Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-08-20020914_070200_20020914_114600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/14 |
Start Time | | 2002/09/14 07:02 |
End Time | | 2002/09/14 11:44 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.89 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-08-20020914_070200_20020914_114600-constBx0 |
Minimum Dst Value | | -28 |
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.
Satellite data B plot for Geotail for time period of this run.
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0bUFT4TUNLHLt1A9CCCFWyrlz5957771OnTo143AqBTY2Nv/7v/+7efNm86nSjgO1bjvT0tL69ev37xL9+/dPT08X4dXV1a6urmJ+rIULFyrnwTIaXkOBRQghpG3x17/+9ZtvvikrK3s80SGiI0eO/P3vfz9+/LiZ3bTjQLVip7pop34QQgixUuCqfvnll8cc6ZUrV1599VUzO2jHgWrFTnXRTv0ghBBipbSUqzIfr3YcqFbsVBft1A9CCCFWCgVWy6IVO9VFO/WDEEKIlUKB1bJoxU510U79IIQQYqVQYLUsWrFTXbRTPwghhFgpTXdV8hQMTz755HPPPTdmzJjc3NwmxqsdB6oVO5uOwYQfLZ0cQgghxByqCCyx8fDhw/z8/Pnz5zs6OjYxXu04UK3YqS7aqR+EEEKsFDOuqjQ+vjw5uaFnKC8vf/rpp7Hh4uKyc+dOOXzHjh0IsSTeR/7altCKneqinfpBCCHESjHlqgrCwnx0OnweqbGULViFhYULFy50cnLC1/v373fr1u3gwYPY9vLywnZVVdUj47Xk17aEVuxUF+3UD0IIIVaKKVeV6+srBFZJbOwjz6DE1tb24sWL4qdr16699tprbm5u+I9tS+K15Ne2hFbsVBft1A9CCCFWiilXVf3gATRWQVhYg85QXFzs7u7es2dPOWTZsmXY4ZtvvrEwXkt+bUtoxU510U79IIQQYqWoOMhdUFFRIcZggcTExBdffPHQoUN//vOfr1y5Ynm82nGgWrFTXbRTPwghhFgp6gqs0tLSpUuX2tnZYfvWrVtvvvlmREQEto8dO/bWW2/duXPHwni140Ct3k6IaGdn52efffaFF17YsWOHCKyurl6wYIGNjY2tra2bmxu+mg9vKNqpH4QQQqwUFefBAh07dhw8eHB6ejrCJ02a9N1338m7rV+/furUqRbGqx0Hat12pqamvvTSS3v37r1x40ZOTs7YsWNFuIeHR+fOnTMlsOHp6Wk+vKFop34QQgixUjiTe8ti3XZCUW3evLl+uL29vb+/v9jGhoODg/nwhqKd+kEIIcRKocBqWazbzueee27p0qXPP/98x44dJ02aVFZWJsI7dOhQUlIitouLi21sbMyHNxTt1A9CCCFWCgVWy2LddrZv337ChAlFEmPGjJkyZYoIb9eunTzpGTawm/lwozxhlmaziRBCCFEBCqyWxbrt7NChQ3FxsdiGxurUqZMczhYsQgghWoYCq2WxbjsdHR2hq8T2tWvXZIHFMViEEEI0DgVWy2Lddu7YsWP8+PFyF6H8mui2bduMvi1oKrymgUWunfpBCCHESqHAalms3s5ly5Z16tTJ1tZ24sSJ8iD36upqV1dXG4mFCxcq58EyGl5DgUUIIaRtQYHVsmjFTnXRTv0ghBBipag40eiTTz753HPPjRkzJjc3t4nxaseBasVOddFO/SCEEGKlqLhUzsOHD/Pz8+fPn+/o6NjEeLXjQLVip7pop34QQgixUsy4qtLS+PLy5Iaeoby8XCz23LVr1wMHDsjhOTk5zz//PH59ZLyP/LUtoRU71UU79YMQQoiVYspVFRSE+fjo8HmkxlK2YBUWFi5cuNDJyQlfAwMD/+u//guB4tfp06evWbPmkfFa8mtbQit2qot26gchhBArxZSrys31FQKrpCT2kWdQYmtre/HiRfHT//3f/+3btw8baWlpL7744u3btx8ZryW/tiW0Yqe6aKd+EEIIsVJMuarq6gfQWAUFYQ06Q3Fxsbu7e8+ePcXXI0eO/OUvf3nw4MHYsWM3bdpkSbyW/NqW0Iqd6qKd+kEIIcRKUXGQu6CiokKMwaqRpj168803XV1dX3311fv371ser3YcqFbsbDpci5AQQogVoa7AKi0tXbp0qZ2dnRzi5eWFHbZv396geLXjQLVip7pop34QQgixUlScBwt07Nhx8ODB6enp8q/e3t5vvPHGL7/80qB4teNAtWKnuminfhBCCLFSmttVvfPOO/v3729ovNpxoFqxU120Uz8IIYRYKc3nqh4+fPjtt9+++eab8kwNlserHQeqFTvVRTv1gxBCiJXSfK4KZ3711VfPnj3biHi140C1Yqe6aKd+EEIIsVK42HPLohU71UU79aMpPHx4//z5VXFxbvfulbZ0WloXeXkBYWHD09J2tnRCCCFtGQqslqUt2FlSUvLSSy8py6y6unrBggU2Nja2trZubm74aj68oWinfjSa0tL4/PwgMVlwevruZo0IAu7GjaSCgrDq6gci8PbtAsi75ou0iURETEC2+Pk5ygkmAmRIay44QqwLCqyWpS3YOXv27NWrVyvLzMPDo3PnzpkS2PD09DQf3lC0Uz8aR1raTgiIwMCeISEDAwN7WbKkaOPIzPSSlIqDUHJZWd4IzM8PxnZQkPP16wlFRZGNFjE5OUdTUraYb37DrxAEJSWxiLqqqvL69URL9EF29iEk7/z51eHho0+enFxVVdG4FDYO5I+IHcIXnwcP7ty9W9SsMUL+FhdHZ2TshbK8evXYxYvrkYYaqY1T7IBfg4P7x8TMDQkZhAqTmLgCKUQuNWuqCGnzUGC1LFZvZ3Jy8uuvv3737l1lmdnb2/v7+4ttbDg4OJgPbyiPs37cvl0g+z84pMLCCDj1Vt7yceHCGkgcX197pLyZGiSgDOCSz5z5UEgr8cnM3A8xl5y8QRkoVNcjkbP05s1U6J7Tp98Xh1+8uK6gIAwaCB/ZFuyMiIqKTsNG6Ej8x57h4aPw//TpGdBbFRXppmK5f79MbAsZKh3yfmjokEcuCmYKiEgIQWS1US2IQMR49qxrXJxbYuJKKJiIiPHK/Dl+fGgztTIix5D5V6/6iIh8fe3wPzi4r6gbx4+/gxKEzsP/U6emKpPk59dFys934+Pd09P3REW5nDgx9sKFr7AnVRchlkOB1bJYvZ0DBgwQ600qy6xDhw4lJSViu7i42MbGxnx4QzFVPyCG4MzgeuEGfvnljoVnu3Ur9/Jlj9LSBDhyOEv5VAjMyvpJeKMrV3YmJCw/e3aB5KL6w03CJV++vCU6es6VK3vCwoZfvPhNZOQ0ePeKiivFxdHqKjAYhYTBVefkHIX+wIapNo/r1xPh7G/cSEpN9ZRtqZF8bRPTgAw5f35VZqYXpAAEHGSNJA7eQUTIN8SblxcQHa3XWzExH2HPlJStwltfurQOSTKleGok2YqsCwpyvnz5W/jymJiPxYH+/l3xH64d/8PCRvr5OSLnr1z5HiePjZ0nxT6kTjp0EYkR7XYisLIyyyAiFApKCqWZm+tbI5X7yZOTT5+eKfZHUaKIs7OPIBDbkCaJiStgNVJuqjRR065fP4eE4XDR7Xj69HvJyRthLyoMTpKU9DUCQ0OHK+VLRMQkJOPcuc+QEumj1z2wSHlmZCZiR1k3pciEzpbbF5G3SKqowwEBveqyzl7K3hEQtUgS8hZaMDn5n0hhVNRMZbJFccDMpiSJEE2h4kSjTz755HPPPTdmzJjc3NwmxkuBZR0EBwfrdDoxlEpZZu3atauqqhLb2Gjfvr35cKM8YRblnvCCcPPZ2T/BW8CdCI+CR/O0tJ3me8cgXEpL48+cmSu5nO7CkSQlfQNvFxn5nuRUuimf/kNCBkqB3ZWOJyioj/JrQIDewcfHL8Zpm/64L8bEQMxJLQqjhZ+Dm4SleXnB0FtCOUFNIs2Qd4GBvYUrVZ4kLs4NgciipqTk4sX1SjPPnJkDlWnQOoUQIYnE15KSWKRQNCwh8RBhBroQ1uXnB8tNLKIIkJ/YGbkHHQmRBLkjOhx/ned9xX8IAuhgVACI2ps30yBuLl3aKPaJjf0Ex0Jr1kg1BJkTFTVb/ATtokxGfLw7cvjEiXdlGSF/oDzwH+eBpZBlEFv4n539c2BgL1kIisQcPz5YlnoG6fT1hTTsh8xJSFiG/4WFESJe5AY+OCEScOPGBWzIolCINmRC4woL9uJsFy+ulXLVKS8vBPmM3BZKEbrt/v1yRIo6c+nSP5AkoTgNQNkJu06ffh9lmpS0FgI3I+MAFDZyu3EJk4Eoz8jYa/lTECHWiIpL5Tx8+DA/P3/+/PmOjo5NjJcCyzp48803T506JbYfcwsWfCS8KZwobvqiz0VuulC2Z+DXBw/+dROHgxHDdPBBONyk5D4nSuJpkNI1hoYOlfzrMKi0jIwf8ECPr5cvb4NXgG6A54NzioqaBUd4/vyXcP/nzi2HE8LzfUBANyneAaJ5ICbmI+yZnPxPOGlIAaQHKRcdXnKq4GWRMDhF4V+xgQ8EzdWrx7A/Ti7SKWSWcL2Svb2kJpMZ2CcycoYIxLYk79yV2QUXK1SC0cy0pA8R+8AHC8WAeGGXrBKUQM3ADQtNIxMdPUcSWGNEhlRUXJEbZpCZItlIMAyBJvbR9wmuVx6OrMBu0MEJCcshnoSBaWnbERGK0mhSoQwyMvaLM0dGTkcGys1UyHzIzfqNWzV1CvLUqSliYJaoP6Ghw5Q6W8gvkQahufHJzw+ByficPeuakrIVBYQP4sV/lDiiQ3pkcWMKKEWhI0VxiPawc+c+Q0oapIxFLRKVOS5uAXTMrVuPft41haiZyhCRS6L3uUYazYakIpYa6eJCOULcp6buQGBeXkD9E2If1JyCglCRdTAQmYY9U1K2IJdqLKuNhFgLZqRMfGl8sgWjYw3OUF5eLi/2bKbRgQJLYN12mmpYegxjsJRiSDQewIVDcuHxuqIiHbds0RUCYQR3CGlSVnapqCjy/Pkv5EB4UNE/kpj4OTRTVVUldoAjh0tDeHb2YSmwVgbBMRh1VPUfweFoocnS0nbgJGFhI3/dnlHbDCN88KVL6yIjp1248KVIkvjpxIkx0v93lS4cwgJetrIyR2pEyYCNcEiiOU38l84wCmaWl19Gsg2cInIDihCmIWfESCbZLng7yC8k4+bNNHGggTwCkDKwBQkQ7wbC5AYNyhaD0JHgOtsdJEW1BEUgevrwkfP2kU0aOBuSYUm8MBkZLroRIYyQOfD65rtKlcJLRIQcg/RJTf1OmfiYmE8gplHEkBf1237u3SuVmxUtSacAyk88JJw8OQk18M6dAuSJnD9paZ5QmQbiA7ImPz84N9cPGq68PBllh9TWie/eksByszwBFoK6JypwXJy+jVY8TiCTkb3QlHL1FlXa4EDIvtjY+UKfiUtPPCTIj0Z4qkGIPBju/v0yMWYO5YIsRV3Ff2XdhlKH4Gu+dzgIaSKmpExYQZjOR4fPIzWWsgWrsLBw4cKFTk5OBvt89913gwYNsiReS35tS7QdO5Vltm3bNqNvC5oKr2lgkWNn3MThPs+edYOrKymJKS6ONvCd8EYIlF2jv7+j3Kwl9/HhV+iG+mOTVXmtDCeBh4bjwQeeEglOSdEPbYmJmVvX0manUF12v25+GyK1lAxMSFgGNymPy1YCBwwHf+1aRHj4aIiAR6ZHNBcFBfVGjEjM1av6d/SEDJU/4eF6RZiQsBwuDfoA/yHLhBdELE3MDejO9PQ9dcXhJJqCIFCMNkSphZjyqulDyKE7IV/g0eVuWXXBOXHmK1dqx92LzmUkHvJXHoGelfWjeCsTKSkqOqWsMOHh70pCeUqdINuFMxitNk0HAggJExGdOjVNSuHkOpWvf3RJSFiKwNRUD+X4vDotVTv2q7Q0EVVLyMrTp118FJ2zUtuwCy4WadTdAKHhxLMKHj9Qe3HJK9v5JN0278KFNa381ROiQUz5Nd9cXyGwYh/1bo1BE4atre3FixeVO4SEhLz11lsVFRUGRzUiVW2PtmOnwTxYrq6uNhJQ3Mp5sIyG1zRcYMH9W9KbcPduEW6+Z89+Kp6qcetPTt4IUYLA+Hj3x9kfId/9ESnSkJS09uxZV6kX6VsImqtXj2VmekED5eX5I2Fw5PiomzzRCSV/xICnkycnwJkhW+oCe8jyTrSCSC18qyIjp4luoKYDX3v5sseVK/qXEGGyKudsM0DrI6tPnpwsi37xvmRdC2hfqcgm+yh6tOuGuI2qk1ZQsbubu2JDDkJwQ+tAd4pud0gr1Gd5BwTKbZZ1smk+0owSh45USmqhAkUbFURSdPSc4OB+UvXr8evW335yDkhtuhtwBZ05M8enrjdfEm3xzWo1IQ3FlF97UP0AGivMgpuq8gzFxcXu7u49e/aUQy5duvTGG29kZ2dbGK8lv7YltGKnujSifuCejpv7Y57x6JE8ToUHrQlhl5cXiP+JiSvE23lyLxL0EzxfSUkM/BYUntK3QfY9tkQSo4iRVaL5R3QK+/raFxfHiN40/IrqDeEFTfM4U2W+9hqdI80SxDCv8+e/wIMHtLiYDq2s7BLqYXFx9OnTM2JiantOk5M3wHBUWuQMFB6HzJPHRtn9st3puy3v4Gs0BmeoqKiQx2AVFRX95S9/iYyMfORRqqfKWtCKnepijfWj+sED+X9rQAyNMtqrAikGmZWb65ufHww3Sb/VShCzb0BSXLiwRq0GxWYFSa0/y78lmJdueEwSWlMeR48qivPHxs4LDR2CSEVc8nBDM1OEtCpKrWFJqwfsh5Vwi3PT+eh6Bfa6b7auqiuwSktLly5damdnJ75iY9euXY2I1xodaOPQip3qYi31A3KqMCICn/jFi/0cHS98+SX+x7