Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_011723_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 03, 2023 |
Start Time | | 2023/01/03 20:00 |
End Time | | 2023/01/03 22:00 |
Key Words | | 4 |
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 | | -16.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.59 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shengsheng_li_011723_4 |
Minimum Dst Value | | -14 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEFwciAyMCAwNzoyMjozOCBVVEMgMjAyMxn4gVEAAAGvdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoic2hlbmdzaGVuZ19saV8wMTE3MjNfNDogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBDbHVzdGVyLTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMjMtMDEtMDNUMjA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDIzLTAxLTAzVDIyOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6OC4wMDQ4ODk5OTk1LCAibWF4IjoxNC4yNzI5MTAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19vU8LuwAAAARnQU1BAACvyDcFiukAADZFSURBVHic7d1/SF1pfvhxZ6Kr6ejEbCUrxaY2JG2mMY1hJesGGyRriUsMMSQL6RBSSd0lYdzikCwJ1tYyDmuoLHZqg906Haf1j0wji2xlkeASp8l2hTr0NsgiwQmGOoxLXCJBFgkS/H6+frqnd++Pc8+955x7zz3P+/WH3Hs8P54f597nc5/znOcUbAIAAMBTBblOAAAAQNgQYAEAAHiMAAsAAMBjBFgAAAAeI8ACAADwGAEWAACAxwiwAAAAPEaABQAA4DECLAAAAI8RYAEAAHiMAAsAAMBjBFgAAAAeI8ACAADwGAEWAACAxwiwAAAAPEaABQAA4DECLAAAAI8RYAEAAHiMAAsAAMBjBFgAAAAeI8ACAADwGAEWAACAxwiwAAAAPEaABQAA4DECLAAAAI8RYAEAAHiMAAsAAMBjBFgAAAAeI8ACAADwGAEWAACAxwiw4FRBQQ7OFnMOCht+1Mj9+/erqqpS7tmPQ+fqBOPEBrKJzxucMifWsQ5KgxQQflREfX39xx9/nJNDE2B5KJSZQjhwasIpAwOslLq7u1/b0tXVFbMHFb/n+OUFv27Hjh26/N69e8ePHy8uLi4rK7t06dLTp0+t5Y2Njbr84sWLn3/+ecp0Pnv2rLq62km+nj9//vbbb+/evbuoqEj2f/bs2Z/85CeycNeuXS9fvrRWe/PNN63XsryyslIOIfs/dOhQzA4PHz4cHbBGS5kYix/9TFKAnhw6A36f1Y8ePTpz5oycllKJEkeOj4+7Oa4nqU12Mnt+IIcIy5AFnGRwKuCxTvYP+v777x87duwXWyTikbcO92Oz/4GBAStWO3ny5NTUlIQv6+vrEvRI+6TLT5w4cffu3Y2NDfmXrH/kyJGUSb169erNmzed5OvrX/+6rKxB24sXL37wgx9I1uT1N77xDXmt68jybdu2Sar0rSyX5lzzJc25pNna2+TkpCxx3yPoR4DlcJO8C7AeP34s8bGcjVJN8jYSiVjRcA4DrGQns+cHcogAC1nASYYEpF08ePCg/Nysrq7+4IMPdKF8Jcm3tvZtHD58+OHDh9b6EhPs3LlT1pev8rW1Nfv15Xu/ra1NVt61a1d/f7/1TZeTgybkMCCQ6Mq6xiQvGhoaku3H4XJpfvbs2fPzn/884b8kRwm3StkT8+jRI9mtBGTxPWfxK8tRonuqLFI7p06d0tcTExMSYMlffSvLf/SjH+kOZaEGZErK5Ic//KHzAEtW+N73vid1JJmS+rJiOGtDWXLlyhXtNZQXuoJ9r1i6m8iSwcHByspKyeNm8jMq4W5jfPbZZ2fPnt2+fbtsK5Gr1W1jnx2bgzo5jWWFW7duJSvemBcxb+M/gwkLKtlHL7rcbCQ8meMPFLPDlIWZLGHi+vXrO3bsKCsrkx0mPJZNRVhpkBP7zp071j7lR8hv/dZvRR8FiEGAhQQqKiq0H0K+xb797