs2ZZH9mzZ4/vsQ5wjgQLQc92+M+Uo54mXi0tLfIT3Jo/bdo0+d3puyppmK2LjDdu3LBvfe/cuXP48GE5qEkek52dLbmazDHKJhO+K5Tfmjoty1vzf//738sh3iqALOb/n545c0be0kbFhlFg/2hcu3ZNjub+TW9TU5O0EAE3HXBDAZfX39wTJ06UONuX036jBps4yz+iP/qXLVsma1u6dKlMS/NvpCynTp2S9Ku378zWuXPnev+wguzPNgWrQWthmWP9CzIh/76xgL/+fkTmax5pvbTOYfieAgy22mCs74XDfyfYRvVL1Nt3FqdfCVZAwd71XYl9heqEzW5jCHYiNmT5fSvFV8DA9vcr7/vSplJ8yzB//vw333yz97uLnnrFE+gvEiwEaI3kWGMdtuTX5MKFC+XYqkdnPY3f29cBSHuwyl/5gWusysmP7IDkqCc/Ga2TMcFWaB3KjcbDKl6wNl5+pr/22mshixHsDJYv+RGclpbmO0d++z7wwAPWRR9j0/4zbZaXjcrv5gULFoQsqs1KbBhx/uKLL+bNmycbffjhh+Wl/JVpaVMl2fItv8yU5u3dd9+Vv75ntoL9g75satDhAmGs0375YC9Dpte9wb8X/f13wvjKOFkyZL2EV6H+X0/fpC3sM1i+L50Etl9feZuXwSrl4sWL+kUoLi62OhgA/UWChQAHpmPHjlln5uXIe+HChZ6eHpmWv9bC0q5rzyT5K82zsap+ncHyF7D1DXYGK+Ddc8F+zsrCkmO98cYb9gUw+mDJS/9ljARLEk35sdvY2Bhwhf4RsF9ehTwl4GQlDtcvCdb58+c1V9Z2Zc6cOda7Vvkl7ZP/+ic/+Ykx30mCFfIMlu8CDs9g9esjDhOsYKv1Fex70d9/x3d56wyWfHBwEqzesCo02G7pMB2xL3/IwPb3K+/70vkOk5+fL7/EcnJyHPY/A/yRYOH/Di5yKGlubj58+LDvYWjcuHF6q5Ec1DZv3ux7JJo9e/aZM2eWLVvmvyqrQ4lYvXq1fesrP4glUdDrJl9//fXBgwethMb38Gqt0LcHz4kTJ1atWqUtU0tLi5UXaocMKbN/hwyZ+eijj9r3q9C7CGVJ4y5CWb9etpMtSjF2796t8ysrK+W4L9ELtkIjAsGWlxVev369ty97Ky0tDZjYhVyJ/+aUTZyFNI2yNr2d8M0338zMzPRtLEO2004SrIA1aOwz8o/rPmNdnZTmP9i4IcE+MsAEK9hqfQX7XoRcic1G161bp/HZsGHDoCVYIT9ov9v40gtqv/jFLzQ9ampqksj4L2ZUqFGSkIHt11fe2JbzHUa+CDJTfnIEDA7gBLsL/u+Ue0pKivxuk2OQ7w/Eurq6adOmJSUlyaFTWnTfQ4ykHfKRy5cv+65KJ+QYV1JSIr905XAZ8i7Cjz/+WFqU1NRU2YrkdpJk+N86JBOyHr11SNbs2ytCDrjyQ1M+Kwmf7+0/cvSUw2vAuwhl/bJwsF7qSvIb/3GwpKWRD8p65OeyrN/3LiSDf3h95wdb3lq//Kchh7ay36j/8jZx7u3raiP1pT1RvvrqK5n27WrjSoIVsAatD0ow9+7dm9Jnz5491gIVFRUyJ+D6g31kgAlWsNX6Cva9CLkSm41KjVtfGZuTl/1NsILtgfYrtybsdxvDtWvX9B5AWXjOnDkBx8EyKtQoScjA9vbnK29sy/kOIyXXq4QBgwM4we4CYDDQODl3/fp1SSCiXYrYYvW1GhySJlqDwwHh4ZAHYDCQYIV08ODBrq6uO3fuBLsu6VmScVqd9gbBm2++6TtSAxAeDnkYPCmBUKSQ4qKQIcVjmQdZZWXlxIkTU1NTjaF0ITGxGRbYXbKjTpkyJeRILkBIJFgAAAAuI8ECAABwGQkWAACAy0iwAAAAXEaCBQAA4DISLAAAAJd5JcHyH84YAAC4KNpNfWzxSjioeAAAIod21uCVcFDxAABEDu2swSvhoOIBAIgc2lmDV8JBxQMAEDm0swavhIOKBwAgcmhnDV4JBxUPAEDk0M4aYjQcNvd83rlzJycnp78VScUDiDvt7e2tra09PT3RLggQGu2sIabDEbC2Dhw4cOLECRIsAENSc3NzVVXVpUuXLly4kJSUJMcuOehFu1BAaLSzhpgOh39tXbt2bdq0afJ7jgQLwFCiJ6u6u7snT56s5++HDRumEw8//LDvko2NjfX19V1dXceOHZszZ87BgwejVWbAF+2sIabD4V9bq1ateuuttwK+1d9VAUCMkIQpOTlZDlOjRo3yHx17ypQp/kumpqZaC0hmFr2yA/+LdtYQ0+Ewauvy5csLFiwI+JY1kyH8AcSdqqoq60glOdbkyZM3bNjQ3t7e2dmp6VRHR4