m53SstvVvUvJN3E9KGgaIyeOnk5s1Un9r3RqdJY/Dd8D8w0FmMoM/K8i4qinxkA3aF2R1yb+VOPjl5TvScO+o9ckCvhBWERRZF4sxw2F6/7jRff3H98LDhkUVGmijMA69v3vE3jvjSeOcgZyS1oSfH/rgPqphvLc6aC2tQXv2D+wvFGVsS63HZo6De+zemXNUvv9wqLY27fduiGa1kOnbsOHjw4PT09Po/8S1Co2jFTnVpYv24X1YW7+5+YQ2ukTUREybkBQenenreSDJ8e64plCcnR8+Zc+Grr6SBjLWfIGdnseFrb49PztGjiFezSquqonV11xKrprr6wdmzrqGhQ44fl0an+XVd66Pz+PWsK2JeNPkt1IC8gNHho/dKPeBwkyNDh9r72u2WRugbzBUiwJ7iSo6om6MEigFSLzl5Y1raTsub6KCi5p6Z+13ad04BTpBr4px2vnb4/+GpST/4d01I/FzsKX6aWzcdWnpFeroFrXEQgpBBvQJ7pUrzoSCFYgo35T5IuW+uryVnUwLBJ5KUeD2xQWoJJuCoaZHTLNk5S/Eyr2eq57zYecEFwavOr3rkeHDVcY93RzYG5QWWlsbL6hxVBTkMyQjhW3qvVGhZFCUMdKv33q4pV1VYGJ6a6olq00yjRCiwBFqxU10srB+o97gYDmUfCs4Phju/npgITRPYq9fp999X6p7g/v3xP7BPn3OffZa0di2ul6akLfvQobOurqemTtULKTs7EUXC8uUnJ0/O2Lcvctq0ODc3EejfrRv+R7u4YP8sb+9bubmVWVnyeZBakebi6Ohf7twpjY8vTUjASZI3bEjfvfuyh8f98nIEtp4+R8tBDl9cvx62I7dvpqbeKy1FuSRv3IgNgz1heIukkNQHvgTXkfk2niaCylAYEXHl++9xkV7asOH0jBm4cCyp4cLPie39SWuH+nX9OGKCuLyj0nddSN4k3sQMDq6dJ6Wg/HLSjaSxJ8ZiB7hGeMqgHB+xv4v0MqO/f7eoqJlxcW5K/wfHD0EGlSAyYWfaTjwnfXxykjhnkWXtTEiqiKhPUB9ZV+ED7eJ61nVuyABsD/DRfRD53tzo2cvPLe8f3P8fl/4BwfRxzMdiz+C8YEhD2V44e1mRILX5+cFHMw+IPQ9J76ImJa0V728q+/rXJq0VtldWVVrYHIXdENGM0zM+O/fZ8LDhODb61/PNwjSjY5IgxUT73LDQoSkpW8ScvVClBQXHY2PnXS0IRTrFcG9EASGlL4XTLjNPv//hmQ+FIX2D++I/MsGSdDYFmLA7fTfsgiKcc6ZW+86QJiCEdhcaGnUAgZ7S7HTIEKQKZdQvuB8Cv0j8AoejaskzHSpd1c2qm2XilY6qypKSMxBYGRl7lbr82p1rh3MOnyk5Y3mCi+4WXb11tX44BZZAK3aqC+oHbiu4GKCfUGXDwnbP8Oh94McVh/esCP95y8/Bm1bsm/510EK7Y29PODJUXCSLFjl+4qb76V29lvJzcMAdHLoq5pNPgpydT8+apWxe8v9k+qYP+pzfvCFk0KDzq1fHzpsHSZR58GC8uzseII2Ok4APuFtUBPWDj6+9PU4S/u672IhycYE8wke5M+RFqqcnFFLIwIHYM3ToUKUUS/rqK4iwhGXLhOYTgUiJvKeBLjy/6tETNLQsMB8KMvPAgdAhQ8589FH46NH6zO/XT29g795K26PnzIFRyZs2Id8SV66MGD8ee+YFBGR6ed2yYHUIojrC9abeTI0tiRV+ZV7dkj74qeliC48QUFTFMTGoG6ddXMS1E9Cjh/4ydHIStQIVAFXIQGbhqhetL3AwkEcQOr0CewnvBd+Pw7r5dxPXyajwUZACoVePpaXthFPf5KP71kfX3c9Rb8uZD/HTh9EfiD0/8LWf6KPbenLK9IAe30ZMrJsv4wiUk8/VY3CiHpc9ROxead/PPz1zZEh/HNXF5+0j+gUkHFefmTs+ZGBsYfgjrZ4UNtzO5+0vE5ZB4X13+VvflC2Bqd+Jn2ZJQsTe522RpAMpWxEot3KJT8+AHvgP7bU3bYdfrp8IPH3VR1rc6YujPjrfwF5fnl+9InHFxWsnfkxcdfbcMukFYaf6AqtbQLeBwQNhWmq9RZlu3EiS5pf55Pz5L6KiXL45vwKZvEV6iyLxeqKIdGPyRrEz7nHnrp8TrTiHFMtXoJJMiJiA8CM5R6BHgy58uRJSsq5Z8VhA77U+Ojd/R3G2kWEjseeIsBH6hPl1FYHvhAxy9HMUOeAS5YIixjkzM73i490rK7NUn5gDGhcRdffvLmKfHzsf6d8TOU2vuQN7BVzVv/eHfMBPrtI7s/JsCz9l/xRfGr84frFU97oe9tXPdFhQEAxXpXcOd4uu3b0GTYYP9sT/uNK4O3cKDJqv8AAj9rn1yy1LUltyr0Tsn1GRYfATBZZAK3aqC+qHdBuyG3C4B1RU3/1d8NXhUO0N6O2j+v89ftTfpOyP/CrwQ48BfmOGJmzf/HXimi3Jm0X3ORQP7uCFcWeWfOqwYl7Xbj/p95y1xnH+At3mUbW3NSECvtg8Rv9Ac3qGMjE5R4/6OTpCWok9w4YPx39oAmUXGGQZ3IDB+ND7ZWWIF9INfiVs1ChlREF9++qFYJcutZpPcjYREydCcER/8EGtH+reXR84YQJibJ0y68KaNWfmzhVCUHhN+QPZChX1r8a8rl31VkuCUjTsyR//d/qvm6ALGDnkxNixONuDO3fYt/gYgCeLKIyAapl8arIoCedgZ33lj5yx6vyqXVd24cEdnu9E4YkTmUE5lTkI9MrU1/nbBQUQQzdT9Q67MiurfhukkErYE6IZzxLy84P8Ofvpp3umDbi0YQNqzsmJE0Vt9/X+xj3eXXQSQdgJXw6Pi//jToyT+63w6+703fh1U/ImuCufq7XtUh/FfITLdmXi50ql4nZi7P37Zd+eXSC+hqZszs31nXxykuRinYb5dhnv7/SDr8MGH93wwF76O4yvfcn185cLI8T+Y30dcNF+4dvl9u289JKzInDm8Xd+vvBVzvXEny9t8k39bn74qP5+XdYlLH0nZODapK+nRU57L3Lqj7723nUv8BYUhMkNYEgMhA6E0Y5zK3Al4BZwIfsn7BOa/dPAgO7uEeOWQ1f56JwkB9/fX58DjnUNYGukWVfWBTs7+Ogm+tkLLdXbR//rnJBBOTlHKyrSlWuY3vnlztGco8grcbhXvQlTDJbG6itpjkEhtbNZrr+4HlLbJ2Xz4uODvzr7qbIpboviVVaYU5u8C2vwdeu5z8TX76X1xCYH6tvw+vp3VRbKnMjpyIGtsZ/0RHQ+uoz8EKHjoacTShNQ5foE9j5QOwfbZIiYCxe+zM8PFms3Nf0lcUStk0ZWDQkdAqWekh98+bKHeLnkaOp2kcINl9YvPesqWg2RNlRLfEQiUcTYoXdAdzwKD/PR/ejfFa4qPMsbGmhP+h4hhranbcd/36vHxNVQVnbpxo0L+gl1pQZClEhwflBhYXhBwXGxBgl0WFbWwWvXTsqJvC8tQ1JaGpdz44I45+XyywaGIF4kCU5HPCNByZ05MzciYkJ5RUZyeTIFFjHEYECf8pocvE//DDR8fw/