Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-09-20020914_114700_20020914_163100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/14 |
Start Time | | 2002/09/14 11:47 |
End Time | | 2002/09/14 16:29 |
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 | | -12.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-09-20020914_114700_20020914_163100-constBx0 |
Minimum Dst Value | | -36 |
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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GGYZhGEaLaMeAOnY577jjjgHxwdJO+2AYhmEYFdGOAXXsckIwLV++nHqw3nvvPVEwbdmyRXa2oK39XX185NppHwzDMIyDcujQoddee+2uu+66ju5UEpycnP73f/9306ZNyrnSjgF17HKWlJSMHz/+/xPw8PAoLS2l/Z2dnX5+fhQfa+nSpdI4WLL7u1hgMQzDMIOLv/71r59//vmZM2duTHJIaP/+/f/zP/8TExOjcJp2DKhWyqku2mkfDMMwjIMCU3X58uUbnOjx48cffPBBhRO0Y0C1Uk510U77YBiGYRyUgTJVyulqx4BqpZzqop32wTAMwzgoLLAGFq2UU1200z4YhmEYB4UF1sCilXKqi3baB8MwDOOgsMAaWLRSTnXRTvtgGIZhHJT+myoxBMOtt9569913z5gxo7q6up/paseAaqWc/cci4MdAZ4dhGIZhlFBFYNHGlStXampqFi1a5Obm1s90tWNAtVJOddFO+2AYhmEcFAVT1ZST01xY2Nc7NDc333HHHdjw9vbetm2buH/r1q3YY0+6vR4dTGilnOqinfbBMAzDOCi2TFVtXJxep8NfrxpL2oNVV1e3dOlSd3d3fGxvb3/qqaf27NmD7ZCQEGxfunSp13TtOTqY0Eo51UU77YNhGIZxUGyZqmqDgQRWY2Zmr3eQMmzYsIKCAjp08uTJhx56yN/fH/+xbU+69hwdTGilnOqinfbBMAzDOCi2TFVnRwc0Vm1cXJ/u0NDQEBAQMHLkSHHPypUrccLnn39uZ7r2HB1MaKWc6qKd9sEwDMM4KCo6uRMtLS3kgwXy8vLuu+++0NDQP/3pT8ePH7c/Xe0YUK2UU1200z4YhmEYB0VdgdXU1LRixQpnZ2dsnzt37tFHH01MTMT2gQMHHnvssba2NjvT1Y4BdfhyQkSPHTv2d7/73b333rt161ba2dnZuWTJEicnp2HDhvn7++Oj8v6+op32wTAMwzgoKsbBAnfeeeekSZNKS0uxf/bs2d9++6142vr161999VU709WOAXXschYXF99///07d+48ffp0VVXVzJkzaX9QUNDjjz9eLoCN4OBg5f19RTvtg2EYhnFQOJL7wOLY5YSi2rRpk/V+FxeXiIgI2saGq6ur8v6+op32wTAMwzgoLLAGFscu5913371ixYp77rnnzjvvnD179pkzZ2j/0KFDGxsbabuhocHJyUl5f1/RTvtgGIZhHBQWWAOLY5fztttumzVrVr3AjBkzXnnlFdo/ZMgQMegZNnCa8n5ZblHkupWJYRiGYVSABdbA4tjlHDp0aENDA21DY911113ifu7BYhiGYbQMC6yBxbHL6ebmBl1F2ydPnhQFFvtgMQzDMBqHBdbA4tjl3Lp160svvSQOEYrTRLds2SI7W9DW/q4+PnLttA+GYRjGQWGBNbA4fDlXrlx51113DRs27OWXXxad3Ds7O/38/JwEli5dKo2DJbu/iwUWwzAMM7hggTWwaKWc6qKd9sEwDMM4KCoGGr311lvvvvvuGTNmVFdX9zNd7RhQrZRTXbTTPhiGYRgHRcWlcq5cuVJTU7No0SI3N7d+pqsdA6qVcqqLdtoHwzAM46AomKqmppzm5sK+3qG5uZkWe37yySd3794t7q+qqrrnnntwtNd0ez06mNBKOdVFO+2DYRiGcVBsmara2ji9Xoe/XjWWtAerrq5u6dKl7u7u+BgZGfmf//mf2ElH582bFxgY2Gu69hwdTGilnOqinfbBMAzDOCi2TFV1tYEEVmNjZq93kDJs2LCCggI69H//93+7du3CRklJyX333Xf+/Ple07Xn6GBCK+VUF+20D4ZhGMZBsWWqOjs7oLFqa+P6dIeGhoaAgICRI0fSx/379z/yyCMdHR0zZ87cuHGjPenac3QwoZVyqot22gfDMAzjoKjo5E60tLSQD1aXEPbo0Ucf9fPze/DBB9vb2+1PVzsGVCvl7D+8FiHDMAzjQKgrsJqamlasWOHs7CzuCQkJwQnfffddn9LVjgHVSjnVRTvtg2EYhnFQVIyDBe68885JkyaVlpaKR/fu3fvwww9fvny5T+lqx4BqpZzqop32wTAMwzgo19tUPfPMMz/99FNf09WOAdVKOdVFO+2DYRiGcVCun6m6cuXKN9988+ijj4qRGuxPVzsGVCvlVBfttA+GYRjGQbl+pgp3fvDBB7Oysq4hXe0YUK2UU1200z4YhmEYB4UXex5YtFJOddFO+2AYhmEcFBZYA8tgKGdjY+P9998vfWadnZ1LlixxcnIaNmyYv78/Pirv7yvaaR8MwzCMg8ICa2AZDOWcP3/+xx9/LH1mQUFBjz/+eLkANoKDg5X39xXttA+GYRjGQWGBNbA4fDkLCwv/8pe/XLhwQfrMXFxcIiIiaBsbrq6uyvv7inbaB8MwDOOgsMAaWBy+nBMmTKD1JqXPbOjQoY2NjbTd0NDg5OSkvL+vaKd9MAzDMA6KioFGb7311rvvvnvGjBnV1dX9TFc7BtSxy2kymXQ6HblSSZ/ZkCFDLl26RNvYuO2225T3y3KLItelPAzDMAyjEioulXPlypWamppFixa5ubn1M13tGFDHLuejjz568OBB2uYeLIZhGIYRUTBVOU05hc2Ffb1Dc3OzuNizQqcDCyzCsctpq2OJfbAYhmEYjWPLVMXVxun0Ovz1qrGkPVh1dXVLly51d3e3OOfbb7/19PS0J117jg4mBk85pc9sy5YtsrMFbe3v6uMj1077YBiGYRwUW6bKUG0ggZXZmNnrHaQMGzasoKBAekJ0dPRjjz3W0tJiT7r2HB1MDJ5yWsTB8vPzcxKA4pbGwZLd38UCi2EYhhlc2DJVHZ0d0FhxtXF9ukNDQ0NAQMDIkSPFPUePHn344YcrKyvtTNeeo4MJrZRTXbTTPhiGYRgHRUUnd6KlpUX0waqvr3/kkUeSk5P7mq52DKhWyqku2mkfDMMwjIOirsBqampasWKFs7MzfcTGDz/8cA3paseAaqWc6qKd9sEwDMM4KCrGwQJ33nnnpEmTSktLrQ/xLEJZtFJOddFO+2AYhmEclIEyVSywCK2UU12k7aOjsyOnKaf9SvsA5odhGIZhLGCBNbBopZzqgvbR0tLdTeqf7a/T67xSvPp5z87Ojn7ni2EYhmG6YYE1sGilnOqC9qHX61pbK7A9N3kuBJZn9MTS0u1VVWH2XH75ctuVq3u8INdMJo/4+Ont7WeUrz12bHNs7OSaGtO15v2GgipKT/cpKFg/0BlhGIbRHCywBhatlLP/WDj0QWAtz1w0K3GWqda0oXBDZP7n2IO/U6fyFG4CaXX6dL7R6A45dfFik7i/rGwnXV5Xl6icDTotpd8dZk1NOdIMXCfy89dShs+eLb7eaTEMwzBSBkTKNDY2/su//IvCCSywGCXQPtIq9lAk3DWH12BP5YmID/S6tXrn8+drbV1VXBwMqZGU9DJpjvr6f4QPuXChPj3dJzvb/4qVL1f1ueq1+WsTe4QXJEtU1Nh+9mBRTiIjR0Hw9ec+ykng/ocPr4GaTEiYaV0uKezBNrgpbC6cmzw38EjgQGeEYbQFhM6xY8ducKILFy587rnnFE5ggcUogfbR0dnhk+7jYfKgpQZCykNIb6VUhlZWhsoKl6SkOZA1RuNTubmroJPsdLoKyAnAbd3C3c70NnpIQKxsKNwAY9ZyqQW6zeIohE5zc+GRI4HIicHg0msnFvRiTk5AWdlOi/0dPZkn5WRdFqhAJBEXN42qArmylX/kFgXEf3tKxzgiaI307SiW68gMqwoLKgpCc73xGWOYwc0rr7wya9as1tbWG5PcmTNn3n///bvuuis/P1/hNBZYjBJoH4ZqQ3a2f3z8dBoTFJd2WqV3XqTXZeR/Jj0fQqehIa2+PiU11bu62iA9BIkDQXbuXDWdVlQU1Hj14lCwPbjt5NjJa9LfXp3m3WxbEtHlB4Tz8RcY9zwkTlHRFiSNQ00Xm2rP15LIO3RoVXFxMPbL3qelpRSFQj5TUrzS09+h/rbW1kpIpV9bK38s/Mp4wjgqctRryfPiEmaaTB5QYOHhbiUl26Q3KS8PgbpC0cw3vNQCJQqNmFwvE/PXM9pTcGLztD7EqAUEMSq/SVFP553K23xsc7XQFNUFLyFjo8Z6p3p3WAnx/NP51FyDi4Nlr2UY5pppbGwcMWLELTeK3/zmN25ubocOHVLOFQssRgm0D5iEIEF5HBaGCEFOU07SiSiyFn5Gs7agDqRLl1qgP/bi9b3HhFyor7/U0nL2bDFETEbGQtwkOtqzs7MDSkXoWHLLzV2Fv11ZS+ZHjsys3Iv3/p8K1tGdtx76oEsYNww8EgihQzc8gm2jO/QQLt+pdxkVORJq5ttw1+/1upiYZ7DzJ6N5j4vB5WvjSNGFCxlLSJiJpMUZkV2CWzopqogIN7358kkGgwtuYjKNRyk8w59EHsZEPEWZeVv4+1k4E3KqqSnHus+sS7DcdP7nRz75/tAHx0/n7SzbKQ56ohRzk+earh70rK2NS0tbgP9QdRbdY6UtpTjfL8vP2lorAxWLR4BqRyYvDaL+kvYr7VDh0EYKI63UTQhZbHGOtN8IGgjnQAZdj0zSw4LEh6KS7ofmQ7NEumJjZhhmcMMCi1EC7cP5wBPGlDehTmpqYktLt59pPFoZGnpk9/dP/WJWEu/9POJjvS4sZkr6Dp/Mv/tP0uuG63XfxczDtY2ZmQYXl/AxruEGV0GXTMX/2NjJOFRYuAHboZFPv6TXvajXuQiiZE7k6FOn8g5VG4YLN4lO21i6fbt/yiIcgmWiPgloIFJp+B8VNfZcezMM55z4581SL3bqPr1uY/hwkjg/FKwvKFhP8x8hX0hLIf9i0ZDWe3rdImTs4FzcFork4sWm+voUOnOiwRk3eT7CfW7yq4uzFtM9lybO8Ykatz/zXZwAESY7EXLz0S/ey1g4JdyszMaEu3b3sR0JDMgJqBc0WUVrxauJLy3P8i8s2gKhGRPTXRYIR3GcEbJyW8m21YdXK6wDH1wc/F62P848Z9UTQwIU90S5kE9ZLeiIQJtShYQJk1jPtJ/ZXrrdQsesObzGeqDZUG3AHqhV+jgzYSbOWZ23GoIYFTgnac60uGkVQlNRJq42bm/FXlvyTuwSg7oiLWXo6cTFo8dVaMOlEonPMMzghgUWowTax67RuoY08xBbcvJcs9k+MFqwcbqY997Zvmj67PBR+DBR74xD39MBve6d758p27mzcONG86cROv0+s2QJ/fml1envHCw9cCQwsHDDhsaGrL0l39H5Y4XuopVxz+E0k8mjoiyhtCQ6auxYHHx/6wQcmhDx5JeZ767P8Ek5+sXXMVN+rY1tasoR9Y270R3nPBc3zdXgMjtuqr9e965eV/ar2ba1VlTkBASU7dmVmembmup9/nxtR2cHTCnkzmf5n1HqPx7/XvQk6+zsyM9fm5u76mjVvqC0Nw8f3wbdY0iYQb1ioyLNhX0uajyJMAs3f1j08xfqSQJONpil1fhwN/x31jtTQpuPbcZpH6QtoI/UL5iY+NIu84SAWXTP8vLdlZWhsxNfptFSz2hPyALRol8Q7DTkxd8r/k438Y2ZhKsyMt6FQKyo2AvViMtRWFGG0uDpsWObIR/7NJuy7XIbRF5IeUhf+8+