Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit311-08-20020704_215200_20020705_023700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/04 |
Start Time | | 2002/07/04 21:52 |
End Time | | 2002/07/05 02:35 |
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 | | -19.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 151.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit311-08-20020704_215200_20020705_023700-constBx0 |
Minimum Dst Value | | 16 |
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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M1JUrVyZPntymTZsGvJ1Kg5mZ2f/+7//u2LFD/1rxE0BNu54ZGRm9evX6f6LevXtnZmay8srKSldXV/b7WO7u7pq/g6W1vAoJFgAANC9//vOfN23aVFxc/G4WRwsKCAj429/+dvr0aT2j8RNAeamnvPjpHwAAYKIoVL148eIdL/TmzZuff/65nhH4CaC81FNe/PQPAAAwUY0VqvQvl58Ayks95cVP/wAAABOFBKtx8VJPefHTPwAAwEQhwWpcvNRTXvz0DwAAMFFIsBoXL/WUFz/9AwAATNTbhyrpJxjef//9tm3bOjs75+bmvuVy+QmgvNTz7dX6wY/GXh0AAAB9ZEmw2MCrV6/u3bu3cOFCa2vrt1wuPwGUl3rKi5/+AQAAJkpPqCpKTCxJTTV2DiUlJR9++CENTJ8+fe/evVK5n58flRiy3De+25zwUk958dM/AADAROkKVfcjI5UKBT3emGNpXsHKy8tzd3e3sbGhl+Xl5d26dTty5AgN+/v703BFRcUbl2vIu80JL/WUFz/9AwAATJSuUJWrUrEEqzAu7o1z0GRubp6SksLeevDgQYcOHTw8POiZhg1ZriHvNie81FNe/PQPAAAwUbpCVeXLl5Rj3Y+MNGoOBQUFnp6ednZ2UsmyZctohE2bNhm4XEPebU54qae8+OkfAABgomS8yZ0pLS1l92CRpKSkTz755MSJE3/6059u3rxp+HL5CaC81FNe/PQPAAAwUfImWEVFRV5eXhYWFjT85MmTjh07RkdH0/CpU6e+/vrrZ8+eGbhcfgKoydeTkmhHR8ePPvro448/9vPzY4WVlZVubm5mZmbm5uYeHh70Un+5sfjpHwAAYKJk/B0s0rp16/79+2dmZlL52LFj9+zZI422ZcuWCRMmGLhcfgKoadczPT39008/PXjw4KNHj3JyckaOHMnKfXx8OnXqlCWiAV9fX/3lxuKnfwAAgInCL7k3LtOuJ2VUO3bsqFtuaWmpVqvZMA1YWVnpLzcWP/0DAABMFBKsxmXa9Wzbtq2Xl1e7du1at249duzY4uJiVt6qVavCwkI2XFBQYGZmpr/cWPz0DwAAMFFIsBqXadezZcuWLi4u+SJnZ+fx48ez8hYtWkg/ekYDNJr+cq3e06vB6gQAACADJFiNy7Tr2apVq4KCAjZMOVabNm2kclzBAgAAniHBalymXU9ra2vKq9jwgwcPpAQL92ABAADnkGA1LtOup5+f3+jRo6WPCKWviXp7e2v9tqCu8iojNzk//QMAAEwUEqzGZfL1XLZsWZs2bczNzceMGSPd5F5ZWenq6momcnd31/wdLK3lVUiwAACgeUGC1bh4qae8+OkfAABgomT8odH333+/bdu2zs7Oubm5b7lcfgIoL/WUFz/9AwAATJSMf5Xz6tWre/fuLVy40Nra+i2Xy08A5aWe8uKnfwAAgInSE6qKihJLSlKNnUNJSQn7s+euXbsePnxYKs/JyWnXrh29+8blvvHd5oSXesqLn/4BAAAmSleoun8/UqlU0OONOZbmFay8vDx3d3cbGxt6GRIS8l//9V9UyN6dNGnS+vXr37hcQ95tTnipp7z46R8AAGCidIWq3FwVS7AKC+PeOAdN5ubmKSkp7K3/+7//O3ToEA1kZGR88sknT58+feNyDXm3OeGlnvLip38AAICJ0hWqKitfUo51/36kUXMoKCjw9PS0s7NjLwMCAr766quXL1+OHDly+/bthizXkHebE17qKS9++gcAAJgoGW9yZ0pLS9k9WFXizx517NjR1dX1888/Ly8vN3y5/ARQXur59vBfhAAAYELkTbCKioq8vLwsLCykEn9/fxrhhx9+MGq5/ARQXuopL376BwAAmCgZfweLtG7dun///pmZmdK7x44d+/LLL1+8eGHUcvkJoLzUU1789A8AADBRDR2q+vXr949//MPY5fITQHmpp7z46R8AAGCiGi5UvXr1avfu3R07dpR+qcHw5fITQHmpp7z46R8AAGCiGi5U0Zw///zz+Pj4eiyXnwDKSz3lxU//AAAAE4U/e25cvNRTXvz0DwAAMFFIsBpXc6hnYWHhp59+qrnNKisr3dzczMzMzM3NPTw86KX+cmPx0z8AAMBEIcFqXM2hnjNnzly7dq3mNvPx8enUqVOWiAZ8fX31lxuLn/4BAAAmCglW4zL5eqampn7xxRfPnz/X3GaWlpZqtZoN04CVlZX+cmPx0z8AAMBEIcFqXCZfzz59+rD/m9TcZq1atSosLGTDBQUFZmZm+suNxU//AAAAEyXjD42+//77bdu2dXZ2zs3Nfcvl8hNATbueYWFhCoWC3Uqluc1atGhRUVHBhmmgZcuW+su1ek+vBqkPAACATGT8q5xXr17du3dv4cKF1tbWb7lcfgKoadezY8eOZ8+eZcO4ggUAACDRE6oSixJTS1KNnUNJSYn0Z896LjogwWJMu566LizhHiwAAOCcrlAVeT9SoVTQ4405luYVrLy8PHd