xteshvbSas7XfMA/d2lUjdn48zMttYm9f/a8uETPwf3zEeLEn7ndwId+nfY8npM/P1d587Y/pD+9/WL+/0xEH5wN2g/Z0mbzNqZu3btix/tJNzXFY6DA80P9wasMC78nrVo0ctEP3qZud74yxQS6T7pWWyl1dooMSH1yxOBBXL554suqt04L94XWyvL0z9u6NW7QIcu3Kzp0pW7YURUbi+T4/OLj4zJnkjRvhroRzwv5wY1tOrh56qM/nG0YM9tR9sEwHd9XEzs1HIqKAy0TsIgRuEmlGIsXX0vh4SL3riYliW5RP+KhR3t10Xp+/1+tH+1H7er77Y9/ePzmcuuiLp95b5aU+u7+IC9j/3slp/QKcFx6e5nj47VW7ph0c0Tto3Kjdmz9a9fWwCTt64ixDd9rDxsVzdccHD0b+FISFVaRbx6th1oh4Q2r8ifHKqwz3ce8s72UJy5SBzj/rG4r6/+wkvs5dZvfhEp3Xh6NXvq8LmDVRNAxf9fVFJcH/6Dlzzv/w3bJF3T0WjQiQnhlQmvpnktG4mEafdXXNjYmMO/rDpzHz9aeKmbs+ad3uuK3Y4ZCDbsBBvRsecKTnoShPv+SfdIpetgHBAyDvdqbtXJ6wfELEBPgP5ZMMpAB0GC5YZcvE8sDen/rahZ3Rr00eGeWy2q/LpgAnMffYxuSNOqndS+wpHnEm+zn29tF9Ks0MfNRH189X6tQ7Me706RlxadtxG/ko+sMxvg4QN6OllrMevjplLnWXxIdd3dd/SCtPnDu3PCDAKSbmI5/aJRze9fW1F5NZwB1mZOzNzPRKSdkcHj5aTJHv5+cQG/spZJmnJLNcpEY4PGN9HuT8WVCfnwOdN/nopocMFFGkF4RAsfWQ4n3/+Ds4Z8GN8+N83h6Bn679a5EreF/3+MWfxHxcv2EeqkKa22z+5uPvuPt33Z+8aeqpydCsNXWrswcH9x8oSb0eddJqV/ouj8se6XmB0dFzIBwLbhdAxq1NWov8z5ImLsadUOx5pexiZWUW8k0v2gJ7bfbR7cDTL7LdR+cbtwA/3b5dAEGQmLhC2Ua1M9VDHP5NkPMWX/uQkHekbOlSN8xumLyOuyUgefqWpJI4KEJsoM4gtfLIKnyFXBOzJ8YlLIOyD8kPqb0QpNmqjS5glXDhq3UonbpqtjKgh35O7EwvnB/1M6E0LrE0PvLK90dSPVNyfWr0k0VfxXnw8cn+Gfsk3kisrqkuLk/en+r5Q6pnRvGZ7JupefnBYh9JdYUG5vpiz4jsn6UhXNuzKq5cqbiCox4+/AVpTruZdv3e9dDU0H975t/eDX9XVzcsrLAwQuTSpONDEEiBRcyB+uH6qW75HLvlK/tN/drubLj3tVsFqF4H47YHpRy+fqMg4YL+RqAcPw45jzuvuKQdfB3sfe3xX1wGvYN66++kfl3EV79cPzzPLT+3XP90FdRXeaPEQzDqq+xj3j4mtdj/XHsgnq7w2XZ5m+tZ15iSGDyL/JD+g/jJSXrcHBqq76+EpMusyKwvs2TM6CTcFHDxw4vAI4mW6p6+tb5t8C77gT/YJyWFq5LDYvganA2cVnFlIdTS1WPH9P6yd2+4Rl97++StW2PnzRNdmfjcSEoqT06WuzL1vZzLl3+5qO+ny7suPa4f3zrh5IRfaeLjg3VSp4DkeGpv0N0D9DemXgG9YFrPgJ4icECQXpv29Ku9Zw3bput5QLdyWb/x63Xfrpoop7bobhESHF8ar++6Kink4K3GkXQjCQ5GtA+hdHC9QKCEFYQdzTkqVMtPF/UDvfsd6QEhNeMLXe/90tPIHn0JOv1Y14d1UB84dIcdnnDeX6mbukY3Yqtu41THhfN0c1bWXnSfu+iWz9bt9Pho9qExwZcORRRGJFxP6CU1FIkBNz0D6yqAv7PDMfuxHno9MXinvQjcfm4z/OLxguO41sSQc1zdOkVjiQFw/KhUKxNXwhDsD7cNOSUmgg8M7HX/fpmyswZ1SQy3mnRqkr2kHhZLy2edOlW7FlB6phd0lWgvkUe+h+T6Fd84P1V6lOpa18c3OdC5j6/d/KA+UEIzfexweQz10WUWn0bsUVEuYj6zoqIoqBmxdpByslZQJx30K44jtSIQnvXkycnp2d4ep6aG101Z10+6Xj6Nna8vsoRlIjAi1WPruWXpN1NxL9oQv1Qkad2pqdFn54u5Xu/eLYJOQg7crNdFCLWB2+ChnFpJtEoaxCbG/iO1td5a6qycHPLOz1k/4nkpJ+docvLG74P7feCjW+LfQ9lvK2adTbzwJXaTuyNxN0PuXbwWASUHxRYT87E0Kf8nPoplzktKYiE08/ICT5wYGx4zdwaenPV9cPrKsEI/wqPvAUkly5/Tp2choyyZuk+Mu5c1t7ijHpUWxBSgkohVRxdKD+SDQgadLTmbeD1RqK6YmHl5eQEQgsplRsUMgt4B3cafGDf2xNir5ZeeffaZsMgD/qmeMel7pSXUtmdm7kcJpuQHQ25GX4sQ4mlH2g7IpmNXj1VVVaaVXRLtUrulti6/zP3h6bsTJUWl31P6yevKzjCowyu7qqt/QewQXjjziavHPKVT/X3M3zs6dBS30PHh774b1HvRqSnIYYh1Z+keS4FFzIH6AXcu2lEa5ErhgOfFzvPN9YVMgeSC84BYWX1+NS4thKdXpOfWvfstvHXerbw50XPw09qLa7EnQqAk8q4mT9rtPPWH/gP26G/3sw+McA5ynhE5Q1yooqlcNFkJxYDPT1k/4QnGPd5dGQgpBrlWf/SDUZBg7yxv+cz4vHf6Pdy/1l1ch9gn+dU+cG/0ntf01xKFix0eOlycc9z3PaFpVi12/lXPndRBGSy6Mh0cRD/OyYn6RouwUaOO2um+HapTissBIQNw64c2xQcbokUBKRf7fBLzCQK/u/wd7krYFoFCAW9N2YqsO5h5UB/iV+uenX6WPPpPbw897Dz52IgBAfoRpuP89Occ9lOf7gd1zvvevno+piDypOUvASCH4VHMCN/WQDO904AH9CGhQ+QxxV8lfQX3Y/SlraS1a/f11h3uUlcN1i1c8Y8R0Xs2/zSqb4DbLCghvSvy1Sukfn59lJK6h/Qc0k9q67I/Wqs/evjrPbTBcG9oeogkuArlxbLS5yPv2aNXb3hXfJUfJOTajgsWlyqujngT87nXf+tNrNqeL7XKmMkZqBOoBDHVVlaWt8H+qDDDw4bj5iCURH5lxoa4hQnXTvqmfhde1+9WUZF+4cKaS5f+oRwOj/+QAnJDCM6MxBisq5iYuALqB4781q1co+ONIA1xFD69JD0qRsgVF0fXjuWXRo6Lbi9cO8OC+g0N6jPORz8K4cvQYTWKDsr608CK/NcXlvQgt0rq1AsNHVIjKY+EhOVw2KXlKXElMQXFUUikPJ/+YGn4lFPdpSr6bcVaq0F1o9TXJq3Fw6rRdxjFQgViT+g/oTvFemL+/o74esDPQSRJjCvH47HLyUmu0R+cgraLnB4aPuao1Np35sxHptbqgLCDyP5M6q/sH9IfGlp+2JZfA4RyQuzQ0KWSyxAPxhlX9VMD5ucfR2nGxy8WSwsEB/eDDrt4cQMypLAwAipKXs4VB77k/FKPd/7v3LlNEEBCIeHXO3cKgvIDhYoKyPXFJ74o8mim1+XCE9jhStaPgXmBPld9vpd22JO2U8gmr7Qd+9O2h135/udUz6MZe6VWsR2XM/enp+9JS9uBA4Mz9q6PXe/4vuNvO/z2f7b898/ZP+1I3e4iNVnhkyz1om4NcJpFgUXMo3r9sHC4rnj3TQwqwifN+0BC1DHh8+4/vI9HanymRk7VSW1dQgyllKfIEgqx4AlpT/oeUeO7+OpdDm7NuEHDo0DWhBWEiXYC/MejHuQdNBmu+emR07HnmBNjhB+aHTUbcqRIseLyrdvl0/a/8+7+3ttWjP3ETRe23chDPAQErsnQglDccHHlF5lesFnckfWtCIcduxy1E12ug/Z3DfqH+2Xv/em7d8PLxi1ahF2QISWxscWRkSJDcEO4mZp6PGqfXvrs7eYUoO8ugQR0iXIxWBQC91bk1fkb56UxB7/yWHBUuP8iHClUOkvcFsWIB4iwBaH6Qa/DvHsrXXhPadRd159qnffA73XdvHW717l4uY7P9j1m1FLc/ZESlB3+iydaPKf+kP6DcqCuIOlGUkPfaVedb/45cdSWtzfucBnj2fWrHdOQ1fLcItiIcnFB/hudYg1Fj9zDwwPsyq7E3yFUS+Q/8nl/xn7U1ZmnZypzUpiPB5jEFSuyvH/levFVdPwVRUXlBwcbCD4UECJCweEMxwuOQ0Djchh3/N2+/n3EGHlkMsoUmSl8pLhMRLuyXkxf3ooLQe6uEn1MYriPePK5VV66y8v9eGCtKLmwZo2P9Iqu+nndDMDZQ8dkZx9qjjUTkau4uuV5mKDeCqWGupq6Tk+UhRiOYye1rk04PlgkCRrO6GqneNgQ6upS2SWcHMIiKsrF6PS2yckbfWoXGNW/gDnn5EQc6BI55UO/rsuD+wmJg8RER88R2lQemLXK2Aqq0B9Ikjymqq65aG5AgFNS0lohenCrhLGfSyPq3gl9R5zNUWrWei98dBcf3awgZzzqvQcdGfPx9IhxP2f/jJqGB1RUp8pfKkVD6YbkDThPRn7IAR/dQR/dN9GzpgYPjCsIrZEmyBWNi0Lvis7E4NTtSn0sGqv8/bsp289go9IW5F7nfZ2ff+tPTzwu2v+m/d//729rN/5/+3x0UVGzkHt7o126+bw9xr+bqAwi2RRYxBwtVT/OzJ3rI43CDhk4MHTIEFNtReJVF9GXX/9XiCfcvPZm7BVSTB7tIT54CncKcJobM1f5+C680cSTE/FwX9/3K+kuiYwx27sF9uoVO2+e8icxM57cTvBtsgc0HG43AXkBuOWJIQhizxOHt43ZqPvoc4fDXfTDX77ynNL3cHf3k/PFbXp72nY4Zr2NZf+6Kef6+sK7i+Hn4gUlfOJK45qvQQjRRwXtGbRDN27D24vmvf3eKt2OJWPnLnn7+w2zoTVdvGqb3wbs1Wfd6K12kdOmIUNE9ytKB7YH5gaKfURD2rgI/VhpuVNYjM/bnLwZymBZfG2n8JL4JZB321O3IxD3XNGRapAwZCasFpPlNNFGyBfo19uFhWe/+Cz286V20osaooj1T/C7dX326r7cOW3irj7/XPnurM90q6frdg2y+264XX5oaM7RozFXTyG1SxOWOvo5ogoJM4eE6p9o5Q5xUbVGhY2CykftQqVFfcgJ8IueMydGqu16BbNsWZybm1zbK9LTLWw2VmYOtJdyqklkkWghExcLHjwSG7Lmd2FERMbevWEjR4oHHiQPot/ywzUFSgHFKj9Q4ebzXuRUgxkWjIJ96tfh+us6VFZmnTkz98KFNZA+lVLNxyVwKWWz0Bwl9dpBscPkk5NxcVmShtu3CyC2lN1wSpLLk/GoIMaki+Ztcf3a193l6hpKu4o2PNxa+wT2EXuKrmRoPp/aRdPt5KXDcnKOKpsABXK7oLAIxkIul5bG4RB8YmI+gZrJUfQw1kjvW+DZ0tT0XcgHFApSjvQfDB2GM8fHL05IWJ796zu8KL6MygxoRDyNixIRgYW387B/bOy8Y1necBz+KVsgCkVjoWjwEz3LSOq9B3fwlIJ7Gg6/d6+UAouYo6XqR2VW1sX168VL46p01uACg9cZFDLoozMf6RQ9jKL1GzeCgcED4Rd3pe9yi3NLuvHoqVBH+eqf5z70GCDuLZXZ2ZAUQTn+c0KmrzyzRO+ejznCK3fz1g05one3IwIld+tjPyB4AG5554sSkmICk77+Whx+fOBACDUxaF2eY1B8dqbtNJoAMSsP7gVGH09VByVyr7QUKiTL2xteX1koK8MWjD82dPgh/Q23+0/2ozbrJn+tC1+z+ODqWZ9G6PvCkLdKi+Z5T1g7xW7LN5OUgb38eipVqU4xaA+ByDHcHA/nHIamhGJGSc2PnS/2EePtVp5fCV/iaWw8rCWgskHgeg3t0fOArvtB3YQ9ztBYH3uP73JYN2R/7dg7O+k92R4/SsOoj9WmcOLGLth/xN4eymT3kZI94ri+I9XBp0s3qC4fuw8iZuK/Z+w/EFfO4cMnJ08OGz5cvNR5fMgQvXyRJtTQt9fuNF7ij59bubmy8jvr6iq/i3rVx6cgLMwaZ4Z7JOLdzJZOhV5k+Pk6hIUOe+T0mFBaUVEuiec+P7lyUsDCHsUJMQY7qLjkjjgVBLp3lndgXiCuuE3Jm3AxDgweMMT37S4+ug9Ch9j52I2X2lDx0Xe3ZXpdyQ+C+EhL25Gb65uXFyh0iRi8BevS03cbTFJVo1+pJv666ceAxk0Z+kDyJTj2hgW3d1M4Sm88jArsI6RVYeEJlBT038mTkwulEYpQY8J2cS+iwCLmaJP1Aw86eKTDBYDHlKD8IDz94JbxQHp91/KT3Pnljv6FlzP7+x50+OCHoasW9Vm8uJvjYX2bx8idjltH6A521x2104+h6emlD+zjpW/AkCezGLhP/2znum1I0tq1ub7693HkEfel90qhsbyyvMTFfCjrECQFBCKeVsWkREi8GGS2PGF5c+RP48Az7uqEL5aedK3tR5Dm8hjgre+77BfgjDuy/mX+nGNr41YfnTXOR5pk33Owbm8f/YuZQ7/VuW8a2v2Iwwr/uYeyDwXkBUDm4sa99sJaSCuX0y5KTSzah2QpJkbu95H0GRTMtvh/fH9ua0Odyj//OR1aatDO2iar/We/FS1A+H/zbtls3wnvHR09abdedc04rH9dYIA0TaWu7vWLAXv0MmvyWt0S9+6fftbtx6mDv5ihOzZ5xOrput2DuyAPDvTUBTs7Q8OJt/nkT8SECaLDF379blFRcP/+AU5OV3btgpQRartlgaT2c3T0kSZDwVfIayTv+DvviIGA6bt3t3QCVQNX342kJBSEKJSWTk7N2cD5woWf+WZulIuLPDHy/bIycaMQKlC+aVw7f1Lsf2rXlMecVNG6XFISeylte1TU7EM+usNBfedFTHA/PeOeNP1BpDS7la9v7ZQW0FK3buVC6BQUhN2zhkUhlYgb7+YLX50965pm7NFXzPU6JHSIGOfQJh2oUazbzoCAgJ49ez711FPPP//89OnTS+umJ6iurl6wYIGNjY2tra2bmxu+mg9vKNqpH41DXG/y552demfvtrKXGD1THBWFB/39