uB5As6wvW763cSw8i82RCfMkPHxx6n7TU1pKtUFpr89eiun6p/AXbWU1Z5J+3/fh26Kc3Ut6g6qoVHhmKBs36XbG5+blHuNOh7RLxLYs4xgeNZX3UL8uPlLT0TLqn8YQRefYwebRd7bBYfLYYbQY5wQPd/+t+80RdBwlKwjCMPbDAcgyMRuPIkSNvv/32e+65Z968eU1N3Zays7NzyZIlTk5Ow4YN8/f3x0fl/X0F7SPT1/dKu9nAk9mO0U8iHQXtgp3zBdPlET6CbPmyjeNf+mr47refxwmmCRMK1q0r/OorwxRnvZduBpSaXjdyn1uYoDfqk5PxWj8tburk2EmVrZV4s4esMfcMGVwNI5xxwo8vjl41X3dg5zM/6nWf9Ui3UYKWejP1TbOrVs+QZWJd4uq81W+lvUXn7BRysvXQB14pXtu/mE+Xnq81W1bYP9jjOUmz6ExXoYcpTfDQgozARm1bLW7rm+lLljgvbzWVq/b0YezxSffB+cuy/EpKttXVJZ44YcQGjcHF1cbBiE6IGrdPOD/5yMff5a6sbTmeXB1e1lwIwy86Zh049MFIvW4qBFbk6I/Dh/unzcc9l2cv/Srp5b09fmBzY6dip9jjQlAkiE97Mj/aLN10XxifpvkEdKHBYFa6R4+ub2hIO3++DpcUFm6iQ0lJL+F/VpYf3Q1qb0HaAllfbCK0MpQSgj5Azm+wzILShV4sLw+huQXiBIjyluMnz52YaDD3Uz4baW5RTxuf1vU0D7HS0CToI6nbFxNfxLODDvs43WdFymvk3rc6d6XQOeqM5oSr9lfuRyoW/WFSoMvFCpHuR81AOdGwI0QS7YRUgroiRQVpSBdKu68gqrDnyYgn6dAI4wj2z2OYQQYLLMdgzJgxERERra2t9fX1b7zxxsSJE2l/UFDQ448/Xi6AjeDgYOX9fYXaR97q1YmzZhUHb4n29SzZtbUpJ6elZxXMpotNeKGvPlddU2w6VdPt8bf501kTvtetWj2OPtYlJh7bvPmtr8bAhEwJdg53c4scNarGZGqtrExbsCDV2xsbDWlpbedqi4qCimKDyFaOPWA2nL7JbyREzQxP93MmO7TPPPIyOrTbLKUd/bKwcAP1PxU2F3qnegcVBdXXJ9fUmNyE3qOZByYbXFzipk07e+EM9BztHB9hVnDj9Lqas0W1Pb1Q20q24dDwnhFG8kRuaSlNS1sghg+FKUUqtH36dP5eQczRsKNoRA8e/764OJhUFxSYoH7cTzcXV9Wn0oU4dKz42+yyXd2SMcrcKzYycmT3yKbBOVSvKzz+PSSC6DYEww/LvSN2Mu72UcQIOjPq0KrYlNfKqvbtSPXOO/oFTZYMDzePxkrd8FE5kZGjhA6tiaFCxApoFzwvusmq3FW2Hj3kJg3OkoKh7jd7QC1lNmaKmadOGlv6jCRIslluJ0PBGKoNdCGeIOnC0IIvoJ4/OfIJ8jApZmJE5CgUwc1gzvwrJg9cZSr9gdqGX4oXZDd1AuGxjsJp4W4LMxbif0h5CHaG9/SYfpOzHB8Tcpe/C4VqcG5rq4WMo+5JC1FrARRSTlMOioMsUUtA6WhaA+QUHhOOSs/HmdDrsTWxOH/n1RNUUZ/dElAYjMbrAW5iq5JRnLbrFmfEfm6GPDCMA8ECy/FoaWn53e9+R9suLi4QXrSNDVdXV+X9fQXt42xxMSkeqCL8N7q7S0/o7OiA3qIuLpEZcS8Igy9PkVmFafHP9o/ctPLrZ3VJb73RfuZM/tq15huOHEl3jhptHnZM9/GJGjs2d+XKsp07S7dv94gaj2Nv7zZ3hmF/ZePho/XJW591XbFA99nbI0bv0r26SUc2uKJnyEaaDf/oBc4Hnvg2Y/2F+vrqU+XDw5zxMTBj9ZykOXsOvb9Lr4voCY4FqwbjOj91Plk7zxhPfFToySAgzp7SP+EsKADoFZhAiBWLYaZjxzZLO5ZopiEhuunAAPtl+ZGAwN8z0RNcDcNDD38EGUFzBWDI6dD7mb5ZWX51dYkxFXvyG7vnRfpm+lLHyReHP/6h+NvW1ooTJxMsnOUh6ZqbCzfmfYgzl6R4nz1b3NxSPtUwfLhe916yFwr7ZeGXoZWh4vgUZMTa/LUQWFA8x1uOkyp9L+c92tlbk+kOVTBZcLZrv9IO/WEeO8sPhIQV5SmqF3X1Y+mPqARkngpISg5aBCeUnEzy1Osm6HWuQmeVT7oPLimtCqP63Ju7fHXam8WnzIK+qSlnlzA8nZ7uExU1trracP58LWrgbFtDk+AUdbqlnBI93pDmKrj3/ZLpm5g4Kzd3pRAjbaTJNB61/VrSbCQEoZx3Kk85UAh1VqEhIUtxdXFSRW4BlX1mwkzrQ0gCDS+sKgy1jVrFN8WWa1dcrTkJPCaFXOErhhOu6/xEZNLd6D4tbhrLLIaxExZYjsf+/ftHjBhB20OHDm1sbKTthoYGJycn5f19Be0DEgrSx+Thkf/ZZ9BYRUFB0hOy/f1hX5LmzJHuhLXGzz0FfJJ2lpyrrobNhr15IWTs3qd04a6u8S+8ED99uvHpp81DiuPHk96CAusSJIih2pDx0SrsMbi5ZS5enOnrWxESYv7/88+Js2Yd+mqVPsxZf+CJk+XmaXo1JlO4m1vyq68WbthwJDAQ6i3UVZfi5dV0sckQ+w3lYe3PcwsK1peEbdU/q4t54RkSZOTCNT1+OqwUuZMrhwPFDWEaYczons8LLvYkCyy4eLEJyRUVbSFZcOjQKigkMWYE1EZiXSJpUPzHdviJcLqnj3EEealfudKOQwvSFsBU5wlhMqhXzGBwIdd1Wr+IusHMo2axz6I4NG8R9hi5QlYpCQgCnPBUhBu0yG692VFsn3mUzdytONzQ3W8HlekZ7Uk+4HiCdCHqBGLoteTXdJLZeXg6SAXb9Vd70OMS0nwjjSNfSnxpduJsGoedFDOJdkJ+QahRnZP+oC4cC4FFI2j4m2iaiP9BReZWB0F85EhgXt5q6iA8dSovJcWrqCgIGgu1St5vsUI/X0zMJKPRPTzcLTHxRXw81tMzVH/2eGVTNp2ZlDQHd6ipiaKnU1a2s/RUHkpKxaxrq7Pl9r5A8KJ7NflVOhMlQtuWDQzhFTsZ57yb8KJCc+oVsa9LlKdS8HTwdZsqjClD+cneAQVRjlthDzQ9E395iks4MAwjwgLLwcjNzX3ooYeKi7tdZ4YMGXLp0iXaxsZtt92mvF8W5YAfyvlJnjvX3Bc10cN4wijbvQGLC+3iYnChGVVkwMwdAD9PCUnuNnun8vKKg4NPREZCbBWsv2o5v4tNTThU+NVXpL3KQ0LEQ7VxcWYP+tHdO0nqiX+xkyfj/+YgbyQ9NWbK8jXjfdeM2Bdhjt1gChkvdcxClpBD+yfPi6OBGws3QiuMixqHbbzZK1xSU2MqLd1uMk0U51HaAmYMAiWj5Ie4uGlHj34JjZWQMLOhIaOqKuyKEMIU9yFBcFroY4PthPjYXbZb1+NSZu6myloCq/zpkU/pIwQBsrejdAc2VgsuX856XXzemsOH1+w+8smECLdFB+fqJHVH1hqCTJoxlJS6ykw1poSTCTSgRqprXvI8nOyV4gV9BuX09/K/Q32u6wm3gZwgh+8LDumjjN1CEEoL/5dmLUWWQspDxCFC6KromujJsZM/yvvIO9Ub94SAI6FjHeIVapWqgqY7QGnFx09PTvYSdjrTIRozTUp6OTd3ldiDSME+qOMTtYqP2dn+6elv40z/pJdpYJSctxJr47qEuCSoQHE4FU362KlDVCG6Hsd5WfD4tgqDs6mp3uJAM85Hke1XPDgTGm6nVQhcuhXlwTfDFzmU9b6nDjCUqL5/k0mRll+WH0rdn5swjKZggeVIxMfHP/DAAxkZGeKeG9CDpXxCa0XFsc2bd6Zusn7Jhh3Cjzv1CYkeOdXnqmGkaZAFP/p2RrWGzIJgMnl4kGe9xc6c994zursf++qrVG/vgnXrIkeNCndzO3X48NniYhhF0Qp2dnQYfzT3DMV8PyVv9erSHTsSZs6M9vQU/cnshLy/oSQo85CV/tn+Fs43spDLfJ5cX5csFiOMKwQZ9H7uipKSbdaLbaNiIb8g/iBZXkx8kfoz3MLdyHta7Bn6qXSHThL6gcKxhoe75Z3KK20pRXXBTqMsxWeLW85VJyfPTU/3EadYYmfEiQi6nDq9PEzjpR1g9OeXtbixMbOutRKqa27yXBrYar/SDgmFRFFv+MtuyhYd5yFxUFL8kT/7W8nz6D5UvdBVra0VUKiRkaNycgKkRcZO5Bw5lO5sEWZLQDzhhvn5a6urw/GRxBP+FCJWQHLhhANxzwXETl0jyCz8fZ29DIdQdTqJlzpFccssWAfhGFsTg1Sgz2RXjuqJYfu2dJ1K6iBUdvayhcXwnBhbS1Z+EeRc2GvPE1Rs/+cx1NUlpqUtcJQF2hnmesMCy2EICQm59957s7OzpTtvgA+WPaeJ4d2l86TEndZDG9SPJeubogAUkuxOg4s5kFby3G6LdaW9nQYZuwSzEZATQD7OIGrCWP1UXfK8V7Fdn5xMkqBk2zbr2ypDE+z7elWXsCCP/SdDWKSmesOc05DWVNM4Glbr9UIIPuqCQiahbPDRM9qTJCAsdHBxsNjVUVq6HTe31nznzlWLy3LXCr04BHWH4O/jCLcVet2ezMV+GQt3l+3Go0RyXx79ErohVOhYio2dXFT0De5/8WKTdF1wyCZRJTQ0pCUmzsrOXkoJnRA6Eb9JfHmkXudteILGARMSZgpB1J6VdlaJ2LkKE/QWZUnhfBQzK8uPwuHqhYUK/PS67Yc+nJ/08o8l21CBqEY6kyYNxMdPN48q9nQoFtv2f0IxpetU0lit19WrmKOWoMZkI6sReI7QvlDMFv3EaOGQqnX1KZmZvrILqKPCIQRlO7e6hHFkCC8KHgZpTjsDjwSSh5l4Dr7L9jT4uLhpFGml1zMZZsDBy9iRI4G21vlQBRZYjsG6deseeOAB68Ust2zZIjtb0Nb+rj4+cjtPpvVJLBzDFQRWl9DjotbMfyikxFmz6hJlrIsFjZmZRwIDqcsKOizLzy/V25sGCq8rSLEhLU1WINrD2bPFMP+p9Sm+mb5xErljC1Qs5JSdC0tfvtwGJScMrs2FgSe/MZjJgwdfgb2EAILsiI72FH+G8KAzTh6k/p6kpNnmmBTJr0IbiTqMwnlERHRHjiA5kp//GeQICgKJiT/cDamkpLzRM5Dnhr+amsjy8pDS0p3QfKk9YdaxX0joFeTkmN0zGa0hz/deT0NBBM+tWZCYyK2b4Qnz+K/x6S6hpw1iNy1tQXn539PTfXJylpEznMk0AbXRdHUXJk6WRh2jXsCioiBo2ZqzRcYTRgu9Ql2Jyba7tcS5DrJrWV6bsoHSpaFeWsSJXLjEaBTikCj5+dnT5UZ9rkd4rWvm5obm/eBHhn6grtj3U3kNsMByDKxdo2hVy87OTj8/PyeBpUuXSuNgye7vuj4CSxbpEKE2OZ2fHz99evrbb1MfW8Xeq3oRThiNxcHBl1quGiSFCLPYcwMQu2Gioz2gGGJjp1B0CfzuQJfQIQqgBdkBKZCS4nX69OGqqrCUlNcFkTGczoFsgkTDJULU059xK4PBmbygaCEjo+C8L4aTgIZDKrm5qygIKkkxiBjpCuJ1dYkQJS03MAC6dHGhucJaSQGxU7uEjihpZxVVGgX0p2WOmnteJLAnKmosDklfjqHAeuK+/mOaCK6CVoO6jY9/nvzuFTIGaeWX5Se7hCLFSLN/9JkQXbj8s/1X560W+8YWpC2A8BI/UpfbHMW8iQympZmYQQl+1vAqIvz+zBVCPc+6fmmxwGKU0E77uB4UrF8v9bsv3f6PIA6tFRW0Uzor80p7e+zkyeFubvb0xqkIZBN+ZejnRi/EO4DKEXukYLZjYydTD015eQidQ342kBSQR2IsUwgFiCfRl/zChXrIpsbGTEiKnJz3KCYCnWkyjZVO7iPoV++m6v9AzRwp/ZH6oiAdUEBkkoQUtJEQzbW7+zMtbQGpwy4bWgqXk+qqlywELp556NCHqNv+LGqkMLxovcylCF6BgoqClIf/yCtf6svPkRpuHvBw0Q6vXx/M4ANfZ3K6wC/b2bPFHR1tFRV7rb1aibKynfg9rKoKTU31FuMBYSe+781yIzNdV79jaMeAaqWc6qKR9iH1nVeR0/n5EEzpPj4N6emVoaHSMF0Xm5ogpMweYFu3lmzbhgzg5Ia0NFJdFlMpbxiw8ZAItrqL8CMOwZGQMJMGE6WHIBSgG6R9XdbXQrGdP3+itHQ7fp7a25tPW0Uag7zAOTe5qbCVPVKH0KkoBbnt4+fbYm2iK4J7oMUe/FJDv9r6sbaHy4pyB4/GaHSPjvZU6FuCTMRz6bWbEAnZcgUj2s+cOWE0Xmzqb0gIhkBrwZcFryh4dmJbQps5ccLY2lqBbxC+dAkJM9DwsnscBAcfKK+Kq6mixk6dyqurSyws3EC3reqJrmftjIU6p0N4NaKu9/LyPRUVf6edmZnv4st19uxxvHfhV5HuBhGG01JSXsOLIv40YkC7WGBdG1poH5m+vtA0+Wu755/DPFwnvdXZ0QEVhf9ni4thipBQc2FhwsyZSD3a09Mc7svF5egXX+QEBBQFBUWNHXsN3vfXD/zQ44fDYh6fBfhxgbo6a3v5nUEMfmrxe1pS8i35Ql2bTGy51ELRR6U7cavKytBGuaF2HMIvO/STLUfdjs6O4uJgsgeydyDIGSW6Z6Ee0tmtV4cBw+WRkaN2CJG9bLmCpXp742DirOs45qIp0KIEu+5qND4VHu5Gk0WgDMT4I8Kwu7lXWPRZHGSIw3nVPeum9wrabUHB+ia5ad3i+hDStzvxzbCsbBfq9uzZIrR/8UcsJcVL+N1bhv+JiS/RmQkJLwh+ovMF7TWOdkKodXZ2UE+2GCZGCwaU0Eo51UUL7YMi1Ce8+GLuqlXFW7eSvxQN0rWUlqYtWHBt/UniTEaRdB8fSogC4tMJZJNIYOEPkgs7KYgXNFa/C6catNQ3fuVv8h6mgYXmB+Cv1UaQ0i5hBAEv0K2tVXl5q8tsrJ8jXSNS9JCzvifMAB3KlwtPta1km4vB5bO8D6F6cYKCjz9FFINWqz1fW3PmKN3TwqOL7Dr+Ps1dbssVjKLi4Z3BVkJMn6BJAzShRG9eCd48G5raGFSXOAyNv3Nyj2MQgDZPxTzcs/Jsr0ASUZ+TdYOnKM34O3V1yJLm5sLTp4/QuCFeMyzekaiHGF9b0QsT+gw7aTYPtG9KyuvQVRkZC/HziGeB7aKiryOFRb20YEAJrZRTXbTQPuqTk3MCAjIXLbL2l8pbvZo+9jVW1uE1a3DVkcCr3Inipk0j2UT3PCtEi73c1gYx19bQYA61auwOdlqxdy80ljSqqgJ9zdu10diYiV+uChuz/Qc30DHp6T5ShypbnD9fmx7zTvGR72pMprKdO/FwrZ8OSdWY6Gf0kuBYBMWvdze6S52iKMaEGLvfAphb/KDL6rlpcdMo1nyv2YYtwXv8QSEGh1u42y8xk5GchVcKkkhJ9M7L/Yg+trSUokIsRhUvNjWh0d6Aabkagfz82tpqKajbsWNb4uKm/fprWGVlKGw8DtXUmOyMVKIWaCrV1Qbr8f3rB2Rlbu4q+wPcULhB2Qm5qCvUmNQJUgTlImlFQ67Ylq1YFFwczUeW8FzEjuGecUNf8Yb404IBJbRSTnXRTvuoCguj+O+wENA6MI1dgvYyursnzprV2dFhsd6iMtQjBUUl3Xk6P79g/fqm7OyioCAkp0q2SQKm+/jIHkWeLWJD4CMKhZw0ZmZCAZyrroaqa6utxc5TedeyBEqfqsXhgDwq2bYtO21Zr/1SBKrUPNTr6koaOu655/A/d9Uq8QRUV1yMOaaXMfRpPdTUbt3ZyuNdwoLomb6+eAqlLaVnrGJ9wZQqO0jJOj/F1cbNSZoTZsN7t7uALaUwOfSyvrNsJ71eZDSkX7QKNA/JSAuSUs8rxSeLj58uk5n2MzA85eV2vR4w9hMu9Folxl81Aru+YD00dKhkndPrCvWnQn/3KaTfjaGkZFt2tj+aNGSQRUc7vkRQQsreijgK8YQL6+oS8dqL9wcU1n79itSh6iyGJrVjQLVSTnXRTvsAF+rrRbmADfKXwsallhYIL5gW+yWIaC/VzaG1moH4M/eKjRkTP316ipfX2ZISJEqiCvlHnpFzsoiQjLCRFSEhZPsNzs7igkLiKpCFGzbkBARAVaCkYloofnNhYWtFBdQhZJk0degJg4tLtv+gdbDtFsoBz+rDnE37PXr9tUUFdlevMNBsFJYzT5g582xx8fm6OghuPJGY16bofXXRcybpx+jCR7iRKqKE8DjOni1WmA9oCwvnp9Lt2/Ece+1JQkIUZow659outwUVBdkKCn9s82bpKHZ6ug8uTLk6XGp3JRzZJPV0QYkKCtaLfR4wWjk5AQM+pGVtg29+jJ88rd+rS1zf/ZRpFSl3IZLIS/H9Wu9SxCJ+G4HmkZu7ijpQRYHV2lp1DQ1VFjQGiqhs8f3C+4xFZpBiXt7qwsIN1t9E3IRaXW5P/DYp1K2VYHdo68rKULqbbPBeW1hHOtSOAdVKOftPn9YiHKxArMCWwEp1CeFJybQUB9uM1i0CNXOuWjXjgaRFj3ukHu7mJjqEQffQ3MO81atzV67stuvDh+P/4Y8/Rs5zV6ygnSlvvAHTnjxvnllLeXjQzognnzRb9GefNe/sGbXs7ncRdia+9BLsdHlICF0SO2UKdWBIRR7VEsTE9ejHgiFH6VS/rQgeU+6qVZWh3a/+0JTQEGJto0SQpDQFwSxDzVZM1+uTxdNHpUHjQtxQN+HhNWuObtwoVrhZDY8bRwsPNOXkQNPThTSmnBLkTT43CqYLZlUaNIGagdT5CfqYEhLnbdhCnK+uHMGVFFLjr5loe5DU3fVzpV0aHQA105DW7WifvcO8lJB+n64+z/yCkZg4S/Sgb2kpJbs1sME4yHlctvvtxtPUlAPFYNE5iieCGrNYdGjPix4rFuhi/M0B9yGtaJWkt74cOeF7XdBnc7qEPpi0tAWQEb12tcoixm+TDqKdOpUnjTlCcxgbGjJwJhqP7HCbyKVLLfb0AOHO1vMwyCHdYmS8pGSbrRkbSIjCxJyQW1WWpnEgz3aqapRaCOPnIttzjB+Hs8WWU3my/Pzw+1xtuMoZXzsGVCvlVBfttA8LSFXQ8jt4L4H9y/T1FbsEYDhF0yjlYlOT0d0dF9bG9R5vvVdg+0m+VO7fX7JtW7fEGT0aOTn8ySfky0X6ADYVxjX1zTep44RMOJ2ZvXQpmVvTxImkFU5ERsIWIv/0H3doraysMZnqU1Kgw3AHGtiKGDFC2tcV//zzZhM+YwbqJN3Hp/LnnyHsqsPDU729xQCqyEZVWJhFoFTIiKKgIOqnwSGz8lu1SjaYKvQNMkB2GldR6qLZ7ivQOrLPSATZoCTKf/oJuoG68SAZkWLL8eOoXvxcNmRkQC39un+/uVqmTVPQkVBjOFP2BLFbC2VH1TXl5UG2WscyQJ2IlkZhQJDCftIyU7iE2lvZrl14CtQ+kYdoT09k2J5GePp0Pl7WyeogURh1mGeLgA6wW8pyBGWhhodqbLnUYh5MHKcLH+VKZaSlG2maGxKKjTU7eA3seoXU/RYZOUp2zIjC3t6wzFB8XYslNXsWMJgj3Tkx0sOsqIxz8GXf/cU73WuMLhslOgnU1SXqe1u4yQLIFzQAKq/98dvQbOjMQrnJpATOx1XK8UHEu9Gq9tLHIc7tkA66QVfhnji5rGzX4cNrrIcppWmhaOKLChQnNOspxeU4LaAwftb7YQ6o479oyxb8VoiTmeg7jp9c6cnaMaBaKae6aKd9WED+UhYeyrBYZnEjdDbA+lrME5QGspKGD71mSrdvl3YsZS1enDRnTubixdKdFjMcT+XlQTBBfkm/6tn+/rC4dfHxsH/KESjw20FRKnBbMfXyPXsgESBWUEBxJ6ku6uGDmYfYyluzhoz9kcBA2Phz1dXx06fHz5gRLjgkkR8SSUbqXMFpjVlZ+H8yIaE4OBh/dChtwQKoK6hA+ghrbSu3zYWFKCPEioWHHHQGHhweEKy+wqguZUYcHo0WBGjCSy+ZxaUQokwviQ2LarnU2or6x2+r7KwCHLL+eSXQTqAdFQoiAvMA22ZrRjosRHa2/9yk2WJcdTFcLR6Q9ExUCDXOPvVkiN0DFt0SJEcsFAABi1heHlJx9BfKxqrd5kV11hxeg4yJCrKzswMWVOzJwMaNlC+yoFqgDGTjViCrwkoDbjds8QDSr+IsuXPnqpE0smcyeYidMaYa096KvZOFGBleP3bPOF41X+e3WHcsZAe+1zWlUTg/Le3tlBQv3FA589AZ4iMgXzoxyoNF/DZSPNbx2wA0HM5UiFAlrlWvIGsaGtIyM31lo9/huyAsCGE5qwY5aWkppztnZCxEs0QtNTcXWogtPFx6jvb4iuHVCL85yufQLwx+4esSEiiEIU1aMk2YkP7OOxC4x77+mrqlpVdpx4BqpZzqop32YQ/UaRQ1Zgz9wB2cOxffsaJvv02cNSvvww9JdZX++COsqXWMhmvgclsbREB1RAR9n2lSIb7A0DEQTJU//wyzaiuooyrDlFASFn48JJtQXupOowGjir17u4cdBYGV8vrrUDaJglIR/ZByli2DBMn//HPUocnDg1RXtNBNGC4Ma9KFOJqxcKFeiFvx64ED1QZDfUoKiol0LfwbkLEsP7/uzrkJE3BhbWwsqqhk61bz5RMmdCvdLVuQSbGWSARD6+BaaC+oxrMlJaKSw578zz6jXsO8jz6CapQ+R3F1cIuRYug83JNeasUVx+0HWhzqU6GzDWIl1ds74/N3yaikHf7EeMLY1GMCq8LCoIZlmwH5nYhxXzs6O5rkXNfRXOlymCIYWmg4C2uHj01NObJjK2I3Q1VyKCp/auxUW+uR4/KqqjDlEaXrB1KHfCwr22kxYoVyic5hMMlJSXMyM5foJWsV3AAgYpANytjZ5hJKvbb6H72POU059Dq1s3QnHn15ahy+QfiyUGukPuzc3FXSeRj4j8KK6gf6Q1STtIi70egOBUNx1KzDaCEzUEX19SnSRcq7+jijBann5AQojz5brKGJbNfVJdoaVRSlkjjjL1qYiku9fYJbWIV4Ms29pehWeAdQ6EXDazPVpIJDAn7i8JtwUBiIN/8CfPcdXhHTFyww/+g99RTtxI+VdHXdFrx3XmrRjgEdgHIOgsodBEVQEZqyV7B2ben27fiO6SXOTJGjR9NHFR2wRGB9pS9GEF7XvG60WlAfFW2fLS6OHDUKEgc6A/aefvrxe4QNvNi1VlY2ZmamvfUW7Wxvbsa1UGmkqGjUEvvxR97TOQEBJFVpIieJy6RZs7AhTpYkl6MMX19cRVJPlHckrcwhWzdsgDKjDirqWML9u88U7pni1e2gDQVDSXcJvU0l27bJjksi27gPkpY+YrEPqfjbbyGV+vr08Zvea5dn94JLw3XRRg/YEvu9bsn5yRQ1Hj/9NWkHJ8dORi0bJN1jEKlih6L9ec6P+DTlp9fPnzZbO/IFFh1lEusSF6QtMPVIk4KC9bDc1JsiLrJ0sjSpPwufywKNCA0qPkRrZH2WxQiTpaU7oAMOHnyFynL06IaioqABcYEvif+u21N73ypxZ/HZYhJYFgu9nzAaIWpJ9EAP4XGLoctiYycLUxBeR8FPnIike1LPqBiqLTZ2WlTU2JMnkyB8L15sksqatNS3hBOmSiOJZG5daPjmiYzghWir1eHh+DLiWyxb53jiSMWexQkouBplG3kgqQTVbn0mZVt8W6BVJWhInZactxhMhKLCzYuKttA9xUBxaPMWbyM0PRZ/+I21fjHGby/erFLfeMN8jtBtL/otHC5LeefvM3aaPt/4rsdXiz19k99xC3fbaVq7Y+4E/ab33PEebHTXjgFlgXUtDIIiqIv4DcTvGn5iEmbOzPvgA9j+wk2bioODVXG9ckQghsS3W8gpWDuLIF4QXqglGlLsEmqPBtrwH9v4yRN/9fALiF9wcboi9cOLKqp05068TZLqQip4HEgat8329zcJ0ipj4cLcVavEKBjdHUteXpCAB199lW5CsV77OYx7Ki8PT5/62/RWK3nbCd5yzf15bm404RS/5kcCAy2qDglBvCKtjottfVpKGfYmJycg/xdzn9xWz+5B5UCJdzmqjqLsIkU8CFH0wGpCk8l2V9QXdYsSaCwxFdmBSDEIak6K+aGLC5KET3bVX70u5zUDk5yd7Z+TFgD1KQ5Yd0mik4iufo2NmSSepGNnYlxvWq384