W/rQvmuka+tX/ziF/L9KK2g1XHy13/916dPn5bl0oS3t7enXF++7M6cOSNfTM+fP5dvTOs7LicHTchhQCDf9VYsIi/kbbL9OFwuTZp8uSf8l7R88T/65aDvvffeyZMnbRK5uRUAacPgJMCSo1y6dOmnP/1pTJglb6U5kYLd3GrGvvGNb0iRbm5VlizXlXWHv//7v//JJ5/IC9mJvN50XJ66glTT8y3yQg8RveF3vvMdqXdrBXmbcs/pbiLLL168GB03JDyjku022oEDB7Qk5SyVvEjo4zw7GZ/GEknIf5NlLWHeU34Go1e2+ehFl5uNhCdzwlRF7zBlYSZL2F/91V9JQCbLJTyNP6OUTUVYabh//75En9Ymb731lsS4KTMLkxFgIQH56Sy/22IG98h3jfXDLvo3aFVV1f/8z//o61/+8pfWEKJk68vPQfkxqq/lhfVNl5ODJuQwIIj5b8If5U42tEg4Mj8/H798bm5OWpcnT57E7ETs2rVrYWHBJpHSKhw9etT+uNGePXvW3d0tDYnEi1LIV69elSX6L2l1tAPgxIkTkqSmpiZ5Lc1/TMgyNDQk4dfmVmBn9YJEp9mmt0kWWtUq+ZVai0m5LLHKQV5I9lNmLd1NZLnGkdbbZGdUwt0mI9uWlZU5z07Gp3Gyns7N5Cd2ys9g9Fubj150uSWT8GROlqpkO0xYmMkSJj8A4g8XcyybiohOQ319/UcffbT5q+uwehEWSIYACwk8fPhQ2kj5hpImX35u6sJkX8oxraZ1gcBm/YTLc3LQhHLSg/WDH/zg7Nmz8cslQtq3b1/0tVGLHFR+Q1vxU0KHDh3S/iSb9CQjLY38TLc6G372s58dOXJEDvrGG2/IW/krryUUkyYzev+yUJq6H/7wh/I3umfLSQKSxazJ9hC/Qgb7tF/f4RmVMKz56U9/euzYMTkxkp2lDtOW1mnspgfL4WfQ4UcvPoy2OZlT5s5JYTpJmJNjJauIu3fv6snf1tamPzYAGwRYsCNfiPG9CDFvpR11ck+Q9Tb6V7j84oz/+svJQRNuZb9azBgseWufGPvlhw8f/s///M+YhePj4/JDORKJ2CTDpsdiM67VSTfGitm/BFgffvjhpUuXNn/Vxnz5y1+OPpa+kLDvtdde+973vhez3EmAlbIHK3oFhz1YaW3iMMBKtttocpZOTExsbGzI6+gxcOlmJ63T2Kbtt9aX4MP6bbC2tpbWZ9DhRy9eypPZvuRTFmayhDnswXJ4ksjn9J133qmurk44VBGIRoCFBOQ7Wr+S5Ht2586dujDZ19/NmzdPnTql3/sLCwvxYyNi3l6/fv3s2bNrW+TnsrU8JwdNyGFAoHcRyne6+7sI7927Fz9G/tatW9JmxF80vHLlyuPHjze3plTo6uqKD+yScdL/cfz4cWkI9fqU5Os73/lO9P6l5ZYk6e2EH330UUVFRXRbnjK/TgIsHWMkEo7B0kFIknFZ4fTp09bVSYnnEt4cYLOJywAr2W6jyWlsDWm6cOFCfDk4TFtap7Fevfr+97+vscjc3JwcOmY/Eha/9957EiJIwt588037z2BM2Tr86MVIdjJHizlQzA5TFmayhOkYLNkqegxWzLGcnyRy8stC+ZkRvTCD3y0wAacFErhz584bb7xRVFR08ODBlFfrNre+2uQnnfwsPnTokHWjTbL1pfG+dOmS7Fy+Mfv7+60OkpwcNCHnAYHEN/bzYMV0GiVbLkHM3bt345ORcH0JgCTL8lbykmxKIft82eTuJz/5ibTc27dvl4KVn/USzEXv/9mzZ1J0Oirl888/l9fWCK1kO9xMpzxlBakdvRGsvb3dGuMSXY/f/va3i7e89dZb1goDAwOyJOH+k23iMsBKtttochrv2bNHSlIiHokw4svBYdrSPY0fPXqkN9zJoSWWip8H6+HDh4cPH9aEDQ0NWcsTfgbjy9bJRy9GspM5WsyBYtZJWZjJEra5NXxQPqTWXYTxx3J+kkhh6lXCmNzZ5B3G4rRALsmvbflCNOGgcIKGyjlOY5VyVghvSeRqTQgH2OPrDDkgPyjX1taePXuW7NpKaA6KtBBgpcRpHE2iTGusWBZ89NFH0TM1APb4OkMO3Lp1a9euXdu3b4+eTDL7By1OJH5Dh6vlVl4kMqV8THOW5eSzE1hSDt///vezcyw5OXfv3m3dkwukRIAFAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPCYKQFW/DzCAAAg+3IdEWSJMfk0pkYBAAgsc5pjY/JpTI0CABBY5jTHYc6nmX2SAAAEljnNcUDzaRMVPXv2rLq6Ot0aMqdGAQAILHOa40DnM2E1XL169ebNmwRYAADkHXOa40DnM74aHj16tGfPno2NDSc1xCVCAAACxZzmOND5jK+GU6dO3blzJ+G/0t0VAABGWV5eXlxczG0azGmOA53PmGq4f//+0aNHE/7LWsjEGwAAxJueni4sLJTW8Pr16zlMhjnNcaDzGVMNhw4d+uSTTxL+K91dAQBglJGREe1u+N3f/d0cJsOc5jjQ+YypBjedUubUKAAA8X72s59Zrefy8nKukmFOcxzofNpUA4PcAQBwrqenx2oQu7u7c5UMc5rjgOYzZWzEJUIAABxaX18vLy+XpnB0dLSwsFBer66u5iQl5jTHxuTTmBoFACCGDsBqaWmR121tbfK6p6cnJykxpzkOcz65RAgAwPr6elVVlbSDU1NT8jYSicjrXHVimdMcG5NPY2oUAIBo2n3V2NhoLZHXsqSvry/7iTGnOTYmn8bUKAAA0erq6qQRHBsbs5ZMT0/LksrKyrW1tSwnxpzmOMz55BIhAMBw4+Pj0gLW1tZubGxEL9dOrP7+/iynx5zm2Jh8GlOjAABYNJAaGBiIWT4xMaGdWOvr69lMjznNsTH5NKZGAQBQeimwuro6YRSllw6Hh4ezmSRzmuMw55NLhAAAk7W2ttrMyKBXD/fu3Rtz9dBX5jTHxuTTmBoFAGBzazqGwsLCioqKZCPZrekbRkdHs5Yqc5pjY/JpTI0CACDOnTsnbV9nZ6fNOoODg1nuxDKnOQ5zPrlECAAw09LSUmFhYUlJif1sohJXaSfWxMREdhJmTnNsTD6NqVEAADo7O6Xha2trS7mmPgS6rq4uC6naNKk5NiafxtQoAMBw2n0lDd/i4mLKlVdXV/U50A8ePPA/aQY1x2HOJ5cIAQAG0k4pfbSzE729vbJ+fX29r6lS5jTHxuTTmBoFAJjM6pGanZ11uMnKyopuEolEfE3bpknNsTH5NKZGAQAmGxgYiHm0sxPd3d2yVWtrq0+pspjTHIc5n1wiBAAYxZraanJyMq0Nl5eXS0tLZcO5uTmf0qbMaY6NyacxNQoAMJbOa1VXV5fBvFaXL1+Wbc+dO+dHwizmNMfG5NOYGgUAmEmCqpqaGmnvbt++ncHmS0tLpaWlhYWFTu49zJg5zXGY88klQgCAOUZGRlxOy97e3i57kL/eJiyaOc2xMfk0pkYBAGaqra2Vxm5gYCDjPSwuLpaUlBQWFq6srHiYsGjmNMcBzWfCbqd79+41NjYWFxeXlZVdvHjx888/T2uHXqcRAACn1tfXu7u7v/a1r83MzPix/+npaWnpKisrkz3a2SF9gmFfX59XCYthTnMc6HzGVMOJEyfu3r27sbHx8uVLidCPHDmScnMuEQIAgmB0dFQbo9dee215ednz/dfX18vOe3p6XO5nYWGhsLCwvLzc/iGGGTOnOQ50Pu2robi42KtdAQDgq9OnT1s/+Gtra72NsSKRiERFpaWlnkRF2onV29vrflfxzGmOA53PZNXw8uXL99577+TJk+53BQCA3+bm5vThgGfOnPnDP/xDeVFdXe3hzXoaEnV0dHiyNwnXZG8VFRXr6+ue7DCaOc1xoPOZsBo0/N+1a9fCwkLCfyWTlSQDAPBr1tbW9u/fL83QtWvXNrceZSPRld7u50mH0+zsbOGWpaUl93tTLS0tksKhoSGvdmgxpzkOdD5terD6+/uPHj3qflcAAPhKg5XGxkZr9oTl5eW6ujq9Vuj+fr22tjbZlfx1ndL/MzMzo0PmPe/EMqc5DnQ+7auhqKjIq10BAOCHvr4+jVRiBl2trq7qsHSXMZaOSRfxV3VcamhokOSNjo56u1tzmuNA5zOmGq5cufL48WN58fz5866urmPHjqXcnEuEAIJgbW3twIED8kV04sSJXKcF2TM1NVVSUlKQ5MmAEmO578fy7/k2knhNm7e7Nac5Dmg+E8ZG4+Pjhw4dkrc7d+68dOnS06dP09qhPykFgNQWFxf126ywsNCPW/QRQFLRlZWVBbZzSrmMsWTz8vJy2Xx2dtZdYhPTtE1MTHi4T3OaY2PyaUyNAgigf//3f7d+MVZXV+ckxpLGWOI8P+4LQ7yNjQ29xHb+/Hn7Nd3EWD09PbJhU1OTi5TauX37tg7G93Cf5jTHYc4nlwgBBIG0tfoMk7a2tqqqKm1KXU63nS5pxb/4xS/Kof/oj/4om8c11rVr13TolZM7+zKLsazuq+npaVdptaWn7tjYmFc7NKc5NiafxtQogKAZGhoq+NUzTObm5ioqKuRtQ0ODf497i6c3hYni4uKMnwQMh8bHx3XgufPQJ4MYS4fPy4mUeUId0AdI19fXe7VDc5rjMOeTHiwAOSeNpUZU1kCWBw8elJaWatOYnQt2kUhE06C6u7uzcFBjSY3r0Kt0Z0JPK8aSKHnv3r2ysgRzLhKbmhxIZ+3y6hGK5jTHxuTTmBoFECg6R1HMTV6zs7MaY7W0tPidgNHRUT3WhQsXtC+tsLBQgjy/j2ssnfWqubk5g55C5zGWPtlQVstCf6R2YrW2tnqyN3OaY2PyaUyNAggO+dEv0UxJSUn8QBzrBn5pt/xrI/v6+vQJLb29vXqU8+fPy9uqqqosDwIzhI46r6mpyfj6r8MYS9eR0CfDhKZDzhztk/Nkqi1zmuMw55NLhAByS2eS1AekxBsbG9MY68KFC37EWO3t7frt19/fby20LmB1dnZ6fkTDTU5O6hOX5+fn3ewnZYwlB9Kb+7I2nE7He3ky25Y5zbEx+TSmRgEEhN7irmPbk62jo6E9D3fkiBK06dXA+Pu/tHn29tYwLC8v60A3T3qV7GMsfbTz8PCw+wM5tL6+rnF5JBJxuStzmmNj8mlMjQIIAglxdGhwykkapZnUcOfy5cueHNpqm6VFTDYwuaOjQy8UZvNOxhDb2NjQ3koPHwiYLMaSEEfiZvvA3Q969VMCd5f7Mac5DnM+uUQIIFe0j8HhGPaBgQHtx3J/f5+0vjrVVk1Njc2IGWtqrszGYiOGTwGrFWPt37/fqk09taIv+2aHZK24uFinbHBzzpjTHBuTT2NqFEDOTU9Pp/v8XWkv9afg4OBgxscdHx/X6zitra0puzfm5uZ0BFg2rzSFkvZBlpaW+vG8GuuZ0NXV1RLiSK3JeVVeXi7LPT9WSlaHhYSS165dy+xyoTnNsTH5NKZGAeScdg7duHEjra107m8xMDCQwUGHhoas4VwOOxg0qpPIwJO7w8w0Pz+vs2D4N6DN6seqqanRm0B7enp8Opa9ffv2ydFfffVVK9KSU11O17Qe/WROcxzmfHKJEED26VxT1dXVGfQxSEym31fpDpS2bhhM9yJjY2OjbCXtN88ozIAUmgbTHR0dvh5IziWdVlR99tlnvh4uGcnv4uKiHF2iyaamJu0BVXIijY6OOjmLzGmOjcmnMTUKIIesedsznl/78uXLevff7du3nay/sbHR2tqqm0hsl+7hpL3U59nlqlMkr+lwqOyEp8vLy9pDKaTW/D6cE3K2Dw8P19fXWwmTc+nChQuTk5M2fajmNMfG5NOYGgWQQ9qT5HJ+dm22CxzcgWgN0JGGTVq1zA6nc4JLGzk1NZXZHsykXZVS8lm7wPrVr35Vjrhr166g3fspAV9vb290H5u87u7unpubi1/ZnOY4zPnkEiGAbNL750XCdsU5+fWvs1iVlJTYPNNmaWlp//79eouZyyNqH1h1dbV/PTESE3zlK1/ZuXNnV1eXT4fIJmvolcOORk/oFbqcDG93SD4CN27c0AlKrEFafX190Wk2pzk2Jp/G1CiAXNHxTJ4Mx5EYq7m5WUegJ+xYkpZMbxiUg7rvz7CG+Pg3lujv/u7vtMX90pe+5NMhsmZtbU1DW2bDT0jOXjlp5VzSq8/6U+H8+fN66dCc5tiYfBpTowByQi+0VVRUxD92MDPSijc0NBQkuv9/YGBAu0/a2tq86nOSQ+hImoxHj9no7u7etm2b1avhxyGySR/g7XI6KBPIOTw2NiahlTVIS2fSynW6siTM+eQSIYDskIZE+5O8ffiutN8aY0ncZj3ezprNwf2spDF6e3v1WGnddW9Pws2mpiYd4/UXf/EXV69e1ctG+RuaDA4OFmxNBBWQkeZ5QU6Dvr4+vf/DnObYmHwaU6MAsk+nV5BgyPO4YXV1VScC+M3f/M2enp6jR49mfMNgSpJ4nW/Jk2f6bm49zVqH40j0OT09rYfQa5HS3HpyiGySiKqrq0u74jK+pcBk1lOhcp2QLAloPhN2O927d+/48ePFxcVlZWWXLl16+vRpWjv0Oo0A8P9Ju6sTAiV78J9Ly8vLNTU11reiHCvl3YUZW1hY0IuPLrvi1tfXdZy+XseM7hKTxBds3XwX5MHaCek0m+LP//zPc52WfCVxtjnNcaDzGVMNJ0+enJqaevnypXx03377bQm2Um7OJUIAftNb8Dx8ym88CVBef/11/Sr77ne/69+BNqNmH8j4ElgkEtGIUGK10dHR+BV0/L5XD7fOjsHBQWsG808//TTXyclj5jTHgc6nTTVImFVUVOTJrgAgY2NjY4WFhZWVlX73x/zoRz964403Ll68mIU5kPR5LLW1tRmMoO/v79d7xyTGssaNxVhYWNBRz348vM9zc3NzOoxM7N69+/r16/k7gCwIzGmOA51Pm2qYnJxM2YPlcFcAkBmJdTSYCNnzkiVfOmY/rZFSy8vL2plXsPUcRvunTetQfZczsvpNstDR0aGxYFVVlX9PGzSKOc1xoPOZrBrk98SBAweePHkSv74N/9MLwCz6WJu6urrwdWnIj1gd7+Wwk2lmZkZCEB3P7mRG+NXVVY3hsjlRZ1qkBDRHEmBJmGUfL8I5c5rjQOczYTXcv39/3759Dx8+dL8rAMiY/NLLo+tcGZCoomDrmScpLxT29vbqMP/GxkbnUzyMjIzo/oMWnmpXnFZubW1tsgudyIw5zXGg8xlfDePj47t3745EIu53BQBu6Lzt+TVSOy1ra2s6yYJNHiX40IchSoA1NDSUbqik23o+oVfGJP19fX162beiomJ4eDhowV8ImNMcBzqfMdVw69atqqoq5z8muEQIwCfa+yJtcN7NNZAWfbpiQZJpn8bGxjQWyfhhiA8ePJD9S3AWhEk7JTHWQ/QuXLjg4WyriGZOcxzQfCaMjdwMqzKnRgH4bW1tTUfnhGxse0I6h6rkNzqUXF9fb29v1+/htrY2N+OT9LEzXk1tmhnJWmdnp17llGDR5gHbcM+c5tiYfBpTo0AASQN85MgR+Rj+3u/93sLCQq6T45bGHDU1NYZcP4q5GDo/P6+POk42zVValpaWdGpTJ0Pj/WD1w0mA1dfX59WzHZGMOc1xmPPJJUIgh1ZXVycmJiQWqa+v174Bi7RnbW1tQ0NDs7OzeRejWPO267NfTCBZtqZ3Hxwc1OzX1tZmdlkwnj4DMfuj3SXW19hRh+eH9WaFoDGnOTYmn8bUKJBDKysrElRdu3atrq5Ox+5Ytm/fLn/Lysq0qbZIay0RWEdHh8QreXEnvE7CKX9znZCs0undLZ2dnR5W1vr6ug5+6u/v92qfKY9o3fnIBFdZZk5zbEw+jalRIMsWFhZGR0clQtq/f390UKWRkwRb0npFjxeWhnlqakqa0nPnzulIJotsXlNT097ePjg4GMzOLYkCJZHl5eUGjoDW62jiL//yLz3fuZxC2rW5tLTk+c4tkUhEatB6BLUGygZWZW6Z0xyHOZ9cIgT8IL/+Hzx4oBGSzhVpKS0tbW5u7uvrm5ycdDiWZW5ubmhoSIKq2tramE6viooKOYQcSA4nYZn8ze1VOWvagrTmNw+N7u5uyfsXv/hFn+74a2hoKPBz2gvrjkgl55s5F3kDxZzm2Jh8GlOjgB/+4z/+4wtf+IIOlIm5xicxR1tbmyd9ThKT6bCtpqammKNY3n33Xa8yla6enp6CQE6MGQ7z8/N6zW5mZsaP/d++fVtPoVdffXVgYIBKzBVzmmNj8mlMjQIeWlhYkMippaUlJtyRIKO9vX10dNTX6Yukxe3r62ttbY2+kvj666/nZM6kf/u3fysqKpIE/Ou//mv2j24IfUBhY2Oj53uenJz80pe+pOfPP/3TP3m+fzhnTnMc5nxyiRDIwMrKytjYmMRP1jgV9corr8jfP/uzP8vJmJUf//jHBw4c0JRIvJXlGEsCTR2kX7B1J102D20U6+HZ3j6gsL+/Xy8OXrhwIS9upAg3c5pjY/JpTI0CGVhfX5+Zmenu7o65+6+0tLSlpWVgYGBubi4Il1Qkrtq7d2+WY6xIJFJRUWGVSWAfThwOEgwVbD0x2pNISE5anRA1syf5wA/mNMdhzic9WIA96wpgdAAhJMy6ceOG84Hq2WTFWNXV1VmIseQQeoHyd37nd/72b/9Woisaab/paPfe3l6X+1laWtJprsrLyxnPHhzmNMfG5NOYGgXsJbsCqGPVR0ZGgn/XugQ9mni/+7EikYjeJllTUxOEh+UZ4sGDBwVbc3a4mfR/ZmZGfzZ4OCEqPGFOc+x7PuUru6ysTAp0x44dly5d8vtwyZhTo0BC77///qFDh377t387yFcAnYvux/Lp2TvT09M6Hqi+vl6iUj8OgWTOnTsnJd/U1JTZ5sPDw3pDopze1F3QmNMc+5vPs2fPnj59Wi+ly99Tp069+eabvh4xGpcIAfncjYyMSIiQL1cAnfO1H2tqakpb6ObmZoZFZ5/1cJ4MLu11dHToeS4neX79bDCEOc2xv/ksKip68eKF9VZeFxcX+3rEZMypUWBza2zv+Pj4hQsXrNm3t23bpi/+67/+K9ep88zS0pIf/Vi3b9/W1l2iq7yOQfOajnbfv3+/8wBX1mxtbdUh7XL++5o8ZMyc5tjffEo4Ff31JAHW9u3bfT1iMubUKAwnP/17enqs8VWFhYUSJUjE8N///d8jIyMPHjzIdQI9ZvVjeTXmXcpKr6K2tbURXeWQ/EjQ6NnhAwql9iUa0zOBxzYHmTnNsb/5PHPmTFNT0/Pnz+W1/D1+/Lj8pPb1iNG4RAhzSGs0OTnZ0tJiDbGqqqrq6+szYQDK0tKSFWO57McaGxvTK4OdnZ1cXco5qY6CrScmpbzxYnx8XG9HaGhoMOGcz2vmNMe+57O9vf21117btm1bWVnZlStX/D5cMubUKEwTiUQ6OjqsS4ESH1y+fFl+wRvV+xLdj5VxjDU8PKzhKdFVcNTV1Wlvos063d3dVqcjFRd85jTHxuTTmBpF0Kyurs7MzHzzm9/cs2fPkSNH/uVf/uXBgwcSELhsCeJHrzc2Nsov/uBPsuATl/1Yvb292khLa+1H8pAZ+f1QWloqVSMv4v8rHyIJqvT85/GC+cKc5jjM+eQSIbJsZWVlbm7u9u3b0lpfvnxZfnxXVVVFT4sQQ/4l0UBDQ8P58+evXbvW09MzPDwsQdL09HRMBLa+vt7X1ycrfPrppzGj1/fu3dvf389MP5suYqzOzk4tzKGhIf+Sh8zoAwrlYxKzXH5L6A8M+SyEb3BhiJnTHPubzydPnuzatUvvYFJFRUW+HjEZc2oU2SERz+zsrMRSEtxIuNPY2Bj9QOJoJSUlEmlpPCQfgebmZmkVJAKwCbwsspVGYIcPH9Yl1kOX5V8Slk1MTPCrPVp0jOVwzLu230KiW59Th0ysrq7qx2d0dNRaaM0BW1tb69NEaPCJOc2xv/mUD8AHH3zw8uXLdDdM1u2UcXeUOTUKP8hv5YMHD8q3/Fe+8hWJpawoJz4e2rt3b0tLy40bNwYGBrQjSsdCSSMhb+fn56N3K/+SFeTHt7QcEqh1d3e3t7e3trbKIWwiMAnXBgcHZYc5KoygS6sfS2pKg+CxsbHsJA8ZkE9TQdQDCuWtfgblw8IsZXnHnObY33xKOWYQXUVvntby+NWiZZwM4O23344PdCSWOnfuXEdHx9DQ0NTUlARPnncmraysSIggkdmdO3fkWF/72td+/OMfe3uIUHI4d4NOFy7R1eTkZBZTh7TJJ6u2tlYq65vf/Oaf/Mmf6AfQ/cMKkRPmNMf+5nPHjh1ubmVyGWC53ATY3Gqqm5qarKCqvr5+YmJiaWkp1+lCClY/VlVVVXw/VvSMlDwGOC/Mzs6+8sor+jH8jd/4DeYRzV/mNMf+5nNgYMDNfbMEWMityclJfV5saWlpX1/fw4cPGfCUR6KfVxjdjyXRlQbNUq0SLucugUiPjugV//AP/5DrtCBz5jTH3udzm620BrmnG2AlHLDCJUJkQNpg+W2go6AaGxsZRZunovuxNMayoqvy8nLm+84vf//3f79nz54zZ84wlWheM6c5DnQ+6cFCTkxOTlq3BPb19dFrldei+7FmZmZ0KE9lZSXRFZAT5jTH/uZz27ZtbjYnwEKWSSzV0dGhHVfSKjO5TjhYY95VeXl5wlkrAWSBOc2xv/ksKyt78eJFxptzFyGyaXZ2Vh8WK65du8bt32EiMZb1VUDfFZBD5jTH/ubz5s2bbW1tv/zlL9PdMFlslHHMZE6NIgMbGxsSUWnHVV1dHQ1wKO3cuVPqV/7mOiGA0cxpjn2/ROhmkLuHzKlRpEvCKX2gbMHWc+gYcRVWi4uL09PTTLEB5JY5zXGY88klQqQ0NDRUUlKiI6CZbRIA/GZOc2xMPo2pUTi0sLDQ3Nyswffly5cZcQUAWWBOc2xMPo2pUTgxMjKiM4ju3buXjisAyBpzmuMw55NLhIi3vLwc3XHFI5MBIJvMaY6NyacxNYqENjY2FhcX+/v7y8vLdSYknmUGANlnTnNsTD6NqVEkdPHiRasvs7m5eXl5OdcpAgATmdMchzmfXCKE6u/v1zmuxPXr13OdHAAwlznNsTH5NKZGEW1xcVGf7Cu2b9/+5S9/mWmQACCHzGmOjcmnMTUKy/DwcGlpqVS9/JXXzCAKADlnTnMc5nxyidBYS0tL58+ft0Zc0WsFAAFhTnNsTD6NqVGMj49XVVXRcQUAAWROc2xMPo2pUZOtrKy0tLTQcQUAgWVOcxzmfHKJ0CgjIyN0XAFAwJnTHBuTT2Nq1EBra2uMuAKAvGBOcxzmfNKDZYKxsTE6rgAgX5jTHBuTT2Nq1BwrKyttbW06g2hTUxMdVwAQfOY0x8bk05gaNcTExERlZaV2XA0ODtJxBQB5wZzmOMz55BKhh+bn56enp1dWVnKdkM3l5eXW1lat06ampoWFhVynCADglDnNsTH5NKZG/SBxVXFxsZThwYMHc5UGjfBu3bpldVwNDQ3RcQUA+cWc5jig+UzW7dTd3f3alq6urnR36F3qjDMwMKDV8corr1y+fHlxcTHLCZibm9MITzU2NmY/DQAA98xpjgOdz5hqeP/9948dO/aLLdLEytuUm3OJ0KXl5eXm5uaYkiwsLDx37tz8/Hx20jA1NfXHf/zHeuht27Yx4goA8pc5zXGg8xlTDRJdffzxx/paXjQ0NGS8KzgxPj6u1+Mkourr65OwRuKt7u5ufYKyDoGamZnx6egrKysSS+3du1eP9YUvfGH37t39/f0+HQ4AkAXmNMeBzmdMNWzfvv3ly5f6Wl7I24x3BXtra2ttbW0a2dTV1UUikej/SujT29ursZfO7TkxMeHh0eVw7e3tJSUlun+JpIeHh1dXVz08BAAgJ8xpjgOdz5hqiHlbVFQUv74N35MbFpOTk/v374/uuEq4mgRh/f39FRUVWry1tbUuL96tr6+PjIzooXUYu4RZDx48yHiHAICgMac5DnQ+6cHKMglxOjo6dOpOCXScBDcSUQ0PD1sX8qqqqoaGhiT2Suu48/PzEktFx2oSutFlBQDhY05zHOh82o/BkrcZ7wrxpqenJbLRjqvu7m4JtpxvK2HW7du3rc6n8vLyvr6+lJNmyVajo6MNDQ0a0pWUlLS2tk5NTbnLBwAguMxpjgOdz4R3ET59+pS7CL0lgc6NGzc0ypEYK2bEVVokzNIoTQMm2W3CMGthYaGzs1OfISiqq6t7enqCMIspAMBX5jTHAc1nstioq6uLebC8NTMzU1dXl1nHVTJTU1P19fXRQ6l02irt6GptbbUGsDc1NcnKTLsAAIYwpzk2Jp/G1Gha+vr6NNbZv3+/m46rhCRyamlp0UBq27ZtRUVF5eXl+raiokKCOSYLBQDTmNMchzmfXCK0MT8/b3Uy3bhxI91h6c7Nzs6eO3fulVde0WMdPHhwfHzck34yAEDeMac5NiafxtSoE/39/TpZaHV1dXYGlZ84cUIDLP8mJgUABJ85zbEx+TSmRu3Nzc3piCvR1tbmX8dVjNXV1ZGREW/nIwUA5B1zmuMw55NLhDGGhoa046qysnJycjLXyQEAGMec5tiYfBpTown98z//s3Xj3vnz55eXl3OdIgCAicxpjo3JpzE1mpA10/qFCxdynRYAgLnMaY7DnE8uEaq5ublXX31VC4F50gEAOWROc2xMPo2p0XiNjY2S/XPnzi0tLeU6LQAAo5nTHBuTT2NqNMb09HTB1sMBmdUTAJBz5jTHYc4nlwg3f9V91d/fn+uEAABAgBU65tRotJGREZ2UIWvzXQEAYMOc5tiYfBpTo5aNjQ29eZDuKwBAQJjTHIc5n4ZfItTuK4mxePAfACAgzGmOjcmnMTWqVldXKysrJdcSZuU6LQAA/C9zmmNj8mlMjaqenh7JckNDw8bGRq7TAgDA/zKnOQ5zPo29RLi6ulpeXi5Znp6eznVaAAD4P+Y0x8bk05gaFZcvX5b8trS05DohAAD8GnOaY2PymesaXdqShQMtLCwUFhZKfmdnZ7NwOAAAnMt5c5w1Yc5ncC4R/s3f/I2mYWZmxu9jtbW1yYFaW1v9PhAAAOkiwAqiZ8+evfnmm8XFxTt37nznnXfS2jaHNbq0tPT6669rgPWP//iPvh5LArjCwsLS0lIeOwgACCACrCC6ePFie3v7ixcv1tfXv/Wtb33wwQfOt81VjUYiEZ0uQX3961/39bY+fTBOT0+Pf4cAACBjBFhBVFxcbM2ZKS+OHz9uv37OLxFOTU1VVFToePP5+Xl93dnZ6dPhrOc6r66u+nQIAADcIMAKougA68WLF9u3b3e+bfZrdGxsrLS0VI7b1tamvVaRSERjLJ+eXUP3FQAg4AiwgujChQvf+ta31rfIi6KiopgVCmxlM6m3b98uKSmRg964cSP6muDExITe4icreHtEfTCOBHB0XwEAAosAK4iePXt2/vz54uLiysrKW7du7dixw/m22azR/v5+jaIS9lQNDQ3JvyT8mpqa8uqI1nOdPY/bAADwEAFW0H344YcXL150vn7WalQn+RS9vb3J1pF/6WCpSCTiyUE1aKutreXBOACAICPACqK33nrr6dOnL1++nJyc3Ldv38LCgv36Wb5EuL6+3traqr1TY2Nj9ivrbFVVVVWLi4suj2s9GCflQQEAyC0CrCD68MMPKysri4uLm5qa5ubm0trW7xqVKEfHmJeWljq59ifRWHNzs6xfU1Oztrbm5tD6XOf6+nq6rwAAAUeAFTa+1ujS0lJdXZ0cQuI/5w+okRhLt5JIK+PYiOc6AwDyCAFWGGTnEqE1lWh1dXXKq5YxJDLTwenWVA7p0iFfPBgHAJAXCLDCxqcataYSbWhoWF5ezmAPEpNpF1R3d3cG2xZuSTewAwAgJwiwwsaPGp2cnNSpRJubm1dWVjLej0RpOmnW0NBQWhvqSPnLly9nfGgAALKJACsMfL1EODo6qlFRa2ur+9Hl4+PjOnXWxMSEw030uc6SBp7rDADIFwRYYeNtjeqNe6Kjo8Ore/cGBwd1igeJnJysrzctSgI8OToAAFlAgBU2HtZoZ2en7K2wsFBCIm9nRtAR6+Xl5SnHVOlznSsqKui+AgDkEQKsMPD8EqGEUzrsqaSkxKeH0pw/f15vSLQZMi/JqKmpyWDMFgAAuUWAFTbua3R1dbW+vl6nEvVv0qn19fXa2lp97k2yCUj1uc579+5lZlEAQH4hwAobvfT2p3/6pz0Z+YM/+APtBquoqHA+lWhmJJLTDqqmpqb4EMp6rrOEWb4mAwAAzxFghUGBD7Iz49Ti4qJOXtre3h7zL32uM91XAIB8RIAVNhoenTlzJrMerF27dsnmBw4cyFqCI5GITrI1ODhoLZSgqrq6WhZOTk5mLSUAAHiFACtspEYXFxcz3nxtbU02d/lU5nRJFKWTYw0PD+sSncqhsbExm8kAAMArBFhhEHN1L9fJycTAwIAm/sGDBzzXGQCQ7/K0Oc6AMfnM2xrVabcktGppaaH7CgCQ1/K3OU6XMfnM5xo9ffq01Q83NzeX6+QAAJChvG6O0xLmfIbgEqH69NNPNQulpaW5TgsAAJnL6+Y4LcbkM59rdHV1VW9j/OpXv5rrtAAAkLm8bo7TYkw+87xGc3IbIwAA3sr35ti