f/kpa2trbolh/oJcHyE9PhMGpr9uzZn332WcC3+rsqAIgdzc3NI0aMkMNUYWFhd3e371szZ86U+XV1dfryxo0bw4cPlzlPPfXUe++9JxMPPvhgNIoMmGhnDTEdDqO2BnJSiooHELMkwZJjVHp6upFdiV27dslbhw4d0pc1NTXyMisrq6enRxaW6ZEjR3KbIWIB7awhpsNhU1ucwQIwZBw5ckSOUevXr/d/S68JLl26VF+uWbNGXu7fv19fSnZFHyzECNpZQ4yGI+SZKhIsAEPG/Pnz5RhVXV3t/5YkT3pyq6enp729XbtkXb16Vd/VC4gNDQ2DW14gANpZg1fCQcUDiE1tbW3Jfaye7IasrCw5gl25cqWiokImcnNzrbc2btwoc06ePDlYhQWCop01eCUcVDyA2HTq1Ck5QBUUFARbYP369bKAZFdz586ViePHj1tv6bXFw4cPD0pJATu0swavhIOKBxCbVq5cqflTsAX0xJVeDTR6XL399tsyR9YwGAUFbNHOGrwSDioeQAzq6urSjuotLS3Blrly5YrVIbWwsND3raamJuOiIRAttLMGr4SDigdCqq+v/973vrdly5ZgnYHgOj0FZZ8h9fT0pKWlaYJ1+vRp37fa2tpkZkZGBiM1IOpoZw1eCQcVD4RkXYSqqqqKdlm8YvPmzU46UVlnsK5du2a8lZ6ezmDuiAW0swavhIOKB0K67777tBX/1a9+Fe2yeMLHH3+sDx+8cuWK/ZKaRQUc8kp7vtfX10eokIBDtLMGr4SDigdCWrJkibbib775ZrTL4gnZ2dnB0ibDmTNn8vLy9u3b538pUM+BnTp1KlKlBJyhnTV4JRxUPBCSjrfk35MakaAjiDpMsGyUl5czUgNiAe2swSvhoOIBe/pgO33Onfxtbm6OdomGrPb29oaGhqlTp2r/dMmQBrK22tpaWc+aNWvcKh4QHtpZg1fCQcUD9vSESnZ2dllZWYLP04Xhrvr6en3cjcjJyRn4YwQlV9NRstwoHRA+2lmDV8JBxQP2Lly4kND3UGFp8iUDyMzM7O7ujnah4obEaufOnXPmzNm3b9/WrVsXL15cWVkZcEl9eLNITU115SHNOlKDVBkjNSC6aGcNXgkHFQ/Y0we2lJSUyHRRUZFMv/3229EuVNyorq5O8BPw3sCLFy8m9nnttdfc2jojNSAW0M4ahnI4jINdtIsDxLTDhw9bfaW1Ww9d3Z1bvXq1Hmdmzpw5fvx4nc7OzvY/R1VcXCxvyV8Xtz5//nxGakDU0c4avBIOKh6wV1JSkvDdQOHd3d16UuSHP/xhtMsVB2pqapKTk4cPH15WVtbZ2XnlypV9+/ZNnDjRv5dVS0tLch+bB+OEwbfugGihnTV4JRxUPGDP9yyINYJARkZGtMsV65qamjQZra6u9p0vMbTuE/z00091ZiROX/V+N1LD/v373V0t0C+0swavhIOKB+zp6Azaj6ezs1OThokTJ0a7XDHNujK4Z88e/3crKir03bFjx7a3t0fo9FXvdz3AGKkB0UU7a/BKOKh4wEZPT4+mAtadaHpS5JlnnoluwWJcRkaGxu2//uu//N+tqamx+oBOnTp10aJFkTh9JS5duiRrzsvLc33NgHO0swavhIOKB2w0NTXJdyQ3N9eao/3cV65cGcVSxb6cnByJ0uTJk7u6uvzflWxV8tQDBw48/PDDVqZlXS50UUdHh47U4PqaAedoZw1eCQcVD9jQQbCKioqsOfX19dxIGFJeXl6w4Rh8dXZ2Dh8+XBMsV8a+8qfn0iK0csAJ2lmDV8JBxQM2Tp8+bQ2Cpa5evcpVp5C0p5rkTyGX3Lt377hx4xYuXBih4Vv1HoW6urpIrBxwgnbW4JVwaFNx4MCBVatWycSKFStk+vHHH9eZ69at05kvvvji3LlzZfof/uEf3n///bKystraWvm4/EJljBkMYfv375fviO9D8fRGwpycnCiWKsbpEOqZmZnRLsj/jP4g2ZsU5rnnnot2WeBdJFgGr4QjYQCsG4UkA3vssccyMjJyc3MlLZs3b56kYmfPnv3ss8+qqqr0MkF7eztn6RF31q9fn/CHQ7drt55YyB5ilnYtj4WrqNbjdx566KFolwXeRYJl8Eo49Ojz5JNP6mNW5a9MWzNHjBihM5966imdOXbsWOcZWGJion583bp1w4YN05zMSsWss2Lnzp1rbm6WQ2FDQ0MvqRhiiV5gMvoS6e4drSLFPn240K5du6JdkP+5nqt9vO69995olwXexeHC4JVwSMVLZtPd3S1HIj3bJNPV1dU6s6mpSWf29PTU1NTozNdff33x4sXPPPPMnj17ZsyYkZOTs3PnzkmTJunP+uXLl2vzk5qa