Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-06-20020610_161900_20020610_210300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/10 |
Start Time | | 2002/06/10 16:19 |
End Time | | 2002/06/10 21:01 |
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 | | -31.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-06-20020610_161900_20020610_210300-constBx0 |
Minimum Dst Value | | -38 |
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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEp1biAwMSAxMTo0NDoxNCBFRFQgMjAxOKLBrLYAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMDEtMDYtMjAwMjA2MTBfMTYxOTAwXzIwMDIwNjEwXzIxMDMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDYtMTBUMTY6MTk6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA2LTEwVDIxOjAxOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MS4zNzA0MTk5OTk1LCAibWF4IjoyLjcyNTE4MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0XEFjlAAAABGdBTUEAAK/INwWK6QAAQ7pJREFUeJzt3X94FdWdP/D8IiQmhASikJiEoKHGLijaaEOJNtIEQ0FFm8cNEmIQXKKNa9qNGjFg3EZN+wSePG6sUaHFZ6NGxXq3IvD0YU1345piKGBpjTHYYKMb4FKukrax3grfzzef78737v0xd+be+X3erz94bi5zZ86ZMzPnM2fOnBNzDgAAAAA0FWN2AgAAAACcBgEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAEWAAAAgMacGWDFxDgzXwAAutLj4vn222/Pmzcv7Jr12DTqAjCRMw++UCcVTjYAABl6XCRLSkp+9rOfmbJpXPM1hJ2pljP3l9pbpTfeeOPaa6+dOnVqVlbW7bfffvz4cf7+7Nmz999/f3p6ekZGRlNTE/3puwYmsxWZnx8+fHjp0qUpKSnZ2dnbt28P+vM9e/YsWbIkKSmJUrVu3bpTp07JrzbU92rXI5O8oLmWWU9QoXadqo16PJ6ampoZM2ZkZmY+/PDDYROjKpGO3POhEqN25WpPFrWHh+b88iVlNjY2dtasWVVVVaOjozI/jyD9Y2Njd999d35+/pQpU+hXFRUVtNOCJsbvS/rw1a9+1XcT9PnSSy/1XUD6r8HBwVtuuYVOgcTExKKioldeeYW///TTTymd8+bNS05Opq3fdNNN+/btC5vmwMREvECgtLS0zz//PPpNR0DvmECmrMmRI0eWLVuWOok+/OY3v/FNmB/+XlXxRXxZMDJUEjksc2bO1V4jrrvuOrrBojr7zJkzjzzyCNVD/H1XV9eVV175+0n04dlnn1W1oVA/Hxoays3N7e7uPn369EcffbRq1aqgPy8vL9+9e/f4+PiJEyc2bNiwfPly+dWG+l7tesImzy/XYfdSUH4rUbvR2tpaqhqPT7r11lt/8pOfRLZzgnLkng+VGLUrV3uyRHZ4aCgwwOIPX3755SeffPJP//RPJSUlMj9Xm/6PP/54zpw5tNr33nvvL3/5CwWyr7/++vXXXx80MX5f0gcKlX7+859L//Xaa6/RN4EB1gcffEDRYXt7Ox0nFLv86le/+s53vsP/Rdu68847aYG//vWvJ0+efOmll775zW/KpzloYiJeIOKf2C7Aki/r4eHh888/f8uWLWOTtm7dSn/Sl/IJi6D4IrgsIMAyhs1yTpeSe++9d9Yk+iDdFVER0uGbk5NDd6X85w9/+MMLLriAbu+++93v0pEqLXbuf986BG6CaqDzzjuPPy9atIjqJP5MHxYvXuy3sPyhE+rnVHF2dnaqyjhVZikpKfKrDZtahesJmzy/XCvZbtiVqN3ozJkzKVDgzxRjSXVkNDsnKOfteb/ERLNyJSeLwkR6vd5Nmzbl5eXRnTfFDfylzPn+1FNPUd2WlJRUXFx85MgR/p7u9a+44gr6kv6L65XAk90vm59++mlycjJ9qKurk8J0sn37dvpGPv1BT/877rjjwQcfDJrHUD/xTdvLL7/suwnK3SuvvBKY+Ntuu621tTXoJig7lKlQCfDdqMxF8lyInS9/8VT7k8DrdtBiDXUY+KKbEwoxKS9paWk333yz2+1Wkh35jdIBQCuk5WlHRVDWq1ev9m1cJ5s3b66urvZLmB+FxedL7Zkb9KTwLYiwO5NuTn7wgx/k5+dnZGSsXbv2T3/6E38feBYHbktJJX7NNde8+OKLUoLpLiIrK0vtbrECmwVYVHhlZWWjk+hOmo5X/p7K5qabbqL7UelPWuzjSfShpaVF+t7vgx86UB5//HHp5p4OL+nYopsJOmj8lpcPsEL9nA4syggdMXQE19TUeDyesBl3uVylpaXyqw2bWoXrCZs8v1wr2W4gv5Wo3SgFWLQt/kyRVtidEFkizzlxz/slJuKVKzxZFCaSwgVK0tGjR0+fPt3Q0MBfypzvK1euHBkZoTQ88sgjUhVCu27nzp10yaYr8rp164Lmy7eSGBsbe+CBB7iFgCKMa6+99qWXXqLPPT099PmLL76QT3/Q05/