Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_071221_17 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 09, 2017 |
Start Time | | 2017/09/09 00:00 |
End Time | | 2017/09/10 00:00 |
Key Words | | Joule Heating |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 2.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.78 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 108.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Dibyendu_Sur_071221_17 |
Minimum Dst Value | | -98 |
SW Source | | DSCOVR-L2 |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-E for time period of this run.
![](data: 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w7Kvar0Rt4YLUBdpmSXSffW3tcT7IMJnCtc2bet5fIhweH2D19bVSzJ6vhRkQY4GfaNVUIcDisFJOutipH8z6pvobXT02SFgWLBBm5+aZMwbDLD7IaG7O8kMe+my2K4cOVaWkDDkcHieSt3EjV4TrJpPHiVit7/Jlz8pa6XE6mtBb1YJghQBLW6yUky526gez9NYEXvnyS2F2jGEjNx75/zJZyfvvcxmoNxi8T+Tq1197nMidO4MBepWQ41zBtL23D4ISAixtsVJOutipHwwqthWLWr5IU6S2jd9gT4+oOSZThoYcfHhhNPopwri4Zw+XgQaz2eNEctet4xIpfPNNbzIT0AHWsFSM1ePjbsyANQiwtMVKOelip36wpqqzStTmxRpitc6U+NarovfeIxPT05fy4cW5c9v8k5P+ri7vLxFePnCAu8ndm0uEwyMB1r0rpJmZ8d4kpRXnGKvVEUj3k4HOed9UCbtgCA0NjY+Pr6ur83K97DSgrJSTLnbqB2v0dmWQqD16VJgjc+xYwBe452/402DeXCIkenqaA3cj8Jyr3N8u/03rTEGQoBJg8ePd3d2JiYnTp0/3cr3sNKCslJMuduoHU5wf7zpRf0LrTIlPX92bHrCxBa1LhMPiZwlbqGTP/5xjrNmm2VpnCoKBXFPFnYquPHjQ0d7ubgrc21C2bt165MgRfiIZJ1NcrlfNp8GElXLSxU79YMc52zlhCxdu0EWvB5ZZs4Qtb1/r2PWjwsI3BR24++8i5pDD0WA21xsM3lwiLP/kk7FuJr791sv8ZGQ8zW8Hi0XjTjS84RxjkeGDix9onS8IbHJNFYmuuFpGYiz1Kdjt9sTERO6tJ0NDQzExMT/88AMZP3HihOhVKAiwOKyUky526gcjFqYu1NuVQSJvw4ZxTw7OmsV/NL4D93q/ZakqJYXLDBnxOJFLf/0rl0jBq696mZ9Af5ZQKNIY6RxjzTLNcr0kgAwqAZbQww8/XFZWxn3U0tIybdq0pKQk8peMq1mvmk+DCSvlpIud+sEC51bNUO95HwS03CoslLs4ODjYo1VUceHdd7nMFP/hDx4nkrN2LZdIxpIl3mdJuCn6+zu8T1BDR2uOSp7K0jpfEKjoXiJ0OBx79uwRnqzavXs3mWHfvn0q16vm02DCSjm9Jwrktc4O0OHcmIUbtb84OORwiPJVeeAA/6nF8qSgg4ZIf2aMP/lERjxO5Oyrr44FWIsWeZ8l4VVCgyHgz/c4hhyIsYAWuje5c7h7sIiysrIpU6akpaWRv6JHCxFgcVgpJ13s1I/gNtMobsYWpOniPh5zRIQwX1lLlwo/HX998Jo/M9ack2OMiCDDjdOnPU7Empg49kTknDlUchU0Vwl5zq9pIoPxulHrfEGAoRtgDQwM7N69e8aMGWS8t7f3iSeeyM/PJ+MkxiITHYL7MhFgcVgpJ13s1I9g9Tvr75wbsKPVR7XO14iSu70YjN16FREh/LS29ligxxNFd68zpi9eTCVB4QY5f/53VNLUXM9gj8TpVX08ewGBgm4/WCEhIXFxcdXV1WT6pk2bvvrqK362AwcOkCkq18tOA8pKOelip34EJUuTRbeXYHLXr5e79YojDCZOn35ek0y61NlZabNZh4aknzS0X7uWEReXtnBh7b/+RWV1VVV/D/SgU47k5cLzt85rnS8IDOjJXVuslJMudupHwOEbobiMuL2X9irPww/Nvc1+zqckY3i4KGs133wjnEH4ehzdRhItLflGYwTJ3qVL0vdp2axW4+g1UJdPMKkXHB1iSZKMsVJqPH+KE9iBAEtbrJSTLnbqR2CJNEs86D4vfR4/Q2ZjpujTMEPYlc4rGuaZl716tSjvafPni+ZJTY0V3N4eIZmO5urrDVwOi4uTpGcY+XykgBdG3/lDhcEQzW8Zs3kOrWR14lDlIeeKXdFZoXW+QO8QYGmLlXLSxU79CCBLM5ZK/tbnhsrOSueJ0cZo1+n6RVd1tSh35pgY59nGn6fR6Uvr+vpshYU78vO3tLTkS87QWVVlGD1Xl7ViBa2VOhwd+j+35yXnNw1EGiLtA3at8wX6hQBLW6yUky526kegePP8mwrRldygda7HtBQUiLJ27o03nGe7det8cMQQ1f/851hJw8IoJivcOOnp4pN/wSHKGOVcjUnghTALJCHA0hYr5aSLnfoRKDyIrhwyt2D7WdnevaKs5W3cKDmnwRDBBxB5eb/2cz4punLwIFdSI9UA69y5N4MjAFUWZhSfx+KGT0o/0TproDsIsLTFSjnpYqd+BIQIY8S4m65Sx266+rT8U8mmKC497mbvTW3zzLk4vkcG5ZhDGD3cuTPoz3zSdbuhgRRz5CazBZR7HRNuIqNurv9SN88yT7JiL06n0+0FBA0EWNpipZx0sVM/9Mk+YA83hsudmrL3j7tcIrxzRQ+9tPP4dx7fG+Sjq7S0WEH0QPPEj/81Z2WNRZPhlHeH1ZrAwkkszvJTy/V84Rv0AAGWtlgpZ1tb29SpU0X7NTEx8YFRCQkJbqXGTv3QlVZH66Yzm5RvZv+kXOJCSWVnZWZDpq3P5v88S+rv6nLOu0nxepkwbqit/UZhTv1rsFh8FGANj99QFy5IP8YYTCSvGOrk8jdojm5Ho6GhofHx8aK34niwXnYaUFbKuX379j179gj3a3JycnR0tG1UTEwM+Vd9auzUDz1ouN0wyzxLzW1VS9IpvDzYD5zzbo5Wup6Vnr4kmE7M9Nls3CVCgw8CrIsXPwymbaXGdut2yTvftc4XaI/uq3K6u7sTExOnT5/u5XrZaUCZKGdlZeW0adMGBgaE+5VEVzk5Odw4GYmKilKfIDv1w/9WZ68WXdSbZVQVXc0xztE676qkL1mi/r4rzvizMr/3Tz59ii+7TxIfd7ZPF68/8rXqrmq570WEIQLPGDJLrqnq7++6cuVQZeVBh6Pd3RS4lz3HxMQcP36cn9jU1PTzn//cbrcrr1fNp8GEiXLGxcVxVUG4X0NDQ4eGhrhxMkL+VZ8gO/XD/9TEUoF760nmsmWijKcvWqS8yMmTccF3SsanAZbFMjv4tpgaCt+OMCNOaLFIrqki0RX37SAxlvoUSPyUmJgYPXq6PTc394knnuA/2rp164cffuhyvWo+DSbBX05SDyIjI7lx4X4V7eMJEyaIFrxPka+zzaCu/q4FaQvcCqq2FWxLb0zPacoJiJtOUhctEpXgyqFDLpcSxgpFRdv9kE8/OLV2LSl+amzskIP+jrtzZ1C40bKzn6G+Ct2KMccofF++qQnsu/fAXVQCLKGHH364rKyM+yg8PPzYsWNkpLq6esqUKQ7BdxkBFif4yzl9+vTz58fejYozWPp04tqJz8s/D77zVUJmp/cM5m3Y4HKpsrJPg+9kzEBPj/HuRuhuavLFKszmiODbbuqFmaT7yhq7mG6Zo3UGwU/oXiIkIdSePXui794wmpaW9stf/pKMbNiw4dNPP1WzXjWfBpPgL6fcySfRPVjRincZO6dJP6Os2lm0092rgQcqDmida/ekL14sKkSq03sGJQmjhNOn1/s6n/5Bgip+O/R3dfloLcJNR+ItH61F5zbnb1a4N6vIVqR1BsG36N7kzuHuweLMmDEjKSlp6tSp/NkKNetlpwFlpZwc56cIW1pa8BShhnoGesiB3q3o6teB04n5gN0uWYjsX/1KzeJNTaeD8jTMkMNhjIgg28EUEeGLS4Sc4uLdwq03FAgXkX1E+Qv1VOpTWmcQfIVugDUwMLB7924SVPFTvvvuOzJDSkqKW+tlpwFlpZwc0X5NSEhAP1ga6nB0uBVaNXQ3aJ1lN9wZHJQsx8U//1llCsL4wGSK9Glu/YzfGl01NT5ci2ADBlOE6gHjdaPyl2vjaekXNEFAo9sPVkhISFxcXHV1Nf/piRMnuKuEbq2XnQaUlXLSxU798KmtZ7a6DKrCDeGxqbF/LP7jqeZTWufXDWdeekmyQJnx8SpTSE1dGMQnYPgN0nH5su/WcuXK4fGPCCT6bl2BwuU3bo5pTkA8MgJq+LqpWrly5XfffefuetlpQFkpJ13s1A+firEoPfFEhpNNJ7XOoycsCxZIFujGmTMqUxgYsI8/+6KXN/y0lZbm/OpXmcuW2axW50+Lit7NzFxG/rpMJ3f9erJBLDExfTbfdq+Pk1jODlYeVPPDpmewR+ucgrd82lQdO3ZM2FOD+vWy04CyUk662KkfvjPT6OIQPzPQmsMrBw/KlcndpERhgX5e7Vx58CBXIjLi/Kn6OCb9bo8VN/LyfJDNewYHexBjiZy+cZqrl+8Wvav8BZxlmFXWXqZ1fsFzvmuqQkJCpkyZwj+h79Z62WlAWSknXezUDx9Zl7vO+Wi+InMF34vP6uzVhbZCrbPpBoV26s6ge+FRU1OOMCC4dOlPPsqzBxrT07lC1RsMzp9mZi4jGSZ/XabD3eROhqq//51+LsW5elq4PS9f/tjXa9S/0rZSq83KXQokfxenL3b5ayfWEotzWgFHq6YKARaHlXLSFSj1Y/DO4L6yfV9c/kLrjIyz68IuySP4M1mB1yFki9Wq0Cqd2bTJgzR1fsalz2aT67xqYKCnu7upv991zwvmuXO5TdScnU05f1JEm3QQgYKMRWmLXEZa/PDKmVe0zi+4gABLW6yUk65AqR/8oTDCpIt+gJSP16+efVXrDKrVfeOGgXtdsfzQUVHhQcoWy2JhKNDf30E983pgiY3ltlL1N/7oW7yvr0XnYauuRJuj1YdZO87uwE3xuoUAS1uslJOugKgfg3cGhcfB2abZ3GU4v2Wgtbe12FZ8uOrw5+Wfv3jmRZdH6sbuRr/lzRtnt21TKEfdt996nLLdXh3EXTMImaOjuc11SfD+Mp+yWBaJYqze3pv+WXWAau5pVh9mkeFQ1aGeAZwa1BcEWNpipZx0BUT9eOH0C5LHwS4VV3C89M3Vb8KN4eoPzcmVbvTyqq2GuzchOQ/GyEh3b7cS0f9ZliGHoyolpfLgQS+f/vvplVfG4lGpZ7x9RLR59bmF9Yn8MFP/dQ4zhBW3FmudZRiBAEtbrJSTroCoHxFG6R7SyeGv3dX7pzzQeLuRpDwaaKg9Ch+rPVZ0q6jG7sOuJunq7+iQLE3+1q3eJy5q+0tK3vU+TeoazGauyMVJSd6kc3L5ci6dwrffppU3NZxiLL30fxFYBu8Mjn3Z1ZzZuur6jebgI3Q7Gg0NDY2Pj6+rq/NyvQHRgFLBSjnpcqt+OIYceTfyfnvutzvP77QP2H2XKyLMOHbU6xnsUT7q0V3v4gzXTyHxwztF7xjqJZ5B07l+qffenHrhBSqJ5+e/LGz4jUZd3DPnrPSDD7iCn3npJW/SscTEcOlkrfDfNethqV4bjMYw/fSCEVjqb9fHZ8Wr/+LHpcf5+gAIInRfldPd3Z2YmDh9+nQv14sAC8Qk3xjtkvPbYHyXw/eK3+PXsuHUBuWD3fHa496sq6mnSf1PWH74TcFvaBXW/8SlCQvr76BzB/rQkCNQLl1dPnCAK37Z3r3epJO9ahWXTu7zz9PKm0q3b9fjWiFdVzquRJjde6OoaNh+brvWhQhOck1VV3/XoSuHDlYedHk1Q+FlzwptIgIsDivlpEt9/fiy4kvRoaSwxVfdO8WkuegYXfyD8mScyzR7Bnti02JjLbFfXPliTc6aJelLPDuA+qjIfmO+228TP1BMPIA6EeisrMx+9tnMZctai726yebUmjXcZsz/r/+ilTf1Tp/e7BRj6fSUYcBp7Gn0JtL6d82/tS5BUJFrqkh0xW1wEmOpT8FutycmJkZHR4vmOXz48LJly+SWUp+r4MNKOelyrh9VnVWZDZm3em+Jpi89udT5IPLuhXdp5eR43fEoc1SMJaaxu1HulJLpuknhiHag4oDw37+U/sWb46PkEG4M7Dtdqr/+2kfRlfMVq+zswOsMzANZK1dyW9LPlwh5JlOEaMubzVGa5CSI2QfsYSa3z3Nzw8rslVpnPxhQCbCEHn744bKycZ37Z2RkzJgxo7u7W8161XwaTFgpJ12i+qFwqkYy6CET3y96/0j1EX42/pm7cJNELPLq2Ve5T4tai0QfCdOUO1SR2co7yqmHTa7jKkP4XMvc+JPxZO10trtGRCXz8lHBcSkH4LUqrqNRLzfC+bfe4jZmxtNP08qYuwyGSOft39GBN8PQZ++3v2Z9zYNjCDmsDeIOOS/QvUTocDj27NkjPINVWVn52GOPNTQ0qFyvmk+DCSvlpEtYP/5e9XfRQWFJxhL+UxdHEONIg+p8Q/rzueNuTBEebpq6m4Td+qk5SKmf0+PhHes7NV01Ad0LjqO93VZYWHHo0I28vCGHwxgZKVnWa8e9undNKBCjK5vVyr3lRvJdhOr99PLL3PY0RWl53shkkoixOjuvapgl1tzouTHLOMvlEUbN/QzgjO5N7hz+HqyWlpZf/vKXBQUF7q4XARYo4evHhtPS95Lzc7o8cHT0d+wo3OE8fad1J5eCxKkp40zuacFIY6T6AGuHVWIt3gx8NxDLTy738/anTmWhTbNnU1ldY2OOc7s+EAgPWF29e7W0YNs2b9I5tX79WF0OC6OVN88YjWHO+2IIXZP7XUlriZrnZmYZZn1d9bXWmQ0YdAOsgYGB3bt3z5gxg/s3Kirq2LFjHqwXARYo4etHhEH62Zl3LrwjmrImZ80bBW8oRyrjJo7eddva2+plGOT84N7b1rfdiqLIEa32dq2ft7A/qd+cVFZXU3M8EM9dca4eOcJtip9e8eo9dJWHD4/FrJqeweIYjVHOe6Sn54bW+WLXpvxN3hz0vq/7XusS6AXdfrBCQkLi4uKqq6udP8JThJJYKSddfP140vKkyu98S2+Lrc/mZbTk1lDcWtzULf1SXmJ55vLZxtnC+cnPxz8W/7GivSL5cvK5m+f8tS21dO3779Vv0daSEu/X6Nwjw+g7W1q8T9k/+EuEVw551Xtk490O8TOWLqWVN29cu/ad837JzAz4U7MBbXGaG73rSQ7kmNYSOF8uX0BP7tpipZx0CevHvY7LFXswH5vZL6GV+nevGuoNYcYwchhKrgqYl9V4qbWw0BAermZDmmbPbjCbf9q27eKf/tTfRef9Qs6teEXFZ1RS9hsqN7lXfPYZt5HNlK66eq+396bz3jEE7/u2A8jyrOVUDozhhnBLg+Wmzt5B2TPQQ34J++gGVgRY2mKlnHTJ1Q+5K4YqA6wXcl9Q6K+PhEEq+/b045YIMBeTkhS23IDdh3dB3bkzGLhXBqkr37dvbLOH66gLD5utSDLGysvbpHXWYER2czYJkuj+HJ1rnFvVVeW7PHf0i/ua5p8Z/1PJnySP81ft1B6zQIClLVbKSZdc/bD32yW/wxF3uzEURkiflH8imo078ySZwhzLHC6FcdPvnjNbmLZwWcYyBFiSHB0dlthYl0dan+YhaHoPH3I4SGxUnJSk0NHowEDPpUt/LS5O6pDvnuNycjJfhX2TUw9JxsHoiVSfyAGztK202l7NT0lrTKMVeJGD9oHyAzd7bzZ1N3ncVYQ3GZhtmP1i/osKiZOM/a3yb/z8kYZIwzXxK8jUhzKtfa0jT4JT6uVYcr0tPS3FtuLW3lYEWMEjKysrNjY2JCTkwQcf3LhxY0vLvUvyiYmJD4xKSEhwK02F+lHfXb8wfaHoq7I4YzE/Q2xaLAmzVmSO9K8oPPX9Sv7YXcM/1P8gWvzZU8/yi1/uuEx+w0UYI8yNZnJ8OV5z3NJg4T4i3zdSfRl/25ejvZ27gFX28cdyXS2IBus77/g2S46O4IiuhkfvweI2Wt4m2ZM69SSYHC0jibHk5mm7eJFLJzU21jc59Upra4lkmIW3FgaQglsFci+8pziQo/