s4Z94qbznjUSTnf7eKdZn+kbeJy89b582J5uZk4uxtmIITWinUae1LGH9FbR8LDhj81SC8FtZVDIoFGhI0Uv2/ube81foNsxpU/E+PHRH3wQOmwYfPOlDRui58y57OEBb41cCh81Sj8/2YgR+lH8jo71X+2ErEQ+f574+UDp3XjIShi+6dy6NSsGr10x9MtZDjNX6JYs6QGFNMKjViFtiFxpdMGyGv0L3sEf7hq23/8r8TV548bQIUNm+da+erk41m3x2UWmRgpev6E/Ye6t3DsP9G/CQzVuiF0z2Kfv/oOfw4TjdfPT+itmRhCTqPnUzfUaLk3DFtS/f/SHH56cPBm6SjnZGLzmL3fuBPbq1UrcfI00tr00/l/j85C8OwUFQmCJgYCtob2n6YRKjYhiaj1UQlEoF9evR3jmwYMJy5eLp6BGUFVVkZNztP7Lg+Y5v3WVzzc6nyW1txakBIFFkZHIeahw1A1UknOffYakogLjJygVn6P6rrfzYauyvL3l6V0eM2LgUVBQX6H2EhKWRkW5JCdv9vNzPP/rhvaEhOXYISRkUHOMk2tWGjTrr3YcqHXb2adPH39//8rKyqKiopkzZw4cOFCEe3h4dO7cOVMCG56enubDG4p26kfjiC+Nh7Ofd+YTO2lOL//j38ZuW4fHTeXoGTGJNnQDAqsqKxNXrIidN+/Y8W0fHhgVfSnwkVGItS8Ghw5WKrlV51e5xbmZeo2rNRCad/yf5/8Rvvhjn7rZXOWPPFYaWVQ7VKusLGXLFvwUNXs2HAY8t1G3jWfl1Jup8PfQZ3GLF9eqGWm61FPSRJo7XfQKDNpOvD03K2gyMiqiMKJUmjMN50TRzNilb3x6+6ju/U09XDb0ONhd9/0A3b6lU2acnmGqN9YSRNNCvLs7CvdaRATMqcjIgEeEQMH//ODgyuzsTC8vJOSRI6vOurrKPrV1ItbCEq9fnJk7t/4OYmpTZAXyAf/lqdSQG61z9lrRUBc9axZKMMvLK8rFBR9RwUTthbJpXMrF+jlQGA2anBMZhRvFlZ07hZYqDA/PPnTo4jffKK8jod2ht8QhYhCVmFH2xNixjUhq03n48H5hYURhYZhoshIyK67euoHg7FlX8dJiMy0R2BrA3UY7DrTt2FlRUfHss8+KbXt7ewgvsY0NBwcH8+ENRTv1o4mIGX2a48z6FYoKwrIrs7ekbAnIC4gsijyUfahBvZktCJQEtMX1c+fCR4/Grf/K7t1wYMqFIJXAqYhX5/CBKBHaS/ksLpaMFJ7P18Eh/N13T06eXHbpUkFYGHbG4fh/es+mM/u29jygP0v/g47SuDe7LsfsHY7Z75k15JCDbtl6fVug84HaHkZnb31f7Vr/BY8nQyzEKhYmhxcXDr48ORkJLo6Ozti7N2P//vqLkJ777LNcX9/8oCDIFEgZA+tQarKehnqGIMsLCBBfUVWw3dzz+tZIy0xB0Yp1oiBlRLJPz5wJ6+KXLBGSBWnDblCWSKGFK9brFwOVJmoPCHA6/82X0EzKF1YE0Nx4qECkpk6CzBGyKWL8eDycXPbwOL9q1ekZMzL27YP8QnqU+SOuDoQ/hkwzQ2Vl1t27RVFRLlCWeXkB9Xe4d680M9OroQ17rR/c8XBTCh0yJHL6dBSEdhxo27HzyJEj3bt3F9sdOnQoKSkR28XFxTY2NubDG4p26gdpDUA/CR98asoU/I+dP1/fOjVlin6dygULxDDw6NmzsY/Bm5sGRK1a+t3E7ou/0s9kJqbo1LcCbn+7y2Hd+m/GZWQlplyN63nIAR8HaQoPeeE/YjnQVRfWrBHjlnzs7UW/oViFKaB7d/gYeBqIYJRjhDRtW3BdQ6ZyzVCcJMjZGTsnff01ZESEJNr8u3Y9MWbMqcmTRcOS6AVrOhDoBm2HCElauxYfZTj0H+QUHglkIQjhVXT6tEi8WGIreo5+mgCxmDoON9q4FefmhjxJ37c7Pz84I2ifOFyMZlMi2m7xEaseIa76S4KK9cHwv34skH1QtGHDhwsTIOAgSQvDw0WgSBj+4yGk/PJlJBtPOI+zV7f+u5CtH+QVngeM5hIKC5obotbogSjB/JAQZcu6dhxoG7EzISHhtddeS02tFf7t2rWrqqoS29ho3769+XCjmJ/wo9lMIcQI8GrwBLW9M9K64L51K0WKDTzEW9hZA0f1/QBdyJRx8xbb4SPmJZoT/r749T7c48P7EYURKxJXtPjMW9ZL+u7dtaWjX8BGF79oEaRJxt5/TfCNwoJf95EWHoAcMRgaLx8uPifG6V+AOPHuu8oSh4Jp3GAvOELUFtFBiTNArgU4OVVmZcnNSNhBRPTIIVZFdVPQQfmJAf44SX5wsAg06nGF4jw9Q7+g6u2CAlRmxA5BabAbotZLUienGGmBdjEOzGAE3r3S0uxDh4y2a0J9ijQoh8pd9vAQgSWx+pkLxKw38rSC+BWf+m1pmiXL2xvFJPJKXnnMaJUQih+lo+zoR81EseJuox9q2atXzMcfQwpf9fFJXLFCOw60LdgZHh7+8ssvx8T860VctmCRNkmqp2eUiwtuUnCQuHPBN4QOGYJHcziGBnWfCS+CQ/DZnb57xukZrXngmjUC/ZS2cycUBjSEmFel/j7QB/BhcqsMlK1QORANN5KSYufNgys6/d57EBmFEREIx57wYagA18+dwz7nV60y1X5jBpxHSJw4N2nKpTotFTZiBMKzDh5Eaq8nJCBSfCxZcLMgLExMToEzwxycJGL8eBwLpwv1Vl/0o97Cbad+9x2c7llXV7G6qNEzIzeKoqJE8kIkGSRkmSUgr6CfLqxZo8x5lAUCkW8iUF7qW99YKAk4IVstjKINgzqAKidkk9BYCBH5g7Kuvz/uS8hGsXAZbkqiHxYH6t9fGT1aHKgc1aAdB2r1dnp5eb3wwgtxcXHKQI7BIlqgbbyqRmokdSWaUsKlpqCw4cOVPxk9RDgwyBRlNYBfhAgzM2cYdhY+TzSnQQBBhUBVCNUl3vGEs4RaasR6muJFBJzqVl4ezgyNqO8NlBrnYAUigmQUkkuePMz8gwGOip4zB08RpXFx+cHB6r4KgKiRCZBxiAVnFq+pnl2wABt4YlExIuviemKiKJrI6dNRfNGzZ4tqduP8eSgtZBqe6IwWBApXqaVEQ/vJiRNTtmxB2Sn31I4DtW47161b9/LLL6ekpBiEb9u2zejbgqbCaxpY5NqpH4SQx4A8eWnIO+8YCCxTVKSnQxgVhIRAuCRv3Ch0mGiVgV+8mZYmaxd5gmIx3AoaSzSb3UhKktVblrc39JAYDA5v2rjVysuTk3ESeXUjIdpwTmzL/YZi3Dq8OISgWsPIGkq69FqJwawN90pLkSHiHYUAJ6cWSVhrQO4NRJGheoiGUj9Hx3vSLEhi5g7R/GkA8hPVTO5DhBpDzbyZamTAvnYcqHXbWX9oVGVlZY0035Wrq6uNxMKFC5XzYBkNr6HAIoS0KDlHj8KZlV++DAli+YxNYowLPoUR+imzcaz+NYh584TMEn18YrBXQPfu+AniSagrsbCpgZJDvKmenmrN5gqlBXUFhw0vW5mTI4ZbGfW4jxPkicgxuP/6v0IfGIyW0