SQPVT0DyG+onvdYlSNW/evP/6r/+iP3t7e+kzfRN44aJD5cMPPwy6iWXLlt16661vvfXWX/7yl1DJOKfgIimz80OtU+1PAq/bQYs11Gp9XXbZZW+++SZlmarh+vr69evXK89O0I02NzfTnvxk0tKlSyMoayojOp59v6E/Z8+eLb9PFBafrwguC4EnhW9BhN2ZW7Zs+da3vvX73/+ezlYKGb///e/z90HPYr9tKanE9+7de+mll9KRz/9F53JbW5vCvWEpNguwLrroot/97nf8mW41Lr74Yv5MZXPs2DFpMfpTWuy3v/2t72J+H3xxlE23dFIrblxcHF9kCX2Ij48P/IlMakP9nD7QQXliUlVVVW1trXyuDx48OHfuXOlMDrXasKlVuJ6wyfPLddjtBuW3ErUbXbNmDd0g8vJ0N5+QkCCfmMgS6cg975eYyFau/GRRmMiCggKp8UAic75TbMSf//znP3MTFMnNzX3iiSf+8Ic/yOQr5n+jW3C6RPB/HT9+nPZMU1MT/Sv1LVO7k+lQ9K0aA5sKAn/i979PP/30jTfeeG7yadEzzzwTuABvZWJiImgCPvvsM6rDLr/88qSkJNqBjY2NQW/9w14kZXZ+qLyr/UngdTtosYZabSi0B3JycpRnJ9RGBwcH+TP9MGgW5MuaDhW/MqKFpStVTAAp8UqKz1cEl4XAk8K3IHwF3ZmFhYXvv/8+f6YzZc6cOfw56Fnsty2FlfhVV131/PPPn5t8Gk4JoKIJmjyLs1mARcecdMjSB/qTP1PZ+PVAD7WY3wc/dDA9/PDD11xzDf+ptgXL71SRuaf3bX3JzMwM+nNGd7F5eXn79++XvomsqUDVeoImL1SuNWnBUrvRP/7xjxRXUe1It4mPPvqodF+oYQuWI/d8YGIiXrnCkyXU935Hu++pLZE534Om/Ne//vXKlStnzpw5b9486SlJqIU5PQ899JDUjezc5EMcWkB6RqlkP/ihQ1EmeJ0yZYrfEy7KF9WIvovRAllZWS+88AL9Kz1l81uPTAuWhC6JFDndfvvtgf3tzim4SCrc+b7U/iTwuu33v/Kr9TUwMEDlSBcEPqikqEJtdnyXl0qKlg+aBfmyptuPCFqwJIHFF7SCCFxVZC1YvgURdmdSGOobGkoHcNCz2G9bCitxl8t1ySWX/O1vf1u1ahXdNQVmwRZsFmApvEPyvTmjD4GL8ZPmoKjaCNtXxndDMqkN9fOSkhLf/kOB9aikp6cnOzv7wIEDSlYrk1pV6wmbPL9ca9IHS+1GfT355JMUbMknRm0iHbnngyYmmpUrOVkUJpJCIlUtWDIpp8v0rl27pJrM72T3W/jMmTNSo8Xhw4fpXvlnP/vZhRdeKLXMqd3JVCM2NTX5fSlt9NJLL/3Vr37l+1/9/f35+fl+iz3++OMJCQnSY5HAAIsO+Mcee0w+Jczj8UybNi3w+7AXyVA7X+biGUELlpI/lbRg0ZfPPfcc3XdRlUz/Bu4xtceSkhYs+bKmyCCwD9bq1auDbjeUUMUXdItMyRErf1KE3ZkU+oyMjASuNuhZ7LcthQVBZ/GCBQvuu+8+OjukDoK2Y7MAi243pce3FGI3Nzfz94EnydKlS7l7AX0I7Apw/vnnv/fee9Lya9asoT+/+OKLP/zhD/X19dIdw1NPPRXNW4Shfr59+3bp8VZVVdXatWuD/nzLli15eXnSSR52taG+V7uesMnzy3XYvRSU30rUbpQWpmOArj4vvvhibm6u1F6tducE5cg9Hyoxaleu9mRRmMhHH320tLT0ww8/9O29ofx85w+00+jaTZdjCrAolOQv/U5239+eOnVq06ZNxcXF5ya7lNEF/T/+4z/o889//vMrrriCn/7IpD/o6X/s2DHatPRmGWXn9ddfl5akmwHayi9/+cvPJvX29s6fP/9HP/qRzArPBQuwPvjgA4ogt27dSnvm888/379/v/QW4Te/+c2XXnqJAnQqI0rzhg0bli1bFnSd8hfJUDvfb3/6UlheoXZgqD9DrdYX7Y3XXnuNdgUdQrQrAveY2mOJlpf6YF1//fURlDVdlOgeicpIeouQ/pRavELtE4XFJ7PflJxxMifFOQU7s6Ojg3YmrYHOtd/85jd///d/z98HPYv9tqX8IKEbQvpy27ZtMpm1ODul9dxki+I999zDLyDQB6mlMfAk4RdkMjIy7rrrLt/3FPgDVTbp6enSny+//PJll12WmJhIVTUd0BSz8/cURFMEnT7pgQceCDoOVtA227A/p8sZnWyUPKquQnVyjwkwPj4us9pQ36tdj0zyguZaZj1K8hXZRikWoUvbeeedV15efvDgwbD7XFUiHbnnQyVG7crVniwKE0nVycaNG3NycijvVBXxl8rPd/5A0TbdWyclJVF49Oabb/KXfie7b05nzJhx44038nOcmpoa7vDEKA0c4MpfBILm5aOPPrrjjjvo+ExISJg5c+bNN9/89ttvS3vjpz/9aVFR0fRJ9OG5554Lu8KYgBqOUKVFa6ZUUVlcddVV0jhY//7v/07f026k/TB37tzvfve7Uhn5rVP+Ihlq5/vtT18KyytUfkP9GWq1vt544w0q+ilTptBdxBNPPBG4x9QeS7TAP/zDP9DOoV30z//8z7TmoFmQKWvy7rvvVlRUpEyiKO3w4cO+Gwp63iksvqAr4S+VnHGBJ4Wqnfnll1/S94WFhVOnTqUbBpfLxd8HPYv9tqX8IKFDet68eV6v1y/LofaGBdkprQAAoAl7VVTmojiJYh2zU2Gyv/3tb1IPfWPccMMNL7zwgpFb1BzOMQAA4SDACquhoWFsbOzYsWPf+ta3vve975mdHJMNDAxIbwvq7csvv3z66acXLFggjdRgUzjHQBeBDeAWvKDbIpFqOTJToDkcFWF1dHTk5ORccMEFd955p02HCdBQamrqj3/8Y2O2RQdnfn4+hXTGbE4/OMcAAAAANIYACwAAAEBjCLAAAAAANIYACwAAAEBjCLAAAAAANIYACwAAAEBjogRYQd9dBwAAAIOZHREYRJh8ClOiAAAAliVOdSxMPoUpUQAAAMsSpzoWJp/ClCgAAIBliVMdOzmfYj70BQAAsCxxqmNh8ilMiQIAAFiWONWxMPkUpkQBAAAsS5zqWJh8ClOiIIKJiQmzkwAAEAlxqmNh8ilMiYKzeb3eH/zgB4mJiSUlJWanBQBANXGqY2HyKUyJgiONjIx0dXVVVlamp6dL723Ql2anCwBAHXGqY2HyKUyJgmOMj4+7XK66urqCggLf92EvuOAC+nfmzJlmJxAAQDVxqmNh8ilMiYLd/fKXv1y6dOnXv/71hIQEKahKT0+vrKzs6uoaGRnxer2zZ8+mLwcGBsxOLACAOuJUx8LkU5gSBVsbHx+X4ir6UFJS0tLS0t/fT0GV72INDQ20AP1rVjoBACIjTnVslXzu2bNnyZIlSUlJWVlZ69atO3XqVNDFDh8+TDf3KSkp2dnZ27dvV75+cUoUbG1iYiI+Pp4O1+uuu46CrVCLHTp0iJbJzMz0C7wAACxOnOrYKvksLy/fvXs31SgnTpzYsGHD8uXLA5cZGhrKzc3t7u4+ffr0Rx99tGrVKuXrF6dEwdbGxsboWE1OTg47EMP8+fNpyV27dhmTMAAATYhTHVsxn2fOnElJSQn8niKqzs7OyNYpTomCrfX09NCxWlFREXbJtrY2WrKqqsqAVAEAaEWc6tiK+XS5XKWlpYHfz5o1a9OmTVlZWTNmzKipqfF4PMrXKU6Jgq3V1dXRsUrBU9glR0dHacmkpCSZJ4kA5qKD89prry0oKBgcHDQ7LWAV4lTHlsvnwYMH586dOzQ0FPhf8fHx1dXVJybRjXttba3fAjGyDEk+QFQKCwvpWO3v71eycFlZGS28bds2vVMFEIGxsbEbbriBL78YFxck4lTH1spnb29vXl7e/v37g/5vWlrayZMn+TPFWJmZmcrXLE6Jgn2NjIzwiAwKu67v2LGDlg/a3AtgIgqtGhoakpKS6PiMnUS3x2jEAiZOdWyhfPb09GRnZx84cCDUAnQPRHEVfz5+/DgCLHAYDphWrlypcPnx8XGuw0ZHR3VNGIBCvqFVQkJCbW3t8PAwP/hW0rMQRCBOdWyVfG7ZsiUvLy/oLY5UGNu3b1+9erX0iHDt2rXK1y9OiYJ9UW1EB2pHR4fyn1RXV9NPWltb9UsVgBJBQyv+L7fbzVM87d2719xEghWIUx1bJZ+BXaakrru+hbF58+bMzMyMjIw1a9agkzs4TH5+Ph2ohw4dUv4TqrHoJ4WFhfqlCkCeTGglodsG+t+CggKM3AbiVMfC5FOYEgWbkjpgqfoVps0BE3V3d6empvLQuKFCK0YHKr/A0d7ebnAiwWrEqY6FyacwJQo2pbYDlgTT5oBZcnNz+YHDbbfdFiq0knBrK91CjI2NGZM8sCZxqmNh8ilMiYJNVVVV0VHa1dWl9oeYNgdMQcdbWlqaqruCFStW0PLr16/XNWFgceJUx8LkU5gSBZviJ32RvcqOaXPAePv27aOjbuHChcp/Mjw8nDAJT7RFJk51LEw+hSlRsCOKq+gQpRgrsp9j2hwwXmRvsDY1NWHcUcGJUx0Lk09hShTsqKurK5oICdPmgMEmJiZSU1PpqAvb9cqPx+Phxtqenh6d0gYWJ051LEw+hSlRsKOIO2BJMG0OGMnlcql9Piiho5R+m5OTQ1Ga5gkD6xOnOhYmn8KUKNhRNB2wGKbNASPx80FVg+L6Kioqop+3tLRomyqwBXGqY2HyKUyJgu3wa4D5+fnRrATT5oBhoj/Y+vr6+KH2yMiIpkkDGxCnOnZyPv2Ghjc7OQDB8SDXtbW1Ua4H0+aAMbq7u6PvqM6HK97MEJA41bEw+RSmRMF2Vq5cScfnjh07olwPps0BY/ARG/HzQTY6OsrNYH19fVolDGxBnOpYmHwqKFH0uART8Dy40T8rwbQ5YAB+PpiQkOB2u6NcVWtrK/eUxxi5QkGA5TShSnRsbOzIkSO9vb1f//rXExMTn3nmGYMTBoLTpAOWBNPmgN74HcCysrLoV0X3tDzB+aOPPhr92sAuEGA5DZXo97///aamptraWro00D1TTk5OTICsrCyzUwpiaW9v16QDFsO0OaA3bQcE6enp4Wvv0qVLNVkhWB8CLKcJjKUYVUWFhYWlpaUUcsXFxWG+ETBYRUWFtoMuYtoc0I/b7ea5bqJ/PihJTk7mq/Hs2bOrq6t37NiB2aCdDQGW0/AJfOedd9LZu3fv3oGBgcAuL9yWQCe5htcOABler5eHw9awRsG0OaAffj6ofHZnJV599dX8/Pzzzz/f99aX7hMaGxvpWo2usU7i8Xjq6+sRYDkNlSidq2EXKy0tpSUrKysNSBJAf3+/5u/9Ydoc0E9JSQkdXd3d3XqsfHBwsKOjo6Kigu86GB3JZWVltbW19F9o2bK7zs5OoUZNEiafykp0ZGSEz22driAAvri1qa6uTtvVYtoc0INhsfvExERvb29TUxMP+O4rPT29uLiYThmKt+ieOWzIJb3G9Pjjj1911VXRnGter/fNN9+86667hoaGIl6J4Pbs2YMAywS035csWUKnblZW1rp1606dOhVqSbfbnZubq7aElC/PU47QaYwRsUFvmnfAYnwMX3PNNdquFgTHI+Jq+3wwLLrgU0zDtfL06dMD+9FyyFVVVbVixYqGhgb515jItGnTKAuUl0OHDilJAN11d3V1VVZW8nAqJD4+nu5e8B5JBLgfDgIso5WXl+/evZtujE6cOLFhw4bly5eHWvLuu+9+7LHH9AuwCJ2oMRq9hwwQCt2ma94Bix0/fjw2NpbW/OKLL2q7ZhAZPx90uVwGb5dCGboJ4fc2KN7q7e3t7Oysr68vLS3NzMwMGkVJpNeYFi9eTCdFYmKiX3AWNNiimoiyWVdXV1BQ4Lt8SkqK