MF5MMbKaxVcb8wTFOY76310DZmp4k4UJ2Ld0r1r5tN35Ez7meDiYNmlikSMe8zh3SP3jRRK1x1VnIbb2tvPQJcUF38rdbdqqEs16kckRr9EMit8r1mUGP8+Ij3dB8qG7mnYa76PYdcTCi4KBA16xsWZg9TghqhSiD9bCzyIg4/Q6LJTLuoSE/HOkxA3k9zmrC+/fLkNmqxSLlAFvi8UppXuSdOV8PYl9ZRAU8HvNr6AibNmmR1eQ/9xH9Q8jVpkLV1q/k376Sc6k47iXQJVMNwwXCepkYl7zNNhRu7u/qgdA8oC61oYBEW4AQx4f5JDcG21hN842HuIjBQvr5yeeZFHPvkEisri7RnmB7/FFrIAO/GbmL1sWbcM+uUXSAfkRNn/3R7IFc88RrN3L/TcNc+jFPxbum2MGArBYo4SVR3KIo5iQIZCT1i4Xski+r1tzdoYkBNQe7VLCiQIjDqVBSakS3iFIP0q3hylg+0hw9PaUKnfJ6xOHfaBcrrNx4/pg3X6UF3mlm6/NKichrI0cofHzZWDEtkDjXaZp98vfwF5Ji836k+FbE146SWkJc7qOneumrrZxHQp7GRNTQwtxgKpYX/QI9xN3QifaARQCagitEyakomHQi8haNX0BGlEHhIZH1wMLtYDviKRniP1s3VRa8fTCFpNTVR1teHy5Vbcn7KN/7m5q9LSFpw+kY8qSvxpVvfsvAqzbouaO06/XBc3/6owfmkHFujDdInfv0wdzCne3uYpKflpuLOFUx057eHmXcLopN72YgMiKDXkPsQ6dJK0YYidrNlb/CGm+xQ0ofsO52vr65MrQn9Gq0gV+tH1clNn8OXS666S6V3Ct4O+C3mrV3dZAZmLC56Pf5601Id5H85NnjsnYrpZdYU5v/nBE2+tekI7BnRgBJYtrnfSnZ2dS5YscXJyGjZsmL+/Pz5e23200z6Ymx9xQK2vUwuhz5LmzLFHjtgP3oZhxW2FeL02xGCe1rMsxdXBD4V+kJg4K+OH7p4zW1784ggXxBkstMLwWVePhz5e1mnqJSUEtUdHaUYt/tPHlrrjJw6FK9yt/kL9qtxVmwo2JsycaXjazSIaHOqtPCSksGCTweBia/0TCAtSwMrjdDDekZGjII9aWytPNx6mnbi5foRO79rdp5Dx0cKCgvXiWo0H4+cY9MMry36R3ufSpZY+zS+j5R3xFOy/pFfSTe+YhUiYM/XoUM9i8PIXPKM9l6UuRuVjDz1EsuujIke12VaoaEiZvr6/hoclr/M6urO7kykpaY6+Z1loyHq8sUAhUQ9xtNdEfZBO/8ET1ElmdkZcu9a6zdDjwH6cFlQUhKesF5bnswibLnXao+X5oqM9LYK/Q7WjgZ05ehSqseqXXyCFUUCLwTt8zZuys6k1WnR5InvJc+cqtGq0n9SF7+A1jN58qIX/5OH62t5pb4e+ePFSd9VJA/5V7N2b5eeHLKH2xJyk5+g37VlU31BpcX9yt8LrCjYyGzNzekYnq89Vr81fGxbRPXFYOwZUWz1YQUFBjz/+eLkANoLtCOAki3baB+MQtFZU3JilgRSAbcCPO61WqTp4ZcerPIppEdNVdPaKCDUPeRj1I2F4YidPtpZiMGkwpVAeFitAZ2X5xcVNk1USMFR4Ry/dsQP3hJ1D0ieMRtHwFAcHY6c9QeAImF5SN7A6KAstBmWRTxpFsh7x6erpsDG4ukAMGY3uyp0WsOIdHW1RUWNxt5IS8+Lo9b+mQaaEh7kV/rAhdfH8pBizg06kceQJU0RVzH7qTYnb/aydZaFFhCx6aGjpxvBwt+rq8NrauF67snBCRcXesrKdDQ2phYUbZIOsxn/9nDlve3XnT56AzSZBMP+naVSTNS3V0i5SVKxC95XYVSx2spJroHH/02bPKv3ULkG70CEaAkt57TU8cVt6xbo15p/Op4z5mcZbh5OQ5cKF+vLyECq72JjJY1JcPUzqaUpLa5hfIQ4dov2i6BEvp7nJ0FJQk9iWVlHsrnUjd+vG7NQVmvbjF6M2Lg5y/8sQH8r2vqp9yfXJhz7+SG+1dCb5gELRJs2eHf3GHDeDK02MpaNQVHh/8En3cQt3M9hefxo5KQrC9yBIOwZUWwLLxcUlIiKCtrHh6up6bffRTvtgGDuh3gUxbLrqwGDQOJqFXxderKFyTJ946Pfpoj4bYz3Xof3MGbzZH921rnsSu2lh2oIFtMCl6BFlsYSzFDEGhz0dhHG1cd6p3ia5qXZpDWkwP2OjxrYIHmO0xjkUg/QcqJaUFC9pQArRvaycFhuYoNNLAnOfP18LK56e7iMdP4JoK1i//ui2L8l3JytpMaxsXvQaujAmZgr2R++ZaPYc+qF78SL9Ymf9Jl3WhiW9FpCgkKQmU3cQfwrqVl+WglyJq1/3Om4lhqeKiHjKVsCLxpys6LcnJKxbMj1+ume059ai716Lmf1DXtDEn0cs1cuEy7cAFr3aYGjKzoZcgDiglxA8emn8NuOLI/T+ulivqV0SF1I8azQzW5ORUcNQ/NQapc5JeLLIJJ5yXLUBskkhWIMI9Z/FxT2LjYzUd4xPm6ekxM+YQV+lI4GBJdu2SdMV5yaT7KPRcxq/Q7NPEbwqqXMUF9KZ0r7SbzPWk5ba4D1SHF0tbSn1MHk8H/f8yMiROPTel5P0VsGTaW7yvvEj3gnQveuve1oIMbxecETLO5XnIszHoTv7ZsrEZLFAOwZUWwJr6NChjY2NtN3Q0ODk5HRt99FO+2AYO4ExwM+s1B6oyz+iW23aBKtpYfzM0fOddQlvvpiTE2AR5jH/+7X6r3X6z3RZ8UsgX2LmPUPdA3Q0M2NRjMmzODIYZpVmn1nrs8Nr1sCS2eMtRzGZZCMydAkGuL1ndI+mfFqHaTXHyrrYZHbDz/8sPn664CpklmsQjtCRsK8oHUpBztFijK7YLVPCP3zy18QDXZL4IEVxQceObU56y+weZBz71OG8j/PzP6Hzo74Zp5+qixjlTmf+qtfjKtk4txbghomJs1JS3qCeNhrwokhvZOYbGtJ6vIvWZWb6KkyaE/2QoqPNak+MYt/UlGMRtyJOWG+bXKzw/