3dxsbm1rj7Nmzx8nJyZDlGvJuc9J86qm5zby9vbV+W1BXeZWRm5yf/gEAACZKV6hS5apYghVXGPfGOWgyNzdPSUnRHCE8PPzrr78uLS01ZLmGvNucNJ961vodLFdXVzMRZdyav4OltbwKCRYAADQvukLVy8qXlGNF3o80ag4FBQWenp52dnZSyfXr17/88svbt28buFxD3m1OeKmnvPjpHwAAYKJkvMmdKS0tle7Bys/P/+qrr2JjY41dLj8BlJd6youf/gEAACZK3gSrqKjIy8vLwsKCvaSBn376qR7L5SeA8lJPefHTPwAAwETJ+DtYpHXr1v3798/MzKz7Fr5FqBUv9ZQXP/0DAABMVGOFKiRYDC/1lBc//QMAAEwUEqzGxUs95cVP/wAAABOFBKtx8VJPefHTPwAAwEQhwWpcvNTz7em5oQ8AAKCpaZRQVVhY+K//+q96RuAngPJST3nx0z8AAMBEUaKTlpb2jhc6b968oUOH6hmBnwDKSz3lxU//AAAAEzV+/HgXF5eysrJ3s7ji4uIVK1a0adMmOTlZz2j8BFBe6ikvfvoHAACYqMLCQltb2/felV/96lfW1tZXrlzRv1b8BFBe6ikvfvoHAACAjPgJoLzUU1789A8AAAAZ8RNAeamnvPjpHwAAADLiJ4Cadj2Dg4Pt7Ow++OCDdu3aTZo0qaioiJVXVla6ubmZmZmZm5t7eHjQS/3lxuKnfwAAAMiInwBq2vXs0aOHWq0uKyvLz8+fNm1a3759WbmPj0+nTp2yRDTg6+urv9xY/PQPAAAAGfETQJtPPUtLSz/66CM2bGlpSYkXG6YBKysr/eXG4qd/AAAAyIifANp86hkQEGBra8uGW7VqVVhYyIYLCgrMzMz0lxuLn/4BAAAgI34CaDOp5+XLlzt06JCens5etmjRoqKigg3TQMuWLfWXa6X/Bz8arCoAAADNFj8BtDnUMyoqqn379pcuXZJKcAULAACgCeIngJp8Pf39/T/++OOEhATNQtyDBQAA0ATxE0BNu56bN29u37593T+z9Pb21vptQV3lVUZucn76BwAAgIz4CaCmXc+6t0axf7WsrKx0dXU1E7m7u2v+DpbW8iokWAAAAA2PnwDKSz3lxU//AAAAkBE/AZSXesqLn/4BAAAgI34CKC/1lBc//QMAAEBG/ARQXuopL376BwAAgIz4CaC81FNe/PQPAAAAGfETQHmpp7z46R8AAAAy4ieA8lJPefHTPwAAAGTETwDlpZ5vD/9FCAAA8Jb4CaC81FNe/PQPAAAAGfETQHmpp7z46R8AAAAy4ieA8lJPefHTPwAAAGTETwBthHo2g8ZtBlWQxYtnzzL27r194sSj5GR6fnL3bvaxY6VZWbkqVcGFCw+TkqiwvKQkLzr6l6IiVvj0/n16rnz5siQ1lZ4L4+LKsrMbux4gD9qgjb0Kpq00M/NZQcH56dOjXVxoV0r09MyLikrbufNBTAw9J2/cWFFaWl5cTGPSM7U2jXPr4MF7YWE0ZlFCAr18nJ5OuxuVsG1Bz/TyWV5e6rZtNHmGn9+5KVNyAgIuL19++/jxBA8PeiStXh0xYED6Dz/QWze8vWMnTqRHtr8/zfO+OOc7AQG0lCx//5K0NNqjpXWgvZ72YhqgvbshWoNmSwt9fPNm5r59tNz7kZHUCKU3b1I1n+TmsnGogrQ+DbF0aDj8BFAkWPXRDKpQb+WvyrPLsilJojBweelSpUJBD5WFBT2f7tePnkN79tQsjBg0SHirf39WGGRlRc8UP+g5ytmZFcYtWEAl1zZsCLK2pmNoY1cR3oyi2qvycop/OYGB6b6+F2bPpg0XbGOTtGpVypYtVHL75Mmra9YUXr58w8enMCGBIjRl2DQJ8mmtqD2piWhfCLa319xTwtjeJO5Kwi4zfLiwvyxapLK0ZHuWsKN16ULP4X36CFOJw/SgHItmS9tCmKetreYuGeroKA1LjxAHB82X7N3w3r2l+dNDbWNDz2fHjqXnMzU7Lw3QyiStWRM5eDBta1la4+LcuSH29tFjxggrVtMg1askHmTC+/aNGTv24jffRA0bRktP+/57OhzdDQ6mUz6WWVJ7Uk+jPkl5J2WWlKJRoklng2VZWZSrPc/PpzM9k8vMKipKCwouFBenXLw498YNn7Ky7EePkusxn9IKoeKZpZmpJalyr6NB+AmgSLDqo+GqQPtPdLQL23noIddsnzzJrax8WVqayQae0tHl6f29GXvfuIO9elVO4xcWxt0ty5kSO3lh3AKHoO50tJu9xc7JT7FsnnDkpQMcCwYRQ4YIIaFvX80IUSvrYg/2MsTOTrOQhYGQHj3CnZzoZPrBmTMUv8tLSooSE8tycuhMmg6X9KCB4uvXKVrLft5MR2d5ZygXaoE3BoO6K0+RRjrRNxzlQNTIFJCky1E0k1qXpihQCVmyGP9qRWgpGLNHmBihg7t31xyHNusb0yxVrmpj8sZbZbdooOiXoszkc4/u51D2FjtxIrtq0pxQl6ZmiRHPOiiNiBkz5szIkWfHj6eX56ZNExrQzo6SVzr9UIn7FMuQpAeNLEwu5j1SLkX5BM2ZWoztiTQtPS7MmEHP8W5uVBg5bBjtaLSBLnt50fPVdevorfMzZ8aMG0cPdvJDebMwppjVSbkOTaWZn1UnbT16sJc0B0qPtHZXyvboPOphUpKudqC8h/IkmgObFVtQmJg40kGG9aIz4srUOp6wfqXu2pVaieoSOWQI1SVq6FDNvsce7HDEzvdoHGp5k+hR9+6FZWcfO3NmlFKpiIgYQM/SI+r61o0XZt8qSrpcGF9cXkwH9vTH6fnP8wNvn2CJlISO9nTMP3jroKXKckTUCNYif7/+97kX5yY9fG2jUHygAyxtRM2jilSY+yT3xYtyGqZU9W5Jzonkg89eGHfkbAY5gIEaJ8HSpaEXXVlZ6ebmZmZmZm5u7uHhQS/rN59aq0oxqUq8oE1xiIZpgJ4fJSdrhiUqqVtYF52aaO48hYUJdI5C+U1MzLiMjL31W9vU1G00q+CoYTOUijlKxUR1VzoaOYf3p72rd1hvWi0a52XlS9onNaeivIoWGhRkHRs7iSZfFuyo0DhQ2f5sSc/WgZbTIiZ4nFs4O2pqb1WPjQlrHZS2WxLWLQmb/d3ZZT8n/rghxO1OdnLcgZ2lt27diY6gA1nBhQsUXx9euUKnlQWXLglX/qOi6IhMB9Mbu3fT8ff8nFlbRyr8nKoXxZK2iJoLYJphO3bChPzY2NJMOhPLZB87GtUs7NMTivTZx47RmfeVFSvoIC7LKTjNOXXbtqtr1iR/9x2tak5goNbRWLe5FxZGh6qXz55R35AK6bhGBzKqFMWkq2KMpPlQosMSJopDNEBv5arVcQsW0INiEq08xUghXi5dSs1IDzq5pwmvrV2b4OFx++RJOr+XPjmiARqTou+19etpQ2QfPUrjZB44QJH7/IwZrJHPTZ9OG4XKleIVR4riFHcz9++nkuhRozQvltBLilUpmzcLlyHXrRMSbmvr02J0pKh/sss/r1/uGKZYPlMRNG6YzyDF2bmzyouLqb77Mvd5Jnr6pfs5hjpuSt40/fz0BZcWsC3dL7wfPTupHC0CFd2Odz5sJxTTOr/9Nmp0bEOzPYKaS2jG0aNpm7IrTwzb3JSRsFBHzUVdJd7VNTcoiJ5pP6KYR52/Sgx+NEOaliah8WmebA40CeXK1LWkz/XYcqkLUU9gD2lxmtGUymmebM40TLsJzZmGqRc9unqVuhz1KOrY9DLryBFamYw9e6jznJs6lW3oO6GBtS6u0FGRvRU7eTJ1pFsHD9L60BJpnrQbJqec8dzvcmzbAjbOpfnzaZz88+dp/jQh1ZFGo/FZU1BhUUJC5ODBNE76nj3UIakPK2uui0uPiAEDhOxwyBAhOevWrfokULzsF9qrl+aYUo+iQwll88ZuSjpUPnyYRM+//FL0Sjycatncr8rpXWqT5OSNjx+n06O8vJie6Yz64cOrVFhSkpaXF11aeosO10lJq+7cUcXHu+blRaWl7czI8GPhIDjYTsiooobTYTkycoiXUuGqVNgrO1Mdeqm60HNXlQWrkn2QFT1PjRoannPqTtnt5EfJFwou0NGeHfM1j+RdxAnHnx2/JWVLdF50YfLVB3EXacc/2EOhnDF6zjILH89h1M60+89Z09X2iGL6nl40fv+j1Wmr/RFhifOPjDKqxZBgNeQiG69xfXx8OnXqlCWiAV9f3/rNR7MKdEykHZgOMfRMJ1t0kkeHS3b9/OI339AJGe29UcOH09GHFca5uV1evpyCutY536WDR7DNuXNT2R4VFuZIz6dPD6Rnlcry+fOHunZgPc6fny5kSOKOJD0cg6zpeXC4U5WYXQ2OHEwvT9w+IU315EkuW4fQ0J67lYq9gdYOAQqnE4plBzrPCFQsPz60a1CX8WdGas7TPsRe2MmDumoWjjozip5nnJ9B4XN41PB1V9dRBE0oSvDP8r9RcsM33VeVq6Izreyy7MSiRI8EjzWxS9mEk9d0HrZDcWiUIzvvFGJ2//70oIFI8dyUhXClpSVblK4mraukJPVS8nfXD25R1lxmY6e/SvEjGD0TUjpI4YryQsqftF6DoSBEG/fahg3VJ/fiutHh6XF6enlJCZ0uU2Ri98Gk7dxJFYmpuQgULl72uzB7NhVSlGKXK9gqsSuC0nqyXsSepctF7CpCSM1VhNcuLbBYUnO94cry5bT0WqHo72Ms5nsojg2yl1ZbVdOq7MpEretSF2bOpFWl+Er5AWsHzSsWFLzp5ZOnJck3zx24ud9SaeEV77kq2n3dxRUWSuFw7HRI6Hv99nZ22tt5sK8lm6lDiAM9W4mBgR52wUIyNTRyqPBWoA0r/HHhUNqPCuPi2A18Upuz9Lpuhk0l1PJveWcYxXVKuzXznrdHKQVt4piarUD5AbWnlBWZLtoWlNZEOQ8PDe5Fh46r8WsSTiy5m6CmCtIuE7dwIR0e2YUl6pDUw4Pt7Sn1oZfDfIXtTjn0sTFOyonDWS5oFMrVqOOxZItO1WhHe5yRQU3KyqlDUqJWlJhIz9RvS2/epNFu7d9P+wKdaRTEXaRjQtCdQFoHS5WF29nxLmG947IOJyR40MktPcrKsmninBzKGq+mpGwpKkpIS99Dx2oqp3fZWXF09Fg6RIeHO9Fo6em+qVmHfSKH3bh1mLKljAzf0FBHepeeaczw8H70rFZ3ZQfYkBB78VDfRzzId2GF7F02vvTIzNxHc6Yjc0VFaVxhXPWOIx7Ye6mE/ahzzS7aTXzuHSS8ZaXqzAr7hAm50ewL0+mcbG/G3oA0/0NJP8yMnUyFo6OchborLRwOKewOKwb4Cftpv33CPOncZu0kxfoJNafWxzqzwjWTFRvHKmyPCi8p6zJqYyHBashFNl7jWlpaqtVqNkwDVlZW9ZsPVYFOHynW0l7KPueqdSFaLV6oD3v9OnatQnZ6+vTp/du3T/yicdpE2QZlUdnZx+hBZyq0X8XEjKeBixe/odyL9sbHjzPYp4elpZl02qR/VWlXpGNHbMKS8LgtXQIVNgEWc6Nc+gbb/hAxiPKLn9Vdg7OPn8o+xlZx+eXlmtMujB7dT20zPWYMvTUipIfmrk57fiAFvNAedD5EadOShCX0vCN1x4CIAd9e/dY6yNoxxNEuRIiRfcP7Cju8uptm1tVL3NUp5WIvu6qFnKxnWE8hsopTSY9F0XMW+o9SJR5cm/gtReunv5Rl59+gIya1f+r332s2742dOynHMuRzw6lBwsrMDeiqXKFQfWPBcpeUzZvZ55JS3kBnm3TeTElV8fXrV9eskRbHtnXshAnpvr4PYmLomZLstF276JRaOoOncSh+JK1ZQ/GG3akmZT8sdwl9PRlid7fU+uCDXai7uno1BXg6U6+eXMx1IgYOPNZN+AyF5k+P1O3bKZWnDknrcHXt2ur7lI8di1215PrmzX5OishRzie7KOhBw99OVWxbNqT3IcvlfqMpzJ/sY9clQDhKfrNvMM2KMj9qXmpGOjGgueWcOEEpY87Jk5Qmnp82LWrECFp/ahPN9qQsefaF2fsy91Ga/veUv4+LGffNxW/YJmZb31JlqXm63Fu8Gto1sDrj7xnkQFFtTdIaqgnl36xHZV47dz7Q71rAwTWePcP3b1xyfOJWpTtbHPtAjc5eKOl5EB3NLv9cnDuXBqgdhMsbly/TOJREXhCvxlGspchKm5LGz9i7l2KtgTffUDtQG6Zs2qS5w9bdv2gXNmRumqhJ2Ty3jhSi1I8BK6gBLxSYfILFPC/LV55UHKN0wd+SnpX+nU/2UZx0ED61pOaiPfdne6uoyeO9ZitWTldMX23R50fF2L3CLtnrqCXrLT/n/Eydqrjc6DSrfiiR8lUqPENfu0g/RGVJe9oCdde1SoW3yrLmjLcnPe8J7k4H/UFKRYDKQkqDQkMdNI+Qg8WLSSNrJmSPiIhB4iWooZqFB0/3m69U7A7vT511udJCHeJwUmXNzrHZuTEd80tK0h6+/ine/af32W4VfOeUKn1Pen708ohBh+LdN0cN//a00+lrGzdGDJ4T1kdMm6prtErdjY75MeenxkZOSr6wUdXVUtlFERLkQNtoeZCwn7LPJYRJToknQkHCLmwfWH3o/iZ8St9TDrsCl0zZ0MXDexAr9A5atn3npMyr6vOXvSjjTCtOoUdVzW1edVEHoHiHBKshF9l4jduqVavCwkI2XFBQYGZmVr/5UBWkPTFu0SKKPdk//0wHzVsHD1J8Slq1Kj82loJu1pEjwnnq2LGJS5ZQALgXEUGncRl+fkKAHDTg9K7+obt6hof2EVOocbSXxsUt8M/yp91m+vnpdLSlR9b9yBOJnqVPchMK41OzjtTs5MLZ4dlzk3cIH/wNL/qliHpz0sMkinC56VfCt3rmnj2dlraTTndiYoSTqi1xbsI8T46gkEwh9tL8+RR7IrYJH+Sv868Ocl5RzlND7JPuBkt1zH2Sy95iaVCPEPvIMyPPnZuSkrKZninbo8ljYye+1Jbh0fqUvyqn58zSTHZd6kT2CQohXpe9RkePtgm2GRUtXNbqf1r4mNKi5rI2uy1gceLi45kHz+XHjDwz0j7Erk94H82syzbYlp5phvYh9huurh99aqB7+KyF4dNHKwf5zx66fYTizJQJmmty4vYJms+ejD2UcVD6mP88P7UktbtSOI70UlqOEa+xP8y9Il2Oos3Hrv34DBIiX0gf4fIPu69Wyo0iBg+mZ3YV7Z93oohvsTEpTXkpfsbH5nls4zf9fRWzlnc+3a8f5UzU/jQyy+docQ9TU/ISLz2Iu3hm15q7ISGskH3ni7KcBylX6FTVJdplR+r3Px713O3v9nPgxvk/DNxxfj2dbk45O3lN0upVV1ZeKrhEp6TUB9ZfWx92L4yCEz2mnptK233+pflCtIgcYhdk20Nt3y1AqLujsjtrz6GnhzhHjugZKqS2nometCCasNamVOWq7tfkEJUvX9Ja0UantUorSaOUaFjkMM1LUJZB1cdotllnXZhFLb8x+TsrlWV3tc3+iEFbg7ocO+M8R6nYFNKrb6Dl8MCugSE9DisVV6+uO3NmZFaW/y/PSp49uC+0p5UieIqd8u8K9cxu9+9HPnqUTFtzS8oW1WTh6p107zN7VJ/n1NyBpNS4Naf6IlzNljo7YQK7aMRq9Kq8nH3QRm32OCuDFkQnJHSG8/x5Pru3iXJZYc42Nhc950S7jWZdhRqBdvDMkwc2qbp4KRXZd8NfaNyGQqc9mleaKTTSGRQ1Gu0Ut24dpGpeifNZ9d2A7T/Nqo5nYlsNOt2P9rV5cfM2Jm+kbfHz7Z8XxC24VHgp+G4w7Ue0IQz89KrWmLQD1o127KYZymAMTGJozdkHinRY0DMaVZNygguxs4bu62xxSjHuiNDoQ0917ka78CnFLLVdf2XnReIl7WGhfTSzmcnBdruVimU1p2Gs8wjXs6+uOV9w/lj2MerVhqxn/UwPFi69jwqyXKhUrFQqBqgsuyk7d3/9Q7fvVJ03Uq4TOZSOuvPErk4P2tup2/2c4Ho03v1efvTly8tTU3dsVFpQl3BSC5ddB6rtxig7uwbbpKXtSkpa9ezZfepdtx4lT48cujHe7XquKvKGz4CI/uI5Z8/qk8/QXjbB3WirpT+8UiWeRVfU2Xy0P9IWoa2sf3PcK7iyQTnwZMyizUrFaqVCHSR8whh80rY6t/NXKOnM+qiQI6p9u/r+pDiyQvHNqTEzg0YfzTpCjZ/8KJmOlufzz7MVi86LZrOljiBdP4vNj6WSrTFjaUNLt3EMCe1BL32SVvun7UwvuHj6/Ex67Ls0f26oY8DZ8dSASLCapxYtWlRUVLBhGmjZsqWekfXcK0Z2TbClYzqFATotY7cxldccUsvF+62od9LxKK/0Lg1vS922KmnV/sz9dHIfdT8q/MapqNMbWS8POiGc4hw4ZUtH/SVKxYzYSZo5BwtalJQI6Uh4v0EhDkNCHL5RWdDJ0zjxMz4H4QqwZReVBftsZcDPQuHAE4rt1L+Vis3iTVfDQoWZWKuszs6ddXHOnH9eHemp2Phd9cd5PuLKJCZ6siqw8OAa79o7rPeJnBN0xKc9SrNxKIQUFSWyGwvouby8uMTgL6TQwZ2O+BQ26ABBOzA9B+YEUhPRwN2yHIpwlBTSSVtk5JBAtc2i89Np9SaJzcKyK3rYiAevWlfFeh4RWsD5B5tpPo6rfxjrc8OHMirWgNKEdNCn53nfWo/2Vozdb80Kv0/euP3aOhaEAn5a7nBEMWxP9UX1SXusBh5TrN7kOGGnYukam/1Xdu+4sOFsbqRX+LTgQ4t2H1Uc39o5YEGXI54WZ7eMD9zW5frJ7bdzr754UR55P5IqFXI3hNpw6pmJbG6jokYOjxx26NahRZcWHsg84BTutDBuIbUwhVWWcS6Ndx8e2mtjvGvoxTmB56YuvDSXMqSRr38OaynectFDrJFFzcV/1hS9xVTYsqbzWIhjOohjsqnEbiAkQJOjR/UIcaAMjBUev32ckjPKhMTJhRtgqaPeKLlBtXCLd1MIHy70+ebiN3TMzSrNosJvk75V1FxxFLO3wdZBVisvL6cUyit+YT+1zbAQ+10XZi4K630pzTs62iUhYTGlUCdqTtnDwnqLN5R01zyPZx+UBKmsVcc7Bx22VP7YWXlSEXRc+KBEdUr43OTHmhZYF7OU0qPrW7eygpyAAPZlRjptSFiyhBXGTpoU7uREhTRm0po1So3PTNnX9EJ79qQ8+Pz06ZSo0al86MSeJ5cpQrc4+CoVR1WWwcF2wgc663spNynOLHGOuLA1PmSLMlBYz8gjw+hcKGD/mAl7FbP2VK/SrNAeFEd9zk+fFtpj/dmxEaf7hwTbUaw9EzMuIG4u7a3Tg7r0DXXsru7mK370Mze4u7SBhAYUP8Htp7J6bUOLW6p3uHAVwUplZaXqQlt2c7z7lPA+h6+snKe22XV24tjoMc5Rw4UeFbeQsk+XqOGrk1bStqBHsngLFO1WwpYK7Tkm2sU5aoRX4tIeIXarr6ygg8a4MyOtxVvf115dO+bMaJrJ2DPOO69vX3dlxerLXiuvrOwd1uvv1//eK7QnbXfqpfQYHCHcSMBSedqLKQlgA7QsOspRDhSWus1JTDuqD19i4mKptNCsl43YaaXLKiOUnSlH8YkQ7oIIiRhMKY6H8AGx0GmdTjtp7ua0GtRFk+v1vTn9hov16hnikJ8fy9Lr4id36QA1KmqEW7yrZs43TPzMeuLZCRNjXOacm1mdZol3Cs44P4PS4g3JG1jh1utbf7q5d9WVVezlkewjP2cepRM8aiW2+0jzZLdnuMS4KGo+GRe6RMQQeqb8suD6VUqDKcpQZ2b3z9GBRWiccKdyjSSe3mJ3lNK+QKcKmQcO0O4Q7+oqdHsrK+UghXKkQu3UTTlJoV7YnfYs5b7O1QFosRUVBnt3l24Ioe6dkfFDQoJHfv55OuGhExvaypqXV6nkhbj1KSjQAJ0/TAodIPbn6m3KPql0EGtHqSpt6y41W7yn2BmQYDW45ORkKyurDz/88F3e5C7jFSzqJcfS9hxM2EDJBx0KvS572YfYu0S7DI8aTvGSpUQTYifQW+yzEnp0ET8R7ylGQTrAHT9qoTrZeeVKy0H7FSN+qr6SFJl7evb5WeuurlNofKTCPmexDnrt+Gt/UnjL+lT1wavrKTGannrt4NVZzCfGHenlstN61765bOVpr6OgcjsggPbDgpTEQ/Guymvr4uLmU4Sj48vD1JTiohQKgRERA8przm41b3nRVFgYFxRkHRxsHxIinBvRPkkTXr++7eLFuXS6lpKymU5ni4oSaC8tLc3KzVUVFFy4dy/sxg2f0tKbbNe9enVNRoZffLxrZOTgK1dWiPfUT9CMuzTPUxdn37lzKih2SnzSmu8vzV8cNWLHZa/+wd3XJy6hY+KEGJex0aNooK94Tmx30lqzlSaeHt01yGpZzCKH41aDDldftlmxWvjobf8Pi6hJ+4ltS4+xob3sVRYjas5Na7KZf4YE6cFOanuIl2q6irc70OHDRYzeE8XMr0fNlmKbj/IV6huUstQETmFy+5DumvNksbb7P3Ojfz4PDHW0oXAYVn3Gz74/Nk1tPUqpWKCyoLfo0V0MxoPEnNtR2dlCnHauypLG2RTcfRolJZRUKRVTlApKIL6lw2ik8CGF6ozziKAuLkHW17OPpqXtPJn1D/sQuwk168lSsX7ifXU2QdWtaq0WqsYuPVKlRoT1mnR6oDLE8ZhSceaMs3iAtq+bNkl3lly7toG29YMHMenpvvfvR4SHO1H6Fb11dPB3dtG+Y5QnFOqfbDQnjz4zkl0oVYr5GUsWA27/XCWeRlNAZ98MYIrLhZ+GuhMWQoUHbx1clbSSEkcKyQG3fv7hsJs6fPfsmOmDg/sdCt/ktnPAkVUTf1yuODZLofQTzuPnnhQ24uhAof2tKLGmbJhO+lVW45SK+WLdqfA78TJAQKDlEYqmga91CWtx89nUJExjxckniRtigNJSc8w5YX3mBXWZH9qLzXNrkOVGpSIiajjVbm94v/7UhcSLIvSWs9jBhohLt/xnPxGe7cQoZVGr8wS9dpPlgetbqU1cxTtspEyOPWxVr2U87NH99Xs0awpfO+awwNlX7BI9azpwDzFZHCEmBHbq6jMZr4TFcy/OpXMzej5w86c5UcMXnx0//cwI26Aua89OcKZzv4jBfsG2B0Ps2Y3b1P3KyrLv3TvNtvvJ8L47lIrFZ4WuOOh0P811oESf8hjK8g05UNe6vq71cjsVRl84Ov+HgRFn9tV6i7oTJTHBmYFRdyPZ0tm1XjrI01s04eJL7mPCnQdFCJ+X2dfkRqy1jyQLc4vOi6Yz2z4195X3UfWg55GhQ61OWTopq89P/NJ/OJ1w5MGV+GPj+p9zn+++d/h03952p4S0su9xW6sTisF7LFbMULgvUHy/d9bI431mRk1mE95/Knz/4IaPD51LxC0Qvh8gfe+k+j4E9nscNbdvnhavxV5ZuTLpuzV3VAHXrq2nM+p7Z0OTVq26lXCQdtWzZ8ex9leJn2yyEyE6JtNZNCVSlHc+fpxOR2/xNjKnly+fUSEdt+nlvp+cRu1QeLlarPRW0GOZb2fnQIWLGKGsavqe/UlhoO/PQo9CgtXgLCwsVq5c+fTp03e5UBnvwepSE3StxeOabbCN5lGgm3ijt6N4JBKPOzaUUS24MKub2spFPCWlg2NQ1tHgOyra04T99qi1RaCi535F5uFDwTY2FxYt+P6bXvTYPc1xoZvi8JKx8z0U2xf0GeSjGLJLMWprZ9rrVi6ypbe2zFV8QzHglOIgHazpLN/fboa6xxJ19TUP2yPC85LFwr3SdLLKToD02Pzj6C6Biqn+1gPFCJF1O5hOidg3vWMnTqw7fkbG3tejqYO4Q3bVLGR3LbB9VXqEh/etewtnSEh3Nj7t+ZmZ+1JStlCixsZkb9UaMzS0BzsWsMOBMn6R+2mnzSHCxWr7U4ruYt7z9yPCW0F7hNutlLMVm7f3WrrHJjctnt1FW1pRmno/ootGjHRUWfYRcpHO1JjrlYp5oY50cJoW6kDz7FET0vqIm76vmEVJoYu91f31aDo0RDiefnt2QlTU8NgE9+Eqy4FKi+HiOFODutKCpio7U94zTkh6LGjAK8SeFjeoJtRRmB+mVOwSI5BSzI12KxWXEhcfCu9DeafYVo4nKRoJF10stgpxeoQfNUvEgMNKxeGab0jEx3tQrnz16rfsBr7Ll73omEhpjWbewwZiYsYIsS1