Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit372-04-20021126_061800_20021126_110300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/26 |
Start Time | | 2002/11/26 06:18 |
End Time | | 2002/11/26 11:01 |
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 | | 26.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit372-04-20021126_061800_20021126_110300-constBx0 |
Minimum Dst Value | | -35 |
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 Polar for time period of this run.
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tAwAAzJSRrqoyPr5GqWztEmpqal599VUaWLJkyYkTJzTjjx8/TmNMWe9Tp3YmvNRTWPy0DwAAMFOGuqoSuVwsEtHrqRlL+whWaWmps7Ozra0t/djY2Dhw4MDz58/TsIeHBw03NTU9db2mTO1MOkM9Kyoq3nnnHe191tzc7OTkZGFh0aNHDxcXF/rR+PjW4qd9AACAmTLUVRVKJCxgVcTEPHUJ2qjrTElJYZNu3LjRp08f6kmppGFT1mvK1M6kM9Rz6dKlX331lfY+c3Nz++ijj3LUaMDd3d34+Nbip30AAICZMtRVNd+/TxmrRC5v1RLKy8tdXV3t7Ow0YzZt2kQz7Nmzx8T1mjK1MzH7eiqVyvfee6+hoUF7n1lZWXl7e7NhGrC2tjY+vrX4aR8AAGCmBLzInamtrWXXYBGFQvH2229funTpL3/5S2Zmpunr5acDNft6jho16uzZsw+f3Gfdu3evqKhgwxS6LSwsjI9vLX7aBwAAmClhA1ZlZeXGjRstLS1p+Pbt23379g0ODqbhq1evfvjhh/X19Saul58O1LzrKZPJRCIRu5RKe5916dJFc8EdDXTt2tX4eL1eMqpN6gMAACAQAe+DRV5//fVx48ZlZWXR+Hnz5h09elQz2759+xYsWGDievnpQM27npSgQ0ND2TCOYAEAAGjgTu7ty7zraejAEq7BAgAAziFgta/OU0/tfXbkyBG93xY0NP5hK3c5P+0DAADMFAJW++o89WxxHyxHR0cLNWdnZ+37YOkd/xABCwAAOhcErPbFSz2FxU/7AAAAM4WA1b54qaew+GkfAABgphCw2hcv9RQWP+0DAADMFAJW++KlnsLip30AAICZQsBqX7zUU1j8tA8AADBTAt5o9OWXX37zzTdnzJhRWFj4nOvlpwPlpZ7C4qd9AACAmRLwUTkPHjwoLi5eu3atjY3Nc66Xnw6Ul3oKi5/2AQAAZspIV1VZGV9To2ztEmpqatjDngcMGHDu3DnN+Pz8/F69etHUp673qVM7E17qKSx+2gcAAJgpQ11VSYlcLBbR66kZS/sIVmlpqbOzs62tLf3o4+Pz97//nUayqYsWLdq1a9dT12vK1M6El3oKi5/2AQAAZspQV1VYKGEBq6Ii5qlL0NajR4+UlBQ26f/+7//Onj1LAxkZGW+//fadO3eeul5TpnYmvNRTWPy0DwAAMFOGuqrm5vuUsUpK5K1aQnl5uaurq52dHfvR09Pzgw8+uH///syZM7/77jtT1mvK1M6El3oKi5/2AQAAZkrAi9yZ2tpadg3WQ/Wj5/r27evo6Pjuu+82Njaavl5+OlBe6iksftoHAACYKWEDVmVl5caNGy0tLTVjPDw8aIZjx461ar38dKC81FNY/LQPAAAwUwLeB4u8/vrr48aNy8rK0ky9cOHC+++/f+/evVatl58OlJd6Pr8W1/q19+YAAAAY09Zd1dixY3/++efWrpefDpSXegqLn/YBAABmqu26qgcPHvzwww99+/bV3KnB9PXy04HyUk9h8dM+AADATLVdV0VLfvfdd2NjY59hvfx0oLzUU1j8tA8AADBTeNhz++KlnsLip30AAICZQsBqX7zUU1j8tA8AADBTCFjti5d6Couf9gEAAGYKAat98VJPYfHTPgAAwEwhYLUvXuopLH7aBwAAmCkBbzT68ssvv/nmmzNmzCgsLHzO9fLTgfJST2Hx0z4AAMBMCfionAcPHhQXF69du9bGxuY518tPB8pLPYXFT/sAAAAzZaSriq+MV9YoW7uEmpoazcOejTzdBAGL4aWewuKnfQAAgJky1FXJS+QisYheT81Y2kewSktLnZ2dbW1tW8xz9OjRMWPGmLJeU6Z2JrzUU1j8tA8AADBThroqSaGEBayYipinLkFbjx49UlJStGfw8/P78MMPa2trTVmvKVM7E17qKSx+2gcAAJgpQ13V/eb7lLHkJfJWLaG8vNzV1dXOzk4z5vr16++//35eXp6J6zVlamdi3vWUSqW0s7t169arV69FixZVVlay8c3NzU5OThYWFhS3XVxc6Efj41uLn/YBAABmSsCL3Jna2lrNNVhlZWUffPBBWFhYa9fLTwdq3vUcNmyYt7d3XV0d7enFixePHj2ajXdzc/voo49y1GjA3d3d+PjW4qd9AACAmRI2YFVWVm7cuNHS0pL9SAM//vjjM6yXnw6089STkvVrr73Ghq2srCh4sWEasLa2Nj6+tfhpHwAAYKYEvA8Wef3118eNG5eVlaU7Cd8i1Kvz1NPT03PQoEFsuHv37hUVFWy4vLzcwsLC+PjW4qd9AACAmcKd3NtXJ6lnQkJCnz590tPT2Y9dunRpampiwzTQtWtX4+P1esmoNqsKAACAABCw2ldnqGdgYGDv3r2jo6M1Y3AECwAAOIeA1b7Mvp4eHh5vvfVWXFyc9khcgwUAAJxDwGpf5l3PvXv39u7dOzU1tcX4I0eO6P22oKHxD1u5y/lpHwAAYKbapauqqKj4f//v/xmZgZ8O1LzrqXtpVF1d3UP1/a4cHR0t1JydnbXvg6V3/EMELAAA6Fwo6OgegGhrq1atmjJlipEZ+OlAeamnsPhpHwAAYKY+/vjjOXPmsOMOL0B1dfWWLVt69uyZnJxsZDZ+OlBe6iksftoHAACYqYqKikGDBhn/RryAXnnlFRsbm8TERONbxU8Hyks9hcVP+wAAABAQPx0oL/UUFj/tAwAAQED8dKC81FNY/LQPAAAAAfHTgfJST2Hx0z4AAAAExE8Hyks9hcVP+wAAABAQPx0oL/UUFj/tAwAAQED8dKC81FNY/LQPAAAAAfHTgfJST2Hx0z4AAAAExE8Hyks9hcVP+wAAABAQPx0oL/UUFj/tAwAAQED8dKC81FNY/LQPAAAAAfHTgfJST2Hx0z4AAAAExE8Hyks9n1+Lp1q29+YAAACYH346UF7qKSx+2gcAAICA+OlAeamnsPhpHwAAAKZovn+/qba2Ljf3ZnJyoUSS9+uvybt3K778MtzBIXLZMr8xY4Jnz/YZMoSfDpSXegqLn/YBAACgV21WVllYWMrevTGrVgVOny61s/O2sRGLRBJLSyoNvfjpQHmpp7D4aR8AAMCh5vv379XX362sZEekSuTy8qioQomkwNMz/ejRyGXL5JMnGwxS/fpR6T1wIJUBEyf6DBkSvnixfNKkmHXrwhYu5KcD5aWewuKnfQAAQGdCyamhrOx2YWFZWFiRVJpz/jwFJuXBg8nffKPYvj3OyYnCUOC0abKRI6UDBxo/FsVevsOGSW1to1evjliyJOP4ceWBA+WRkbTkxpoaCme0xgeNjdobwE8Hyks9hcVP+wAAALPTWF1NKSr7zJl0N7ewBQuCZ88OnDo1YPx4/9GjKQ+ZEpsMvtTvDaIFTpuWd/Fi3qVLlJ/u1debvm38dKC81FNY/LQPAADogJrv36fyZnLyzaSkrFOnMo4fT9yyJWHjxtD584NnzfKytpb0729KYGJhy9vGRmJl5TN0qLetbbA6PMVv2BDn4pJx8mS6u3tZRESRVEorKgsLo9x2Kz39ebacnw6Ul3oKi5/2AQAgiLKGsvp79cGlwfl1+RdyL2TXZUuLpKV3SmlM5q1MjxyP8LJwtzS3mIoYGk6oSDiTfSbkRsju5N1X8q9sTth8Lueca7yrZ77nvpR9wTeCaQl5dXk0My2z8HYhLV9Rpai8W0kzX6++TlNp0omME0GlQQeUB8QFYlbSe6ncdW3X+dzztMwjaUccwh22KbZNC5zmHOs8ST5pTcya8QHjV0avpHJF5Io5wXNc4lwcYx1pM2jtR9OOUkkbSeWh1ENUHlQepPI75Xea4UNph2iBxzOO0wznc867p7tLCiSnsk7JimWSQkl0RTRtoV+x34/pJy7nXz6uOHQx8/zJxMOemRd/Ufwoy7gqCTwaGn3x5M/rPTy27Dn88eHDDvu3Tz2yffZe51GH14077jDyp8/G+y+cG7TkE5+JY2Xjx56zE50fJDo7VEQDl/urXtrh6Wp/SxojmzHFb+bU0M8WB3/mELNmTczq1elHj1JsqoiLK4+MpMBUl5vbVFt7t7KSXXfV1i2Bnw6Ul3oKi9pHc/N9IzM0NdVSeetWOs1WVaV48KCRDbPx2thyaAbNsHGmzAMAgsuqzaIXdeH0au17Gx80Ug5oi63qICg8UR2VNUoaoABBAYhCzLGMYwvDFlI6sZXazgyaSR3+CNkIKgdJB1Fp621L5WDpYNUYb9UYGy8bKgd4DaByoPdAzZj+ElVqsJJYqUovK814Ns8IX9UyR/mN0ixtgPcAzTzWEmvNuywlli3KfuJ+z3qerD1f/S+LBl4QDfIQDTovsrossvIU9buieg282G/w+X5jf7IZ/9OAcb8OGX9p2HDp0OHSYUN8htj52I30HUmf1WT55LH+Y2l3TJFPmRMyZ6p8qkOYw7yQeSujVi6OWLwpYZNznDOlSdp9p7NOUzqUl8gpFxbdKaKd+1Ddkp+/tSBggTHUPry8bCIjl/v6Do+NdfbzGxMbu04ms4+KWknjQ0Pni8WigIAJVMpkIzVlQMAkKsPCFtK7oqNX0/zR0aukUtvw8EUSiRW9i94bHv4pTY2JWUXLjIlZS2V09EoaExm5TD3npzQPW0JExNKAgPE0T3DwHIVie3i4Q3Ly17GxjpmZJ1JS9hUX+2ZlnSotDU5Pdy8ulimVB/LyPJOSdmRnn6Gp+fmX8/Iu3byZTLGPMh+9KLdphzzdGHdP3T2wORsbq6mkMZp3AZg1Sk4ld0rCysIUVYoWk6hHOZN9Zk/yHta3UcdMPTc7IHFf/WtCHQ+9cX7I/GmB02YFzaKuK6YihhZIk2iGQ6mq4xnDfIdRyNietJ26Lt9iX88CT+rGqD9zinGiju1kxskTGSd+yvqJZj6oPEjzH00/SnO6pbtRP3c49fDmhM37r++n8lj6MRpzJuvMAeWBb69/S9llY8JGh3CHfdf3uca7/pLzCy1BUiChpYXdCLuQeyGuMu5S3qXsuuzI8kjamFqdf/CMYxWkd7HwRMkyuDQ4uiKa1k5bRetdG7OWOm8Wnkb7jdaEJxZuWCTqJ+mnGbb2stYEI1Zqx6kh0iGakGQntaNyqM9QKu397KmkWKBai0y1Flqp5l39vfprAhMbZgFLO8CxpVHI0CyTRb0xfmNoU+cFzxvuO/yz8M/ox6URS6lcFrlsvP+45VHLh/kMoz1rI7EeKxtLVWBhbpjPUEux5TCJneXVfsOu2lI51HMglUMu2VheEdleVG2Jza/qWnuq2ky/q+qWc7VlTmLj++mM74Avqi/bxfTJ00e0IGyBU6zTJ+Gf0Ac1J3gOteRJ8knUHsYHjGfDNA+1itUxq2kqNXXK2dRuXeJcKLRR40HAastVmv+HS1WgqCSRWOotxWI23F9TenlZq4etdMrf5heL+7UoJZLfyta8+uld1+O1iLSWrNo2b++BNIO//1gKcAEBE318hgQFTaMAFxQ0g+JdaOhCKkNC5tJUmofiHU3SlH5+9j4+dv7+4ylByuWTAwOnh4cvoeQXHb02KupzKsPDP4mIWEKLouVQOoyKWpGU9JVSuT839yLFPpbwamuzbt8uZOWdOyUNDWWazIfDdWCI7gEhSkg0ktIAxQIaoLKQ2lVTLRs2tBxKQvQPuqaHZt05RaUNCRu2JG6hAEF9iaFeZ0rglGnyaYamjvcfP9J35IvvC9lRGVZqxw7aGIoIlMmWRCz5MfPHfSn7TmeeptBGL6rv51Gf28vsKe1R70jBggIHdYoUPqibpHexWMOOM7GQpL0WFqHYcSYbb1W0YgFoinwKvXd19GpaCHWr1L+KC8QU/hKrEukzv1593SPHg8IopdWU6hQKrOUN5RQEKcZJi6S07+QlchqmYEe7L7cul3YWlTScfDOZzUMDFCiv5F+hcEmLUp06LA2mHzNvZdLSiu4UUfCtbqxOKkuggBiXImtoqAsPPV9TVhwiOVaWFB/508HS8FDF4QMFYvG1XbuyfvopzsXl+v79wXPmRH3+uZeNjXzKFPpEZfb2Fwaqvih3dqjIe9gQKiUDrM/Zia5Y9aPxVyxV5+aoPD/ot/LMMNWpuuNjVD+6TVSdvzs4VXTa3nLfx/1PLBjutnLMhbVzz21YIN/hfHW/U/iRr68cdo048e2lU1sCLnx3WrJDEnjUT3EhPjskuSwx+2ZGXHksfQj0ySRVJVHtrhRcoQj+peJLijjr49fvTdn7nfI7tzS3I6lH1setpw+ZMg29FoUtoj24LnadU5wTzUx72TnWmdoz7VwKRovDF9M8C0MXqmYOmUN7amLARIqPI2UjKYZSSqa9rPmNEPzVCTKAiRCwngVVISRkfmLiVgofcXEuMpk9O44VF/dFcPCclJS9UVErMzNPJSXtKCz0SknZV1Tkde3aruzss5GRy69d2ymXT4qLWx8QMD4+/ougoJkKxY6wsIXXrn1NJS1TPfXRUTFWqudcT0tOTNysXu8WehctgaZGRS2n6BMauojiDuUbiko0kmKTVDqIhSdNycb4+g5RD9tqxbuO9aKtojxK20yhTSYbRZVS57OPQ0PnU3SjF30gsbFr6UOgz4Q+4aSk7devf5uc/E16+tHU1EPZ2T9nZJzIyTmflXWqoECSm3uhrCyipEROAa6qSnH3biUNNDZWU5i7d6+e8tyDB43048PHh+jYYTkqaTzNTMN31eeDOv6BOpYhWMnCBztcUa2uHTurRRFEM8ymsgP+rGTvYlMpdtBI6sDq79crqhSakrrDmsYa6sZK75RSH1ZaryqLbhdRmVmbeSH3QsiNEHaxy46kHZfzL9Pf/dAboZfyLrELYmg8dQCHUw9TH78/ZT/1E+eyz1HXGHYjjKZeLbhKPeWe5D3U36+MVvX0TjFO1DGczDxJy/k191eauvPaTsoB1CtQ3z8hYMLs4NnLopbNCJqxIFQVg2yltjSewsFA6UB2sIH6CRqmbmN+6Hz635rm/DT803kh8+g/7N3JuzfFb9L8d/7U1/fK76mCB1NV19noTp0aOHVe6DzaDOqrtMfTBtAmUd/2RfwXtCWaTmus39hRslFj/ccO9Rn6KAapA8pg6WAKJVQR0eNjMBRWaMwwn2E0Gzsew0LMCNkIWjKFPJqBKkjzsCM6LAA9OqGmVRoKYaYHNbZkdoxqcsBkTXhix9J+yf2FPlLKAbS7yxrK2BmlF3li9HZhYWN1NSWQitjYNDe3nHPnIpYsifviC4mVVeDUqVQnn2HDqPS2taXSy9qaSpqkqiv7Sp361k2PShNe7BJy6aBBtBDVHQ1sbQOnTAmePTtm7VrFtm0Zx4+nu7sXSCS5Fy6UR0ZWxMTU5ebeq69nV6Z3TPTXg/1zQr/77FQ4JVp2gNar0Otk1kn6l4OCOO1x+h2kQEa/aPND5o/xG+MQ7qA5gqUpaTwFOJqT5qcmSk2dmitrwJ0gA5gIAetZPLUKrJ/T7rdYf6Y9rN3nsf/P2KWa9Lfp4eN+UbcXNNSPVtwpVS2tNlO1tLKIpqa6rBK/hoay7FI5RYT8iuimptqim9ea7tcXViXW363KKLhSWRmfmLKXYl9MnDMFFAp/CQkbKeRRvAsJWxAb6yQPmhkVtSwweE509KqIqBWJiV/Gxn9B8TEuYVNy8p7wGMfExG0hkSvo7YFhC2kGn4CJgcGzvWUj/QLGi32G+QVM8PYbExA4TSKfEhA881e/0RL/8ee8rC96DzwrFp0XizTlObHopFh0RixyF4uOPy61XyfV5ZnHs518PIbKH9Slu3r88ccLOf14vJu6PKyedFAsOiHp952qtKLyR+8BVJ72tv1eYnleNvKI94ALstFu0kGXZPZuYuuLPkOOSixZedlv7A/eA6ShC38MmCiPWXs25OPA+PXHg2Z4RS5zC5h4IXT+Xtnwn4Jn7pDaHQueuc1nyA+hH2+Q2R+N+GxjwKQT8S4bQ2a7J25xCZnnlrR9XejCQ8l71oYv/iH10Lqo5UfSjqyKWkY997KIz/Zf378kYjHFCwof3yR/Q3+hqKS/X5sTN1Oe2