Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWPC_CMIT-LFM-MIX_031711_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 31 2001 |
Start Time | | 2001/08/31 00:00 |
End Time | | 2001/09/01 00:00 |
Key Words | | dB/dt R2O Challenge 2011 |
Model | | LFM |
Model Version | | LTR-2_1_1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 192.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | SWPC_CMIT-LFM-MIX_031711_3 |
Minimum Dst Value | | -40 |
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.
![](data: 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Ex6lEbGxs/vd//3f79u3Ga8VOALXudubl5Q0fPvzfOd7e3vn5+Xx5U1OTn58f//1YAQEB4u/B0lvejAQLAAC6l7/97W9fffVVTU3Nr7M4WtDx48f/53/+Jzo62sho7ARQVtopLXb6BwAAWCkKVQ8ePPiVF3r16tVXXnnFyAjsBFBW2iktdvoHAABYqa4KVcaXy04AZaWd0mKnfwAAgJVCgtW1WGmntNjpHwAAYKWQYHUtVtopLXb6BwAAWCkkWF2LlXZKi53+AQAAVqrjoUr4Coann366b9++vr6+xcXFHVwuOwGUlXZ2nNYXfnR1dQAAAIyRJMHiBx49elRSUrJ06VJnZ+cOLpedAMpKO6XFTv8AAAArZSRUVV28WJudbe4camtrn3vuORp46623du3aJZTv3LmTSkxZbpt/7U5Yaae02OkfAABgpQyFqtLYWLlMRq82cyzxFayysrKAgABXV1d6e//+fRcXl8OHD9PwoUOHaLixsbHN5Zry1+6ElXZKi53+AQAAVspQqCpWKPgEq/L8+TbnIGZra5uZmcn/qby8fODAgYGBgfQvDZuyXFP+2p2w0k5psdM/AADAShkKVU0PH1KOVRoba9Yc1Gr1ihUr3N3dhZJVq1bRCF999ZWJyzXlr90JK+2UFjv9AwAArJSED7nz6urq+GewSHp6+osvvnj06NG//OUvV69eNX257ARQVtopLXb6BwAAWClpE6yqqqqgoCB7e3savnPnzuuvv56QkEDDJ0+efOONNxoaGkxcLjsB1OrbSUm0l5fXCy+80L9//507d/KFTU1N/v7+NjY2tra2gYGB9NZ4ubnY6R8AAGClJPweLNK7d+/Ro0fn5+dT+cyZM7/77jthtE2bNs2ZM8fE5bITQK27nbm5uS+99NK+fftu3bpVVFQ0ZcoUvjwkJGTQoEGFHBoIDQ01Xm4udvoHAABYKXyTe9ey7nZSRrV9+3bdcgcHB5VKxQ/TgJOTk/Fyc7HTPwAAwEohwepa1t3Ovn37BgUF9evXr3fv3jNnzqypqeHLe/XqVVlZyQ+r1WobGxvj5eZip38AAICVQoLVtay7nT179pw+fXoFx9fXd/bs2Xx5jx49hC89owEazXi5Xk8Z1WltAgAAkAASrK5l3e3s1auXWq3mhynH6tOnj1COK1gAAMAyJFhdy7rb6ezsTHkVP1xeXi4kWHgGCwAAGIcEq2tZdzt37tw5bdo04Rah8DHR4OBgvZ8WNFTebOYmZ6d/AACAlUKC1bWsvp2rVq3q06ePra3tjBkzhIfcm5qa/Pz8bDgBAQHi78HSW96MBAsAALoXJFhdi5V2Soud/gEAAFZKwi8affrpp/v27evr61tcXNzB5bITQFlpp7TY6R8AAGClJPypnEePHpWUlCxdutTZ2bmDy2UngLLSTmmx0z8AAMBKGQlVVVUXa2uzzZ1DbW0t/2PPgwcPPnjwoFBeVFTUr18/+muby23zr90JK+2UFjv9AwAArJShUFVaGiuXy+jVZo4lvoJVVlYWEBDg6upKb8PDw//rv/6LCvm/zps3b/369W0u15S/diestFNa7PQPAACwUoZCVXGxgk+wKivPtzkHMVtb28zMTP5P//d//7d//34ayMvLe/HFF+/evdvmck35a3fCSjulxU7/AAAAK2UoVDU1PaQcq7Q01qw5qNXqFStWuLu782+PHz/+2muvPXz4cMqUKdu2bTNluab8tTthpZ3SYqd/AACAlZLwIXdeXV0d/wxWM/e1R6+//rqfn98rr7xy//5905fLTgBlpZ0dh98iBAAAKyJtglVVVRUUFGRvby+UHDp0iEb4/vvvzVouOwGUlXZKi53+AQAAVkrC78EivXv3Hj16dH5+vvDXn3766dVXX33w4IFZy2UngLLSTmmx0z8AAMBKdXaoGjVq1IEDB8xdLjsBlJV2Soud/gEAAFaq80LVo0ePvv3229dff134pgbTl8tOAGWlndJip38AAICV6rxQRXN+5ZVXLly40I7lshNAWWmntNjpHwAAYKXwY89di5V2Soud/gEAAFYKCVbX6g7trKysfOmll8TbrKmpyd/f38bGxtbWNjAwkN4aLzcXO/0DAACsFBKsrtUd2rl48eK1a9eKt1lISMigQYMKOTQQGhpqvNxc7PQPAACwUkiwupbVtzM7O/uvf/3rvXv3xNvMwcFBpVLxwzTg5ORkvNxc7PQPAACwUkiwupbVt3PEiBH8702Kt1mvXr0qKyv5YbVabWNjY7zcXOz0DwAAsFISftHo008/3bdvX19f3+Li4g4ul50Aat3tjIyMlMlk/KNU4m3Wo0ePxsZGfpgGevbsabxcr6eM6pT2AAAASETCn8p59OhRSUnJ0qVLnZ2dO7hcdgKodbfz9ddfT0xM5IdxBQsAAEBgJFRdrLqYXZtt7hxqa2uFH3s2ctEBCRbPuttp6MISnsECAADGGQpVsaWxMrmMXm3mWOIrWGVlZQEBAa6urlrjfPfddz4+PqYs15S/difdp53ibRYcHKz304KGypvN3OTs9A8AALBShkKVoljBJ1jnK8+3OQcxW1vbzMxM8QhRUVFvvPFGXV2dKcs15a/dSfdpp9b3YPn5+dlwKOMWfw+W3vJmJFgAANC9GApVD5seUo4VWxpr1hzUavWKFSvc3d2FkqysrFdfffX69esmLteUv3YnrLRTWuz0DwAAsFISPuTOq6urE57BqqioeO2115KSksxdLjsBlJV2Soud/gEAAFZK2gSrqqoqKCjI3t6ef0sDe/bsacdy2QmgrLRTWuz0DwAAsFISfg8W6d279+jRo/Pz83X/hE8R6sVKO6XFTv8AAAAr1VWhCgkWj5V2Soud/gEAAFYKCVbXYqWd0mKnfwAAgJVCgtW1WGmntNjpHwAAYKWQYHUtVtrZcUYe6AMAALA0XRKqKisr/+3f/s3ICOwEUFbaKS12+gcAAFgpSnRycnJ+5YUuWbJkwoQJRkZgJ4Cy0k5psdM/AADASs2ePXv69On19fW/zuJqamo+/fTTPn36ZGRkGBmNnQDKSjulxU7/AAAAK1VZWenm5vbUr+WZZ55xdnZOS0szXit2Aigr7ZQWO/0DAABAQuwEUFbaKS12+gcAAICE2AmgrLRTWuz0DwAAAAmxE0Ctu51hYWHu7u7PPvtsv3795s2bV1VVxZc3NTX5+/vb2NjY2toGBgbSW+Pl5mKnfwAAAEiInQBq3e309PRUqVT19fUVFRWLFi0aOXIkXx4SEjJo0KBCDg2EhoYaLzcXO/0DAABAQuwE0O7Tzrq6uhdeeIEfdnBwoMSLH6YBJycn4+XmYqd/AAAASIidANp92nn8+HE3Nzd+uFevXpWVlfywWq22sbExXm4udvoHAACAhNgJoN2knampqQMHDszNzeXf9ujRo7GxkR+mgZ49exov18v4F350WlMAAAC6LXYCaHdoZ1xc3IABA86dOyeU4AoWAACABWIngFp9Ow8dOtS/f/+UlBRxIZ7BAgAAsEDsBFDrbufGjRsHDBig+2OWwcHBej8taKi82cxNzk7/AAAAkBA7AdS626n7aBT/q5ZNTU1+fn42nICAAPH3YOktb0aCBQAA0PnYCaCstFNa7PQPAAAACbETQFlpp7TY6R8AAAASYieAstJOabHTPwAAACTETgBlpZ3SYqd/AAAASIidAMpKO6XFTv8AAACQEDsBlJV2Soud/gEAACAhdgIoK+2UFjv9AwAAQELsBFBW2tlx+C1CAACADmIngLLSTmmx0z8AAAAkxE4AZaWd0mKnfwAwq+nhw0f375s1idb41enphQcO3C0rK09IqDhzRtLaAVgrdgIoK+2UFjv9A8AsD5seljWUVf1S1ZGZUGZTrFRmbNhQm5VlZLTL69Yp7O3DhwypSkuLHT+eXnX5+ZTi6M2K7paW0mzpRcO3c3Mb6+po+E5xsdZo92trz/v7J8+fHzlihNzeXm5np3R0jPTyyv/xxwf19RdXrIifMiVr69ba7Gxayv2amnsVFcUqVeqKFYkzZyrs7OQyWfzUqTnffFNXUHDB35/etnrZ2UV4eJx++21qGlWAJs/cuPHS55/nhoTQfGiGN5TKksjI+oKCggMH8vfsqUhM5CssoXbPMLMmc+3ltXFlcZJWB6wG7VxXf/ihNienJCqKumtNZma7+xI7AbQL2tkNVi41oSwurpw7/El7BKwrLKzV+e1qQ+gALdVyb12+fHn9ejrhlmqG0J00NT0sLY0tKYmmAd0/0b+UazRz2dXE2Il8NhGYElhxr6KZi+iFhw4lv/WWwtFRk68MHpz51VdFR4/WFxUJM6HcojQu7trhw0lz50aPGiXnMhX+lf7ZZ3rq8/Dh6bfeepK4UCbEDSidnPiB8x9//EtVFeVPNGbBvn2RI0fy5ZQDRXl787mOMLnCwUHl7HzmrbeoAjSgnRWJ0iNjb9scv10vqlv40KEqF5cwd3fK26g5/F4v3vcfNjRcP3Kk9soVrVXEH5ruqdXxvr4KUWUSZ8/m01CKlLV5eXyuyc+TXuJjGv2Jjgw0sCFjg1Ane7n9gYIDHe9Uvz5KC3K/+y5r06a4SZPOffTRL9XV1EmKjh2rSkkRj0aZNHVRSpQTZszI/PLL0wsXUlads2MHrWdNN6Yt4u5e9PPPtzIyDC2I1u2DhoY268OvahqZ1jPN/PbVq7RFqLvWZGdrjUmpNiXx5adO8VPR+M3c9iqNjdU9naBzCTofqEpNNXG1iOtD1bi6a1fB3r3qM2dKIiJKo6Op+XETJybNn6+3h6d8/LFQAdrdzr//fpSPT8z48erTp8Vt1FpQN8gBTIQEqz2oCW0fW+3tNQduFxe5gwOFFjpKxk6YQEe6Cx9/TGeoemdL0UWYnPZhyngqkpKo+9Zfu6Y7cvrq1TRmzJgxpuzJWhpKS08vWhQ5fHjywoWnFyy4uHIlv9ywIUOEvYX2YdrHdPcNOiRdP3qU9mFzF2oEnRuVhIdLOENGUFqTnr4mK2vzo0fm3ckyy4MHDdHRb8rlMv6VmDg/Pt5XqRwcGekVFTVSobBr+ZPdz1FjxLuBndxu1+6l4Z6ehnaTxFmzNBHLeCJiZ5f2+efJb799JTg4fc0aOoemSZSUqxmZxIlSLtFbd5n8C5n8M5ncpaPpTjteP7s5hI6mNWGn0PnT7hGyb8e2d852dteOHKGtQwcTVUtaGebmdva996JHj+bTRFpi9JgxQtIpfqkGD251sGo9Z9oiKjc3OhrQHNbOk3kesNeansYor7vZGZ2Nv7BXk5VFkd70E0i9ly1vXbx4ed066jB01trMHWQULYm47it+2jQaLWnBArO2gtLentZ51pYthfv2Xf/5ZzrrpmNm9tdfRwwbRl2UzsD5mhSfPBnh5aXg8vvY8ePTP/+cEjiFeLvo7AI0edjQoTTzc0uWFCsUQrmCu6oqnoQyb8qt+WuxtPaoGhR3nozv4HD2/fcrkpP5MEEroVaUvdHbpHnzaA5K6jD6uqhJK4Gq6uqqoDlorV6KgFyJgqu2plZcWAz38uoGOYCJkGC1R9sJVluv1KAgOrMs2L+fYgblVec+/DD3++/1j8z3UW7PpOSGr8Cdmzef9GauH8e8+WbClClRo0dHjRoV5ukZPWpU5ubNCdOm5e7cye9ampNR7pRLvLvqHrVpKSUxMcUnTvA7MB1nlZQgUqbo5kZHbc3BmiunJebv29eOVUcZ283IyKITJ+jMmLI0OixS2/mlU+CktxWnTtFZJp1cZm/bdpZWy3ff3b5+nRp+v7bW0MVC+qv67Nkz778fPXZs5fnzQjk1nF7mPkbD01xTiY4WVnjH0XGt8ODBjC+/pFZXVp5Xq016Iqeo6Fh+/g/89aFW1Xt0Pyfn64gIDz65uXx5XXGx4peO3ZjTKz39c7ncXsiu2nyNbd2lPA60fx+hXkcpSBvj6GZagTL5Se61SCbnJ/+ypXp7uNyrdYfXO9uYUaPipkzR9NJLl3JDQ+lU5Mmfxo7VDiS0mzg7065XeODABT8/TeDkItyukTLXfz0ew1nlvPvq7qobBSkBAXSi5R9g73Ts8Z+GHLb/aLk9XxmKVTQ57Vw0oOQu+BlpezJ3q9HICCHjZF/OlJ3Qzo7Me/nsevLGUeFo35K6LvnEkZIJShTSPv2UWq1OTta95Vqdmlqj7yavsEvS7tlYX18cHk7ne0rK+XQTIO5UM2nOnDhf39jJk2PHjo3y9qYITcc3ys7P+/vHT5okZCoKbqVp/qVDVutVl7lhQ8b69R1ZD+152dtTxhbl4/PrLO5J7qXvRSl1WXw8P3wlJIR6tZ61beKC7Ow6eHW2G+QAJuqaBMuQzl50U1OTv7+/jY2Nra1tYGAgvW3ffKiqlLDrPx+S4r6Asc7t5EQ5kNkTmlmrNi4qCDuts3Pq8uX8gyPZ27fTqfPpefMS586lY8rZt9+mQJI4Z87l9espEmiOnnSGRLmgkYVSAmfkBg33okMnHUMp27sYGJiyYkX0uHHi0zWhsTHjx0cJd5q4u0I3w8KM3Myl7PNmePi9igp6XVi6VOXqqjVDWiG0IDqnj5s8OWf79qt79lDupbm4WFAgTunENElhdfW1Q4foNFR8LFPNduXjfUHBYb0TUjqVlrYqKmqEXP744lBU1KjMzI23bj25JVFYeLh1ZqMZk/KtyEjv0tJY8dxqa7MbG+vEJRTVsrZto+SeXyFqdXJe3u4HD/RcBy0qOm56anVMLvtULhvHNZKO9Hxrfbc8bjVtjkvr11OWfPaDD8KHDhU29DHHlpUsnOPKZGcWL1ZcP0l5Pf1h7jqDnSFx9uzyU6doVuGenulfBsVsGB2xYZjoiprmteWE7NufnryNPOhNS0+aP78kOppvPm2m23l5l7/4IoK70rbfQ7Z13/tHi46uv7x+buLct868lVOjuWVPpzTC7Rj6N/+HH2gFXt29m9ILvgPcf3Q/tSo1KDVoZ95OGqbzh1FH3HUrTY1amLhQt5zrYXbjYsZtydpCk9+8e/PQtUPJpYk5Rw9k7P72hx8DF3/m8KOXaGext4+bMMHQfv39aJnTkcdvVr8l++ci2YLjE99OXLgyZeVbax12TGi9zvkZGjhQLPzs8ZDTcdkJB7uD7jL7E5q3Xj+2Hpnbu2mA1gzfeWj98H+K9PSkHSpm3LhTs2ZpUh9u5MgRI86+915nHy31HGS4a07xU6Y8uQiq7zBOFT41YwYdaWk0yudo+PGFQHt7OiXWc8xp90t8q5o2h7OzijtUSjBnLt8SH281HYYbCHNxMTIhtVQxeLAm0edWUbiHR/LChXHjx9Ohj7q6+IZJyvLlus058+67Ye7uxuuGBKszF9l1KzckJGTQoEGFHBoIDQ1t33y0msDfwhNO4Cha11+/Th3xdn4+Hb7pVX35Mp1CnV2yJGnePKXRnZOiBU1efvq0yug+8HiH7Mh+aGeXMH06HeaEg4XeWwnd6cVfopdzj0XHjqNYNi5p4UI6htIpspF7B6a8aNUlTJ2asWGD5nGK2tpzS5YYOwR//DjYKxT2d+9q7rT+8kvV7duFv/xSfe9eRVXVBaXSWW8Go1Q6Ue5148aJixeDaFpDic758x81NT28cGGZUunAzyoiwkt8D5GiC1+TrM2bM85uaMnhRoq7dEbGlyqVq5Dh0cCFC4HZ2dvPn/8gMtInPn5KdvbXZ8++S1lgWtqn9+5VF1RfmhjtIzTy++MOn5y02/C54wkXzTGa1obuPeXd37zvcdDO/qSdx9HBFbWP7zdpOv/5szMTptm1pGiux1q6up0dv+/QcZ/Ov29fvcpPwh/xY2LGaq2HE3LZRy312S0qP6lwiI4elZb2SVlZwp443yXhHu8mzpkSP8UzwtND6c5ndeIXLTjgQsClW5dUN1Vr0td4hHs4q5xHRo2cmThzW842rwgvO65y4kloJstSlnlHerevPzkqHA39yUFhPyJqxJDjTm6HZVumPC7e7ev23ZlNqbE/x/v60lnNhY8/Hn/8yaKdj9npzids52fCFmmsrxcuKfEfLyhWKChxTAsK+vTIolk73ByPayaZte3x1FO2aP4bF6K/jqoRbjlxO86dW6o85qS5M9u+fUqiDIMivaL1YY2SDKHb0EkXHahpmE6Z+HumtCNnfvWVVkctvVu6NXvr+crztJb4pJympbWnefTt6NH4yZPp7JESMqVw11Vf5SO8vatSUvL27Il5800lJVJ0+J027V51NZ3Y5KZ+f2btOxlffCHkLrRF0levvuDnlxoUpGgJBJfWraP8pvLCBaqD5spfXR39m7d7t+7lOn6P45/TojNGOrehdqm4m4C6FQvz8MjauvXGyZP31GqaPz+VQOutLuoqGevX0+vyxi9p1dXl5wsTUvWogXWNdRtS1ngrPSaHv5lfnkXrjdYDEqzOXGTXrVwHBweVSsUP04CTk1P75tPBJqStWvX4Bpyzc5S3d5yvL8V4vuTchx/y41Balv/jjxdXrkz/7DPK20oiIrQev6V9hg6FdJqYtnp13q5d8ZMm0bGD3yeztmwJ467BtLoZL9q76JxMuPlFRxk6EkUMG/agvr7o55/DRE/MXFqzJnr06JwdO25lZhbs20eLqzh9mk7Na69coTq3/8DHPVMsXNCmip3/6KNWV7ZaqkorRykcF4wcc7mzZ1ohbTyaY+aLu6Zg3oHepAqEPgn2MTFvUmZj9MpQq+sxlGPpZl3itwqF3enTb6cmB2nNJDPzy5oazc2a/D17ntTEibuV1jKaWn2O7xKVlefFk4eHexrpzHQCMT1hun2rh55k++Syn+Sy94/Jln3qnv1tcFlCgu6EQ8KGCOO7KF1C80JjSmLcVK5OCu17Wv57h93Oy+OnoqO21pVIyiaTkuYLtaXlHpLbjVTYizPcBTQTlZsX5S6ahElGf1rJFUrWVwy/duburLlfMzdprlYS5qhy/PbKt8MiPIco2/lo2ORtmut/fgH2wsqnxG5o+FD3cD1XzrReLioXnygfShqMbNlNWZv4kYcekf24m1u9n2kKaKEbZ9of5W62nrCXHXW2e3IRyP1Jj3pPLhspl60NkP3UVvsOeNkH+Q/etfXtg/Fb98VuulVaJDxTpXlu+uOP4yZNOr1o0Zl33z373nvp69blff/9zYgIOkeKHDYscd48yjzu19RQx6hOTVWfOVOTlUUHKOH5LeotNCa/IDrKFaU9vjV/9fbV7dnb06rThPbyyQSditTUZAqFD5se8omyg9wh8makkdXVzH0EteriRar5rUuXajIz6VAs587rMjdtatVjW55SJ6dOTed3W637+/X1127dyqivL6BzKmqa3sdwWy26pmbrqc/cFC6DlYP3hq+rLGn1mG9ZXFyrdc5tEcop2/f4hEB9T01nJk4KJ+qB1L2nxk+taf0wA609OhURb+zAi4G0aZFgdeYiu27l9urVq7Kykh9Wq9U2Njbtm48kTdCKE9TXqzPT1BVndT+oJR4nc/NmOiNJXbWqzU8vPuTOh27n5ubt3MmnUzTJrYwM3Z2K/irMjc4wkubPV7m4XFy+3Pj875aV0WkuHeNoZDpNpBO42PHjI0eMoFOihClTokeNosNi1IgREZ6edIDL3raNEjj+HpzeRVMlKSmkuZVzwbi+qEg8Jl//+oICOoZSEzI3bAj39Iz09j67ZMm1Q4c0n8R5dP/06QVKpXOKyj+WuxJOyWWCr2/Gl1/mhoZGTx0nf99O7i+TT5DJh8vk78jkU2XyaTL5RzL5DJk8QCb/QCb3lMm/lcl/likW2Gs+RV9byy+a/5gPLbr89On0kM8T58wJHzpUMcRBvpKbj6O93JGbVpy1tFyAoPyMzlaT5s2rKyjQ3CiklHHkSM1CT7TKbPS+zpx5r6xMc7MvK2uboaeg4uMn0/G3ri7/8uUvlHLHtm/kHZHJ57bU05dr+PEnfw1b4aZJVafaqY64iTI2R3G80e5jTQ8poosPoHQWv46b8JOWktiyWK2pkiqS9hfsn5s411jU1dxnfDxA+dD7Svv9CqeMjA13GtTXb1/Nzt5y7tyHfMVOnZp2TC4bJZrQWecqlLkvWqKLXDZCVAeTJ9TODn8475eSsry8PLFcfS7/ZtjUhCmOSsfZibOL7xRfv35EoXDQpLBJ8yjqnCg+MS5m3JNZKRx0r42JX2+tcxp8zFhLR0Q9eYRtZOTIqQlTfaJ93MLdxPOkRXhFeNFyx0SNmZkwM1mdzG+jzy99Tn8SRvMXJeunE+dnRPx0csqYhMULx0WNcVY6R2cdv7R2bcziMfIDmnF+lsvGtK7JyD2yvcNkc9bLPtw+MvK7z8vi45MXLVrjN9RJ3wNilMpQTjM+djzV3zfeNzAl8Fr9NUM9MIGOF+VP0vfa+7WFtwtp3U6Km0RJpKvKlX9ubFSkz8qUFXqvKdIIcxNm7U6YvCFm3LWSiANKZ3/N1rcfHjk8siRyddrq1n3SnlKKK7VXThSd4D8kq1fDg4aUKs0nEykxulR87u3ktzdnbhaP8OBBA2VUtPOKd7Rz5z6Kvn50bLi7p9L5XblsAtf9fOSy78PcqAs9fNhQ1lB2o+4G/UupOa0TZbEy5ErIxoyNH134iLaCUElNxqOwHx09embizAVJCwoqc5XjneT/lMmXyuTDZPIt3DnbFllO/Nf8hW2q7Y8FP9IWz7iVobk9fedmQX3BzYok/pRMCy2XzqnqGusuVl6k1au1MldcXEHjhOaGToidsP7S+pAcPdc5aZsiweqeevTo0djYyA/TQM+ePY2MbORZMVLX2Ma102bu3Fr3412NjXW1tdl6P/YVHz+Fv1mTlraqtDSG9sBGE5ZiXGHhkYSEGXQoNz4aHSz2FezLvZ1r7vzv3r15r/WBRmga1f/Kle+oIabMh0YuKYnU+ySQcbS42tor6elrhENV8sq3KWFS7XC5cuUbisEXLnzYduYhvggkd7h0aUNtbc6DB/XCq7r6UkLCVP44KL49FxbmEaZ00QyfsJMfcNBkTnJN8qQ86RATM65cdOi/lXXp8v71lCnS+XcMJXzf6r9YpZDbR0WNqKlp9Tlt6gbJpxZpXbjKytrE32EklOkqVulLp07oa+P3srC5Qx4P75LJ35NFK+at3y07yH/BwrdC09yuX/9Z6IEXqy6mV7f6Fg86Wx0WMUx86Aw6vfREy1K2c9eK+Jh0Rn0muTI573YezeHrnK+FwOYT5bM4aZ7e5MCLUpOk2aPkrRKIcZQ88WlBy7+u3M3djtxPolzKlQtj8+WyOVxStUq0rn6Uy6a3LFTGZV1vymWL5bKJctnQlsLP5LIv5bJt3FNo1PwN3NyoYk5yu/n6LknSTlFVdTEzcwOfXXGdSiZksUeuH1l2cRmtLmE9n644/Wbsm2svraVjDgXUoLSgiXET22wXZVHx138eFubhGub6Q94PwtzobRsrROGgGzi/EF1J/Za7EOisdArNC+X/SrGZ5nwh2Y8foc2Huinwe0Z4Gh9HK62hhGlY+LAJMRMoF3QPd3dWODsoHShV5Uegt9QVx8eNb3c3aFlppvUZ5eNuSWnNyrSV3+Z++8HZD3Zf3U3ZyadpnwqJKXXv+sb6D8598LhLR3jMjffNrs3OUJ914y7IO1ET5PaeXJ+hnvO10Yq1u5MPDXMPPfF4853gXvzwQbns+KkZH0eNcdS5Zsy/PLie78TtII6mnWy8l/zOzbs37XVOM2jDUb4rvEWC1ekyMjKcnJyee+65X/MhdwmvYFF3H6J0DDnz3k8J0xUqZ5XKmRKjuLhJJ1WuPytddoS5z1E6einoyGsXEzcpPmkWhdvwcI8jkd4blA4/ccfZuDjfkpIY/sowf9XqiMr1K+4eB78DrJHLJinth4S5OSmdvs7a2Piw4dq1o9HRYyIivK5fPypUhk6DGhrUCQnTKT+rb32qR7MVnvlNSQmkZVVXp964cZKiJh0LGkTZzMLTmgdv6Qzvoej6GY1WWhonTnpoDnfu3MjL21lRcebq1V2i21t2FCSE+1laWQgNp6X9k3usx4WCCq2KwsIDt29fuXTpc0oUIiKGUTYTFjFUkxslL+KrXVj4E63MsDD3qCgfymzi4iZfuOAfFTWKZkUvKk9L+6So6OiZM+/pXt3Resy5a19UGWoy1Vmp1FxhSk//p+qgi/ywTL5AJj/GXcf6Tib/RBa/YIrwDNzltWvFG7E0NvbxQ6NftMx2vWa0eF/fggMH+C/y0fzVh8uNhCtSJ7hLdFT4qUy+l0u2RLVKidfEwnfkMjq4fxkim/azJlC5npAt3Czb3XJpTXFQc9f11PTpDxsaKEPij4yn8iMor9qStcUtzE18AA04H5BVk9X08GHU2hGae6BrNdcCTblfu5pLTUZxh2877l8Xud17UcPz8/dS6nzmZni7g+X0hOmzE2d/cP6DGYkz3FRuQ8KGUMmBggM/5v9I0bol5nlRh8/M3Bwe7p6YOPfePTWdMNDe1NBQev78h9Qzhefhjsodw8KGaj36tpN7Sddb7JRK6ieDT52ak539Ne0Uhr59IzQ3VNzSMTFjUsrii0pjz6nPbMraRK89Od/80LJvFhWdECakGe7J/Y6avzxlue7TZrovyrSi8naGtK7n6pa/zk16fA3SM9yTVmNOzjdy7u6wkAqY/ii4k8LBQfMBlo5eejTr5SA3dXGDRUm2WS9Kc8eoTLoF7CY3aX8x/hojl+1Ruc1NnKVV7shFk/1ymTuXMFE+t0K61fgOdx4yqVWrW43gHuZaXX3hUvYO75aDBhKsTmdvb7969eq7d+/+mguV8BksffuSns6nN+t34HrkMa7HfyyXvcU9rDBe6ewgmpXuhHbczZcDLacglHkEhw3ZoxosJGQ0kJW18cKFAErd4uOn0cFa6wke4XVQbueisKcZBsZN+u78h8qCw/wiNPHmYcOFCx9SXFEoXH56PLmQPJnxcX3TX/u5gwu1168lzHROrmPH5Tp23ICTUklJjyM1k15hYUNomEuGzGggzcHcOtAp43al8+MzyI+5Dw0Z+CBqxLBh6nOaJ6ICwt/22Sn7ZnzLn/xl8q0y+egnI4s/zK9wcooaM/Kq8ocbyhNyZ53nXtc4COv2aLjH/pY/jKfj78kn4zmf1PRMzWiBLROO8Bp62Nhn/T88p3lwsLG+PmvjxrjgiZppf5LJD2qu6xg/7bbj1omwfhQRI64Vn9Da1xZHjTTx7Hlo+NDzlef5s2cK+Q1Gr4Zeq792/Mbxh4Zvxwtu3cooLY0Vbtyr1Wfi4iZwPccpKWl2Wtrq8HBPbtfQ9C6l0oXbWUSN0hS6CsP6OobBjsTPkE5I4uIm0ukZ/VtQcJDqkFObwzfZJczlXOW58vJEft88e/ZdvpKRkSOEmSQnL87M3Eh5m+hDqT78WRM1n9LioItBH5798JO0T0ZFjRKvz9HRoyuqUzMzvxRmVVYWf/HiyqNy2fu00eWytXJH4VLiZm7m1HOGH3/cVWac1ByRPpPLZrV0AyedlMub2/2FPTQ8fOixCO91p2Yujp86K3bi4uS3xA/qmfWi9HFr9tYdOTsib0buvbp3bMzY4RHDJ0SO2Bs9OjNz08WLK86efSc6evQhuewDLnnSug4q1NOeu1V3kNsWW+Wyqe2qjFkv8cWqwarBrsrBMgMfvbbnVim9hnB78XYu3XfnKj+GiykjuD8J489sGXDSt2Oant4JG92Du3bLb75P9czQjmo4jItZ/DiHuau/i5Bg/QqeffbZO3fu/MoLDQ4ONvQpQrM2ud4Eqx07UrsnpN48TfR2KNdxZdz9i2Pc4eAbboC/baF74J5jYM40eaBcdoSbnL+cMl0u28rtIUdFkx81EA/0vQwmecJLeHrGhav5Uq5638tlodzrKJdQHuPSxxP6Jj/KnTSvl8v+Fe4tT164mzv0078nVEM2K+wOc389c+ad5pbLhIbwVwvu3i07f35JWJgbd6nscULGJ5eUhEVHj8rLC713r4LSUBq5qupiTMxYlco5KWleRUVSQ4Oav9Fz7546K2trRISnuJ7fcOfB1MzJmg/ZyfZ/MKq+SPMwr4p7Nkt4/ewsW/ah5vuT7E5qXnzpLP5rtO3solq+kVx4/XOR7PMFmueOw9zdxc25W1aWExycvW1bbmho/t69/ENs1MaICK/d3CHYnjvg0iFyyT7tbvA+hcYN3APLXMG8dcZ6o/NR2WF3Uab4KdfeYzLVDKcwheuP3GZtCRuaJ4rosDuYiwde3LUQfuWcPr2QX6W66uuvUTi8fv3orrxd9ty9jLlRI3KLIyqq00OiRr3LnYvvu/zFwYKD/O/z1DXW3bhzw/R9WSrC8wA0cOVKyKlT09PSPqmruyr8lV7Uc8LDW27Oyu3i46eo1WerqlIiI4