5MOczNJcIAQAIB3OaY2PyaUyNAgAQWOY0x/mUzydPnpw8eXL7Fnnx+PFj59uaU6MAAASWOc1xPuXz0KFD3/3udze2vPvuu4cPH7Zfn0uEAAAEijnNcT7lc9u2bdFvi4uLnW9rTo0CABBY5jTH+ZTPs2fPvvvuuy+3vPPOO/LW+bbm1CgAAIFlTnOcT/n87LPPqqur9XqfvPj5z38es0IBAAAItpyEENmXT/lsamp69913rTFYx48fT2vzmEq1f5vz9XOegLxLcM4TQIJDnwASHPoEkODsJyDE8imfRUVFNm9T4mMQ7gTnPAEkOPQJIMGhTwAJJsDyUD7l8/Dhw++88441BivlXYQx+BiEO8E5TwAJDn0CSHDoE0CCCbA8lE/5XFhYOH78ePEWeSFv09qcj0G4E5zzBJDg0CeABIc+ASSYAMtDpuRz06RK9QkF6BIF6B5l6BIF6BIF6J45ZWhKPjdNqlSfUIAuUYDuUYYuUYAuUYDumVOGpuRz06RK9QkF6BIF6B5l6BIF6BIF6J45ZWhKPjdNqlSfUIAuUYDuUYYuUYAuUYDumVOGpuRz06RK9QkF6BIF6B5l6BIF6BIF6J45ZWhKPgEAALKGAAsAAMBjBFgAAAAeI8ACAADwGAEWAACAxwiwAAAAPEaABQAA4LF8DbDu3bunD34uKyu7dOnS06dPrX91d3e/tqWrqyvZ5snWcbJtOLgpQJeFHw7uC+HZs2fV1dUxU8KYU4CbtmVY8Cs2m/MpdlOAfIo3XZ+Bm3yKk5ehTdlGC/enOF8DrJMnT05NTb18+XJ9ff3tt9+WitTl77///rFjx36xpbGxUd7Gb5tsHSfbhoabAnSzbWi4L4SrV6/evHkz+qvZqALcTF6GFpvmjU/xprsC5FO86a4AFZ/iZGWYsmw3DfgU52uAFU2qsKioSF9LrXz88cf6Wl40NDRYq1mfgWTr2GwbbukWYAbbhlsGBfjo0aM9e/ZsbGxELzS2ADd/vQwt8accn+Jk0i3AZNtSgNHsC5BPcYyEZRi/3JxPcRgCrMnJSSs63r59u9SlvpYX8tZazarUZOvYbBtu6RZgBtuGWwYFeOrUqTt37sQsNLYAN3+9DC02zRuf4hjpFmCybSnAaPYFyKc4RsIyjF9uzqc47wOsubm5AwcOPHnyRN/GfB4SRtPJ1nGybfhkUICebBsaGRTC/fv3jx49Gr++mQW4GVeGFpsLNHyKo2VQgMm2pQCj2RQgn+IYycow2fJNAz7F+R1gySm+b9++hw8fWkucRL6hj5qdy6wA3W8bGpkVwqFDhz755BN9zW/f+DK02DRvfIotmRVgsm0pwGg2BcinOFqyMrQp200DPsV5HGCNj4/v3r07EolEL4y5ditv4zdMto6TbcMk4wJ0uW1oZFwIBXGcbxsyCcvQYtO88SlWGRdgsm0pwGj2fah8ilWyMrQv200DPsX5GmDdunWrqqpqfn4+ZrneffD06dP4uw+sD0CydWy2DR83BZjBtuHjpgCjxd9/ZEgBbiYvQ4vNCBg+xZvuCpBP8aa7Aky20KgC3ExehjZla86nOF8DrGS/HkRXV1fC+TOcrJNsefi4KcAMtg0fl2dgsoXmFOCmbRnaLLde8yl2U4B8ijddn4HJFppTgJvJy9C+bK3X4f4U52uABQAAEFgEWAAAAB4jwAIAAPAYARYAAIDH8jXASvdJpTYPpGxsbNTlFy9e/Pzzz5MdMdmzJ+NH8Dnf3PnRAQBAHsnXACvdJ5UmW//EiRN3797d2NiQfw0MDBw5ciTh4VI+e9I+wEq2ucOjAwCA/JKvAVa0dJ9UmuyBlKK4uDjh8pS7tQ+wHD66MtnRAQBAfglDgJXuk0oTPpBSVn7vvfdOnjyZ8BApd2sfYKXc3P7oAAAgv+R9gJXuk0oTPnhSB1Ht2rVrYWEh4VFS7tY+wLLfPOXRAQBAfsnvACvdJ5XaPHhSVu7v749+Onr00PV0e7DS3Tzm6AAAIK/lcYCV7pNKUz54cjNR11TK3aq0xmAle3RlsqMDAID8kq8BVrpPKk22/pUrVx4/fiwvnj9/3tXVlSz0SfnsSSd3EcZv7vDoAAAgv+RrgJXuk0qTrT8+Pn7o0CF5u3Pnzpj5tGLYPME3YTKcbO786AAAII/ka4AFAAAQWARYAAAAHiPAAgAA8BgBFgAAgMcIsAAAADxGgAUAAOAxAiwAAACPEWABAAB4jAALAADAYwRYAAAAHiPAAgAA8BgBFgAAgMcIsAAAADxGgAUAAOAxAiwAAACPEWABAAB4jAALAADAYwRYAAAAHiPAAgAA8BgBFgAAgMcIsAAAADxGgAUAAOAxAiwAAACPEWABAAB4jAALAADAYwRYAAAAHvt/LjFka2AdJ/EAAAAASUVORK5CYII=)
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