9LmoqAhDpKol7U+zE2IQK+bzzJkzdBwH/a/33nvv4osvpppJ1wCLzmE+b+k0VrUVAOWonoiZHGVRpzWTb3zjG5qvHMQ0PDxMRxTdElit1zmHXGlpaXw2ybzG5PF4zk0+NKRwjYInCrz8gi2qXCgC+NrXvpaQkOD7fWVlZVdXF62QfkvR2NatW6XmserqajzrUIinmuCRz8xOi0GsmE+6daAbjqD/9e1vf/v5558/p/49T7XL79y5k68mg4ODqn4IoFBLS0uMPoOC0h1/VVUVrZxqHa5UAKLEo65TPGF2QoKj+I9CK7VHe6hgiwKskpISOkP7+/uDPgqkKLO5uZmn+qFqgnaO1eJOC+JHQ9zx1Oy0GMRy+Tx48ODcuXOD9iL8xS9+cfXVV589e/ZciIBJvq1YbUpqa2vpV8XFxXjWDnrgV1b1e+DCE8ZRJaHT+kEoCxcu1PVwNd2xY8dyc3MTExMffvhhhb34R0ZGKisruX4pKChw8M6JHu0rClspJHW73QiwzNHb25uXl7d///6g/7tgwQLpmbfeLVjnJtuTuR2Y7k7U/hZAHt3v8u2vfi1MPKp7eno6GrEgSvx8UIQZAiJ4QXLfvn08um/MZM9dPPQIqqmpSWoBRYBlgp6enuzs7AMHDoRaIJpGqchKlPuyUNyt8H0TAIX064DlC41YoInm5mY6kNavX292QiyK4s7Ozk5+zTA2NjY/P//o0aNmJ8pC6H6SuzX39/efQ4BlvC1btuTl5QWN/UM9DVS1/ohLlIedpRsUPGIHDXGN1djYqOtW0IgFmuCXv/bt22d2QizN7XZfd911fPNfVFRkdnIspLu723efIMAyWmDrlNRUa26ARXEV93/Uuy4EoRQXF8com10gSmjEgihhBnHlRkdHc3NzeVrb9vZ2s5NjFXy5k4Y+RoDlNNGUaH9/P89v2tvbq12KQFx088BHlAGz2aARC6LEra16vO7qVK+++ir3LUGVQe69996Y/z3ABwIsp4myRPmN+mnTpm3ZskWrJIGweDwYuqszZnNoxIJo8Ls+GFRTFY5KZ8+eLfgoWSMjIzzo8YUXXih9iQDLaaIsUa/XO3PmTH52iZdEIEr8Qg39a8zm0IgFEaO4ig4eirHMTojNUJXBU4KKPNAP1ZUUYtJOiIuLa2trk75HgOU00Zfoxo0b+UA5fvy4JkkCYRnWAUuCRiyITENDA54PRsbtdvOo5ZrP5m4LFJrzVGClpaW0K3z/CwGW02hSolwvYlgsiIbH4+EB9wzogCVBIxZEhp8PYpyayAwMDPBwdzt27DA7LYbauXMnR1eVlZWBDXgIsJxGkxLlsYtmz56NIRsgYi6Xi+/qDN4uGrFArX/5l3+hY+aiiy4yOyE2RqEV7UMKs8QJUrdt28aTOTY0NAR9PIoAy2m0KlFuxOro6NBkbSAgfuZifKCDRixQxe12x8fH0zFz9dVXm50We1u/fn3M5CTHfk/KHImnGpR/1IMAy2m0KlFufkAjFkSM53Qz5f1tNGKBchSI8/tfNTU1ZqfF3rxeb1FREe3JiooKZ3d457vHhISErq4umcUQYDmNhiXKFaRoz9RBE1Rp8fMCUwJ0NGKBcgMDA3S0zJgxAzeT0RsdHeX36Zqbm81Oiy4ocOR5r+nitnPnTvmFEWA5gd/Q8Fqtlo6emMm50519LwJ6eOqpp+jgmTlzplmVFhqxQCEeyam+vt7shDjEvn37uGfSrl27zE6LxsbHx3lMitTUVCXjpSHAchoNS5TiKp6ZC41YoNbVV1/N4b6RYzT4QiMWKMRN9Zh/UEPt7e0chQwPD5udFs3867/+61e/+lXuOXPkyBElP0GA5TTalii/GEIXIA3XCSK44oor6MiZN2+ekWM0+EEjFoQ1MjLCoQDa6bXFz9GmTZv28ssvm50WDTQ2NvId45w5c5RHjQiwnEbbEqWLDo8g53K5NFwtOF56ejodNua+TIRGLAiro6ODDpLq6mqzE+I0dGfF72bGxcXV1dXZtymLLmIcLLJXX31V+W8RYDmN5iXKFyA0YoFy3CqQmZlpdkLQiAVhcJea7u5usxPiQDfccINv52A6GW03z+POnTvpOsb3afX19Wp7lSHAchrNS3RiYoLfCkEfBVCIx/hYsWKF2Qn5f41YiYmJaIKFQDzZADHxQbazjY2NDQ8P19XV8TjvMZNTFtLJaP0Hsr4NV3Qpi2wqawRYTqNHiXIjlvFDcoNNtbS00AHT2NhodkL+L35YSdd3sxMCltPd3U3HRllZmdkJcT6KtOiywK1B/HJ6Z2cn3b1TaGvBYMu34Sqad7wQYDmNHiVK93lcS5kyaCTYDj+YCztIjDG+853vUGJiY2P7+/vNTgtYS1VVFR0bVNObnRBRUERFe5tfTifTp09PSEiYNWuWdXpJatJwJUGA5TQ6lSi3SVjhoQ9YH78YofBNZgNs2LCB0jN//nwL3iuDWaiy52l6o6xEQS06DV0uF8/Gxqgg6K6so6PD3HkMtWq4kiDAMtqePXuWLFmSlJSUlZW1bt26U6dORbZMKDqVqNSIJc5EnhAZaQx3sxPy/1FVyjfNbW1tZqcFrGLfvn14fcdcr7zyCp2YM2bM8O0LTxWN8cHWO++887WvfU2rhisJAiyjlZeX7969e3x8/MSJE3RjvXz58siWCUW/EuXZl+jQ12n94Ay9vb10nBQVFZmdkP+FU0Vhn31fFwdt1dXV4Q1TixgbG+vp6aESKSws9Au2srOzU1NTn3/+eZ02TWFcVVUVT0YZHx+v7ajaCLDMdObMmZSUlOiX8aVfidI5wG+CDA4O6rQJcAB+JYKulWYnxF9tbS16NIMkJycHTfIWFDTYmjJlSnt7u7bzbu3atau0tJTXzwHWJZdcouH6zyHAMpfL5Qr7ap6SZXzpWqLciEUVlX6bALtbv369NTsOu91u7mCBqZ+AJ3imGMvshIAcCrauv/567ipH8vPzoz95KUqjlcyfP19qJGtsbHz33Xe7uro0742HAMs0Bw8enDt37tDQUATLxMjSL80jIyM8bAyes0AoPLObNV/Z49fyKcwyd4h5MB0meLaXvXv38oWFu81FNiijx+Npa2vjYR05vO7o6ND1BUYEWObo7e3Ny8vbv39/lMsE0rtE+TmLBR8AgRV4vV5+jmzZkRt55G60wgoOEzzbDl1bduzYwQ92+Vm/wse7IyMja9asufzyy1NSUqQQje61DHinGAGWCXp6erKzsw8cOBDlMkHpXaLDw8MJCQlUiY6Njem6IbAjHjm9sLDQ7ISERFdbDgFRuQoLEzzb18TERFtbG7/SzndKVJq+C9Cfu3btam9vp/8qKiqSHi+yiooKI098BFhG27JlS15eXtB+4lJhyCwTlgElyuOw/eM//qPeGwLb4WdwdISYnRA5dIGOmRxLWts+s2AXmODZ7jweT0NDA98pTZ069bLLLluyZElgOMUuuOCC+Pj4uLi4J554wuB0IsAyWmDxSw9TpMKQWUbJ+nVJt48DBw7ETL52oWpecRABvwbR2tpqdkLkeL1efkLU1NRkdlrABJjg2RmGh4cpSvarK2fPnl1RUUEXoq6urv7+fu5iRRWoKcPJIsByGgNKlF/AIVdffbXe2wJ74apL7ZzzxqMrL7+uYZ3h5sEYmODZYe6880665mRkZLz11lvWmXKHIcByGmNKlCebmzZtGh6ygC8eB8EWc4/U19dTUouLi9ERJwJHjx59/PHHf/vb35qdENUwwbPz0P2SNcNlBFhOY1iJ8kxSHR0dxmwOrI/iqpjJQRDMTogidEXmN5IsOGSXlfHI13FxcTGTI1/bbsALTPAMhkGA5TSGlajL5eKewmgAALZr1y57tQ3wMZyenm6LJjfT+Y58zQEWueuuu8xOlwqY4BmMhADLaYwsUZ5At6enx7AtgpW1trbS8dDY2Gh2QlTgV2Ixw6aMoCNfDw0Nfe9734uPj6dvurq6zE6jUpjgGYyEAMtpjCxRurDiagUSDlbs9XLW6Ogoj6njcrnMTovlhB35mvszJSQk7N2718R0KscTPDc3N5udEBACAiynMbJE6daWL769vb2GbRQsi1s0bTd77iOPPBIzOZus/LxVQvn1r39dXl6uZOTrlpaWmMlBO23xPib3uhsYGDA7ISAEBFiRo/CC7oQuvvjipKQk+nfz5s2ff/655ltRy+AS5adCFRUVRm4ULGh8fJyOBDoXbNcnr7Ozk8OIr3zlK9Z8F8l4U6dO5X2iZORrHouIYheLz+6ACZ7BYAiwInfPPfcsWbKE7tso0qJ/r7vuunvvvVfzrahlcIl6PB4eTtd27Ragrb6+Pps+L6awoKioKDExkdJfUlKCGIv2QGxsLO2NZcuWKVmeQmrab7Q87UYr7z2e4BnzqIJhEGBFbtasWb6votBn+kbzrSjhN5StwVvnwbsxe67guB1o/fr1ZickQoODg/y8GzHWjh07aD9ccsklyodtdLvdhYWF/LqAZZswMcEzGAwBVuSsE2D5Mr5ER0ZGeGRkvPksMu4+bOtx0RBjMR7ijsIsVb+ivcfDzFrzNVJpgmeMjQyGQYAVuXvuuaesrOx3v/sdnbH0L30W8BEh47H7GhoajN80WERRUREdA319fWYnJCqIsWgPRByIUOnTjZY1B27gCZ7pSmV2QkAgCLAiRxeghx566KKLLkpKSqJ/N23aJGAnd3bo0CEeIMdqU0GBYbgrngMOAMFjrMbGxmg6Kll24AZM8AzGQ4DlNGaVKF+/2traTNk6mOvIkSM8rL/ZCdGGsDGW1+vlx3zRDGRgwYEbpAmeHXADADaCAMtpzCpRumGlTVO1hC4OAurp6XHYeOhixlg7d+6kLM+fPz/K9UgDNxw9elSThEUJEzyDKRBgRY7uzxYvXpycnGziG3yBTEwDv6Sjtm8sOAA/V2ppaTE7IVoSMMZasWKFJm8qeL3eRYsWxUxOWfjaa69pkrZocCdRW7+BAXZkhZDAGNrns7i4+JFHHvnzn/+s+ZqjYWKJ8m1iYWGhWQkAs1RUVDhythnfGOvYsWNmJ0dfo6OjCQkJSUlJbrc7+rXxzN/kqquuin5t0ZAmeB4ZGTE3JSAaBFiRoyvRn/70J81XGyUTS5RuW3kmCudVtCCPO+44sgKTYixy//33m50cHfGsDBq+Z7dq1arY2Nj4+Hjah1qtMwLbtm2jfGVkZFh2gC5wKgRYkZszZ04ENcqePXuWLFlCwVlWVta6detOnToVuMzZs2fpUp6enk4XhaamJvpT+frNLVF+F7q0tNTENIDB3G43v0NqdkL0QvEBj2xOeXRwJZ2fn0951PbtPx4dzcSptKi8cnNzOT7u7+83KxkgJgRYkfvxj3+8cuVKtdNvlZeX7969e3x8/MSJExs2bFi+fHngMl1dXVdeeeXvJ9GHZ599Vvn6zS1RyhdVQriWCYUfBjk7qt66dSuPQ1FZWWl2WnTR29urxzx9FHzzBcGsURu4WS4uLq6oqAjv34DBEGCpXEs4qtZ25syZlJSUwO8XLVpEQRh/pg+LFy9WlUJVadBcU1OTw14oA3nt7e0iDDM7MDDAXXkcmVPuBq7Hawrcql1QUGB84x8PfEowPQ6YwvTq2DBWzKfL5Qp635+Wlib1Mz158qSqhy+ml+jY2Bjd69NFbXh42NyUgDEqKysFeXtUGqm8tbXV7LRoSZqyXY/Zriiu4mkKKRDXfOUyKFPcJZRu+YzcLoDE9OrYMNrnMzY2NpqfHzx4cO7cuUNDQ4H/FRcX98UXX/Bn+hAfH++3gIataHpYv349JWPt2rVmJwSMMH/+fCruQ4cOmZ0QI+zcuZNjrM7OTrPTohmeqFu/nlI8SB7dKKrtUBGNlStX8uufDu42BxZnherYGNrn88ILL/zv//7vyH7b29ubl5e3f//+oP9r6xasc/8znZm5nVvBGOPj4zGTU6OI08Glq6