JSwif6EbYjfoCoTVCX9t0p/wtZEr6E/c8sil1GXTG+hPo/+qNGfsLkhc6mcFTyL9f2qHlE+WTM8PXA6lZQzaH7KBJqS8geNp+BCpb2v6rwMLZzKYb7DRE+ewXl0fkd9Lmag12+Xy7A++NFlLurg8ujckOS38dr9unb/bWLQaYsXxcHzuefZZcj0MVIUozBEvQKlNPqQ4yrj2O+pBkVPdlqQXvTGK/lXNAfJaIASxvGM4ysiV9Ci8uvy2e8y+1Wl33r2Xs2i6PeaxRGajf4CsL6N5mQH5KikMTSJFkslDdMYmsqO5bDffdYvsnexE3nxlfG0KFpLxq0MaZE0ojziTPYZ9wx3ikHUJGhPsdNkFMuo/DjkY6rp2ti1LNdSj+gU60TDFG2pdtQgl0cuP5t9lsJTYGkgpWHK07R8WiP7i8QSAyUbGqAMQf+wVMbHN9XVUapgY6iszcqiGUrk8rq8vCKptKG8vEqhoPHat0eiGR6q7wxO5Z0S1afdUFamGa5RKu/X19My68vLi2WyW2lp2WfO3AgJSd69O/3YseA5cyKXLBGrb8ikCk/sZuIsPLEwpI5N7OtyXupgxAIWuxOmdPBg1XtHjKDSf8IEdlfMcAeHpO3b411d048fp8CUefp00o4dWWfOKA8cKPLxUdUlN5fV94VdG97RGDkwrHdOdjiZ/nnrBBnARO0TsAxp61U3Nzc7OTlZWFj06NHDxcWFfny25dCmUg9HfR5lc+r/VCcU4jfQH2J2RcLSyKX0J4z+tqr+eIV+rOntWEn/c1M5I1jVk00KmKTpz8b4j6GS/i3Q9IVUUuc0PWg6lfQuWib9KdSUqisDvGxmBc2iqWxOWo6mpOVQOd5/vKak/5jZoX4q2f+77PoDei9tMy2f/rDSkqlDpWEaMy1oGpW0dhrDyqnyqVROk0+jktZCPfoov1HsjzWV9B+2nY+dvZ89ldQtUf9EY1hJnS7NTGuk/9GtJJbs4LO1pL+luF9/iRWV7diz9tMp2f1hrLRKS5NL3aUZKlu/nS3PyOiW2lfv6h7AYNf5PiolLa/5NTQ/O7vEShaSWMnilHaoYodVaI+LHl/mon2hjLW3ah4Wzqgp0hvp31zR48tiHgU174G0ampU1BQ/Df+U2idFQM08tt62rOlS+3SMcVwTs4b+n6Z5qNHSomj+ndd2sq9xfX3ta0oS2xXbD6UeOpp2lIZpJM1D8ZHaMP0aTpRPpOZNS7OR2BxKO3Qh94Lu7zj7P55ll+f7q9PhsKql30qnqhXV5FOyqYiJqVJ/1b8iOprKssjIjBMnKuPici9cYGPyr1yhkJF29GjUypXXdu2iYBm/fn3A+PGRy5dTmgmaOVMVTcaN08QUdqxIZm9Ppd/YsaoxQ4dqogwblk+cSO+NXLqUAk3YokU0JmDyZFU5YYJYfftv1TyTJqmWMGaMasnDh6vea2cnfvIolJc6SD2KUOphNpXmpx/DP/kkYskSSkUUj/I8PdPd3W+EhlJ1alJTS4ODKcNR1GOPz9NEpfbeP50fAlZbrrL9Plw3N7ePPvooR40G3N3dn205VAWRvu+kmFLq6cl0ykf/6Gv1nQb7WgMlXm360g1kj2KZemdZs/Mp6uEB6t1hK1FNtVMPD1XPycrh6tJeFTFFo9TlWPWiWDmBAijlbHE/6kamifvR/9ozJapylsRykFg0R2xJXc08iRV1ZQ5e/akLWirpT13T59421E2t8Ro4Qyxylg6eKxat9xlG5Wa/0fMkltvkk+d72WyST5/tPWhj0Mxp3rYuQdMneQ1cHzRzunTQ5pD5C2Uj9kYuXeU/7lisk4t82hnFjs1hCzyu798Rudwz48TuWEf/As/DSTsiy0JPp7nFVsSczTwVUxFDGSWlOkVeIi9rKEu+mUz9N/2fyk4pljeUS4uk7Bv11Y3VlXcr2WmIh+pDtjRPWFkYDUSWR9J72aEa7d81zdfTaJLu1OdBS27tRd/tgj1Al7r/OyUl9+rrbxcW0o+1WVkUDirj4ykZlEdGVqekFEml5RER2WfO5F28mLx7d/KePZR+Yteto4wSsXQpZZSIzz5TlUuWqEr1mOC5cyniSNWR5dFxHXVAeVSy+KIu9ZxE0zqVxo4MsXAj0To+xIYfjRkwQPz4iJG31um5R+/VXoLWcrTHPNpC9dEpthxKZmJ1IKORcc7OCZs3F/n4UHiij4giI31K9GrvvQd6IGC15Srb78O1srLy9vZmwzRgbW39bMuhKgz3Hf551Oe2UtvlkcvpP3X6f5r+7V4ft151aF19Tufr5K8dwh2+Tfl2ScSSA9cP0Gzfp37PypVRK+l/a3qLe7o7/W/9Y8aPVJ7KPEXliYwT9A83jaepNA/NuS9lHy1hT/KehWEL6X/0+SHztyZupXKbYhuN352ym5Z5QHmA5qQl03tZyZb/nfI7Gj6YepCVqstf0g6r7teiHt57fS+9d3vSdlqyU6wTLXNN7BoqaWYa80X8F7T9VLKpNExvoZJ9eYRqStWnmqoui0neSeVXSV/RGjclbFods5rGO8c5b1dspx+ppM3+9vq3+5X7j6YdpfJYxjHaABqmkmp6JO3IicwTp7NOn80+ez7n/MXciy1e53PP0/ifc36mGU5nn/bI8aDyl9xfzmSf+TXvV+ra2bB2eSnvEpWSAglNZaVPoQ+NpARwJf9K0I0gVtIYvyI/NpUWS8Onsk7R/LRVVwquuKW5eRV6USkuENMY70JvVh5L+8GvxO+nrFPaX9RKrUmlGMGuq6Wem8IE/XWPvhF6u7EmplhW11CeUHC19nZhfI5HZWVCTNqhggJxSMLGjIwfg2LWKpXfyyOWKBRf+gfPi45eKfYZHhIyx1NiFRAw4bJY5O