HL+S8fqz629tTaeZZ5HrxAzK2BRFFuFYo0VV9WfunuIOyj0TP/8R//IfyXRKiiXHmZfqAI/nIuWbIkIyNjaGiot7f39ddfj717QE9OTo6OjraNiomJIf+qT1NN/YgyR/H1yd2nWp5Ke4pbcG7q3NU5q2n9qghKnTU1J5cvz3j66Y7KSuPs2WqPPGFhJA4bcvj2aXy50yE+XalP8Z3aZy6XvQG8qSmTK+bFi3sUkip+771Tzz1X/sknPsgmHQaDRA8O5869rnW+wBMfl388y+C6w60gG/7n//qffznzFw9iLH74+urX9n5790A3+avyTN7Ro0dJk8r/+8M18SkDBFjBiYRZEyZM4MZJdJWTk8ONk5Eodx4XV1M/SF3krrWvzMQ7H3yi8I03jMJXBIaFqTzsNGVl+SF7dnu1VHSlcbdPXho9OTWyDYsSExVma27Oqa83OBQ7ieZ3B+080lRe/qlkiEyCSK2zBt4ih+hnc571T6CzNX8rWWOUKSrcEB5uCl+ceu8BSWFv9fPM8+iu9//M/z+zN872JsBSGJIrk7+u+trSYLnSeYXfqiS6+s///M/s7OzfWX8nlysEWMHJYrHwZ7BCQ0NJvMWNkxHyr/p02KkfutXf0eHeoSY8/EpKit+y19FxWTK6CvRrTAM9PZf++tfipKSOcq9ef9Tb2srvGlpPaPpId/d1mbuyZra3X9I6d+AT1ltW8sN4lnGW+keL5IZIU6S7a6/uqo42Rqtfr6XR4nwrPTf833/+359N/tl9/vI/7v8f//uJ//2LP/5COcPsNKCslJMoLS19/PHH6+rquH9F+5g/s8VTrkl+yjTIcOso193Y6M+8mUyxzo1xVla8P/Ogc7biYn7vdNbUaJ0d1yQvF3JDScmfAz1uBs9cab/yTOYz3MPjJB6KNETGmmL3KF4Z91hXf9f3td+/ff7t9afWH6o85NZ9IwnnE55KfeoPF/5w/fZ158t8P7X8FGmOJCFdx2iPJOo7d3R3CDeEv3vhXQRYQSg3N/fRRx8tEfQViTNY+lS2d685JiZ9yRK+04Q7g4NZK1aYYmLGbloPC1PscUw85G3Y4M/8B9lNV864xwi8vH3NITgBab92jVbefEryYQXhYLdf1zqPAHSUtpZ+fPFj/jDq/c37yZX37nJmpwFlopwnTpyYMmXKhQsXhBNF92AJ3xDuEjv1w88qv/yS/0qee+ON4dFLgUbVN1eJh7AwX9/GLmS1vhV8N12J2GtrTVFRZNsWJ8k+IagSv5t0folQ5NKlTxTDrLBOwf0oAEFp8M5gTWfNt3XfxqXHycVeZPr81PnXpX51sNOABn859+/fP3ny5IqKCtF07inClpYWHz1FCO5qOXtW+A01hoer7HJdbrC+9ZZ/ci73tKDFMs8/GfCbG6dPc9s2Z/VqL5MyzZo1dgbr7lX7AJKf/4Ly2az2dq/uUQMIYuw0oMFfToXbpxISEqj3g8WOPputMT297eJF549qjh7l2s4zGzfmv/JK0c6dLt+scur55w3CRwK9G7JWrGgrLfVNucXM5oUyTWyZfzLgT83Z2dwWVuimQSV+Z5Xv308lb/5XXZ2iHGalpuqxly8AbbHTgLJSTroCsX6U7N6du27d5QMHaCXIn4HocDo7aImJEUU8GYsX93d1dTc1Za9enbliRa+gu9chh8Py1FO0QquRU19hYV1Xqb1rQs6dO4M5OcvkrhMF613P9tparmsMipcIS//8Zyp505DFIvFYg9MQ4XC0ap1TAO0FYgPqGVbKSVfA1Y/emzf59oxWmvyd5pWHD5N/qw4fLvrDH+yjT4SZVXT4eSEpSX3PVQoDCebMd0M9bmjOzqZVRmfyr1IZGxobM3y3dj0gwavNavX+5ja+n/3qb76hkjFt9fW1ZmQ8rSLMmmmzFWmdWQAtBVwD6jFWyklXwNWPPpuNeoDFJ3juzTdPLl9O8RSUmqHg1VdPb9hw88wZvqW/de5c8a5dV//xD1oFdHb69AaFhtNs1tF7i/UvfeFCbleW7NqldV5ounHjjJowy2CY1dJyTuvMAmgg4BpQj7FSTroCsX5QCbDuDA5KnEOaP9/P0RWtbeIW5fayf7QLGbh65EjmsmWn1q0jMb3ynNzTiGTI37LFP3nzM8nu0CQvHebnvzI05L/HXQG0FYgNqGdYKSdd+qkft86eLfjtb8v27uX+tZ0/f3HPnmsnTohmEwVG7t6h3H3jRkNmZvHu3cboaD/HUhLxnDsdatCi0M/kpUsBfwuRW+y1tTarVa5vBRItcbuJzKOcjiU2lj8Z6YNs6ovFEqMm2DKbY/v7A6nTCgAP6KcB9TVWykmXfuoHfxvTuTffbK+o4KMQW2EhN8Op554zx8Sc2bxZ/UmgPpuNtI78nBl+v/wnN1QfPernPpOGhhxnz74q2RZaLAsKCn7b29viOpUg0nX1KnfmqXDHDskZSj/8kHxK5iFxmHJSqXdPfHr/QGKguH7dpO6c1tiZrerqI1pnGYA+/TSgvsZKOenSpH4MORym0X6hzIL3UsvFItY//IF8apG/2VyYcnNmZvXx4wN2e3tpaZ5TKEZrMIaFWWJjTZGRWStWqF/KHB194d13Ty5d6v1ja+q1t19SaPnOn3/TbznRGz7ylruud2dwsLupyeX1QSJtwQIuKcucOZRzqXuZmSvcibRm4/FDCCYIsEAJ9fqR9cwzfDwhN4/wVqes+HjSLJnnzJGLSy68996p555TCFyyn3kmbf58U1RU6t0rNT4dRGW59OmnqfPmqVmw7ttv6W5qBdXV/3bZ2t2+Xeu3/OjQQE+PdedOEl3VGwxeJpW+eLHLOh/0WlsvGo0qb9UauzW+