6jwV0/ROfP/739dUTDZRUFBgpWLSzulZsf/8z//krBgGzciRI2VvNG6F05k88jkYva5aUVER7YL8j08++UQKk56eziOfES0kWAavhMOtipfGRnId7dOqqZi0SYcOHdIuXM8995zkXpItbd26VSYS+gZxXrdunSZVKSkpzlOxpKQkTcg2bdqkadmyZcueeuopyfPmzp37ox/96Mknn1y0aJGkYjdu3Kivr29ubnblH4QH6dVA/0HbdQwCkvtgVq5cKfG5cOFCtAvyv3SoWHqLIlpIsAwxGg4rz/Cd+eGHHy5ZskTSlNGjR2/fvv327dv9WqHbZQzBPxWTZkxTMcmNdu/eramYpF/ajMlPz1WrVg0kFdu8ebORihUWFl6/fv348eNlZWVSGCkAqRj8NTY2JvQ9pdiYn5ubK/Oju8P4nmmOYjECmjFjhsTH9WHZw7ZmzRopz8mTJ6NdEHgUCZYhpsNh1NaKFSsuXbp09+5dOdQ+//zzkmyFvaqY4jwVmzJlivwjI0eOtFIx7T3mhKxNPy4fee6550aNGiXTsp7Vq1dLKiax7erqkkOzpGJtbW09PT2akEU7Nog4qeuioiLZGWbPnm28JQl6tM6IyO4n25W/skPqDixfhEhsqL29XTfU3w/K11afexM7l+R08H35oRXtgsCjYrmdjYqYDodNbUmaNXz4cFdWFUf0FJQ0BjpCtJ6XkoZHMqTHH398586dmm9J2qR9xYYNG6bnt/pFVqU/zSWTKykpycrKkvRu7dq1zzzzjGRpGzZskDaptrZWE0FSsXhnPdd57NixxluaeEVlaKXx48fr2VntqqjS09PvvffegT/SWP5l+ekyffr0PXv26PicEyZM6O9Kmpub5YPyTRlgYVwkNRVrRYKnDI121kUxHQ6b2pJDyZA5gxUJ+rtc2oBbt25t3bp18eLF+/bt0+uGkiRJ2qT9l5ctW5adna2pWL+uS6q5c+daqdhf/dVfSVYnzdXy5cufffZZ2cqaNWtu3rx54cIFScWkPKRisamzs1Or3r9hLi4uTui7O2TwS+W7m40bNy41NXXMmDHWnAGeVHvuuef8d2bZRfu1En2UkO/Y91HX1dWlnQScDHwKuM5r7WxIMR2OYLXV1NT06KOP3rhxw395G5Evb1ySY7GmYnJ0lsRLUzH5K6nStGnTtm/frods+cWvZ8USExPDOCsmjbc+VGTEiBGyFcnqZP2rV6/etm2bdVZMkmY9KxbtkHjOgw8+KFXzm9/8xpi/a9cumX/q1KlBLk9LS4ueuJIfUdb+IAm6lWPJPllWVhbetbny8nLrqTV/+qd/quNTJPQNqdqvHEuvxw38dJq7Zs6cmRBL/e7hKbSzhpgOR8Daunz58gMPPPD5558PfFVwQlo4vSjZ1tYmCZBkY7du3Vq7dm1+fv7u3butVOwHP/iBXqCUFktPayX0nRhznoTpcGK5ubkLFixI6LseJA38I488Ii2fZGA7d+5ctGhRcXGxtIKNjY1SDH6mu0L7EiX4jdEgtP+T/B3kIumZM/lrzNeOWaWlpXrKLSsr63e/+53vAlevXpUF5D9asWLFuHHjJIP3fbeiomLy5Mm6s23ZsuWDDz7QFE32KM1L7rvvvp/+9KcOe9PL74SE2OtRvnnzZinV8ePHo10QeBHtrCGmw+FfW7W1tVOmTJH2deCrguuMVKyurs5KxbZt2/bUU09JKpadnb1161Zt0a3OXgNMxUaOHGmlYvv37//3f/93yQmkNZWSNDc3k4rZa2pqSgjScScqA2m2tLRo53Gbu/N27Nihe4Lk9NYVTMmNdGZaWpq1q0iW9sknn8huqf2TlH+vMtlD9Fp5guOTUnoHwKVLl8L9RyNCq2zjxo3RLgi8iHbWENPhMGqrsrJSDoLh3TROxccU+1Rs4cKFCX3DMsm0Jl55eXnOUzFrNNc1a9bo9MyZM3Xg/lGjRu3du1fWJqnYoUOHvvzyS0nF9CSEZ1Oxt99+WyKzcuVK/7f0ASz+Z5IiKtjpK196ec6X7B6+O4ZexdZE3CDpV8B1vvjii/5Jmw0ddCrWBgnTrvc84AhRQTtriNFwGMfEgDP7VZdUfJxqamrSiz7ScmgydPPmzT/5kz+5//77N2zYYJ3B2rRpk7avVvcaJ6yFn376af9UbN++fZLqSTZ27Nix9vZ2aXT1yd+ShEmzGoPDMoXn8OHD8v++8MIL/m/pWZ/B7Mft5PRVb19/LB3Q5O///u99KzQ9Pf2+++574403tI5++9vfas8/TZuOHDly9uzZq1evBlynfESyOusaoqxHUvBgBZCFdceLnTEaLBIEKdsXX3wR7YLAc2hnDV4JBxU/5GnHrI6OjsrKykWLFi1btuzFF1+UhCknJ2f16tV6VkxaxM2bN4eRiulNl0KyOp2WlnvdunUZGRkTJ07cs2ePbFHmvPTSS7du3ZKG/+2335amNy5SMX3Mc3V1tf9bEs+EwX2YsZPTVwbtj5WUlBTw9ogrV65MmzZt3Lhxb731lsMVSiisk2H62FB/586dk3cfffRR5+UcNNYzJDx4OhbRRTtr8Eo4qHhY9GqgtMdnz561ScXCOytmjXbxZ3/2ZzqaqzTwzzzzjDR4WVlZOliGpGKvvvqqFMA6KxZF2r874Hkdvd6Um5s7OCV55513EvtIeur8U1KVZWVl7t43J1WmlZidne1/EVC2pe8++OCDLm7ULdaD6mPt8iWGPNpZg1fCQcUjDNJ4Sw7U1tb2T//0T/n5+QsWLDhw4IDkYTrcl6RKCd89L1JTsX4NYGGlYnomTCYee+yxZ599VtY/Y8YMScUk25P879ixYzqUhj752102txD2fjcGqZTH9e0GpKltQjTuWzRIZlleXq69rO69996amhrfS4HaNU3MmjUrioUMRh+YM378+IB1CkQO7azBK+Gg4hEJkoLo4Emain355ZeVlZV5eXnz5s2zUrGCggLJkxL6uud///vfdyUVy83N1VRMtmUMVdAvNrcQ9valXwl9J/Ocr7CtT3iFeeKJJ/TfjMrQpv6kcidOnKhF2rlzpzW/oaFBz7T98pe/jGLxgpFEPCHQkyWBSKOdNXglHFQ8oss+FdN+M3PnzrXO4jz99NM64WQAi7S0tDFjxmzfvr2/pbK5hVBphzOH3cisgRJqamr6WxKxdOlS+ew//uM/hvHZCLFuV/TNQcPoKDaYdDx3EeOd/zD00M4avBIOKh5xoaenx7oaKGlKWVnZRx999Prrr1vXDTUVe+yxx/QOSt+TYampqf29qc3mFkIl201w3JvHGhU9vGt8eknO/v7BQdbR0fH//t//06cXaMEc3ucYXdqvLlgPfSBCaGcNXgkHFY8hpru7W1Oxmzdv6nVDceTIkX6txOYWQpWbmysLOBx8TofyD+8Mll6OFDE48IHvKasYP32lNm7cKIU8ffp0tAsCb6GdNXglHFQ8hrDOzs533nlHz6y8/PLLRqdsGza3ECodr9zJw5VbW1utIV7DyD+0Q312dnZ/PzgIrLNWdXV1sX/6Shw6dEiCefjw4WgXBN5CO2vwSjioeAx5vuObOzmHZH8LoSoqKkoI9GwZf6dPn9a+SuGlIDr2wdKlS/v1qUGjJ67CTh8HmXatG8wRYoFe2lk/XgkHFQ8vsAYil2Qr5ML2txAqTSyc3NanVxtPnjwZ3kU0fYheSUlJvz41aCRftBKsTz75JNrFCUEHMBu08TUARTtr8Eo4qHh4QUNDgz4pRTKtkD3TQ95CKHbt2iXLSPZjv6ru7m6931A2Gl43cO1uH8tXtaxnSMf+AJ56I2FsPskHQxjtrMEr4aDi4RHS/Outf1OmTJF8Sy//yYT/OKUhbyEUZWVlTu4K1At8eXl5+jKMk1glJSUx3i9bssz8/PxDhw7FRdYSsncd4DraWYNXwkHFwzskx5LsSk+3ZGdnFxQU6LTxWJ6QtxCK48ePyzI2jz1WeqLLWqylpUWH4ly9erXDMusQD05608MJvZEwRoZshUfQzhqGcjgS/lC0iwMMnoaGhgQ/kml9/vnnkn7paS0nJzn0sTD256JkhRMmTJDFfE+S9fd7p4NghT0KPAx6I2F/h+0ABoJ21uCVcFDx8JSenp4VK1bog3q2bduWlpaWmJhoJT1PPPGEk1sIRV1dXcj70fR5MklJSb7XzjTlku06LK0WLC6uvsUFJx3sAHfRzhq8Eg4qHh7X0tKi1wQT+h6/88ILL4S8hbC378E+slhhYaHNMgFPVv3bv/1bQt+I807Kpvcz5ubmOlkYTuhtj7E5rhiGKtpZg1fCQcUD3d3dixcvHjVqlJUSTZ06taOjw+YjesO/feozffp0WWbt2rW+M2W1ycnJGRkZTk5KaR95xm1yl56h5KQgBg3trMEr4aDiAUt1dbWVY9n3g9YB1m1GVLIGaPDvPqU3Mzp5zI4OUhqzg2DFKe1j19jYGO2CwCtoZw1eCQcVD/javXu3Jlhvv/22zWL6iEBJoYItoFf3srKy/N9aunRpgrNR4Pfv35/gbHBUOLd58+aE2B75AkMM7azBK+Gg4gFfkjlVV1c7eWqh/c2AsgZ5d+PGjf5vORyktPe7ASPsUz3015EjRxJie+xWDDG0swavhIOKB8KjAyi0t7cHfFfHWzp58qT/Ww7H0Or9bhAs/6FQMRB6I6Ekr9EuCLyCdtbglXBQ8UB4ZsyYIV+fYM+90Y4+TU1N/m85GeJBaS8u+wEj0F8h+88B7qKdNXglHFQ8EJ7CwsKEIGOst7e329wqqA18yJECOjo6ZDFZiSulhS9uJMRgop01eCUcVDwQnjVr1gTrIHXp0iX7UbL0ydP2p6YqKyt1wIiBFxWGvLy8kIP1A26hnTV4JRxUPBAefXJzwNEctBu1zeOinTTww4cPl2USExMHXlT46uzs1EdSvvjii9EuCzyBdtbglXBQ8UB49Ba/zMxM/07oRUVF8taFCxeCfVa7wNs/T9p6ho87xcV39DmSYvbs2dEuCzyBb7HBK+Gg4oHwLF68WNvpsrIy3/nWEKOdnZ3BPqunuGxuJJSVjBkzZtiwYT//+c9dLDN6+24ykMBK/B955JFolwWeQDtriNFwBHy6mTh8+HBan9LS0v6u0L3SAR7y0ksv6ZexpqbGd74OMWr/NEM9iVJcXBxsgVOnTjGUQOScOHFCwrtq1apoFwSeQDtriOlwGLV15syZhQsXft2nsLBQXoa9KgDOTZgwwb8b1smTJ4MNMWoJ+ZDB3NxcWaChocGtosKXPqu7oKAg2gWBJ9DOGmI6HEZtSXb10Ucf6bRM9OuoQcUDYXvhhRf88yTt/B5wiFFLS0uLzUgNOlDW/Pnz3SwrfOhZRvtndQNuoZ01xHQ4jNpKTU29e/euTsuEvAx7VQCca2xs1KuEvuO56xCjly5dsvlgT0+PzSCi+rBC48ojXNTW1hbsSZGA62hnDTEdDqO2jJfDhw/3X95GxIsLDF2aTlnPY9bRQSV56u7udvJB/zsQJWlLTk7OyclhGMzIkdhy9MOgYU8zRDwcxcXFo0ePlriPHTt2+/bt/fosZ7CAGFFRUSFfory8PH35+uuv6/Drra2t9h9csmSJLDlhwgQjx9IrjMePH49QgaF4DBEGDe2sIbLhWLdu3erVq/W7LX9XrVq1adMm5x+374MlL8NeFYB+aWtr0+eu6GMHMzMzA47d4E++p7rk1q1brZk//elPdeavf/3rSJYavTk5ORLnkHmwW3p6emRbHR0dg7M5xBTaWUNkwzF8+PBvv/3WeinTKSkpzj8e8C7C27dvcxchMPh0WNH9+/eXl5dbV97tO7mL6upqXTIpKenIkSPSAMsczdWc5GcYoEF+Wo6emBwzZsygpXSIHbSzhsiGQ9Ip3y4akmA5vK4XrPtUaWkp42ABUeGbKkmG9Ld/+7cNDQ1OelC1tbUdPnxYr1VZEhMTZSU2o8DDFXongf29CG6RpMqq5YqKikHYImIK7awhsuFYu3atfL2/+eYbmZa/S5Ys2bx5c0S3GAwVDwxQV1eXlR4dOXKkvx+/cuWK9fHTp0/Tt31wOHla0cCdPHly37599913n1XFkj3rCcuIbhcxhXbWEPFwlJSUpKWlyU/e0aNH7969O9KbC4aKBwbOaj7Dazjnz58vny0sLHS9YAhGjsAS81OnTkVuEw0NDdaOkZOT09raWl5enpKSIi9TU1NtHpSEIYZ21uCVcFDxwMD99V//9Zw5c3784x9HuyBwKuTjIAfOSrBGjBhhdb2qrKzUmVOnTo3cphFTaGcNXgkHFQ/Ag0I+DnLgtHOeZFfvvfeeNbO5uVlvZZg+fXrkNo2YQjtriGw4bty4MXHiRO0Vq/xHBx0cVDwAD6qtrZWj38qVKyO0/vb2dh2z4/Tp08Zb//Iv/yLz582bF6FNI9bQzhoiG46srKxz585Zo4NGERUPwIP0+l3knvcsqVtC33Mq/bvltba2JvCgHi+hnTVENhwS7ljIrnqpeACe1NzcLEe/GTNmuL7mzs7O0tJSWXl6enpbW1vAZbQbVsjnKWFooJ01RDYcY8eOjZGvFhUPwIMi97xnPXclXnnllWDL6NVDHf0fQx7trCGy4aioqCguLo6FoVCoeAAeFLnnPUvSpmv+4IMPgi1TUFAgC9TW1rq+dcQg2lmD++FIskUndwAYTOnp6QluP++5paVFjueJiYlPP/20zWWKzZs3M6q7d9DOGrwSDioegDeF/bznV155paCgoKGhwf8tfeZgyNEf9u/fH+lRuBA7aGcNkQ2H/MSJ6Pqdo+IBeNPcuXMTHD/vubOzs76+/v3331++fLleAczIyDCWaWlpSe4jE/ZrO3nypKxh48aNYRYdcYV21hDZcIwePfrbb7+N6CYcouIBeFO/nvdsdV33ZZyCcnj6StTV1cmSkuGFWXTEFdpZQ2TDceLECfkS/v73v4/oVoIxjhFRKQMARJd2hHL4vOfJkyfrAbOoqOiVV1557rnnkpKS5OUPf/hDyZZu3bqVn5+vY0eHPH3V23euK+A5MAxJtLOGiF8ipJM7AETRrl27Ehw/71k7bM2bN8/qul5eXm79TB02bJhOOBz3obOzU5eXifD/AcQJ2lmDV