iyCDhmkp1UJ8WZLVcqdgiXit1lApD7OcLd6LY1UxuwY657PNr2tZCfWMn0+Ioz6YDdHLyRkqmS0sz63ahx+nprLXYR37qgd3Dfup1Zt+I6ylbLlyYTZNQlk9H9rt3gyk1P6my/FGp8Ln4zYDwPntTt3vHjDkR77rh8tKZMS7zYsYKLRYxxCHIun/NfmcjpoM26tdy7u7s0q+4+YSNS3mVsOHY2fZrm89aPF2xUb1WONBfGNPF39JCaJPOqQ+v0Kn8XDEVGH+qJxXaBVaPaSXOs0+IXXd11zERg6aKC7I/JSzdRdXPJ7xPRLw71e4phcnKl+ybZVRl6vwBKssT4t4h3MAU7kQJ8Q9BXRaKV6NHixnMGDFgUx4/lNZHvBmIXk4IsrYSdtvOtGnomJCadYSaN/zSNzThRnGD0mhzgiyoGy8PtqcUZ7Haio05TtmZdoGZ6q707KzsbFWTYvZUKtyCutHzTJq5+FgppunO4hFP+tYD6/k9xKTNVtV5/Nlx089P1//JI/vMi8VsCt503iXdS0r9hF5KV1OozwcF2/lQ9kknP0Fduyk79wsRTlBt1d1GRQyaHjNuUoxLd3U3n9St4yOH/uOGz6Zzk/0S3L0vzZ8b3m/NxTnWKov5MeMdg22Hhju5RAywC7LelrjUJazXlgSPHupuQ8J6j44cYq/utnuecMYV2rPntfXrM/ftS9myhfKVlM2bhd9xWLyYnsN69941RLF6iuLEymluq+2CvZdT7nJ27Nhg8dbJ0wc2rjo0acuuCXQMdzgk3Oa4Y5iC/Z5fXnT0cVuLI87VuRT7zt2QH7oc66agZP771SNWrOkTNln4roP0q2bssX2s1YT1CpfvX8t6LcWu1f9Q128TVvinHTgzciStWJDGL3eorK1ZanVJvCXx5k8/5QQG0i5WcOECnY3Q8Z+G9WwX2iKXLy+nYwv75vjZsxPFK812IUIebMNyqUjx3CwoyIpOqqmQ3YwfeVT81lG/frETJlCkYJ/Cn9u+dN1eR+UR11UBs+hB1aSWCVowiWIZEqwG98EHHzx58uQdL9Tb21vXtwiN2uQ08paaTj9VJaQjK4LthghHIiFeUmqyRWVNR65dIQ7U0TxVnSkEHhMTgkClQh05mI5Ta4Orr3uzG2X8knbGeW/OjTzNfnhGerA7mtm9zyrxezf0uH3s2PVdO24fP04nLpeXLlX1sQp26hZ1YFjQUaubF4TTJjq1+jl2typu/40TRwI3zM/86ScaM3XbNq11+aWoqKK0tDAuLmPv3v4nXzsz3jZTuJubfduZduC6F7EoPFy9uobOPu/eDRHv+jpAwTUpaQ3FBtobz5wZRXtgTMxYMe72VWp8OyYycgh7Zp8GXrw4h5KAjAy/mJhxubkqzUXQDi/e7DlD/NBwKPsyDrsD9MyZ0ZpZV3CwLfvg6YhSESimHcJttseE2K88YqE5JmVvmotIyjwQk7x5bewUe5XFngTP27dPPHyYlJ8fS2si/GbY83yKB9cyD97Liwk43e9wiMOtnJ8DEzyzihJ3pu08fe/09pRNqy977c/cPz5m7P7U76eFOm6NGUuZ0A5hWRaH6tz9SinIYSGbGctSUmoiSkGo7nRco+jyqCTtl4oy/yz/n27+eCV5E2UtyckbxK84zKV3NW90pZfPnuVRi9EjK+sfdDJKEZp9Ynvr1kF6vHhRpvlVeTp6SvcJ0Zi0uOxs/7i4BQkJ7mzrnD7djx06aQ1puScuzl4dYp+QspmGL12aGyiu/B6VBeVbgaG9xZXvIV6/tLl9O4C2/uPHN7Ky/MvKsqVgyT5ofuP3MBI8PKiPUfejQ7Oun7SoEu/vYZk0+26U9esfPHVV/TNLFrIisRuPDRLSoBGq6l49TEwaBrM78F6/ijP7/DSXqBG79sygk5Zvpyr67rPodrzzlGDhOvSShMUbLs3fc636ox9bpXDuNDjIKffhlec1aURpZmbcTzsuL19+2EFxxEbh9HN3u5PWHut60hmR7yqXq5u+y9izR9lfoRyhGLxbWMMZ3zvoaRCqKfsZPLE9b2dnHyspSaVHUVEivXu/9CY9pz9Of1Jekpq6jRKymzf3BZ8dSzloSurWBw9iaCrq4azxqcOcOzflxg0fGpPS3Ly8MzRQWpqVlxf99OldOoehwtu3j8cnLsnPP0eT5+efTb35Iz3S031jYyfeuRNA/So7+2h8vCt1mLQ0b5pbWLwHHdx2RwzcoOqySdXlezHbPhgxkDrGvtAeb9zchqB9kJYbF7dQWfP1uuorW0rFXPHctXetjx3Fl5YqxeuFnesWsn5i9folvblHhexE+ulU9mDfO2EplFL6fFm81U/drZvmmCy5Ce/X76i9ZXDvnqE9eghfBDl2LN3X98qKFWycUytn7Vs+9vjkIV6zFSfHCleS1OKXM6QFRQ4ZQnvBpfnzIwcPphnGu7nRTEL2rHI57uQeNI19zDrGz45yuOUbhK9Usx8Jo8f5GTMozco6ciT72LGHSUl0PGffxnjLL8+yIwn1E+oeNYduK3q+eHEW7ezsp3/okZLydxp+8iT3UXKy5gk8rQaLZdK9j5ThUSG70oYEq8F99tln2e/8N50rKytdXV3NRO7u7pq/g2VsgnXmzMiYzH2BKZujxcuqLK9np/JK4XsiztIlAZXKWvOyDYuUVwsvsb1TlavS/CidTjVixo2jZOji3LnUF3PVajqdyjtzhoIQxR6tX4AqLy6u908SFyUmsp8JZec9O/b36a9ULDxp0+dHxcDdimNiEpjg7p68cSNlYIbPVrrDlwYoO6FD//Pn+XRiSkGC3a3FCmkf1vPLMRL2LS02Grv7mBVSukCxh2ZLyRAdkZOSVosfQgnXvSmi0Ft0ILgdd/Kc3+Tr57ewbIZF6Lsa9/Iby5CfyaB1o8yDlkW5EfvZWMo7ExMXUzBLSlr1/HkBRUqKQ9QNqB3oUf6mG41fGPk7fsaidaBITOtDcTQnJ5DWrVaYpJdUfu9e2P37kRSVaUwK4ey3fBp63TSVlmbSCqw93Y/im0vNp5a9xQsw354ZPi6oy9bYiUNVFtODu1+8vJRyjqtXV1FITri