uLs0zBltlp0QbPI9nT06PfJniELbr10m8TvjhkpCunI99sBbuwQnVsDO3zuXXr1ltuueXYsWOq3vI7NznsdXZ29oEDB0ItYOs+WGzGjBmi1btiGhgYoIJeuHCh2QkxVFtbGx/edKdkdlqixSWYmZmp66k6PDzM3aGimYRHoUOHDvETT4wXA+aySHVsAO3zGdnjuS1btuTl5QUdGEb6+VNPPWXTtwglTz/9dGxsbFxcHHpiORs351RXV5udEKM1NDTETM64Z/cXZuvr643puc+vv5SUlOi6lfHxce7yFfF81QBasUh1bACr5DMwJpNm4ZAK4+zZs/fdd1/6pAceeMBG42D54p5YK1asMDshoCOunsWchITfvJs9e7a5A2lGY2JigodRMGBiZo/Hw0O26vossra2lptU0XYOprNOdaw3YfJpmRIdGxvjazfekXaw4uJiYYvY6/Vy16KcnBwju29riGfpLioqMmZzPKg67S6doh/OTmpqqgHxIkBY1qmO9SZMPq1UotxVZf78+XiRx6l4aCiPx2N2QswxPj5eUlISMzkFpyZT+BmstLSUEt/V1WXYFrlDvR4Dbg0PD/PRSGGc5isHiIClqmNdCZNPK5Uo3acWFBQYfAUHw/DropoP/20vFFxypx/aD08++aTZyVFhZGSEkp2UlCT1UjBAX18fb1Tb9/voFo5DNw3nUgSIkqWqY10Jk0+LlejOnTv5HSVhGzkcjAsX3ezGxsamT5/OXSoPHz5sdnKUam5upgTX1tYavN3q6mrNIyF+5yA/P9/IYBFAntWqY/0Ik0/rlSg/hmhsbDQ7IaAxfi+M6mmzE2I+nvOO3HTTTbZ4IE6J5IHOjR9pYnR0lIdR6Ovr02SFPJCpMWNAAChnwepYJ8Lk03oleujQIR4CB0M2OAx38XbMeJtReu2111JSUowZ8iB6PEV3YWGhKVvneHThwoXRB6N33HFHbGxsjOFT8QCEZcHqWCfC5NOSJYohGxyJ37pH3Czp6+vjftbWb9XjGSTb2tpM2frExER+fn70HdLp5xxdpaWlaZU2AK1YszrWgzD5tGSJYsgG53G73fxKvNkJsRZpskIrjw1GZceNyiaOLsFDKkybNu2dd96J4OeDg4Pc94APwp/+9KdaJxAgWtasjvUgTD6tWqIYsiF6x48fv/322y0yAQjFygYMzG1H3d3dXPHrOqJmNNrb263Qojxz5kxKRmxsbFVVlfL+WHQBaW1t5V5cmZmZlt3JAJatjjXn5Hz6DQ1vdnKCw5AN0VuwYAEXMUWrpsepXEnX19ebmwxr6ujo4G7XFomG/VxyySWUvF27dpmbjOuuu44DLD6q6e6LLg7yrwH29/fTYrx8bW0t3k0GK7Nsdaw5YfJp4RLFkA3RGB4ejouLk8LooqIirV7Cigy/bI9wORR+xTI1NdXcYgr07LPPUsLi4+NNH32eEkDHD+2f5uZm7s9H0tPTKWoPnH2IAi/6nh+/0q2aA6bZBsezcnWsLWHyae0SxZANEeNJ1m6++eatW7fyC/Yxk7Msj46OmpIebkjAi/EyeKJGq83cws1XVmjB8uX1ent6enhYfFZWVka3ZNxSS0nlY54CLIpcMc8g2ILFq2MNCZNPa5cohmyIDO0u2mlJSUnc6kAVDN30czcUqr9bW1sNrnJoc9yWgKpOBgUH/LKedSaEdrlclJ4pU6bU1NSY/pQ5KApG6+rq+GVMMmPGDOnJeHFxMV1AzE4ggFIWr441JEw+LV+iGLIhAtx85TfA0sjICNff/NDEyO4+AwMD3GnGsC3aFAUxZWVlXECmP5KTBkfo7Ow0NyVheTweSqTUUkv3Eh0dHdaMCAFCsX51rBVh8mn5EsWQDWr5NV/5od0odfulurxvkt5J2rhxI23u+uuv13tDDuA7IbS5vQ+5W1hRUZFdIhUeop0899xzZqcFQDXrV8daESafdihRDNmgStDmK1+0G+l2n8NW6TVDXZOUnJxMW8nOztZ1K47hdrt5QmjaY++//74paRgcHOSn8/39/aYkIDLG3DAA6MEW1bEmhMmnHUoUQzYoJ9985Ytq8dWrV3OAdcUVV+iXJB4BC895VXn77bd5p1122WWmJIDfL6mrqzNl6wACskV1rAlh8mmTEn3xxRcpqcnJycePHzc7LZYWtvnKzw9/+EMezUGn+36v18tPJOvr69EAqRzdVHATI5WO8a9e8tinGCEFwEh2qY6jZ6F8Ss9xQi3w4YcfrlixIn0SfaA/Va1cizTqjsfEIuXl5WanxbqUN1/5amlp4R4/erzi19XVxV228f6gWuPj43fccQe/DWfkdimo4lGmKMwycrsAgrNLdRw9y+VTZtcvWrTooYce8kx68MEH6U9NVmspR44cSUxMjJkc8NAib7BbkNrmKyY1Mmk+3hgdkNwMY80Byq2PYix+M87Ih+N1dXUxmNQIwHB2qY6jZ7l8yuz6884778yZM/z5s88+oz81Wa3VuN3umpoaSnBFRYXZabGiyJqvWH9/P/do1nbcIB45s6ysTMN1iobbbilOpePfgM0NDAzwkYDbGACD2ag6jpLl8imz6ysrKzdv3vzpp596PJ7m5mb6U5PVWhDVMdwisnfvXrPTYjmRNV9JGhsb6ecLFy7UqqfUkSNHuKq21LjkdkR3FDGTU+npvSEq+qKiItpWU1OT3tsCAD/2qo6jYbl8yuz6jz/+eM6cOdxFiT588skngb+VoXPCNcbT4hYUFKDHtK9omq/Y+Pg4jyqp1ZANPGAmZneOHhUuj8Kv9wAE3GGODgP5GZQBQA+2q44jZrl8yux6qskefPBBqQ+WqicytitRiqt4iKD29naz02IhUTZfsd7e3pjJUbCjfzzEU6ykp6fjNTRNtLa2xug8FJw0oi86zAGYwnbVccQsl0+ZXZ+cnCxCHywJj9dMlYHpc4lYRPTNVxIO1KLs4IxxyzQn7VL9hoStrq7GWGUAJrJjdRwZy+UzcNdL3yxatKi5uZlbsDZu3Lh48eJoVmsLVA1QytevX292QixBk+YrRocQv7YWzfRzGHlfDzxea2pq6ujoqOYrlxovR0ZGNF85AChh0+o4AhbKZ6guU9LnDz74oKKiYvqkZcuWHT16VNXKNU6uIbjNhhg/BqPVaNh8xfi1tYgrckoG/TYGc0fqoKqqinbsypUrtV2t9Ni9tbVV2zUDgHI2rY4jIEw+bVuiPBMtRuvRsPlKUllZGfHTIk6PqldZQSEKefV4i5ZbHCnGQosjgInsWx2rJUw+bVui0njTPT09ZqfFNJo3XzGpv7Pafdvf389PmihhGqYHJPwWbX5+vlYj4z/66KOxsbFocQQwnX2rY7WEyaedS3Tbtm2U/pycHDGnYfF6vTfddJPmzVdsx44dMZOz0aka37K4uJh+1dzcrHl6gFGhL1y4UKudTGvjCRKSk5OjXxsARMPW1bEqwuTT5iXK4yK2tLSYnRATXHrppZT3hIQEnd6m5IGsqqurFS7PMwTPnj0boyjpSmomjH40DR79IS4ubuPGjZqkDQAiZvfqWDlh8mnzEu3r6xP27ScKrbgBT6f10y7l7ur/9m//FnZhCqowQ7Bh1q9fHxP1HER07vCbIng4CGAFdq+OlRMmn/YvUR6/p6qqyuyEGIpf2p8yZUpvb69+W+EeP7GxsSUlJbShQ4cOhQpkm5ubacni4mL9EgMSj8eTmZkZTQdEaTwOzIoDYBEOqI4VEiaf9i/R0dFRYyYSsQ6v1zt//nxdh52UNjRt2rTA6ZXS09Pz8/NLS0tXrlx52223XXzxxXFxcfR9f3+/rukBCXdATEtL+8///M8Ifk4Fxy/h4s1BAItwQHWskDD5dESJclcSDScqtjieM66goMCA3v0vvPDCrFmzrrjiCgqnKKrjZo+grrrqKr0TA77OP/987oSnaug70tnZyVGygA/WASzLGdWxEsLk0xElSnEGT1RMt/Vmp0V3Ho/H9Dnj3G738PBwb2/vzp07Ozo6Zs+eTUHYu+++a1Z6xHTLLbdwaEv7X3nb4aFDh7jFF3MOAliKM6pjJZycT7+GB7OTo42enh5+2/ztt982Oy36qq+vj76DMzgA3Vc888wzixcv5vc8lLxeMD4+zoO219XVGZBCAFDOMdVxWMLk00ElOnXqVMpOSkqKgx98HDlyhN/8og9mpwUswev1UrTEN0thB8ficfYXLlwo5tBxAFbmpOpYnjD5dFCJLliwQHpiouu7dSbisanq6+vNTghYS1dXFw/bsXLlylDjkHErb2pqKqJzAAtyUnUsT5h8OqhE6ab89ddfv/7667nnr/P6Y7lcLu6b7PF4zE4LWM6+ffu4c97ChQsDJ+oeHh7mUc2cd14AOIOTqmN5wuTTcSXq9Xp5HmjuaOKY9wopfCwoKKBMdXV1mZ0WsKjBwUHuYuXX7Z3OAp7zQLTh4gBsxHnVcSjC5NOhJdrd3c2vSpWWlqqaTc+y2traKDvz5893TMgIevB4PPwc2bfbe0NDQ8zkFNGYxQjAspxaHQcSJp/OLdGBgQGevIXqFbt3OhkbG+PnO5jVBMLy7fa+bt26H/3oR/zQnM4Is5MGACE5uDr2I0w+HV2iFJcUFxdzx15bj/rDL39VVlaanRCwja6urvj4eGk0lvb2drNTBABynF0d+xImn04v0YmJCY5OSEtLC4VctntBvb+/n5/4DA8Pm50WsJMtW7bwkf93f/d3ZqcFAMJwfHUssVA+lYwIevjw4aVLl6akpGRnZ2/fvl3VyqNOoA3Q7Tu/xB4bGzt9+nR79criRriwQxwBBOrs7Lz11lvx2imA9QlSHZ+zVIDFZHb90NBQbm5ud3f36dOnP/roo1WrVmmyWofZu3cvd3sn9913n126ilOx8kth6J4MAOBg4lTHlsunzK6niIruUzVfrfO8/fbb3O2dFBUV9fX1mZ2iMCio4gQrmQUFAADsS5zq2HL5lNn1s2bN2rRpU1ZW1owZM2pqalQ9DhCnRCU9PT05OTkcZlVXVwcOyWgdzc3NlMji4mKzEwIAAPoSpzq2XD5ldn18fDwFCicmVVVV1dbWBv5Whs4Jt6KJiQmKXfiJYWpqamtrq9V6vnMKp0yZQin0HTESAAAcSZzq2HL5lNn1aWlpJ0+e5M8UY2VmZmqyWscbGRmprKzkKLOgoMBS4zjs2LGDE1ZeXm52WgAAQHfiVMeWy6fMri8pKaG4ij8fP34cAZYq+/btmz9/PkczZWVlg4ODZqfo/+ro6OAk7d271+y0AACA7sSpji2Xz8BdL32zffv21atXS48I165dG81qBeT1ejs7O3mi3Pj4+Msvv/ydd94xN0mlpaWUmLvuusvcZAAAgDHEqY4tlM9QXaZ8P2/evDkzMzMjI2PNmjXo5B4Zt9tdU1PDO5nCrLq6OrMG9nS5XJQGKlAMXwQAIAhxqmNh8ilMiSrh9XpnzZrlG86uXLnS4NEcKA2FhYW06Y6ODiO3CwAAJhKnOhYmn8KUqEITExNHjhwZHh6uq6uTBiYtLi52uVzGjE26bds27nRvl6FQAQAgeuJUx8LkU5gSjcDY2FhLS0tmZqb0pmFnZ6euAzrQynlk0Z6eHv22AgAAViNOdSxMPoUp0YhR0ENxFUVXHGalpaWlp6fffvvtemyL4jkeZV6PlQMAgGWJUx0Lk09hSjRKXq/X5XLxvMvs1Vdf1XYTY2Nj/CZjb2+vtmsGAACLE6c6FiafwpSoVh5//PHExESOserr6zWcg5nWRutcsWKFVisEAAC7EKc6FiafwpSohrxeb3t7O3eBz8/P16TBaXh4OGHSkSNHol8bAADYizjVsTD5FKZENTc4OCg9MYy+KYsn7QmcRxIAAEQgTnUsTD6FKVE9aNWU1d/fT2ug9YyNjWmaQAAAsAdxqmMn5zPU0PAQmeibsnhinObmZj2SBwAA1idOdSxMPoUpUV1