8/Rv1FVHsqfXyGqi+hG6x1mZ2tuhygLm20vlHRX6v87RsVTw5b6ozXX3p52WjW8vhivqHqL8aOoxlCQuaqv+i6Qi6flJCwKSJiyfXre+PjXXNzPdLT3SsqYsvLI+/erbx5M/nevfqaGiWVt28XPnjQeK9D3rmAosxTD2OoD2w9MQ916uyc0a30dIqCdysr2e2FSuTyQomEGrLqlFZQEA1nnT6dduSIYvt2Sj+UhJK206/I9vj162PWrAn/5JPoVauojFqxImzBgpC5c2WjR/vZ21NekaqPyrBjM4+ep6sVQZ4IQK19sRNnWsFFt2RHj9hRpdD5FNFtopYvl9nbJ2zYEDxnzvVvv6WNzzx1iiJO3qVLqYcOlQQEUJnv6Rnv6przyy+KbduKAwLoE7iZnJzj4UGJMGXfvgz1qb3ErVsDxo+/tnNnrKNjxsmTtASaIc7FJevUKTaGhnPOnbu2axeFJ1omJSea4VZmJn2w9DnXKJW6+wI6OASstlxl+3243bt3r6ioYMPl5eUWFhbPthx+2ge0F3bLtDt3Spqb79fV5VIcoWhCIyms1NeXlpTI6+ry8/Ov1NSksTtu5KiiW1xGxokbN0KUygNFRT4pKfsKCq4oFNtoZGys4/Xr3wYHz6EApL73x2ofnyHsGxKRkUvUdwBZrL5XyMcUm4KDZ6jD00R1kLLXRDr2bQkWth5HN/3fk3j81dd+6vn7a4IgW46Pj506Mo6gRQUFTQ8IGE+xMihoJpWUI8PCFlFcCw1dQHEtJsaRgppSeTAxfmtq6sHw4E/jY79Qz7kqQh1JqY6ZmacSozenp/4QF+NCc9KnUVYWXpguqSpPTA85Wpzsq5R8nxN4/rrHvmyvn/Mkl0tDgqhvroyPp86+Li+vWCYr9vWlHJC4eTNlmrBPPvEdNkw2alTUimVx653LIiKqEhIoGWRST+/sTDFCdZvsuXP9x46lFwWg4Nmz5ZMn+6vPYf12RKd/f4ml5XM9jcT0l9bxJO0TZH7jxlEMCl2wgGJQxLJlqtN5K1ZQGbN6teqZu6tX03Dili3hDg65v/yS5uZWm5lZGhxcX1KiKktLy8LCKDIWSaVs+H59PXuoHI4JwfPjpwPlpZ5Mly5dmpqa2DANdO3a1cjMRq4V46d9AA+073bLjiqx705SsKNJFRUx9GNRkbS2NjMn+3x5eZQy5WBBgTg20iU9/VhowPxrSTsDZBNjotf6eA8JD/vUS2IdKJ+iClLSYaqwJbbWhC3xVe17kbzw11WR+JJIfF4kPi4Sfy8S7xaJt4rEC0XimVp5pb9IvFwkXicSnxOJz6iHDd6lQSS2U79aGYnYkSff4cN97OykgwZ5WVv7DB0qsbGRT53qN2aMfMoUikSB06bRsOo41sKFSTt2UP5LO3r02q5d6ceOJe/enX32bOqhQwUSSdapU6VBQbkXLlQlJhZKJBS5yyMjm+rqEIagI+OnA223eiYnJ1tbW7/66qsvMrXgCBaYO3Y2hH1lifWgdytVYeh2YSFNupWeTiX7ylVFTAxNKg0Ovl1URL0vOztzIyQkZd++vIsXYx0dr3/7bfCcOQmbNlFfHqe+ZjnB1ZW69sStW4NmzlR8+SWVCRs2qA54ODlRIIhctszLxiZs0SKJldWj65rZ1ccjR4off4FLVfYXqS7rGSrysh0gni7yGmMlXiMSz7MUu4rEiy3FG0TipZbibSLx2n7iAyLxdpH4rEh8SB1oDovE7iLxvscljTkqEl9RRyKKRxfU8eiUevwPIvFFdQCi8Z7qkiZdVs/DglRrbw5y1lJy0kryU3/Jz/31zLBOFcLYkS357Glyh6k+Z+ykHoNUK7oiCtg7Ieir6Zk/nsg+fTr3l19yz59PcduTfPArxc9fJpzbXJWUSDuC9g7tFHpRAKKdcqekhH2HjufvoAG3+OlA262elpaWW7duvXPnzotcqYDXYAm3UfCM2LUX7IoZ7ZL6KvZ0d/UtrqqpZNcIs5L6MxqgHo4G2JXClDxYSWOopEnUI1JfyK4azrt06UZoKJXl0dFUVsTF5V+5cisjo0Qup16zLCysLi+PSloUzV+dkqKKMteusfmzz5wp9vVNc3OjTjdpx47048fjXV1TDx2KWrlSeeAAlamHD7MyZs0amo1K5cGDNIYyUMSSJfSWkPnzEzZuVEWcNWso4kQsXaqKOAsWUMShbESBJnD6dLH6C1nix1/jko0erblohl0FzL66xS6mYZfaeGlfTax7fbHWdcfaF/dIdEqx1jwSnZJdlfzoIh71lrCtYtsjVY+XDR9OmxQ8axbFO6odzRA8e7YmrtGc0uEDg2bNCFvnkLhja9zWDdf37VN9J3/ZMulg24CJE2WzR4QtWxS30yXl+33R61fHu673WzEqxGluxJEliT9tVnhuTfN3S/LdmRVz+lrorrQEtwjZkqjAFX5eo/29x3lfHeAttjUUuSLCPw0LW6Q9Rh4wOShwulQ6kJ0qbfEKD/80Pn59SsruhIQNEonV47v7imghMTFryssjKyvj8/IuZWefVioPJifvrq3NrK3NYs9CuHev3lxutwbw/PjpQNutnt26dbt9+/YLXumRI0cMfYuwVbvcyMzszi7s0AK7gwu7v8uzXYapvTTqztk9Zmixqp4+Joa66kIvr2u7duVeuEBlgUSSceJEaXBwjocH+4p1pToNVCUkqC4sDQ+nLpy6f+ra8y5eVJ1iEIspAVCGoKxA+YAWSDmD/sOuy8+n2ei9qnzg50fvKrhyJd3dPf/yZXpX1pkzlBJodeEODtHq6znCFi4MGDeO+sjAqVNVV6jMnq26i4z629E0HObgQN1/0IwZ8ilTQubOpXdFrVgR6+iYsGFD/MaNiVu