qSlT61wDeAUBFiihXj8UYpEsj67QlX7wgWF85wXaDpKlHrDbhfPkjo8I6W5hBZWVB43GCDXNW18fWxcEfer0r3/N7ejMpUu1zov2entvFhS8pD7SOnv2da2zDOAhBFigxLP6cTI+nvxYl7zUJQwsar75prupSfIj9cOZl15KmzvXb/FT7YkTlz7+OPvZZ8+//bYwzxmLFhW98077pUty2yRj6VJuTlNExLjChvn2FX4DA3abrbi1tVhle5af/xuf5odB177/ntvXafPna50X3Wlvr1R5n1ZDg9mD9Bsb0+vrDQ5HO/WcA7iEAAvE5N63o5KwU82MuDjxp6KQJSzMXl8/YLfXHDum+cknw+iDe+lxcb3Nzaa7nUOKBlG3k/kvvWQID7fMmePyDTlE+SefXEhK6u8Y6eaAv2z0ky8f3S8r26em9TKb5/guD5D/yit8/dE6Lzp1586gxbJA/U3x7e2qXg9FoitukYsX9/i6CADOEGCBElH9qPryS2NUlGHOnHqTSXL+zPh4YThinDmTj1SMYWGOjg6JqIXei/k87zBd5jQSdyOzo709NTaW5D91HrVXGpOUG9LTb+TmUkktK2uFwRBusczNyJB+XaB8aBVtl3oJPFCUI7girHVe9K69/VJh4XajcbbKSKu7u1Ehtfp6AzdncbH/HhwB4CHAAiXC+pG5bJkwKOlpbiYTx17eEhZGIoayjz5SjmPSqL6Jz3kwqbsZi4R9J5ctq/nqKy540m7reis7O96tcOruEJaa+lRzM+4g9pPyTz4Zq3jh6AHfDfX1Rg+qd2rq/Nu3x34z2O11mZnL09MX1db+S9uyAJsQYIESYf1wEbWEh5ud3nxMLXJSd5ar9tgxw2j/Dvx5KcvcuZnLl/fb7Tlr1uj/LEJn52WjMZw0EkVFCcLpOTnPco1HWtpTwukeND9tbaqurQBFrSUlCLC80dKS79EPiXFDefk+rcsBwaw5M1N4CcW6c+cwAixQxtePIYfDpyefFIaMJUuEoZsxMrLiiy8yFi1ynpPks/Dtt0VTeDlr15J469JHH2mwHaXk5W0kx32jMaKzs2p4pBWxCtsDo5H8jbRa37JYxj3cnpq60GKJdqtpSU9/WuuyMq27qYmvkGru1QMF2dnPehlpkW9cTc23AwN2rYsCgarPZiNfavu1awXbtik3XgiwQAlfPyx336fmz6Fs39iPTosgwGrKHLm2dTUlRTRzzpo13MxGmQDLz7q7m/r6xnqhHBpymEyzjcaw7OxVZWV/dTriR3r/A100mExRDQ0WvPdND8iBmK+QnVVVWmcnSFy5coTuVyYv7yW7vU7rYoGO9N68WXX48MmlS9PJj/zo6HGXR9QNCLBACV8/3LsV3elmc6M7lZIfGjIyuLXf66vz7t3o5X/7m2jm4l27uI8sb8Ya3p9pWD9yW72vt8/AQE9W1kqLJTo/f2t5+efNzdncdJNprLupnJzVJlOkwgv+aA0FBdt7e2/6urzggY7Ll/laejMvT+vsBK3BwZ6cnOdofaGMRvKlftVur9G6WOAT9urqW0VFXTU1tf/+d/0PP5C2ZuQ6icePSSHA0joDAYmvH/cuvY1GLQ1Go1LFotTzJ98ngvnu+TM+ZiINlWjmss8+I9P7+mxjh8gfZ14+cIDu1sjN/bXJNMtioX/CycshPX0J3ZICRY72dr6Wcudfwdfu3Bk8e/a1U6fW3bpV0NBwkvY3Lmx0ID+iInNzXyCHhczM+Ly8l9vbL3V3N6HPLQ3dbmgY92KPsLC8F1/kP730l7/QjZ+ch5zVqzsEr8pFgKWx+++/X+ssKFGoHwqVLPvZZ0VTTPLvChQNlief5EaELyI8ebeXzvSFC7kpdwYHxy349dixr7j4Xf44qL6YAwM92dnPpqfHFRW9k5b21E8/bRV+Wl19LC9vc0XFQc0DKcnBbI7u6Ch3c8eCX/G/jC+8847WeWEXibqs1jf8cDrZKRqTmxJGIrPW1otabxgKar/9Nj0+3pqY6H1Sjo4OW3FxT8u4l0ncKihoyskhh/3slSuNs2Z5dknER0PBb37j/DQ6AixdCMoA69S6daIpV5yu6IkG5S6mmtLTzfNjTE/Prk/9b37iuBfOSB3aFBJMTX2SmyctbSEZpBYP1zxyUjNcuqSXe/ZBAV9R819+Weu8gNjAgJ0/IOhgCD93bntg3T1pGN8tc4bTK6FG+lWOiLDMnVv34481R4/azp+/VVREhuy7r6YNjCE8nJS07OOP7deuqdwyCLA0FrgBVtm+fdK1MHrmpcN7yz75q/CWwN7RnyMnly83zZ176bPPGiyW9Kef5t/RRgbJ9+pwGhpM/NHHaBx3W1VTdrZCgGU2R5HfrGS24uI/5OW9VFt7jOsEIaCG8IKCrcIpeXkv5udvLSzckZe38eLFP3EFBJ0z3j2D9RMCLN2z268VFPzOYNDVnQDhaWmLSkp2WyxPWiwLSko+qK4+SvKp9aYaId0K0L6ZybcDn1syEhmZuWLFzbw8Kg/8IsDSGNkB90uZMGECxbUkJiY+MCohIcH13OOzJ5qSn/9faWlPXb36DzJuTUoSP1ixceyIYDKFl5d/avjvmYbjSmenWsuKM/YtO3X4uZyctfzRJDt7FfcQdVbWcudjjcWy2GKJ4cazsp4tubDLbIrS+vBHfyCh5PnzO7itVFX199FNGtXZecW9HQ/6YLz7jEj2ihVa5wU853C0X7v2fX39D7W1/yos/N3Jk3EWS5TRGOWLB4G9GCJSUxebTLGpqQsqKr7wxckwEnyI+p3W0RARkbpgAcnhtZFu/CVmSI+Pv56aSn2bSEKApTE/nMFKTk6Ojo62jYqJiSH/ql