eZnqafO/defX3BB6cXjIkZc/ziioSE6a1zMpNOEuLiJtFOUVeXr9UKSrk2Z232O//RD1lb40/NbJmn4+nTiyi74se5enXXfu4ZO/Fn8Sk8L+Rusz4uOSk7/M2TxQ1rKd/BXerw4A41m0xr7zHNxxHsvLjbsmO5494KLi3bILcLUDruU7luV9gtU9DS7UeHDfZPml9WX5RWsD8yemxY2GDakWkPpc3BPUiQbWQply59duDCUj65WRc5nI42y7hrM8LnT1Uql/PnPzrBJWT8I3rBXK7gxLVd2IdpN5jNHakW6RzhHUXpjqtctlFut5a7sOSuaPWY3bcJU9PzQqdGjx0fM56/KU+7wB65LIhLUI5xp9l75bJdosqHhbnyl1rfF82Hv7a60YSA4t1ynkNtzMzcnHx2cVbO17vzdi1OXrwpc+PXWds+SV11JG93kNLhXy1LFA7F3EHSMTLS+4foVl8y7MzV1tDaRoLV6V5++eVrbX0yQnJNTU1+fn42nICAAPH3YJmbYO2NHu/JXQTSmye1eoxUNGxv+JFVvS8X7tikHVT1vXRP8fmdeYpcFhk5PCXl430KRzomBivs5yvaroPeCwb8x6+cWvYfOo78HDXy+vUjdPCqv199u/76/fuaB8Mpity4IafI8eBBPbfOH55KmvMV5UAKx2+TZn1ybolLSzS2a71ChpqQdDq0fPiwzTHFzwGMiRqz9NzSEZEjvMK9KCx9cO6DHVk7Pjr/0YyEGRPjJk6Om7wweeGK1BUFdU8+enNOfY5GoNP6JHVSRk1GSmVKYnliUX3RfS6IlnIPP91v6/vTS0oiCwp+vHHj+OYwPR/sOqs+S/Hs03MrnY7bOZyQOR+3H6oaYndST1sG/ywrilTxX3KdtXlzzrffHlk2Z8Ru2eCW7zry87Ora/naAuMoWZnRMlvKTmj4gy9lI36QOZxsdQprf9KO6mN30uCnKIf9oPki8oPuoi+y4l9uMvl7dmX5cZQ7UkjjP+S430ByTK/q6nTTv4aeVjiFHPFlp1u3Lt8z/KyxZSoqOpGT8zVl4eJCWgmVlReKi+WnTs0KC/MwLdlq49QlPt7X+CRcaPRJTJwfFzcxMtKL0hHu0rWe2WZnbxeqSr3ay/CxwlnpTHnwu7tGyT8SHhhwWNFymyz+2pGEhCm0lMjIESUlUVlZG9PTV0dF+XTadWshBXHhLjTq+VNU1IiiopP8j0EdUjgowoeWl5/i/5SUNIdLO1yTkxfw3wxMp1KGVuYJ7ul+ccnGlsPUDOXgd+R2uxKm0iZOPD3vAHe9nFbj3bs3KyqSadF0dJJxN2R/vvaz3j5Du1JBwb6oqFEqlVts7HhhEYmJs/ijbjN3vnc4cZZDS85E54RK5eDo6NF7Eqfr/aiEncIu/3Z+FvckOx1X6usLjZ+C0oJycralpq66ceMk9wnHaw0NT7575d79mikKB3fNyb/91lbrwZ5OQRUKzY2CiAgPPiFDgtXpvvnmm7Fjx5aVlXVVBTpC3D9q7tecKDpRdKeIempDy4V3igS192sVxYr4ltO++sZ6KqQ/jY8d3yoPUNi5KQd7KOy9FHajFHZ70z6lkU+Xnz5y7UhOSeS5cx/m5oZSv69oKBsf+6bpmZn4ZeInt9v34j/rxGVLdpNjJ9Pp75sxbw4JGzI8crh3lDefvug+82ixL6E5Rl5aRysKJ3NPz/0+9/srtVeu1l3V/WxR+q10d313Oox8QEzrRSvQM9zTI9zDReXiqHDUndBV6bIhYwOlfW3+yrL61mXhkpJ4DpSrZSccMJK2uhy1U20PSg3ecsHP79QHi2PffFN3LKWjY9zkyaWRrT7NfurUDEP5QUbGFx3fGbul+vrrVVWpFPauXz98+vQCSg6io8eoVIMNJRCUxFB6JM6cMjI2/vJLFeUx3H1GpwsX/OrrS5o1dw+Hm5md2IWFDb0t+vgLHY7cRU/BL9bpByMjNd+p9qChobLy3LVrP92/X0OHvp+u/RR2M8xIk8vLEzMzN549+w7FY+4OvkPLxeMnNVEqHamZlPGEhbm2N9my43Imt6iokRERmkf9xHW4e7eUv3lK2QPfZK2P3VAefPNmWF1dPn/BkurM3xGm7EF4giImZtzt2/kREV6a7XVqdsaVb7XmQxMKH08RXKu/ZsoNa96dO8XcS/vXimi2dDZ7ONKbckShkGbrFfHkO2rfO/ueq9J1TPSYwrpCExdnIqFdOTnBlEslJc2trNT/e4hIsDp/wV3xTe5S6WBVi+8U0+EmujTa9D2KRwlcYX2hEF/d9V0XMfFF08aVxVE2cKzoGKUIFLk/S//MJ8rHXvSJEv6jv3b8F5mbee3NrNe0hGnifMVZwX3kWNHyaR3uEQTdvIe/5cQPaBIjOf8LDnZdns89roluoqaQubX1GS7hdbzg56zKyzElMeYunTLaNZfWLDi9wC3MjXIyn0gfGo4sjeSvt4Vc0f8FkS5yZ+qNyWWxoyO0f56G1u3iM4t1E8cbCoXmq+0nTizYt+9WRoaR7yS8du1wYuJcep09+0F29rbGxnqKT+34xCjjbt/OS05eLE6zFAr72NhJlDxRuOXifXxlZYrxX0yqrc3OytqSnLzQhLxqSHb2Vr1XNdKr0vmYPYR7ouB9paNnuIdw6KDOb8qHrE1ETautvaJbToWXL6/Nzt5eWHjo4cOGrKytMTFj+CyH8sv4+MnXrh3Nz999quVGJ/9KSQno+Eezxe7dq1Crz9Baol6dlbW5sPDxzzPQ5ujUXwg1C+37CeUJF6suFtUXtT1257OiWN9BrLRTWl3bP/517V9vxr5JkZKGY0tjN2ZtfPfsuxQFnZROh68dph0ppjRmbPRYPu3QipT23JPV3pHe4ksdNfdrhFSPhuclzaN8a/nF5ZQI7rm65+ZdzXkSjVB7v/ZU+am9+XuVxUr/C/7ib14xJedwUjk5q5yHhA1ZemHppepLNEOqw+aszQcLD9Lwj/k/ToibsDptNV8N8d23h9wPsjdz32mZezuXIj1/LZD/k+76Sa9OX3FxxddZX6dVpx29fjQkN2T6qek+0T7vn3t/W8625SnLae15RniOjRm7MHnh+2ffX5y8mJISN5WbVoW9wr2GRQyjOtMao2yp1cps38+ich+8GhMzhlIfIRrZK+2DUoOOXz++t2Dvjpwd27K2ZdzKoDXPt4UaayS1pZlofQ2V+bkgNx+5vfg7J6kLvX3m7a9zvk5WJxv/Lso2v4wNOsP9+zXl5Qk5OduF20PtUFV1kZKStLSg2Ng3ExJmZWR8mZe3p6Iiqc1bRYJbv1SdPf9hYuIc/sPLlFT5p/iPiR5zkHsSv0vorXld3dWzZ5ecPfvujRvaH6GALoEEC4yxwP7R8KBB7+0hSiAoDNNRr6C+QBhTqoVW/1JNKR1/F//kjZOa76qJGEbZDKVNn6Z9uixlGeUTs5NmUy5o7rW6LkEZZFxZHCWUhh6u4sv5f+u5J8xo+Pvc70dGjRwWOWx6wvTBqsFa+RB/KWt09Gi/C3500s/fJeG/I2N33u748vg2a0U51ur01ZTvbsnaoihWRN2MotV+vf56HfddGzRCZGnk5PjJ9ga+zEbvyzvC2z3M3VHheKDgQGpVqoTXGwAAjLPAANpJWGmntNjpH9AO9Y31ZQ1lmTWZEuaypiyU8toPz344KXbS8MjhPtE+W7O2BqUGzUiYQW+Fr2SkhM870rtU5xEQAIBfBzsBlJV2Soud/gHdCa5UAUCXYyeAstLOjrPS5/EBAAAsBzsBlJV2Soud/gEAACAhdgIoK+2UFjv9AwAAQELsBFBW2iktdvoHAACAhNgJoKy0U1rs9A8AAAAJsRNAWWmntNjpHwAAABJiJ4Cy0k5psdM/AAAAJMROAGWlndJip38AAABIiJ0Aat3tDAsLc3d3f/bZZ/v16zdv3ryqqse/FdPU1OTv729jY2NraxsYGEhvjZebi53+AQAAICF2Aqh1t9PT01OlUtXX11dUVCxatGjkyJF8eUhIyKBBgwo5NBAaGmq83Fzs9A8AAAAJsRNAu0876+rqXnjhBX7YwcGBEi9+mAacnJyMl5uLnf4BAAAgIXYCaPdp5/Hjx93c3PjhXr16VVZW8sNqtdrGxsZ4ubnY6R8AAAASYieAdpN2pqamDhw4MDc3l3/bo0ePxsZGfpgGevbsabxcr6eM6rSmAAAAdFvsBFAra6fe/CYuLm7AgAHnzp0TSnAFCwAAwAKxE0Ctvp2HDh3q379/SkqKuBDPYAEAAFggdgKodbdz48aNAwYMyMnJ0SoPDg7W+2lBQ+XNZm5ydvoHAACAhNgJoNbdTt1Ho+rr65u577vy8/Oz4QQEBIi/B0tveTMSLAAAgM7HTgBlpZ3SYqd/AAAASIidAMpKO6XFTv8AAACQEDsBlJV2Soud/gEAACAhdgIoK+2UFjv9AwAAQELsBFBW2iktdvoHAACAhNgJoKy0U1rs9A8AAAAJsRNAWWlnx+GncgAAADqInQDKSjulxU7/AAAAkBA7AZSVdkqLnf4BAAAgIXYCKCvtlBY7/QMAAEBC7ARQVtopLXb6BwAAgITYCaCstFNa7PQPAAAACbETQFlpp7TY6R8AAAASYieAstJOabHTPwAAACTETgDtDu2srKx86aWXxNusqanJ39/fxsbG1tY2MDCQ3hovNxc7/QMAAEBC7ATQ7tDOxYsXr127VrzNQkJCBg0aVMihgdDQUOPl5mKnfwAAAEiInQBq9e3Mzs7+61//eu/ePfE2c3BwUKlU/DANODk5GS83Fzv9AwAAQELsBFCrb+eIESP279/f3Hqb9erVq7Kykh9Wq9U2NjbGy83FTv8AAACQEDsB1LrbGRkZKZPJ+EepxNusR48ejY2N/DAN9OzZ03i5Xk8Z1SntAQAA6NbYCaBW1k6t/Ob1119PTEwU/iSMhitYAAAAFoidAGrd7TR0YQnPYAEAAFggdgJo92mneJsFBwfr/bSgofJmMzc5O/0DAABAQuwE0O7TTq3vwfLz87PhBAQEiL8HS295MxIsAACAzsdOAGWlndJip38AAABIiJ0Ayko7pcVO/wAAAJAQOwGUlXZKi53+AQAAICF2Aigr7ZQWO/0DAABAQuwEUFbaKS12+gcAAICE2AmgrLRTWuz0DwAAAAmxE0BZaWfH4adyAAAAOoidAMpKO6XFTv8AAACQEDsBlJV2Soud/gEAACAhdgIoK+2UFjv9AwAAQELsBFBW2iktdvoHAACAhNgJoKy0U1rs9A8AAAAJsRNAWWmntNjpHwAAABJiJ4Cy0k5psdM/AAAAJMROALX6dqanp3t5eb3wwgv9+/ffuXMnX9jU1OTv729jY2NraxsYGEhvjZebi53+AQAAICF2Aqh1tzM3N/ell17at2/frVu3ioqKpkyZwpeHhIQMGjSokEMDoaGhxsvNxU7/AAAAkBA7AdS620kZ1fbt23XLHRwcVCoVP0wDTk5OxsvNxU7/AAAAkBA7AdS629m3b9+goKB+/fr17t175syZNTU1fHmvXr0qKyv5YbVabWNjY7zcXOz0DwAAAAmxE0Ctu509e/acPn16BcfX13f27Nl8eY8ePRobG/lhGqDRjJfr9ZRRndYmAACAboudAGpl7dTKb3r16qVWq/lhyrH69OkjlOMKFgAAgKVhJ4BadzudnZ0pr+KHy8vLhQQLz2ABAABYIHYCqHW3c+fOndOmTRNuEc6ZM4cvDw4O1vtpQUPlzWZucnb6BwAAgITYCaBW385Vq1b16dPH1tZ2xowZwkPuTU1Nfn5+NpyAgADx92DpLW9GggUAAND52AmgrLRTWuz0DwAAAAmxE0BZaae02OkfAAAAEmIngLLSTmmx0z8AAAAkxE4AZaWd0mKnfwAAAEiInQDKSjulxU7/AAAAkBA7AZSVdkqLnf4BAAAgIXYCKCvt7Dj8VA4AAEAHsRNAWWmntNjpHwAAABJiJ4Cy0k5