w6QRNBPqISii7B2lduyMlQJ+Q2MkEGDkHVmXqaBNEd9g3o29Vp0jZYcqFbsVBft1A9CSGvmRlKSkE0Jy5aJSRNqFFMqwBFCLsR++qlyNLforxFDvKF4GtdYZTlpO3eKbscHd+40d1yW8PD+fSQG6tOg30oJtEVBWJhygLwWED285vttoc6hm++VmpxrHsrM51FrW2nHgWrFTnXRTv0ghLRyqioqbuflCa8m+m6gIdJ3706te2kOjhM6DE7xwpo1F9evF92ClVlZyRs3KueGaCbi3d1Fc1rreUEP+smMRKhRKNSyixfNjxKDZEzZsiVj795cPz/kbUtNFv9IaquEp6eZmcCKIiP1Y9XrZjxuHMiQyGnTIOvZglVDgdU4tFM/CCFWAaRVkLMzfGT9QNF72FLcys3VjxUz9vZZq0UWWCEDBpiabwJKAkal7djxq5nAPvgA8qL+tF6PBMpMzAzcuARDKEMuI6uhpI02E+LkZubOeMxox4FqxU510U79IIQQrSG6CPMCA4UoOb9qVf19RIfacemlBD9HR7F2kBii5OfgkPT11ylbtmT99FPC8uU5R47oZ6bw9Dw5eTI27pWWGgxEg64S7zA2epIIMaVC+MiR+pnVhgyp/34xYvSVpr29npBQfxgcEtC4sXEV6emNGLGnHQeqFTvVRTv1gxBCNEuWt3fiihW3CwpEs5B4BxMKqSQ2Vgxig6K6lZuLELGsaqaXF7SOWBBG/oh5/OWZgQOlr8mbN0Ny3UhKKk9OvnH+vFBI5z77LOfoUYPONSiY6Dlz5HczlSBhYcOH4xMqza8hFk3HqeT568UcbOIrEimm4/dRrOkpzSt8P2LCBJ+GL/QJTWZmciwzaMeBasVOddFO/SCEEI0jFj6Cogrs1Suof/8Aab0XKCQxjZbBzhA0kERifvzjUoOWWB0oZt48iJtTkyaJ2SuCBw4ULxkIjZLn5wdxdnbhQvE6grIJqnaZUXt7oZMg+JAMMUJf7sqE/IJWg9RTjqsTzWmnZ87EsWKyDCBihC04G/QZ4sLZ/Lt2lSfUsAQYeHLy5LMLFiin3rAc7ThQrdipLtqpH4QQonFEA4+ftOqRPNzKfHfevdJS0dwlhr0rB1cVhIVdXL8+btEiH8VKlGLwnHghAKLnyvffQ70JmSXmx4+aPTt23jz5RT8opBqpjQob+Bh9gUB0O4bUvT0q9kFESHnajh2QgPI060lff31hzRozw9INEOn0kRaRhLpq6IzH2nGgWrGz6XAtQkII0SDF0dHRc+Zke3vHublBiBSdPp22c2cTX4qEKCmJjRXLJeUcPSo0SlVFRa6vb9quXcq5zUS43Fh1RlqcsejUKUglo+9CIjBy2rSTkydfi4hI9fS8dvIkFJjBuHtZqCUsWwa11NAp8hE11Jv5peXNoB0HqhU71UU79YMQQsjjRCxW42tvf2ndOgg7sRL2rdzckEGDQocMEU1i0Hn1OxMFYp1s8z13N5KSolxcDJYYf2xox4FqxU510U79IIQQ8piBiqq4ckWeLVYEQkvJckos5mh0UaN7paUnJ0/Gp0ELwD9OtONAtWKnuminfhBCCGkRTs+Y4Wtvb3TmqvtlZem7d4vGLatDOw60BexsA5nbBkwghBDSymkNiwupjnYcKAVWY2gDJhBCCCGPH+04UAqsxtAGTCCEEEIeP9pxoC0jsEzR3FFXV1cvWLDAxsbG1tbWzc0NXxt3Hu3UD0IIIURFtONAtdWC5eHh0blz50wJbHh6ejbuPNqpH4QQQoiKaMeBaktg2dvb+/v7i21sODg4NO482qkfhBBCiIpox4FqS2B16NChpKREbBcXF9vY2DTuPNqpH4QQQoiKaMeBasVOQbt27aqqqsQ2Ntq3b29mZzNjxbRTPwghhBAV0Y4DbTE7k5KSHBwcnn766cepWtiCRQghhLQg2nGgLWannZ3d559/fvv27ccZKcdgEUIIIS2Idhxoi9n51FNP3bp16zFHum3bNlNvETaoyLVTPwghhBAV0Y4DbTE7X3nllaysrMccaXV1taurq43EwoULlfNgUWARQgghzY12HGiL2bl169ahQ4cWFha2VAKagnbqByGEEKIi2nGgLWanVb+aZ0VJJYQQQloP2nGgWrFTXbRTPwghhBAV0Y4D1Yqd6qKd+kEIIYSoiHYcqFbsVBft1A9CCCFERbTjQLVip7pop34QQgghKqIdB6oVO5uOlY7HJ4QQQloP2nGgWrFTXbRTPwghhBAV0Y4D1Yqd6qKd+kEIIYSoiHYcqFbsVBft1A9CCCFERbTjQLVip7pop34QQgghKqIdB6oVO9VFO/WDEEIIURHtOFCt2Kku2qkfhBBCiIpox4FqxU510U79IIQQQlREOw7Uuu0MCAjo2bPnU0899fzzz0+fPr20tFSEV1dXL1iwwMbGxtbW1s3NDV/NhzcU7dQPQgghREW040Ct284+ffr4+/tXVlYWFRXNnDlz4MCBItzDw6Nz586ZEtjw9PQ0H95QtFM/CCGEEBXRjgNtO3ZWVFQ8++yzYtve3h7CS2xjw8HBwXx4Q9FO/SCEEEJURDsOtO3YeeTIke7du4vtDh06lJSUiO3i4mIbGxvz4Q1FO/WDEEIIURHtONA2YmdCQsJrr72WmpoqvrZr166qqkpsY6N9+/bmw43yhFmazRRCCCGkzaIdB2pldhrVN+Hh4S+//HJMTIwcwhYsQgghpBWiHQdq9XZ6eXm98MILcXFxykCOwSKEEEJaIdpxoNZt57p1615++eWUlBSD8G3bthl9W9BUeE0Di1w79YMQQghREe04UOu2s/7QqMrKyhppvitXV1cbiYULFyrnwTIaXkOBRQghhDQ/2nGgWrFTXbRTPwghhBAV0Y4D1Yqd6qKd+kEIIYSoiHYcqFbsVBft1A9CCCFERbTjQLVip7pop34QQgghKqIdB6oVO9VFO/WDEEIIURHtOFCt2Kku2qkfhBBCiIpox4Fqxc6mw6VyCCGEkCaiHQeqFTvVRTv1gxBCCFER7ThQrdipLtqpH4QQQoiKaMeBasVOddFO/SCEEEJURDsOVCt2qot26gchhBCiItpxoFqxU120Uz8IIYQQFdGOA9WKneqinfpBCCGEqIh2HKhW7FQX7dQPQgghREW040Dbgp0lJSUvvfSSssyqq6sXLFhgY2Nja2vr5uaGr+bDG4p26gchhBCiItpxoG3BztmzZ69evVpZZh4eHp07d86UwIanp6f58IainfpBCCGEqIh2HKjV25mcnPz666/fvXtXWWb29vb+/v5iGxsODg7mwxuKduoHIYQQoiLacaBWb+eAAQP27dtX8+sy69ChQ0lJidguLi62sbExH95QtFM/CCGEEBXRjgO1bjuDg4N1Op0YSqUss3bt2lVVVYltbLRv3958uFGeMEuz2EMIIYS0abTjQK3MTgN98+abb546dUr+Sd6NLViEEEJIK0Q7DtS67TTVsMQxWIQQQkgrRDsOtO3YqSyzbdu2GX1b0FR4TQOLXDv1gxBCCFER7TjQtmOnwTxYrq6uNhILFy5UzoNlNLyGAosQQghpfrTjQLVip7pop34QQgghKqIdB6oVO9VFO/