9WVD+E9xNwU05vWGeYP9PwXzMNr8w0RM40fCPxhSe/vUTJtrWVXrz4fnb2M/LHCD/fJ0F3CGtosHR2Xq2uPt7eXpaeHufu8bGi4qCXOx10xXj3sQ9TZKTWeQGf6+uztbeXW60JRuNI5ywmU7TV+k5+/svZ2c/m5W0kPyZPnXrh9OkNFst8rY9UkgfesVv409LmFRXdu6eq7cKF1IULtY+f7kZRp55/Xv/v4UCApTE/BFgkusrJyeHGyUiU4OZxl5wCLMUv54+aHx38eRgaOUtnt19LT3+Km2g0httsZyU3o1wK3GAyzSouTrLZzttsVlzyCyBDQ45Ll/5K9l1X11XlOY13T/T6oesQCFDku9/RcTUtTf1Lr3UznBjpFqe7sdH1lTjJS4fh4YW/+53Wm98nEGBpjO6lQEmhoaFDQ0PcOBkh/6pfVlg/zp79jfbfZB8Pra3WkyeXpacvbGrKGh4JjCKc52lsNLu7C0zjL2KWlf2VHExLSvYUFLxWXf0vdCodoBoazNwOdfku4fS7b+E06vhNTaBPAwM9zc2ZaWmLjcbokyfXWiyLzea5mh8qZQdPfmZz58yiMjOXFxbuLCv7pLk56+bNvNbW4tFeNjIbGixXrx7p6Ki02c5VVh5ubMwk20Tr3aIKAqzgJ9rHziHdfYq4eYqK3tHqGzvaUSfFm9PDyFeXfGnr6v5dWPh2ZeWXpHRdXfVkit3eKLkByfc5I2PxyZNx3DttPEDCKXSQE3waG9O5SnXx4h7lOfNeeon/ve6fvEGQqTcYzu3ceSM/XzT9dn19xaFDVw4dundCaOdMw7GZhq9mjtwCy9BVBYlDvck0m97dJhLdbZBfzqdPbywr29/QkCH5GgAEWLpQV1f3yCOPCG94p3hmi8oZLINhjiZfktOnXxpdu6oAq7b26Ogr/EYGozGM/Po5c+algoJXdfK4DQQfEmPV1xtchs45q1cjwAJ32UpK/P043vyZhtjRkc0zDf/SPEIK+AEBli5MmjTp8OHDfBhEl+geLPKv+mX5+mEyzfJdLSQ/Akwm6d8Zzc2nRtc+m5+SmhrLXVMTzXnq1HPDI29QfoH7NydnDeXtCCy5MzhYnJSUv2VL7fHj3qdWJTjB4H1qEKxu/fST0f0X3vlwCAvraW5WznNPT4PmcYxuBwRYukB2g4+iq+G7TxG2tLR48xRhQQF/A5b4QcLr100Wi4tu+vr6bJcu7Tt9+sWyss9KS/fyifT03Pv2lpTsMpujuQeejcZZlZUpbW1jfRxXVo71ol5e/jE/f2/vzatXv66uPnLmzEvnzr0xONjDT+/ubvJmiwF0NzVxbUzGIvEzsB4Qvi3H+9RA/0iAXn3kyNlt20iMnrZoUc7zz/Mv/hLpqKgwuvWmV4+G8k8/7b15k9Rq3xW5oSHj1Kn1qanz+f5lXOrtbSkt/Ut+/iaLJcZojBA8wzhT8Dds/OW5QHrAHAGWLkycOLG3t9d36SckJHjfD1ZDg6Wm5vjQkIOELzZbscPRIZzzzp1B8tUymWbX1f379u3rZvPIbd3nz78tmSyJt2w2q1thEMIm8Cd7dTXXMpnceepWjq24mG/qXJ4SgAA18iIX4eslaJ9MUrpcGBZmmTev3mLRehvoxcCAvbz8k9ELI7Pt9jrS4jg3Hzdv5tXX/3jrVpHdfo18Spqwvr5WshRptiorD5SXf15a+oHVmlBQ8Fph4faMjOUmU6zJFGkyRaenLzaZFqjp/AwBli7s3bt3w4YNAwMDWmdEzOP60d/fRapsYL3wAYBHfgJwTVfWM89QTI0Mxe+/732C4Dv2a9ey4+ONTz5pnjs3e9Wq01u2jHTEHx5unjMn/emn/X+drjkjQ+tNAm5oaTl7+fLBmpp/9/S0IMDSBV/35O4xduoHgEhjenrlwYOdlZVUUuPby5NxcVQSBC8N9vTcyM9vPHXK/zGT8nD6hRfKP/+8taRE6y0E3mKnAWWlnHSxUz8AfIpvPi2zZ2udlyBXe/TovdM/ubm2oiLj+LcR624ID89eu1buJi0IXOw0oKyUky526geAyEBPT3dTE/lLJbV7rSk6c6fhutFojInht+qVQ4fIxNO+uwVK/RAR0ZCWJvmq4N6bN8ng900FmmGnAWWlnHSxUz8AhPq7ujJGb7jJ37KFSoLCJ8WoJMiU6z/+WLp375n16/0WJxln3r2vPCIi85lnao4d++k3v8lavTr/1VdvNzRovT0gMLDTgLJSTrrYqR8AQvZr17iG1hITQyXB7GeeQYDllgaj0eeBFPdcXkTEhT/+UeviQhBipwFlpZx0sVM/AISoB1h5mzYhwHKpu6nJXleXv3WrL8Kpqn/8Q+vyAVvYaUBZKSdd7NQPAKGBnp70RYtIq1zw2mtUEizZvZtv6RszM6mkGRzuDA521dR49k6Y7NWrrW+9NW7irFlXv/6aS/nmmTPcxNx167QtI7CJnQaUlXLSxU79ABDp7+qieJP7YE8PHwRYd+6kkmaAupGT482JqNwXXlC5onqDgVvkwnvv+bJAANLYaUBZKSdd7NQPAF/jQwQzSz012OvqTq1d63E4VfbRRx6v2ma1cs8WVOzfT7FEACqx04CyUk7v3Tee1tkBCBLCuEHrvPhK1vLltG6Z8v48n722NnP58oxFi67/+COV0gG4hZ0GlJVy0sVO/QAQ6W5qslmtFDsuEkYPgdur5EBPz5mXXqIVRd0bwsPzXnyx326nmFX+EmFxUhLFZAFUYqcBZaWcdLFTPwBE0hYsIG0z+UsrQZPgPu5r//3ftJL1nTuDg/Zr10o/+MASE2P06CZ0pVupNmyQ7I2TorbSUu4SYVVKik9XBCCJnQaUlXLSxU79ABChfjkvc8UKPs20efNoJUtdn81G+d0y4eHZzz/f09ysSVm6m5p8HckBSGKnAWWlnHSxUz8ARMr37cvfsuXyF1/QSrDz6lXd3oY10NNjffttz/pKEA94FxDAKHYaUFbKSRc79QPAD4SBiJ9fS2e7cOGn3/42e+1ay+LFFKKoWbNu19f7M/8AAYedBpSVctLFTv0A8APhKaKc1at9vbrKv/2N5pW+sDDz3Ln2ujpfZxsgOLDTgLJSTrrYqR8AfpCxdKkwZPFF9wG3Cgup3JBe8uc/U88bAFPYaUBZKSdd7NQPAJHmnJzKgwfJX4ppXvn734VBjJHenVjtZWXm+fO9DKqMkZG24mJandcDMI6dBpSVctLFTv0AEDGGhxto341+Z3BQFNOc2bTJmwTt9fUenq+KjOwoL6dVLgBwxk4Dyko56WKnfgCI8LEI3WSznnlGfN4oPNwYEXH+7bdVptBvt1/95z8Noz08qR3Cw8l6NekoAYBZ7DSgwV/OrKys2NjYkJCQBx98cOPGjS0tLfxHiYmJD4xKSEhwK0126geAiI8CrO6mJqVIaNas7DVryDxyi5uffFJNRHUBfZcDaI2dBjT4y7lkyZKMjIyhoaHe3t7XX3+dBFvc9OTk5OjoaNuomJgY8q/6NNmpHwAitcePFycl+aLL9XNvvOE6SAoLy1y+/Epy8oX/9/8uvv9+7vr1ahYp//zz7hs3qGcYADzATgPKSjk5JMyaMGECN06iq5y7N+qSkaioKPXpsFM/APzJQLWr9MK33tK6QAAgxk4Dyko5ORaLhT+DFRoaSuItbpyMkH/Vp8NO/QDwJ+e73d0ewsIy4+MD96XRAEGPnQaUlXISpaWljz/+eN3d/gBF+5g/s8W7T5GfMg3AGG+iqxvZ2VpnHwBcYKcBDcJySsZAubm5jz76aElJCT8FZ7AAPHDr7Fnq/WAJFe7YwQdMzbm5ZEp/V1f5Z58Z7nYPIXnKqs9m81F+AIAudhpQJsp54sSJKVOmXLhwQThRdA8W+Vd9guzUDwAR491+EHyUfnN2Npe+KTISV/oAgg87DWjwl3P//v2TJ0+uqKgQTeeeImxpacFThADq+TrAIpoyMq5+/XWPfKcMABC42GlAg7+cCrdPJSQkoB8sALcoXCK8fPmL/PwtpaV/qapKqaw82NeHy3YAIMZOA8pKOelip34AqGcwzBQOxcXo1RMAxNhpQFkpJ13s1A8A9TIzl5G4KjX1SS7Aunhxj9Y5AgDdYacBZaWcdLFTPwDU6+uz2WzW27evX716pLLyoMPRrnWOAEB32GlAWSknXezUDwCRxvT04qSkqpQUrTMCAAGJnQaUlXLSxU79ABBJf+op7ilChVcvAwDIYacBZaWcdLFTPwBEDGFhXICFvj0BwAPsNKCslJMuduoHgIgxKmokwAoP1zojABCQ2GlAWSknXezUDwARm9VaefDgjdOntc4IAAQkdhpQVspJFzv1AwAAgCJ2GlBWykkXO/UDAACAInYaUFbK6T259+0AAACASuw0oKyUky526geACNcPVuXBg3cGB7XOCwAEHnYaUFbKSRc79QNAJHPZMvSDBQAeY6cBZaWcdLFTPwBETq1bR6IrY0QE+sECAA+w04CyUk662KkfACK3r1+vNxhsVqvWGQGAgMROA8pKOelip34AAABQxE4Dyko56WKnfgAAAFDETgPKSjnpYqd+AAAAUMROA8pKOelip34AAABQxE4Dyko56WKnfgCI3Dp7tjgp6cqhQ1pnBAACEjsNKCvlpIud+gEgkrViBfrBAgCPsdOAslLOtra2qVOnivZrYmLiA6MSEhLcSo2d+gEgkvOrX3EBVu/Nm1rnBQACDzsNKCvl3L59+549e4T7NTk5OTo62jYqJiaG/Ks+NXbqB4BId1NTvcFw6+xZrTMCAAGJnQaUiXJWVlZOmzZtYGBAuF9JdJWTk8ONk5GoqCj1CbJTPwAAAChipwFlopxxcXHHjx8fHr9fQ0NDh4aGuHEyQv5VnyA79QMAAIAidhrQ4C9nbm5uZGQkNy7cr6J9PGHCBNGC9ynydbYBAACCDzsNaBCWUxQDTZ8+/fz58/xH/Gw4gwXggQazOX/LFuvOnf1dXVrnBQACDzsNaPCXU+7kk+geLPKvW2nSzyhAIMhZs4Z7ivBWYaHWeQGAwMNOA8pKOTnOTxG2tLTgKUIA9czR0VyAdSM3V+u8AEDgYacBZaWcHNF+TUhIQD9YAG7JfvZZ9IMFAB5jpwFlpZx0sVM/AETQDxYAeIOdBpSVctLFTv0AAACgiJ0GlJVy0sVO/QBwS0t+fv6WLed///uBnh6t8wIAesROA8pKOelip34AuIVEV9wdWjarVeu8AIAesdOAslJOutipHwBuse7cyQVYnZWVWucFAPSInQaUlXLSxU79AHDLkMNhs1oRXQGAHHYaUFbKSRc79QMAAIAidhpQVspJFzv1AwAAgCJ2GlBWykkXO/UDAACAInYaUFbKSRc79QMAAIAidhpQVsrpPck3RgMAAIB67DSgrJSTLnbqBwAAAEXsNKCslJMuduoHAAAARew0oKyUky526geAu+z22nPn3sjP39LZid6wAECMnQaUlXLSxU79AHBXZeVBg2EmGciI1nkBAN1hpwFlpZx0sVM/ANxVX2/gAqy6uu+0zgsA6A47DSgr5aSLnfoB4IG2tlKbzXrnzqDWGQEA3WGnAWWlnHSxUz8AAAAoYqcBZaWcdLFTPwAAAChipwFlpZx0sVM/AAAAKGKnAWWlnHSxUz8ARC5/8YVh5sy0BQt6b97UOi8AEHjYaUCZKGdpaem8efNCQ0MnT56ckpLCT