8JBxQPwprKyMjkAyt+QSzY1NSUnJ6enpxs3Bt5zzz1WjpWYmJjQn2fv6FBYDnuAIa7Rzhq8Eg4qHoA3VVRUyAFw//79IZc8fvy4LLl+/Xpjfm1t7axZs9asWXPjxo3Gxsb6+nrngz7Mnz9f1llTU9PvciPe0M4avBIOKh6AN1VXV8sBcPPmzSGX1GTIYW8thzZu3CjrlNTNxXUiNtHOGrwSDioegDfV19fLAbCwsNB+sY6OjuTkZFmyvb3dxa2/8MILss4f/OAHLq4TsYl21uCVcFDxALxJn/ecm5trv1hVVZUsVlBQ4O7WdbX+lx0x9NDOGrwSDioegDd1dHQ4GSuhpKREFjty5Ii7W9ehsObPn+/uahGDaGcNXgkHFQ/As/Tan81DA3u/e3hzY2Oju5tuamqS1aanp7u7WsQg2lmDV8JBxQPwLPvHEUri9eSTT8oCf/RHf9TT0+PupmWFDIXlEbSzBq+Eg4oH4FkzZsyQY2Bzc3PAd7UXvJg0aVIktp6dnW2zdQwZtLMGr4SDigfgWYWFhTaPI2xsbNThQ//4j/84Elvv18MQEb9oZw1eCQcVD8Cznn76aTkGHjt2LOC7XV1dI0aMkAW+/PLLSGz98ccfl5VPnjzZ3QEgEGtoZw3xFI4bN26sWLEitY9MXL9+3flnqXgAnqUd2JOTkwOmOHqJMCcnJ0Jbnzp1ql6ClA1FaBOIBbSzhngKx+zZs+UXWE+fo0eP5ufnO/8sFQ/AszIyMjTFCdjPXR9WWFxcHKGtP/vss7r1ixcvRmgTiAW0s4Z4CkdSUpLvy5SUFOefpeIBeNbBgwflGDhmzJiANwkWFRXJu6dPn47Q1mWj69evj2gOh1hAO2uIp3CsW7fu6NGjd/u89tpr8tL5Z6l4AJ7V3d2dnp4e8FY+yX70/FZTU1PkCtDS0pLcRyZ0zt69e2WjaWlpX375ZUdHR2trq/0wXYh9tLOGeArHzZs3dTQX7S5w69YtY4EEW1EpMwDEgpUrV8phsKKiwpivA4FmZma6PgKWobi42Pck1j333KNH5qSkpGHDhsnExo0bI1oARBrtrCGewrF06dKjR49afbCWLFni/LNUPAAvO3XqlBwG5ShqzD958qTMl/Qr0gXwPYlVXl6u2dWwPjo9efLkSJcBEUU7a4incAwfPtzmpT0qHoCXSVojh8GRI0d2dXX5zt+4caPMl4xnEMqgJ7GmTJmSkpIimZbeVNjW1jZ9+vSAZUN8oZ01xFM48vPzX3vtNasPFncRAoBzubm5ciS8cOGC70wdZv3KlSuDUID33nvP6rNhPFV6zZo1MvPUqVPubrGnp+ell16aNm3aU089xbN6Io121hBP4ZBfYEuWLEnpIxNWZ0knqHgAHrd//345Eu7atcua09ramtD3JObB6WBuPZNn7NixRpevuro6mT9z5kxXNiQrl3/2wQcfHDNmjJXSFRUV9avVQH/Rzhq8Eg4qHoDHXbp0SY6EM2bMsOZUVVXJnMLCwsEpgKRxK1euvP/++//u7/7O/925c+cmuPREHSuTEzpIvUpMTJRscu/evQPfBPzRzhq8Eg4qHoDH+Q/WUFJSIi/LysqiWq7/dfr0aSnM7Nmza2trrZk9PT2VlZWzZs3auXOn8/scX3vtNc2oHnnkkc7OTsm33nvvPR2LS4waNSoy/4HX0c4avBIOKh4AjMEaZs6cKS/r6uqiWyol+Z91tmnbtm0LFy7Mysryvcb3wQcfOFlPe3t7ZmamrsR35Pqurq7x48frqoyOaHAF7azBK+Gg4gHAd7CGzz//fNiwYUlJSbHT+9t6amFAP/rRj5ysRJPIoqIi/zNe8p+WlpYm9I2kGOlxvzyIdtbglXBQ8QCggzWkpKR0dHRMmTJFE5fBuYXQifr6+vz8/AULFpSUlOj4WHPnzr158+aOHTu0M35bW5vNx7u7uzV/sllS8iq9m3L16tW+1yIxcLSzBq+Eg4oHgIaGhsTEROPMkI5HFWukVFVVVVaeZHNeyrJs2TL9j1555RX7NVv/OzmWi2hnDV4JBxUPAHrboEpPT58+ffrevXvj4mKZ1bPqxIkTxqASnZ2dra2t586dS0pKcthb6/7779clB2eEVY+gnTV4JRxUPAC0tbXNnj07IyPj0KFDcfdw5ddff12zoieeeMIq/G9/+9u0tDQraxw/fvzKlStD9ir7zW9+ozdUTpkyxbcjPAaCdtbglXBQ8QAQ13wv7Y0cOTLB50HROn369GnnZ+Mkr8rJydEO7+RYrqCdNXglHFQ8AMS1jo6OOXPmjB49WrMrS1pa2pgxY4xn7zgheZXV0//pp5+ORJk9hXbW4JVwUPEAMDT09PRs27ZNjuqSbP3ud78