WDEEIIURHtOFCt2Kku2qkfhBBCiIpox4FqxU510U79IIQQQlREOw5UK3aqi3bqByGEEKIi2nGgWrFTXbRTPwghhBAV0Y4D1YqdTYdL5RBCCCFNRDsOVCt2qot26gchhBCiItpxoFqxU120Uz8IIYQQFdGOA9WKneqinfpBCCGEqIh2HKhW7FQX7dQPQgghREW040C1Yqe6aKd+EEIIISqiHQeqFTvVRTv1gxBCCFER7ThQrdipLtqpH4QQQoiKaMeBWr2diYmJzs7Ozz777AsvvLBjxw4RWF1dvWDBAhsbG1tbWzc3N3w1H95QtFM/CCGEEBXRjgO1bjtTU1NfeumlvXv33rhxIycnZ+zYsSLcw8Ojc+fOmRLY8PT0NB/eULRTPwghhBAV0Y4DtW47oag2b95cP9ze3t7f319sY8PBwcF8eEPRTv0ghBBCVEQ7DtS67XzuueeWLl36/PPPd+zYcdKkSWVlZSK8Q4cOJSUlYru4uNjGxsZ8eEPRTv0ghBBCVEQ7DtS67Wzfvv2ECROKJMaMGTNlyhQR3q5du6qqKrGNDexmPtwoT5il2WwihBBC2izacaBWZqeBvunQoUNxcbHYhsbq1KmTHM4WLEIIIaS1oR0Hat12Ojo6QleJ7WvXrskCi2OwCCGEkFaIdhyoddu5Y8eO8ePHy12EU6dOFeHbtm0z+ragqfCaBha5duoHIYQQoiLacaBWb+eyZcs6depka2s7ceJEeZB7dXW1q6urjcTChQuV82AZDa+hwCKEEEKaH+04UK3YqS7aqR+EEEKIimjHgWrFTnXRTv0ghBBCVEQ7DlQrdqqLduoHIYQQoiLacaBasVNdtFM/CCGEEBXRjgPVip3qop36QQghhKiIdhyoVuxUF+3UD0IIIURFtONAtWJn0+FSOYQQQkgT0Y4D1Yqd6qKd+kEIIYSoiHYcqFbsVBft1A9CCCFERbTjQLVip7pop34QQgghKqIdB6oVO9VFO/WDEEIIURHtOFCt2Kku2qkfhBBCiIpox4FqxU510U79IIQQQlREOw7Uuu3MyMgYNGiQjQQ28FWEV1dXL1iwAIG2trZubm74aj68oWinfhBCCCEqoh0Hat122tvbu7u7l0ksWrQIX0W4h4dH586dMyWw4enpaT68oWinfhBCCCEqoh0Hat12PvPMMxUVFWL75s2b+Cq2obT8/f3FNjYcHBzMhzcU7dQPQgghREW040Ct286RI0cuW7asvLy8rKxsyZIl+CrCO3ToUFJSIraLi4ttbGzMhzcU7dQPQgghREW040Ct2868vLxXXnlFrF2Djfz8fBHerl27qqoqsY2N9u3bmw83yhNmaTabCCGEkDaLdhyoldlpoG969+69aNEieQwWvorwx9CCRQghhJBG0HgRYFVYt51PP/10i4zBaiYeQ7VjFK3h/IyCUVhdFG3ABEbRqqLQAtadiRBMS5YsES1YixcvlgXTtm3bjL4taCq8pnXUp7Zx2bSBKNqACYyCUVjX+RmF1qLQAtadiWlpaf369ft3if79+6enp4vw6upqV1dXMT/WwoULlfNgGQ2vaR31qW1cNm0gijZgAqNgFNZ1fkahtSi0ADOxFdE2Lps2EEUbMIFRMArrOj+j0FoUWoCZSKwPXvytBBZE64Fl0UpgQRAZVgViffAW1kpgQbQeWBatBBYEkWFVINYHb2GtBBZE64Fl0UpgQRAZVgViffAW1kpgQbQeWBatBBYEkWFVINYHb2GtBBZE64Fl0UpgQRAZVgVCCCGEEJWhwCKEEEIIURkKLEIIIYQQlaHAIoQQQghRGQosQgghhBCVocAihBBCCFEZCixCCCGEEJWhwCItTHV19YIFC2xsbGxtbd3c3PBVhGdkZAwaNMhGAhv4avmxpsKJGUxlWllZ2aRJkzp27NipU6fly5c36FgWRKN5og5loCX5ybJQF6MFYSZchgVBKLBIC+Ph4dG5c+dMCWx4enqKcHt7e3d39zKJRYsW4avlx5oKJ2YwlWlTpkwZM2bMNYnRo0fv3LnT8mNZEE3EwH9bkp8si+bAlJAyI7BYEIQCi7QwUE7+/v5iGxsODg5i+5lnnqmoqBDbN2/exFf5EPmmZupYU+HEDKYy7fe//31RUZHYhsZydHSUD2FBNDcG/ttMfrIsmhXLBRYLgshQYJEWpkOHDiUlJWK7uLjYxsZGbI8cOXLZsmXl5eVlZWVLlizBV/kQ+RZm6lhT4cQMpjINAgtfxTaUljIzWRDNjYH/NpOfLItmpRECiwVBKLBIC9OuXbuqqiqxjY327duL7by8vFdeeUWMcsBGfn6+5ceaCidmMJVpEydOHD9+fJHEuHHjfvOb31h+LAuiiRj4b0vyk2XRHDSii5AFQSiwSAtj6nmud+/eixYtksdg4avlx/IZsRGYyrTr169DV9na2j733HOrVq3605/+ZPmxLIgmYnkL1iP3YVk0hUYILBYEocAiLYypEQlPP/20qTFYjzyWoxwagSWZtmXLFogty49lQTQRy8dgPXIflkVTaITAYkEQCizSwmzbts3UW4RLliwRLViLFy82Op7X1LGmwokZTGXa+PHjc3NzUQoHDhx46aWXLl++LB/CgmhuDPy3mfxkWTQrjRiDxYIgFFikhamurnZ1dRXzXS1cuFCeFSYtLa1fv37/LtG/f//09HT5EPkWZupYU+HEDKYybceOHS+88MIzzzzTp0+fhIQE5SEsiObjiV8jAs3kJ8uimTBaEObDxQYLglBgEUIIIYSoDAUWIYQQQojKUGARQgghhKgMBRYhhBBCiMpQYJEWJiAgoGfPnk899dTzzz8/ffr00tJSEd7QpVJNnceApixpLDCzyGtJSclLL71k5s1tQgghGoGegLQwffr08ff3r6ysLCoqmjlz5sCBA0V4Q5dKNXUeA5qypLESoypq9uzZq1evpsAihBBCT0BaERUVFc8++6zYbso0fcrzGNCIJY2NUl9FJScnv/7663fv3qXAIoQQQk9AWhFHjhzp3r272G7KQhPK8xjQiCWNjVJfRQ0YMGDfvn1GfyKEEKI16AlIayEhIeG1115LTU0VXxu9VKrBeQxoypLGSgxUVHBwsE6nEyO6KLD+//buH8VBIIzD8J7DYm7gUb2Ht0hhJdh7EA+w2y1h/EM0P3DJPk85SYZgMy8y8AHgJOBPeDwepZRxHH9Xrr3BWu9T3Uk/O9J470p7tdK27TAMmx8B8A85Cbhf3/dN00zT9Lx44Q7W5j6Vd0YaP6sq6mvl+OcAfDbHADfruq6UMs9ztX52VOrePi9uezDSeNNBQqkrAJwE3Gz97mdZlu/zo1L39qlcGGl8/Ic3v/DOAwHgAzgJAADCBBYAQJjAAgAIE1gAAGECCwAgTGABAIQJLACAMIEFABAmsAAAwgQWAECYwAIACBNYAABhAgsAIExgAQCECSwAgDCBBQAQJrAAAMIEFgBAmMACAAgTWAAAYQILACBMYAEAhAksAIAwgQUAECawAADCBBYAQNgPZPqPqmdKDZIAAAAASUVORK5CYII=)
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