09MTHxgVEJCglsJslM/AETyt2whARYZbFar1nkBgMDDTgMa/OWsqKiYNm2axWIZGhpqaWnZtm0bNz05OTk6Oto2KiYmhvyrPk126geASPm+fSS6Sn3yye6mJq3zAgCBh50GNPjLuWHDBuFZKx6JrnJycrhxMhIVFaU+TXbqBwAAAEXsNKDBX86JEyceOHBg0qRJISEhq1atamtr46aHhoYODQ1x42SE/Ks+TXbqBwAAAEXsNKDBX06yLzdt2uRwOHp7ezdv3rx27Vp+unC2CRMmOC+owE+5BwAACCLsNKBBWE5RDBQaGkpCK26chFkhISH8dJzBAgAA8Cd2GtDgL2dMTIwwwOIDKdE9WORf9Wkqn9wCAAAAOXRbed0K/nKmpKRs3ry5d9SmTZvWr1/PTeeeImxpafHgKcJhqjE43drGSGq6zZieU9NtxvScmm4zpufUdJsxPaem24zpPDU9Y6Kcu3bteuihh0JCQtasWcPf5E4kJCR41g/WML5XWqem24zpOTXdZkzPqek2Y3pOTbcZ03Nqus2YzlPTM1bKSR2+V9qmptuM6Tk13WZMz6npNmN6Tk23GdNzarrNmM5T0zNWykkdvlfapqbbjOk5Nd1mTM+p6TZjek5NtxnTc2q6zZjOU9MzVspJHTtVhAXYm0EGOzSYYG8GGXZ2KCvlpI6dKsIC7M0ggx0aTLA3gww7O5SVclLHThVhAfZmkMEODSbYm0GGnR3KSjmpY6eKsAB7M8hghwYT7M0gw84OZaWc1LFTRViAvRlksEODCfZmkGFnh7JSTgAAAAC/QYAFAAAAQBkCLAAAAADKEGABAAAAUIYACwAAAIAyBFgAAAAAlCHAAgAAAKAMAdaYxMTEB0YlJCSomU5rWfAFuS1fWlo6b9680NDQyZMnp6SkuLUs9qaG7rtLODErKys2NjYkJOTBBx/cuHFjS0uL5LLYoXojuTfr6uqWLFkSOoqMVFdXSy6LvalDaD3lIMAakZycHB0dbRsVExND/lWeTmtZ8AW5LV9RUTFt2jSLxTI0NEQa423btqlfFntTD0RNMmmGMzIyyN7s7e19/fXXSbDlvAh2qG6J9ub06dN37949MGrXrl0zZsxwXgR7U4fQeipAgDWC7MucnBxunIxERUUpTx8WHB08WBZ8Sm7Lb9iwQe6sFfZmQFDoAJqEWRMmTHCeEztUt0R78/777xf+GxIS4jwn9qYOofVUgABrRGhoKDlAc+NkhPyrPH1YUEU8WBZ8Sm7LT5w48cCBA5MmTSLH7lWrVrW1tfGLYG8GBIUAy2KxCM9gYYfqn2hvrly5cteuXUOjkpKSyL/Oc2Jv6hBaTwUIsEaIvur8T2G56bSWBV9Q2CObNm1yOBy9vb2bN29eu3atW8tKTgd/kguwSktLH3/88bq6OpeLYIfqh2gXNDQ0TJ06lbs3i4zcuHHD5SLYm3qA1lMBAqwR3sTRQR+DBxyFPUJCK26chFnCaxBqlsXe1JxkgJWbm/voo4+WlJRILoIdqluivTlv3rxdu3bx92BJ3lGHvalDaD0VIMAaIbriS/5Vnk5rWfAFuS0fExMjDLAkv7TYm3rmHGCdOHFiypQpFy5ckFsEO1S3lM9SSJ60wN7UIbSeChBgjeCeWWhpaZF8lsF5+rDg6ODBsuBTcls+JSVl8+bNvaM2bdq0fv16fhHszYAgapL3798/efLkiooKhTmxQ3VLtDdnzJiRlJTE34MlfIoQe1PP0HoqQIA1JiEhQbLXDbnpwqODu8uCr8lt+V27dj300EMhISFr1qyRvMldYVnsTQ3dN57kROFOxA7VM8m9VlVVxfVqRpAR8q9wfn4ce1OH0HrKQYAFAAAAQBkCLAAAAADKEGABAAAAUIYACwAAAIAyBFgjFN4aK/fKScn3lYpu3pw4caLcGiWTbWtrW7t2LcnGQw89lJSUpJBhLxcHAADwXsC1npJrV8itNxBgjZB7a6zLV07KdS1N7N27V24/ySW7fv16YVfjhw8f9sXiAAAAVARW6ym3dh+9XhoBlpjwrbEuXzkpV0VIItOmTZN824NCsiT65nvCJCOSfRl7vzgAAAB1+m895dbuo9dLI8ASE7411mWH/XJVhITPL7/8stwq5JIVVhG5rsa9XxwAAIA6/beecmv30ct5EGCNI3prrMtXTspVkccee0yyg2nlZNetW8d3NU5G5N5w6eXiAAAAdAVE6ymXjo9eL40A6x7nt8Z6FoN/9913K1euFM0mvKtOLtm2trY1a9aQSHzSpEn79+/n7/LzcnEAAADfCZTWU27tOIPlW5JvjXX5yknJKjJjxoxz584prEvNmyxTUlKEL8ujuDgAAAAtAdR6yq3dR6+XRoA1Qu6tsS5fOelcRbKyslzeHyeX7NatW8lEEj5bLBbya0D4Ni6KiwMAAFARWK2n3Np99HppBFgj7nPCf6TwukrJ+clOSktLc7lGyWRJ3D1p0qSQkJB58+aVlpb6bnEAAADvBVzr6W5uvYEACwAAAIAyBFgAAAAAlCHAAgAAAKAMARYAAAAAZQiwAAAAAChDgAUAAABAGQIsAAAAAMoQYAEAAABQhgALAAAAgDIEWAAAAACUIcACAAAAoAwBFgAAAABlCLAAAAAAKEOABQAAAEAZAiwAAAAAyhBgAQAAAFCGAAsAAACAMgRYAAAAAJQhwAIAAACgDAEWAAAAAGUIsAAAAAAoQ4AFAAAAQBkCLAAAAADKEGABAAAAUIYACwAAAIAyBFgAAAAAlP1/KGofQc7ONAYAAAAASUVORK5CYII=)
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