byKoaGho0wUpNTY2LvmixjHbW4JVwUPEAAEN3d/f06dM1xwrjHBh80c4avBIOKh4AEFBDQ8PIkSOTk5NlItpliWO0s4ahHA5jrJdoFwcAEKPKy8u1pRg1atTVq1ejXZy4RDtr8Eo4qHgAgI3JkydrjlVaWhrtssQl2lmDV8JBxQMAbFjjbInDhw/T572/aGcNXgkHFQ8ACKm8vFyHgUhNTd2zZ0+0ixNPaGcNXgkHFQ8AcOKdd96xniYU7bLEE9pZg1fCQcUDAJzo6uq65557pNVITExsaWmJdnHiBu2swSvhoOIBAA51dnauX79eGo7i4uJolyVu0M4avBIOKh4A4FxLS0tyH05iOUQ7a/BKOKh4AEC/FBcXS9tRVFQ08JGxbt26NXXq1KH90EPaWYNXwkHFAwD6paWlZdiwYdrh/cKFCwGX6ezsbG1t7erqam9vLysrO378uDW+g0xUVlbOnDlzwoQJSUlJuh5ZYVVV1eD9D4OIdtbglXBQ8QCA/poxY4YmRgGzIsmr7r33XnlXFps7d64uuWbNmry8vIyMjLS0NN+niYwYMcKaTk1NlY9IZjbY/08k0c4avBIOKh4A0F+/+tWv9OTTW2+95f9uQ0NDgq2UlBSdOHfunH6kurrayrTOnj07uP9NZNHOGrwSDioeABCGsrIyaUHy8vKMsd1bW1u1W5XIz8/ft2/fokWLnnzyyeeffz45OVlm3n///R0dHVVVVTU1Nb6f3bt3r35qiPXHop01eCUcVDwAIAxdXV3Z2dnSiJw+fdqaKdlVTk6OzJS3/K/0NTc319fXt7e3B1vnxYsX9QJidXV1hIo9+GhnDXEWjqampqVLl6ampso+ff78eecfpOIBAOGRNEgakczMzM7OTnlZW1urj9N54IEHwh7EoaamJjk5WdYz8FsUYwTtrCGewiG/CaZNm1ZXV3f37t3bt2/v3bvX+WepeABA2ObPny/tSEFBwdGjRzW7EuXl5QNZ5wsvvKDrWbdunVvljCLaWUM8haO4uLhfZ618UfEAgLD967/+q38f9tra2oGss7W11bqp0OjgFY9oZw3xFI6xY8eeOnUqKysrJSVlw4YNd+7ccf5ZKh4AELa2tjYrr/rZz3529uzZAWZXvX29ux5++GFd55EjR1wpZxTRzhriKRxSeSUlJd9++213d/eOHTs2bdrkv4CNqJQZADA0/M3f/M3ixYvfffddd1d75coVfSZPQ0ODu2seZLSzhngKR2pqqqRWOi1pVkpKivPPUvEAgNhUXl6e0DcSqSRw8Tv6KO2sIZ7CUVhY6JtgSb7l/LNUPAAgZk2aNEkvtsTvg3RoZw3xFI7z58/v2LGju09JScmWLVucf5aKBwDErL/8y7/UBOvnP/95tMsSJtpZQ5yF4+jRo+PGjUtJSdm4cSOd3AEAQ0ZRUZE0VcXFxdEuSJhoZw1eCQcVDwCIZS0tLdrbPezBS6OLdtbglXBQ8QCAGFdcXBy/J7FoZw1eCQcVDwCIcXF9Eot21uCVcFDxAIDYpyex8vLy4m5YLNpZg1fCQcUDAGLfJ598orcTTpkyJdpl6R/aWYNXwkHFAwBin/VMnpEjR8bXAwppZw1eCQcVDwCIC+fPnx8zZkzcPaCQdtbglXBQ8QCAeGE9oPCdd95pa2vTOVVVVf/xH/8h6df3vve9P//zP+/q6op2Mf8A7azBK+Gg4gEAceTIkSMJ39m0aZMkWzKRlJRkzSwoKIipmw1pZw1eCQcVDwCIL9YDCn2lp6db04mJiaNGjZL0K7rl/PWvf62ZX3SLEWu8Eg4qHgAQX375y19mZGRkZmbu3r17+fLleXl5L7/8cldXV1VVVUVFxZo1a6xMa8KECSNHjpQl9+3b98wzzyxatOjVV1/t7u6OaPGOHDkya9asadOm6dk12lmDV8JBxQMAhpLOzk7Jq6R1s/IbQ1paWmJi4rBhw/7iL/7isccek1xt7ty5kn4N6yMzNWl7/fXXw9h6a2ur/xZd/x/j2lAOBxUPABjCurq6JNGRTGvbtm3a0j377LOab0lqFTDrCujs2bPV1dU1NTUOB4aQjebk5OhnU1JS2tvbezmR4ccr4aDiAQBDmCQ9er9hXV1dWVnZBx98cOzYMT2/tXXr1oyMDJkeP368ZGDWzJEjRxqZ1rJly/S01o9//GObDWl2NWnSpPLy8qtXr+p82lmDV8JBxQMAPEvPdRkjOzQ2NlZVVb388ssjRoxweFrr008/HTVqlLw7efJkWaHv2mhnDV4JBxUPAEBADQ0Nc+bMefzxx59//nn/Hl1Hjx7VxSTf0uxK7Nu3z1gJ7azBK+Gg4gEACOnq1atVVVWSVPleQNQrjL78R5mnnTV4JRxUPAAAzn366aezZs3KzMz0Paf1s5/97OWXXy4rK+vs7DSWp501eCUcVDwAAGGQXGrixInSjObk5NgsRjtr8Eo4qHgAAMITsI+8gXbW4JVwUPEAAEQO7azBK+Gg4gEAiBzaWYNXwkHFAwAQObSzBq+Eg4oHACByaGcNXgkHFQ8AQOTQzhq8Eg4qHgCAyKGdNXglHP5PWQIAAC6KdlMfWzwUDqvufXcCZjKTmTE+M3ZKwkxmMjPYTGMawkPhiJG9kJnMZGa/ZsZOSZjJTGYGm2lMQ3goHDGyFzKTmczs18zYKQkzmcnMYDONaQgPhSNG9kJmMpOZ/ZoZOyVhJjOZGWymMQ3hoXBQ92EjdGEjdGEjdGEjdGEjdANB9AweCgd1HzZCFzZCFzZCFzZCFzZCNxBEz+ChcFD3YSN0YSN0YSN0YSN0YSN0A0H0DB4KB3UfNkIXNkIXNkIXNkIXNkI3EETP4KFwUPdhI3RhI3RhI3RhI3RhI3QDQfQMhAMAAMBlJFgAAAAuI8ECAABwGQkWAACAy0iwAAAAXEaCBQAA4DISLAAAAJfFcYKV8B3fmR9++GFhYWFKSsro0aO3bNny1VdfBfzs4cOH0/qUlpY6mT/EhB06m2W8HDp1586dnJwcm5Fg2OvCCx17XcDQJfyhYJ9lrwsvdOx1vcG/s01NTUuXLk1NTc3Ozj5//nzAz3p8x1NxnGApo+6XLVt28eLFnp6eu3fvVlRUzJs3z/8jZ86cWbhw4dd95CskL+3nD1VhhC7YMh4PnTpw4MCJEyeCHa/Z61QYoWOvU/5ZQsiPsNepMELHXmcxwtXc3Dxt2rS6ujqJzO3bt/fu3ev/EXY8NdQSLIP8/vBfUir4o48+0mmZKCgosJ8/VIURumDLELpr167JQUcOx8EO5ex1KozQGdjrAr4M+BZ7nQojdAbP7nW9fjEpLi4OdtaKHc8wZBMsSa7feOONFStW+C+Zmpoq71qLyUv7+UNVGKELtgyhW7Vq1VtvveX/FnudIYzQWdjrjJdjx44dPnz4Qw89dPTo0YBLstepMEJn8fhe1+sXEwndqVOnsrKyJOncsGHDnTt3/Jdkx1NDM8HSy8YTJ05saWkJ+RH5mtnPH6rCCF2wZTweusuXLy9YsCDgW8E+wl6nnITOepe9LuD8a9euLV++/ODBgyE/wl5nsAmd9UGP73W9gdLTkpKSb7/9tru7e8eOHZs2bQr5Ee/ueNEuwEDZnIYpLy+3jt2+SK5VGKELtozHQzd79uzPPvss4FsW9joVRugs7HXB3vrmm2/S0tL857PXqTBCZ/H4XtfrFz35lyW10mlJs3w7k/guw47XO4QTLBUwQTYuA8tL+/lDVRihC7aMx0OX4Mf/I+x1KozQGdjr/AXLEtjr1EASLOXZva7XL3qFhYW+CVbAJIkdTw21BGv37t3Xr1/v7fvalJaW+taftaTeyHD79u2ANzj4zx+qwghdsGU8Hjqbt9jrDGGEjr1O+fc11utWN2/eXLt2rUTJf0n2OhVG6NjrLEb0zp8/v2PHju4+JSUlW7Zs8V+SHU/FcYIV8IdvbW3t7Nmz5eW4ceO2b98uFem7vDUtX5iAQ3EEmz/EhB06m2W8HDpjgWAv2evCCx17nf0XdtKkSQcPHrROKvSy1/kIO3Tsdb3Bv7NHjx6VsKSkpGzcuDFgJ/dez+94Ko4TLAAAgNhEggUAAOAyEiwAAACXkWABAAC4LF4TrA8//HDJkiX6JE6jB2KwZ0na9K4N+ZjeYKu1KYaT0jp8NDUAAIgv8ZpgrVix4tKlS3fv3u3u7n7++eclfdH5IZ8lGTCLsn/WrM1qgxXDYWmdPF8ZAADEnXhNsHxJdhJsFDj/Z0n6Z1HBnjXry8kjKn2L4bC0hoBD4gIAgLgzFBKsuro665xQyJH4/bOoYM+a9eVkgH/fYjgsrcX/+coAACB+xX2C1dTU9Oijj964cUNfGkmS/7kiYwGHz5oNuVqjGA5La608IdTzlQEAQByJ7wRL0qMHHnjg888/t+b09wxWsGfNGj3i7VfrX4yAHer9F7M4eb4yAACIF3GcYNXW1k6ZMqWxsdF3ZshnSfo/jiPkEzzsVxuwGA5La3DShQsAAMS+eE2wKisrs7Ozm5ubjfkhnyXp/Dqgk9UGK4bD0to8XxkAAMSveE2wbM48BXuWZMgzVfbjYAVcrcMTYMEWs3meKAAAiF/xmmABAADELBIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl/1/t+LkwIPaV4EAAAAASUVORK5CYII=)
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