F05SFiXEAAECc6liYfApTogbwbcq69NJLh4aGwv4EE+MAAMA5kapjYfIpTIkagwKmDRs2cIyVlJTU3t4uP/I7JsYBAIBzIlXHwuRTmBI1jNvtzsjIiIuL4zArPz9/x44dQZfExDgAAMDEqY6FyacwJWokipw8Hs/evXsXLlzIYRZ92Ldvn99imBgHAACYONWxMPkUpkRN4fV6d+zYkZOTw2FWWVnZoUOH+L8wMQ4AAEjEqY6FyacwJWqiiYmJtrY2Dqd4NNGRkRFMjAMAABJxqmNh8ilMiZrO4/E0NDTwUA6JiYmxsbHx8fGYGAcAAM6JVB0Lk09hStQihoeHq6uruSkrOTnZ7OQAAIAliFMdWyifCodcd7vdubm5aktInBK1lBtvvJH2/A033GB2QgAAwBLEqY4tl8+wu/7uu+9+7LHHEGDZxfDwsNlJAAAAqxCnOrZcPuV3/XvvvXfxxRdPTEwgwAIAALAdcapjy+VTftd/+9vffv7558Mupna1AAAAYABxqmPL5VNm1//iF7+4+uqrz549G2qxGFk6JhoAAAAUEKc6tlw+ZXb9ggUL+vr6wi6mdrUAAABgDHGqY8vlU2bXR9MoJU6JAgAAWJY41bHl8hm460M9DYxytQAAAGAwcapjC+UzVOuUVgEWAAAAmC7acMEmRMmntow5PrAVy24IW7HshrAVy24IW7Hshpy0FUsRLsOacNLh6KStGLYhbMWyG8JWLLshbMWyG3LSVixFuAxrwkmHo5O2YtiGsBXLbghbseyGsBXLbshJW7EU4TKsCScdjk7aimEbwlYsuyFsxbIbwlYsuyEnbcVShMsw+BHwoLcLFI1loWgsC0VjWQIWjXAZBj8CHvR2gaKxLBSNZaFoLEvAohEuw+BHwIPeLlA0loWisSwUjWUJWDTCZRj8CHjQ2wWKxrJQNJaForEsAYtGuAyDHwEPertA0VgWisayUDSWJWDRCJdhAAAAAL0hwAIAAADQGAIsAAAAAI0hwAIAAADQGAIsAAAAAI0hwAIAAADQGAIsAAAAAI0hwHKamP8R9EuWlpYW+MOzZ8/ef//96enpGRkZTU1N9Kf896BW0KL58MMPV6xYkT6JPtCfgT9E0egtaNF4PJ6ampoZM2ZkZmY+/PDDQX+IotHVnj17lixZkpSUlJWVtW7dulOnTvH3SnYvikZXoYrmXIizyZc4RYMAy5lkDu6tW7c2NjYGft/V1XXllVf+fhJ9ePbZZ+W/h8j4Fc2iRYseeughz6QHH3yQ/gz8CYrGGH5FU1tbW1VVdXzSrbfe+pOf/CTwJygaXZWXl+/evXt8fPzEiRMbNmxYvnw5f69k96JodBWqaCQydZA4RYMAy5lCHdx//etf586d+/HHHwcuSVU7nTD8mT4sXrxY/nuIjF/RnHfeeWfOnOHPn332Gf0ZuCSKxhh+RTNz5kyqPPgzxVglJSWBS6JoDEOnSUpKCn+W2b0oGuP5Fo0ksA4SsGgQYDlTqACL7gnWrl0bdMm0tDS3282fT548mZ6eLv89RMavaCorKzdv3vzpp596PJ7m5mb6M3BJFI0xAgMs2qv8mSIt392LojGey+UqLS3lzzK7F0VjPN+ikcgEWOIUDQIsZwoaYH355Zdf+cpX3nvvvaA/iYuL++KLL/gzfYiPj5f/HiLjVzQff/zxnDlzuMsCffjkk08Cf4KiMYZf0axZs2b16tUnJt12220JCQmBP0HRGOPgwYNz584dGhriP5XsXhSNMfyKRiLziFCcokGA5UxBD+6enp4bbrgh1E/Euaswl1/RlJWVPfjgg1IfLPoz8CcoGmP4Fc0f//hHiqsyMjJmzZr16KOPzp49O/AnKBoD9Pb25uXl7d+/X/pGye5F0RggsGgkMgGWOEWDAMuZgh7cCxcufOutt0L9RJzn4ubyK5rk5ORQfbAkKBpjyFQJTz75JAVbgd+jaPRGt4XZ2dkHDhzw/VLJ7kXR6C1o0UhkziZxigYBljMFHtxvvPHGN77xDZkln3rqqaBvcIT6HiIT+BZhc3Mzt2Bt3LgxaHddFI0x/Ipm9erVo6OjVC4vvvhibm7u+++/H7gkikZXW7ZsycvLGxwc9PteZveiaIwRqmgkMn2wxCkaBFhO4zfklfR9SUmJy+UKujx/OHv27H333ccDMj3wwAO+Y5ME/R7UClo0H3zwQUVFxfRJy5YtO3r0qO/y/AFFo7egRbN9+3a6QT/vvPPKy8sPHjzotzx/QNHoKibA+Pj4Odndi6IxRqiiCfwv35/wB3GKBgEWAAAAgMYQYAEAAABoDAEWAAAAgMYQYAEAAABoDAGWo6idGzXU9zITefqSmZvz8OHDS5cuTUlJyc7O3r59e6gEB3aElF8tAACALSDAchS1c6OG+j7sRJ7yPx8aGsrNze3u7j59+vRHH320atUq+WT7BVjOm/ITAABEgwDLsZTMjapkYLegE3nK/5wiqs7OTuVJDRwaymHDzQEAgGgQYDmWkrlRlUxNEHQiT/mfz5o1a9OmTVlZWTNmzKipqfF4PPJJ9QuwnDdhAgAAiAYBljMpnBs17OSaoSbylP85faiuruZZcquqqmpra+VT6xdgOW/KTwAAEA0CLAdSPjeqfFtR4Hr8+qTLrJb+5M8UY2VmZgb9ue9qff9ECxYAANgdAiynUTU3qkxvJ/mJPOV/XlJSQnEVfz5+/LgUYIWCPlgAAOAwCLAcRe3cqKG+DzuRp/zPt2/fvnr1aukR4dq1a+XX4xdgOW/KTwAAEA0CLEdROzdqqO9lJvL0JTM35+bNmzMzMzMyMtasWSPTyT3otKDOm/ITAABEgwALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA09n8A9WeXWoc7uw0AAAAASUVORK5CYII=)
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