psdM/AAAAJMROAGWlndJip38AAABIiJ0Ayko7pcVO/wAAAJAQOwGUlXZKi53+AQAAICF2Aigr7ZQWO/0DAABAQuwEUOtuZ0FBgY+Pjw2HBugtX97U1OTv70+Ftra2gYGB9NZ4ubnY6R8AAAASYieAWnc7HRwcVqxYUcNZtmwZveXLQ0JCBg0aVMihgdDQUOPl5mKnfwAAAEiInQBq3e18/vnn6+rq+OHbt2/TW36YMi2VSsUP04CTk5PxcnOx0z8AAAAkxE4Ate52TpgwYdWqVbW1tTU1NStXrqS3fHmvXr0qKyv5YbVabWNjY7zcXOz0DwAAAAmxE0Ctu503b958+eWX+d+uoYGSkhK+vEePHo2NjfwwDfTs2dN4uV5PGdVpbQIAAOi22AmgVtZOrfzGw8Nj2bJlwjNY9JYv/xWuYAEAAEA7tD8JsCrW3c7nnnuuS57BapY0B5e2tzEyN4utmCXPzWIrZslzs9iKWfLcLLZiljw3i62Yhc/Nkll3OylhWrlyJX8Fa/ny5ULCFBwcrPfTgobKm83f5NivunZuFlsxS56bxVbMkudmsRWz5LlZbMUseW4WWzELn5sls+525uXlDR8+/N853t7e+fn5fHlTU5Ofnx///VgBAQHi78HSW96MBMva5maxFbPkuVlsxSx5bhZbMUuem8VWzJLnZrEVs/C5WTJW2ik57FddOzeLrZglz81iK2bJc7PYilny3Cy2YpY8N4utmIXPzZKx0k7JsdNFWICt2c1gg3Yn2JrdDDsblJV2So6dLsICbM1uBhu0O8HW7GbY2aCstFNy7HQRFmBrdjPYoN0JtmY3w84GZaWdkmOni7AAW7ObwQbtTrA1uxl2Nigr7ZQcO12EBdia3Qw2aHeCrdnNsLNBWWknAAAAwK8GCRYAAACAxJBgAQAAAEgMCRYAAACAxJBgAQAAAEgMCRYAAACAxJBgAQAAAEgMCZZGU1OTv7+/jY2Nra1tYGAgvTVeLtW00BmMrPn09HQvL68XXnihf//+O3fuNH1abM2u9VQLcWFYWJi7u/uzzz7br1+/efPmVVVV6U6IDWqB9G7NgoICHx8fGw4N0FvdCbE1LRCipxFIsDRCQkIGDRpUyKGB0NBQ4+VSTQudwdCaz83Nfemll/bt23fr1q2ioqIpU6aYPi22piXQCsmenp4qlaq+vr6iomLRokUjR47UnQQb1GJpbU0HB4cVK1bUcJYtW0ZvdSfB1rRAiJ5GIMHSoJ2ZjtT8MA04OTkZL28WHR3aMS10KkNrnjKq7du3650EW9MqGPkC6Lq6uhdeeEF3TGxQi6W1NZ9//nnaiPzw7du36a3umNiaFgjR0wgkWBq9evWqrKzkh9VqtY2NjfHyZlEXace00KkMrfm+ffsGBQX169evd+/eM2fOpBNlYRJsTatgJME6fvy4m5ub7pjYoBZLa2tOmDBh1apVtbW1tGOuXLmS3uqOia1pgRA9jUCCpdGjR4/GxkZ+mAZ69uxpvFyqaaEzGFrzNDB9+vQKjq+v7+zZs02fFlvTEhhKsFJTUwcOHJibm6v7J2xQi6W1NW/evPnyyy/zz2bRQElJie4k2JoWCNHTCCRYGh3Jo7t9Dm51jGwRessPU47Vp08fs6bF1uxyehOsuLi4AQMGnDt3Tu8k2KAWS2trenh4LFu2THgGi97qToKtaYEQPY1AgqXRkTvB3f4ustUxtOadnZ0pr+KHy8vL9SZY2JqWTDfBOnToUP/+/VNSUgxNgg1qsbS25nPPPWfoGSwBtqYFQvQ0AgmWRnBwsN7PLBgqbxYdHdoxLXQqQ2t+586d06ZNE24RzpkzR5gEW9MqaIXkjRs3DhgwICcnx8iY2KAWS/dThCtXruSvYC1fvlzvM9HYmhYI0dMIJFgaTU1Nfn5+/FewBAQEiL+NQ295s6iLtGNa6FRG1vyqVav69Olja2s7Y8YMvQ+5Y2tapqda01tI6uvrhT/xA9igFkjv1szLyxs+fPi/c7y9vfPz88Xj8wPYmhYI0dMIJFgAAAAAEkOCBQAAACAxJFgAAAAAEkOCBQAAACAxJFgahn41th0/Ran3d0y1GJrclJ87JUql0sXF5Xe/+x3VdtasWeXl5WYtHQAAQBIWEj1rampmzpzZu3fvPn36fPLJJ+ZObuLSzYVIrGHoV2Pb/VOUxjeSoclN+blTMmTIkKNHj9I4dXV1q1evps5t1tIBAAAkYSHRc/bs2b6+vuWcSZMm7dq1y6zJTVy6uRCJtYl/NbbdX4NmfCMZmtzIz50aQt1adzQkWAAA8Cvrwuj5hz/8Qfw90s7OzmZNbuLSzYVIrE38q7Ht/iJ/4xvJ0ORGfu5Urzt37qxbt044YzBx6QAAAJLrwuhJCZb4l9AM/bpOB5duLkTiVrR+NbbdP0VpfCMZmtyUnzsVL4L86U9/unr1qllLBwAAkFbXRs8ZM2YIP9QxderUZ555xqzJTVy6uRCJn9D91VipcnCtp+cMTW7o504NPXx3+/btTz75ZPDgwcaXDgAA0Hm6PHpWV1dTXmVra9u3b981a9b8+c9/NmtyQ0vvIETix/T+auyvfBfZlJ871UKjCfe8TVw6AACAVCwheort2LGDkq32TY4ES3qGfjW23T9FaXwjGZrcyM+dis2YMSM7O7uxsfHGjRvvvvsunsECAIAuYSHRc9q0acXFxRQ6Dx48+NJLL125csWsyU1curkQiTUM/Wps+37GUvd3TLUYmtzIz52K/etf//rHP/7x29/+lrrRokWLqqurzVo6AACAJCwkeu7cubN///7PP/+8p6dnamqqodp2cOnmQgwGAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJIcECAAAAkBgSLAAAAACJ/T/HqXopB9qdRgAAAABJRU5ErkJggg==)
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