2xDo5xa5bR51r1PLlNJUGWrxoaSHz5rEHvMsnTw6YNEl1Bczo0bJRo2QjR/oOHUqdsY+dnXZJwUJ15oWVdnaakt0V8NHVwQZiwRPBQucyF+2LXQyWukvT/frVc5cS3S3R/tIW+woYi1PqL3Cxq6Sl6qDDvvdOSYVG0u6gWEO7kpWqMRRfbG1p96nKzz6T2duzL6PFq69ovrZzJ026fuAA7cTMkycV27blnD9P7SHvwgVKhPmentTAKFZSU6SGR6GTmuut9HRquuwYG0VYas/UjOn3gjVp7ZshMdQONTdV0p3KPP8hH3Y72bKysOJiv5CQ+WFhDkFBs8LDHaqqEurU96UjlIoyM3/UjVN+fmOCgmZcv75fodj2rKcsLdWXow3z8bGTSgexpymwR2/Fxblcv36AXTyXmnqotFROyezOnaKqKgV7UNXDx2dyAcwRAlab++tf/5qrvlDgRWpubnZ0dLRQc3Z21r4PVmsDlup8yqZNqnMomzZR30MpgbrzyCVLqEujGKE6tKB+zIJcfWeX0HnzaHz0ypUUEahDokSSsnev6uqKnTtVS9i4UXWOxtmZyti1a6mMVh+uiFQfrqD3UvfJlsPuMSPVuRPxo15c5yvNer4CrdtPs4MNWl/PfmKZ3L60jtDoRig9cUfnyM2jr2WpdxY7kkSJkEpqOWyHqspJk34rHzcY1Qm4GTOoDP34Y1oIRRxqDDHqiJO4dasq4nz9NSXRR8fADh1SfYHr5ElKvdlnz1LEodycvHt3iUxGM9wIDqagw754xS7oplhTpVCwY3sPDed+fC1LgzINhbCiIimFsNBQ1XMUkpN3a+ebmzeTS0qCZDJ7H58h3t4DvLxsUlJ2p6W53bgRSu8KCBhPKUo7Wnl722iOb7U2kEmlQ9RRbAKtKzz8U/YcCApktDoKZHl5njRQV5dTpX6iou6j5QE6AgSsNnf48OEJEyaUlpa21wY8D9WzCJ92CETPIQ0DBzwM3WNGov2la+0la92DmN12T/vMy6MzQVr3sPHSvg8NO5gxaJBmjETnHNCjdbExWlnh0RkfGxtaLEU92ciRlAPoFebgQGXE4sWBU6dqjmb5jR6tOmo1dWrw3Ln0Cl+8OHj2bEoM/uPGUVDQPtTkM3SozN7ef8yYgEmTKF7QWyiCqA5T0Rj1AI0MmjWLgkX4p5/S8qOWL49csYJSRcyqVbHr1sU5OVHGpVKxdWv8+vWq8osvFNu300DyN988UW7bdv3bb1VXCh89SuEj68yZNDe3/MuXKYJQyQ7RUVns50dxpCIurlAiuZWRURocXJuVxU4C0nBNairFlIrYWHbqkOYsi4hgBwtpzM2kJHoXm+dOURG9i3LMzeRkdvzm4ePrpVi4YQcmDZXsyA2CjrnQnOxrEWvY+JIS1VGo27cL2V0q7t6tpB8zMo4rFNtjYtakpOy7dm1nQsKGiIhlFNSk0oFSqR0FKXbfjdY+0op9bVMmG6G5g0Zi4ubYWMeSEhmttL6+/Nat9Pb6lAAeImC9iBWb81fzaFMp00StWMHOsFBKiHV0VH3tWX2AgTpv6v4zTp5U3cfl2DEaZlcTx33xBXsIAzs4obrLsIODagnqO8rErF6tOhezdq3mjEzCxo0h8+df27kzauVK1Y1ztm3L/fXX1EOHqF9XfWMoN1f1SAr1LQepM76Vns6ua24oL1c9xiE/n/p4VrKUcKekpEqhoK6d5rxXX0+9Pg2XR0ZSDqBkQCmBcga9MfvMmTL18muUSloavYsG2MVJVNJK6V200mfu+NkbtS+WMuW2QwCc0H4UJmU19hz08vLIoiKfjIwTSuXB+HhXhWJbRMTiiIglfn5j/P3He3nZ+PgMET++j4b2Y911j4Gx+2UEBk6nt6Sk7E1K2lFcHJCVdaqmJq24WKZ5NCdA2zGjvv458VJPYT1n+2CXj+B7QwDwnCiQUQ6jYNTQUEaZrKpKUVoanJ7urlR+HxuruotYcPAcuXyyRGLp7a11v4xHr36a4MVub+bnN0oisQoLW+jrOzwmZq1cPkn17NE4l4ICMS2zuvo6LZytq73rDWYMAQuM4ad9AEAnQCGsri63uFhGr5SUfQrFdgpefn6jNce0WMDSd4uyfuLH95X18hqgPvk4ksrQ0AU+PkNiYpwohCkUX9LSEhO3BAZOUyh20HBamhtlu8JCL4pllPny8i7V1mbSqikCVlTEUESrrVU91BmX6vOJnw6Ul3oKi5/2AQCdFQWd27cLKfSUlYXV1KRSDMrK+ikqamVS0naKSlFRK3x9hwcGqu4Z6+s7RCuEWWpFsX5aIUy7tNLEMnbi0tt7kPi3m/irIppcPo3KqKjlFMhSUr6NjXXMyTlH4a+4OCAj48TNm9fy86/U15fStjWpr4Robr7f3OkevM0nfjpQXuopLH7aBwBwjhJYY2N1eXkkhbCsrFO5uRfi4lySknZSCGPPXAoP/5SyV0TEEhqOiPiMPQFJHcuGi1s+NFP7QZm6j8Vkx8msNbGMPVuJLUd9otMqMvKzgIDxiYlbIyOXZ2efoShG2evWrXT2ZYL2/qjAJPx0oLzUU1j8tA8AgKfSPrbEhuvqcpuaasvKwu7cKdI8LrOiIlKpPFBQIFYotqWnu1Mmo6wmldqGhMwRq55rPk59lOu3WMZOSmo/v/zx8bPfnlDOohilLvqRoh4NJCV9ScsvLvaj9dbUpBUVSevq8mlLKClSGkMOa3f8dKC81FNY/LQPAIAXgD3XXP1E87rS0uC6urzc3AsVFQkZGSdKSmRJSTvS04+FhS1MSNji6zucgpQmkHl7D9CErSdPWVppItrj42G27EJ+9ZPOPw8Pd0hJ2X/t2q7iYllJiZw2gFKg7o02QHD8dKC81FNY/LQPAIAOiN3MgqLYzZtJFL8yM0+q49dGil8hIfPUR8J+u26MHQNjdwjTvY0FO0HJohi7latcPi0kZH5y8k6l8kBRkTfFr7q63IaGMlwEJgh+OlBe6iksftoHAIDZqa3NamysLiyU3LqVmZt7obIyLjv7TGlp0LVruzIyjgUFzYyNXUvZKyBgkuZ05ONTkC2/R6l9fZifn31AwLioqBVxcS5K5UFaZkVFzK1b6U1NtfhGpOn46UB5qaew+GkfAACdEotEFI/u3q3MyfEoLw9XKg/k5JyLiVmjUHwpldqy+MVOLxp+uhF7hJGtVDowIGCiXD4xMnJZTMxqSnLp6e7FxbLKyviGhjJc+KWNnw6Ul3oKi5/2AQDAIXY2kOJXfX15Xt6l4uIAhWJbSso+uXxSWNhCylsy2Qij981/4hiYj48dxbWYmLVJSTuzsk5R8KqoiKmtzaKQx+FpR346UF7qKSx+2gcAALTQ1FRLwai8PLK6+npq6qGsrJ8iI5fHxbkGBIwPC1sgldrKZKONHvfSPDjS2td3RHj4kthYl+zsnyl43blT0thY3bmDFz8dKC/1fH5m+thEAAB4kdjJx5s3k+vq8rKyTuXkeFD8iolZQ8GL4pTmdqyGj3hZS6UD1Xd5nRYWtjApaUdq6sGCgqslJXJ2T7L2rt/z4qcD5aWewuKnfQAAgCDYcamqKkVdXX5e3qWiImlCwuaEhI0ymT17bJEpZxu9vKyjolYoFFuLirzVX6JMrqlRUuoyo7tL8NOB8lJPYfHTPgAAoE2xS+DVUSktLc0tI8M9Pt6VXkFBM4KDZ3l52Tx+SJGxg14UvMLCHKKiPs/KOkPpraoqiRZ4505JXV0uLb9DfcmRnw6Ul3oKi5/2AQAA7eju3UqKRxUVMRUVcUrlgWvXdvn6DpdKh5hyxIu9fHzsaH711xvX5OX9SvHr9u1C9njHdvl6Iz8dKC/1FBY/7QMAADoUSkXsEvvKyoTCQklBgUSp3J+U9JVcPtH0U41i9UMe6RUXtz4+3rWsLJIW+PDJpx61EX46UF7qKSx+2gcAAJiR2tqsmprU4mJZYaFXdvbPWVmnKHvFx3/h7z/W13eY8eBF+Uwms1cotl27tosiV2lpcFucXuSnA+WlnsLip30AAEAn0Nx8n163bqVXVSXl5l7IzDwRH78xOnqlr+8Idi97A6cXh0iltnFxLvHxrlVVisrK+OffEn46UF7qKSx+2gcAAHRilLru3asvKwsrKPCMj/8iPHyxVDqYnUPUeanuLiGXTwkIGE9zxsY6pqYevHZtV2GhJCfH4/btopoapSlr5KcD5aWewuKnfQAAAFcePGi8e7eyvDyysNArOfmb6OjVvr4j2AOzjd40VfW4xuDgWRS/MjKOp6W5NTSU375dqLt8fjpQXuopLH7aBwAAcI4d5SopkWdnn46OXhkUNNvff6xUOlAqHSSRWBk43PXoMY6xsY70unkzuapKwZbGTwfKSz2FxU/7AAAAaIFFrgcPGu/cKaFXRUVMUZE0Le1IdPRquXyKt/cA3YcCURkVtSIuzoWfDpSXegqLn/YBAADQKo2N1TU1ytzcC0lJXwUETJJInji9yE8Hyks9hcVP+wAAAHgeTU21paXBaWlH5PLJYrEVPx0oL/UUFj/tAwAAQCgUtvjpQHmpp7D4aR8AAAAC4qcDNe96SqVSOzu7bt269erVa9GiRZWVlWx8c3Ozk5OThYVFjx49XFxc6Efj41uLn/YBAAAgIH46UPOu57Bhw7y9vevq6srKyhYvXjx69Gg23s3N7aOPPspRowF3d3fj41uLn/YBAAAgIH460M5Tz9ra2tdee40NW1lZUfBiwzRgbW1tfHxr8dM+AAAABMRPB9p56unp6Tlo0CA23L1794qKCjZcXl5uYWFhfHxr8dM+AAAABMRPB9pJ6pmQkNCnT5/09HT2Y5cuXZqamtgwDXTt2tX4eL1eMqrNqgIAANBp8dOBmlk99eabwMDA3r17R0dHa8bgCBYAAEAHxE8Havb19PDweOutt+Li4rRH4hosAACADoifDtS867l3797evXunpqa2GH/kyBG93xY0NP5hK3c5P+0DAABAQPx0oOZdT91Lo+rq6h6q73fl6Ohooebs7Kx9Hyy94x8iYAEAALQ9fjpQXuopLH7aBwAAgID46UB5qaew+GkfAAAAAuKnA+WlnsLip30AAAAIiJ8OlJd6Couf9gEAACAgfjpQXuopLH7aBwAAgID46UB5qaew+GkfAAAAAuKnA+WlnsLip30AAAAIiJ8OlJd6Couf9gEAACAgfjpQXuopLH7aBwAAgID46UB5qaew+GkfAAAAAuKnA+WlnsLip30AAAAIiJ8OlJd6Couf9gEAACAgfjpQXuopLH7aBwAAgID46UB5qefze+lJ7b05AAAA5oefDpSXegqLn/YBAAAgIH46UF7qKSx+2gcAAICA+OlAeamnsPhpHwAAAALipwPlpZ7C4qd9AAAACIifDpSXegqLn/YBAAAgIH46UF7qKSx+2gcAAICA+OlAeamnsPhpHwAAAALipwPlpZ7C4qd9AAAACIifDpSXegqLn/YBAAAgIH46UF7qKSx+2gcAAICA+OlAeamnsPhpHwAAAALipwPlpZ7C4qd9AAAACIifDpSXegqLn/YBAAAgIH460M5Qz4qKinfeeUd7nzU3Nzs5OVlYWPTo0cPFxYV+ND6+tfhpHwAAAALipwPtDPVcunTpV199pb3P3NzcPvrooxw1GnB3dzc+vrX4aR8AAAAC4qcDNft6KpXK9957r6GhQXufWVlZeXt7s2EasLa2Nj6+tfhpHwAAAALipwM1+3qOGjXq7NmzD5