8dHfUiMBL82/c8Ka+kZy23SfYNjHde0vSt4cy9g6OHGwTbMNuMaQ8iZK8pFWrKFSUFuZViXcTS0tPLUmNzY+Nuh+1IG4BG59Go/EpLrJfUT87fjztubkq4QyBdurq38kUvwoqPc4t+Gb3BLtbJ46/s0ZrCGyXZL2XdR7qBmw3l3Ep7PelystLaA+iEwbqcpTk0cnYQaXigHjSOUi4ACnckDpLLX5MWXOpkn1ivihiCB3NVkYMGiZeJJ4RZE1jfiNe/Jsa0oMKJ6q6zBDvZ41O20FJSV50tJDT2Nuz3ylN/f77aBeXm/v2Ud58w8eH+gaNcPPHH2mE61u3npsyRfi1nePH03bujJ1Mp9XC91jZLyDS43l+PvvN/agRIxI9PaVf16MR7gYH0+GaUuPnBQWs89xRKukAq/ljp9KP4Ukl+c/zM0szqfxu/PmklStZX7o4Z8756dPZz5U1HDri0YGLTqRp16MB9gV22tx0pKVH3RvwJbdPnKD2jBF/L5ce7AdmqZ2pskiwGtyuXbsGDhyYl5fXWCvwNjT7B/U/ivEvXpTR8YVSB4o91BHp0EAdkX20QXGIjkf0Fh19KEpJ0TSxKDHyfqTW2wLeGTrpYb2fnajRgYBW++Uvz6icDgQUKq6tX9/QO7CM9AR72gS0Oei5fn8uYSw67vxi/C8WgiGoi6an+xY/zgjPDbn28Krwtaw7KinxrdUH9AQAibG/Qy2hsw62+7BfG6czIs13H6eni9/m9GUXOQrj4+9HRuLvGt8SHVrpeFtRUUaHWUq/6OjKErv0rOP0nFQQe+fxTcpxbj8WrvOxzkC7PNv9n4jfuSsovk7PNDK9+4v461jSzOlYx9Iao/7UgfIeOjGudQMGJU8s65Kj0q+hVC/e1TW9vj/i+C6xZmS/Ba1ZjgSr4RfcGL/kLhcTWlX96FxK+F0+Hx865arHj6ED8IxiKkXQMyNHPrp6NT82Vtc9jmXZ2U32X5iggdAWz4uOfuNtr3xqNgH0jXipp7z46R8AAAAy4ieA8lJPefHTPwAAAGTETwDlpZ7y4qd/AAAAyIifAMpLPeXFT/8AAACQET8BlJd6vj0TvR8fAACg6eAngPJST3nx0z8AAABkxE8A5aWe8uKnfwAAAMiInwDKSz3lxU//AAAAkBE/AZSXesqLn/4BAAAgI34CKC/1lBc//QMAAEBG/ARQXuopL376BwAAgIz4CaC81FNe/PQPAAAAGfETQE27nsHBwXZ2dh988EG7du0mTZpUVFTEyisrK93c3MzMzMzNzT08POil/nJj8dM/AAAAZMRPADXtevbo0UOtVpeVleXn50+bNq1v376s3MfHp1OnTlkiGvD19dVfbix++gcAAICM+AmgzaeepaWlH330ERu2tLSkxIsN04CVlZX+cmPx0z8AAABkxE8AbT71DAgIsLW1ZcOtWrUqLCxkwwUFBWZmZvrLjcVP/wAAAJARPwG0mdTz8uXLHTp0SE9PZy9btGhRUVHBhmmgZcuW+su1ek+vBqsKAABAs8VPADWxemrNb6Kiotq3b3/p0iWpBFewAAAAmiB+AqjJ19Pf3//jjz9OSEjQLMQ9WAAAAE0QPwHUtOu5efPm9u3bp6Wl1Sr39vbW+m1BXeVVRm5yfvoHAACAjPgJoKZdz7q3RpWVlVWJv3fl6upqJnJ3d9f8HSyt5VVIsAAAABoePwGUl3rKi5/+AQAAICN+Aigv9ZQXP/0DAABARvwEUF7qKS9++gcAAICM+AmgvNRTXvz0DwAAABnxE0B5qae8+OkfAAAAMuIngPJST3nx0z8AAABkxE8A5aWebw9/lQMAAPCW+AmgvNRTXvz0DwAAABnxE0B5qae8+OkfAAAAMuIngPJST3nx0z8AAABkxE8A5aWe8uKnfwAAAMiInwDKSz3lxU//AAAAkBE/AZSXesqLn/4BAAAgI34CKC/1lBc//QMAAEBG/ATQ5lDPwsLCTz/9VHObVVZWurm5mZmZmZube3h40Ev95cbip38AAADIiJ8A2hzqOXPmzLVr12puMx8fn06dOmWJaMDX11d/ubH46R8AAAAy4ieAmnw9U1NTv/jii+fPn2tuM0tLS7VazYZpwMrKSn+5sfjpHwAAADLiJ4CafD379Olz6NChqte3WatWrQoLC9lwQUGBmZmZ/nJj8dM/AAAAZMRPADXteoaFhSkUCnYrleY2a9GiRUVFBRumgZYtW+ov1+o9vRqkPgAAAM0aPwHUxOpZK7/p2LHj2bNnpbek0XAFCwAAoAniJ4Cadj11XVjCPVgAAABNED8BtPnUU3ObeXt7a/22oK7yKiM3OT/9AwAAQEb8BNDmU89av4Pl6upqJnJ3d9f8HSyt5VVIsAAAABoePwGUl3rKi5/+AQAAICN+Aigv9ZQXP/0DAABARvwEUF7qKS9++gcAAICM+AmgvNRTXvz0DwAAABnxE0B5qae8+OkfAAAAMuIngPJST3nx0z8AAABkxE8A5aWebw9/lQMAAPCW+AmgvNRTXvz0DwAAABnxE0B5qae8+OkfAAAAMuIngPJST3nx0z8AAABkxE8A5aWe8uKnfwAAAMiInwDKSz3lxU//AAAAkBE/AZSXesqLn/4BAAAgI34CKC/1lBc//QMAAEBG/ARQk69nUlKSo6PjRx999PHHH/v5+bHCyspKNzc3MzMzc3NzDw8Peqm/3Fj89A8AAAAZ8RNATbue6enpn3766cGDBx89epSTkzNy5EhW7uPj06lTpywRDfj6+uovNxY//QMAAEBG/ARQ064nZVQ7duyoW25paalWq9kwDVhZWekvNxY//QMAAEBG/ARQ065n27Ztvby82rVr17p167FjxxYXF7PyVq1aFRYWsuGCggIzMzP95cbip38AAADIiJ8Aatr1bNmypYuLS77I2dl5/PjxrLxFixYVFRVsmAZoNP3lWr2nV4PVCQAAoNniJ4CaWD1r5TetWrUqKChgw5RjtWnTRirHFSwAAICmhp8Aatr1tLa2pryKDT948EBKsHAPFgAAQBPETwA17Xr6+fmNHj1a+ohwwoQJrNzb21vrtwV1lVcZucn