/cZ927d6+oqGDD5eXlFhYWxse3Fj/tAwAAQED8dKDmXU+ZTCYSidilVNr7rEuXLk1NTWyYBrp27Wp8vF4vGdUm9QEAAOjU+OlAzayeLfJN3759Q0NDNZM0s+EIFgAAQAfETwdq3vU0dGAJ12ABAAB0QPx0oJ2nntr77MiRI3q/LWho/MNW7nJ+2gcAAICA+OlAO089W9wHy9HR0ULN2dlZ+z5Yesc/RMACAABoe/x0oLzUU1j8tA8AAAAB8dOB8lJPYfHTPgAAAATETwfKSz2FxU/7AAAAEBA/HSgv9RQWP+0DAABAQPx0oLzUU1j8tA8AAAAB8dOB8lJPYfHTPgAAAATETwfKSz2FxU/7AAAAEBA/HSgv9RQWP+0DAABAQPx0oLzUU1j8tA8AAAAB8dOB8lJPYfHTPgAAAATETwfKSz2FxU/7AAAAEBA/HSgv9RQWP+0DAABAQPx0oLzUU1j8tA8AAAAB8dOB8lLP5/fSk9p7cwAAAMwPPx0oL/UU1ksAAADwTNq7D39BeKlnh9XWTe0FNGWsoiMsH6voIMvHKjrI8rGKDrL8F7OKjonTancc+OXhZBWdoAqdYxWdoAqdYxWdoAqdYxWdoAodFqfV7jjwy8PJKjpBFTrHKjpBFTrHKjpBFTrHKjpBFTosTqvdceCXh5NVdIIqdI5VdIIqdI5VdIIqdI5VdIIqdFicVhvMC7e/nx0NdkQHgR3RQWBHgBFoHGAG8Fesg8CO6CCwIzoI7AgwAo0DzAD+inUQ2BEdBHZEB4EdAUagcYAZwF+xDgI7ooPAjuggsCPACDQOMAP4K9ZBYEd0ENgRHQR2BBiBxgEAAAAgMAQsAAAAAIEhYAEAAAAIDAELAAAAQGAIWAAAAAACQ8ACAAAAEBgCFgAAAIDAELCgHbz0mPZIqVRqZ2fXrVu3Xr16LVq0qLKyUveNzc3NTk5OFhYWPXr0cHFxoR+Njwfj9O4ILy+vgQMH/uEPf6AdMX/+/Bs3bui+ETtCWHp3BFNRUfHOO+8Yut8SdoSw9O6Il56k943YEaALAQvaTYs/VcOGDfP29q6rqysrK1u8ePHo0aN13+Lm5vbRRx/lqNGAu7u78fFgihY7YvDgwZcuXaqurq6trd26dSulXt23YEe0Bb2d99KlS7/66itD/Tp2RFvQDVhPfQt2BOhCwIJ2Y+TPFnXtr732mu6cVlZWFMLYMA1YW1sbHw+mMLIjKO/+27/9m+6c2BFtQXdHKJXK9957r6GhwVCXjx3RFkwPWNgRYAQCFrQbI3+2PD09Bw0apDtn9+7dKyoq2HB5ebmFhYXx8WAKQzvi9u3bO3fu1D6UiB3RpnR3xKhRo86ePas7CTuiTel+2j179qT/NP77v//7wIED9+/f150TOwJ0IWBBuzHUryckJPTp0yc9PV13UpcuXZqamtgwDXTt2tX4eDCF3h3BLjd54403MjMzdadiR7SFFjtCJpOJRCJ21Y6hXxbsiLag99O+e/dubGystbX1qlWrdKdiR4AuBCxoN3r/igUGBvbu3Ts6OlrvW/BvYlsw1HnfunVr8+bNAwYM0J2EHdEWWuyIvn37hoaG6p2kgR3RFowcXM/Pz9f7YWJHgC4ELGg3un/FPDw83nrrrbi4OENvwYUObcFId0IZS/tiOA3siLZg/MtrencTdkRbMPIbUVhY+Oabb+qOx44AXQhY0G5a/BXbu3dv7969U1NTjcx55MgRvV/JMTQeTNFiR8ydO1epVDY1NRUUFCxfvlzvNVjYEW3BlIupW/yIHdEWWnzaM2bMSE5ObmxspN+LoUOHrlixQndO7AjQhYAF7UDv/+W6/6/X1dVpJrGB5uZmR0dHCzVnZ2ftm83oHQ/G6d0Rv/zyyz//+c/f//7377zzzuLFi6uqqrTnZwPYEcJ66pEqQwELO0JYRn4j/vCHP7z33nuurq4NDQ3a87MB7AjQhYAFAAAAIDAELAAAAACBIWABAAAACAwBCwAAAEBgCFjwohl6qHNrn5ZqysOhGUPXDhu5pvipW0sUCsXw4cNfe+21t9566/jx48/wUQAAQGeFgAUvmqGHOrf2aammPBxam6EgZTxgGVpLenr6O++8c+bMmZs3b+bn58+cOdP0TwAAADo9BCxoT9oPdX6eO/W1eDi0Xs8WsAythRLVwYMHTXwjAADwBgEL2pP2Q52f51kTLR4OrdfzByzttbz55psbN27s1avX66+/Pm/evOrqahMXAgAAPEDAgnbT4qHOz/y0VCMPh9b2nAGrxVpoM+bMmVOmNmPGjI8//tiUhQAAACcQsKB96D7U+dmOYOkux8gl7Xq3RPce2bpv17u1tDFsmDJWz549n1JhAADgCQIWtAO9D3V+hmuwnvpwaG3PfARL71psbGwoV7HhGzduIGABAIA2BCx40Qw91Lm1T0s18nBovZ4tYBlay/Hjx2fPnq05RbhgwQITNwMAAHiAgAUvmqGHOrf2aalGHg5tfI1PHW/K1pJNmzb17NmzR48ec+fOxUXuAACgDQELAAAAQGAIWAAAAAACQ8ACAAAAEBgCFgAAAIDAELAAAAAABIaABQAAACAwBCwAAAAAgSFgAQAAAAgMAQsAAABAYAhYAAAAAAJDwAIAAAAQGAIWAAAAgMAQsAAAAAAEhoAFAAAAIDAELAAAAACBIWABAAAACAwBCwAAAEBgCFgAAAAAAkPAAgAAABAYAhYAAACAwBCwAAAAAASGgAUAAAAgMAQsAAAAAIEhYAEAAAAIDAELAAAAQGAIWAAAAAAC+//HueJZ8oYfoAAAAABJRU5ErkJggg==)
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