56R8AAAAy4ieAmnw9ly1b1qZNG3Nz8zFjxkg3uVdWVrq6upqJ3N3dNX8HS2t5FRIsAACAhsdPAOWlnvLip38AAADIiJ8Ayks95cVP/wAAAJARPwGUl3rKi5/+AQAAICN+Aigv9ZQXP/0DAABARvwEUF7qKS9++gcAAICM+AmgvNRTXvz0DwAAABnxE0B5qefbw1/lAAAAvCV+Aigv9ZQXP/0DAABARvwEUF7qKS9++gcAAICM+AmgvNRTXvz0DwAAABnxE0B5qae8+OkfAAAAMuIngPJST3nx0z8AAABkxE8A5aWe8uKnfwAAAMiInwBq2vW8deuWk5OTmYgG6CUrr6ysdHNzo0Jzc3MPDw96qb/cWPz0DwAAABnxE0BNu56Wlpaenp7FosWLF9NLVu7j49OpU6csEQ34+vrqLzcWP/0DAABARvwEUNOu529/+9vS0lI2/PjxY3rJhinTUqvVbJgGrKys9Jcbi5/+AQAAICN+Aqhp13Po0KHLli0rKSkpLi5eunQpvWTlrVq1KiwsZMMFBQVmZmb6y43FT/8AAACQET8B1LTreffu3c8++4z9dw0N3Lt3j5W3aNGioqKCDdNAy5Yt9Zdr9Z5eDVYnAACAZoufAGpi9ayV3zg4OCxevFi6B4tesvJ3cAULAAAA6qH+SYBJMe16fvjhh41yD5ax3kF/auhFNIMqNI9FNIMqNI9FNIMqNI9FNIMqNI9F8JM2Gc60W4QSpqVLl7IrWEuWLJESJm9vb63fFtRVXtXAnQM7DxZhKvPHIprI/LGIJjJ/LKKJzN8UmXaLZGRk9OrV6/+JevfunZmZycorKytdXV3Z72O5u7tr/g6W1vIqJFiNPX8soonMH4toIvPHIprI/LGIJjJ/U4QWeRew82ARpjJ/LKKJzB+LaCLzxyKayPxNEVqkmUDnbiKwIZoIbIgmAhuiicCGePfQ4s0Edp4mAhuiicCGaCKwIZoIbIh3Dy3eTGDnaSKwIZoIbIgmAhuiicCGePfQ4s0Edp4mAhuiicCGaCKwIZoIbIh3Dy3eTGDnaSKwIZoIbIgmAhuiicCGePfQ4gAAAAAyQ4IFAAAAIDMkWAAAAAAyQ4IFAAAAIDMkWAAAAAAyQ4IFAAAAIDMkWAAAAAAyQ4LVFFVWVrq5uZmZmZmbm3t4eNBLVh4UFNStW7ff/OY37dq1Gzdu3IMHDwyfVlc56KG/0QoLCz/99FNdvy6DDSEjXY323uuMmhYboh70NFpSUpKjo+NHH3308ccf+/n5GT4tNkQ9GLhHtGrVyvBpsSFkhwSrKfLx8enUqVOWiAZ8fX1Zeffu3U+cOFFcXFxaWrpy5Uo7OzvDp9VVDnrob7SZM2euXbtWV1zHhpCRrkYz5LcTsSFkpKvR0tPT6WTj4MGDjx49ysnJGTlypOHTYkPUgyGNtmXLlkWLFhk+LTaE7JBgNUWWlpZqtZoN04CVlVXdccrKyn77299KL6VIo2taQ+YJtehptNTU1C+++OL58+e1Yjw2REPQ1Wh6EixsiIagq9Eoo9qxY4fWSbAhGsIbG628vLxDhw53796VSrAh3j0kWE1Rq1atCgsL2XBBQYGZmVmtEZ48ebJu3bq+fftKJdLOo2vaN84T6tLTaH369Dl06FBVnRiPDdEQdDUatXabNm3oTOO///u/t23b9vLlS2kSbIiGoKvR2rZt6+Xl1a5du9atW48dO7a4uFiaBBuiIbyx0Xx9fSdMmKBZgg3x7iHBaopatGhRUVHBhmmgZcuWmu+yD9f/+Mc/3rx50/Bp9c8TtNLVaGFhYQqFgt2joOsiCjaEjPQ32i+//BIfH08n3PPmzTN8WmyIetDVaDTg4uKSL3J2dh4/frzh02JD1IP+Rnv16tV//ud/pqamGjUtNoTskGA1RW88k3j8+PHy5cu7du1q+LQ4O6kHXY3WsWPHs2fPsmFdCRY2hIwMabScnByt5dgQMtLTmPSSDVOO1aZNG6OmxYYwlv5G8/f379evn7HTYkPIDglWU2TIZ+GUY3300UeGT4vP1+tBz60/b/z+GjaEjAxptNzc3LZt2xo+LTZEPehqNGtra8qr2PCDBw+0JljYEDLS32h/+9vfYmNjjZ0WG0J2SLCaIm9vb63f5hgzZkxqampFRcWdO3dmz56t9R4sXdPqKgc9DGk0XfdgYUPISFejOTs7Jycnl5eX037h4OAwZ84caRJsiIagq9H8/PxGjx4tfUSoefcPNkRD0NNoQUFBXbp0qTsJNsS7hwSrKaqsrHR1dTUTubu7S79HcvTo0b/+9a//8i//8umnn06bNu3hw4fSJNLOo2taXeWghyGNpivBwoaQkf494je/+c0XX3zh6en5/PlzaRJsiIagp9GWLVvWpk0bc3NzOg/UepM7NoSM9DSatbV1QEBA3UmwId49JFgAAAAAMkOCBQAAACAzJFgAAAAAMkOCBQAAACAzJFhNUXBwsJ2d3QcffNCuXbtJkyYVFRWxcmP/pFPXfGp5m/8NNXxyuRoHAACg6UPYa4p69OihVqvLysry8/OnTZsm/RyDsX/SqWs+tbzN/4bqmRxJFQAAcAshsKkrLS2VflD0bX4gTnM+tdTjf0MNmRwJFgAAcAshsKkLCAiwtbVlw2/zFwea86mlHv8basjkev6IFwAAoHlDgtWkXb58uUOHDunp6exlvf+ks9Z8anmb/w194+T6/4gXAACgWUKC1XRFRUW1b9/+0qVLUkn9rmDVnU+tG8+N/d9QoyZndP0RLwAAQLOEBKuJorTm448/TkhI0Cysxz1YWudTy9v8b+gbJ2d0/REvAABAs4QEqynavHlz+/bt09LSapUb+yeduuZj4GyrdP9vqCGT6/kjXgAAgOYNCVZT9F4dZWVlVcb/Saeu+dRSj/8NNWRyPX/ECwAA0LwhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJkhwQIAAACQGRIsAAAAAJn9f7KFHakH4R4nAAAAAElFTkSuQmCC)
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