4WQ7q6dXl0GKZitGPFEbJxoPHiakBc4ofCrr6C9pDrJmtP5+bVxcdQAoFfMvaTi/JKrB+nwfM/0ZakcPEpBqo6nqsjOWJYW/2ZzfRGSs3gcRd9s0b+gO7R6pTlKS49mojUVIIbE06RzMtDIYydPTn/7bZrL3CWMU/ukveOfsmj/ky5SJ6qOzg5k2zXMGUVaEf4WqkXsNgspD/HL8sv/1TyEvT12LT2In4/tSqxLpMZMa7Hjb3nOcq8Urzw7hpW1Y0C1Uk5iyJAhly5dom1s3HbbbQonK/iKaad9MIz9UAiJ6wf1Kxx85RX9GMu+H1rXueDQOusojtkm/+4YTqVRXUKELZgDaKYuoceCXKloUCbiySeN00fEzHzGHqkhy4bCDbA0a3s8l2G0ipqPyZ55vrYWtrk6PJxWxqQUafQqbsOzlOFuo5u9JD9/rcVyuURLS2lc3LR403PdvVNbJ9eYTLUxMVC6EAEUre3IF5/pX9UdXPAKXVJRsTcry+9kUVL+2rWoT/zZ8leTnfRACaWmzi8t3Q6FdO5c9fnztVSHYlQLZJUCWoo+3bbAta2tFRTyqkvQPU2NuZRErST4QtvlNtj4BWkLFmcthsZa98u7eiGOSa+Slzp4UBWZixalentLw9eJK331OnNTVPbUdYpidjvX794NWdbPNn+m4mjunuWHfnxfv1On/677icuumGT8eoR5BDbYRboTpcj09bUVrRfNW8y81Eu9S+j3LVi/Xvp8UTmbntetWKBLWLFI3AlBRuIpQJhGmn86H/XvFu5W0TNDtvZ8LWRWcHHw9tLtHXbPb9COAR2wcubn57u6ut5xxx03UrVwDxbDODqRm8aYu082jbE+RGuGxMZOlgZugA4wRXokJrws+oaLRlE0PyleXkZ397gVzwsu1brqZCV3dWVaepJuvtjkZngCd9+ev87WyWKkfvLmoUXKw19+Sh+q0+/WHTr4PuxnouAxLY7HWWCO13+lPWKfeZQt5stJen9d9Jue5gj7PRoxO9tfiN40WTar0IIQhe1yXvPUO2IxIJuTExAZOYo61cSVYRpOZDRkplvIndRUb2is8vLu4Bp4CuTQjdNaSktz319psT4ddbzFvjtF3xPRVNahiqr3XHW1PRNUcQ5kt/UCeV3CiDP5ife69ry4iiUFCkHSWX5+4lwH4wnj3OS5soPCKHJ8/PT0dJ/uKYodHciJWEsQatB8CcJooElYxUs/XBdrmmorqFt8pOCfpx/da6ktgGpHu1JYvEEEWg1y38KNck7SHIiqsKqw4rPFaCd4KGIXHU0smJvc5zDC2jGgA1ZOZ2fnDz744Pz58zcyUfbBYhjHBbLp3LnqGJM5XDX+y55z+XJbnyIFwGrCAp2pOlpZGXokK7B7Wn5DVn/ySXY9Le17evt/P2m2rTPP19bCqh0JDCS7CytIYSbM0/2cdRSXiMKRJye/mp+/ljzWRfEE2x/t6Rk/ffrF5qbW1orIHeb1+wx7na9c/of4gESzpc/2VuylHCZKLDoyD61TunMn+Rhl+/vL5hxJV5b8QtWVlDDbaHSnFWxQotjJk/GHDVHmisv5pa1/yzy+tnyqWUGue0IawRIJ6YVoTCdKjbW1cT7p5lUFt5ZszWzMVHBdVyanKWd6/PTVPQ52EGdpDWmimkTqYp8WSl0VFib6s7ddbkuuTxbPNK9SJZnf0CWMqflm+s5KnDU2aizyOVlOv4rBS0lZkhuTGN13xQLdm+/rfp5h7jpNmj0bchNPH8/IVlC3lpbSY8c22xpyPZ2fr7zelyyQSqGVodVy0wuuSloQ4ijmrKuniHqnemOnW7ibwsxNWbRjQAesnLfffvu5c+ducKJbtmyxNYuwT49cO+2DYW4S2tvP0ALAMDNZWX4NiiEl+0pa2gLB1/j54uJg2diMfaJs507q8/g2/rXlMZNPnD7S1zs0ZmaK00Ib0tIOrpyXE/Fe9zjgwmegUY5FbE5P98kJCaCEqNchJ8O8gHSc6arJgBcvNpWXhyAPATkBgUcCSTSUtpSuObxmd/luWEd3ozuZWIoqKS61dOTTT6H2ZGen0jCrafJEvY/O/CdkjLzUxWlu5NWEgsR7v5D1XfdKO/q3nfVeuoigp+ijdC0/c7fWqlWiLxQyhrs8E/MMBV+Q7WPrlVW5q0hB0pDWzISZ2PbP9qeBLesSQd6Rbx+tHa7gry0u1DPnoLmDBxXrl+W3uScWKKQSRPOvWWGxsVPFHqzu4MCTzVKs5NQxuvzjyEXW7lZ9RYy63leNhQLiMs9oT+vRvfoL9dBPOIG6DElLoalItVTx2WJUprFnaUj70Y4BHbBy/vnPf67ou+LuJ52dnX5+fk4CS5culcbBYoHFMDczok+08jpuskBPUC+ILTtNQSDj46f3N5cC3TP++mLwtpduhwCS7UugcUPjXHeDwcU84W60+c6Re0abw1JEPJX65htiWCNaLE82SlZIeYi4sAwqQbSXsKPimCb53Rt6Vj5RCKeU6etrHsp0df3m1ZHfvDYmP2tdUtKc2vJoKMvGjAwcxR/1TsV9IfiT/aDTz9NBWoX/Yg6Gnhj5cnzsjKN5X0LMpfv4kKaB2IIQPH06/3xtLeptW8iyud+MWhD5KvWR9MlzXCStIc3D5LE4a/GGwg2r81ZPME3A3Z6Ne5ZUhbQx0FitKLBossIc23EWcK1XihdOK2wuxPb6gu7ZeflCZxWtlBA9YYJ53FmYx4CHcjo/P3/tWvxHEs3nmqjrS3Zs0YITRqO4MqYsYntTWDdQFohC6n6zEFgo0c6ynVQiyiEUKsqoHCjffrRjQAesnF9//fWUKVPq6uoGKgP9QTvtg2FuHmCACwrWX+zjgBHesGkC2oz4GaMiR8kaCVj3qqowe+bV20NnR8evpkj7rR30HxmzQDnvZupcyQkIQPYuXWqBFIAuOXzQHHYhM22R9fnWQAQcPn0YZYdRn5s8F3rFJ93HesSn2mCIHDWKQqUrS0MKcx8R+y1lm6qUQiXhDlK/74Ph5jAE+gNPRD4zBociI8x9kLTwDnSD1Lfp8GFzicINroYRzqLOi/Keva1kW2Zjpq2c2AOyR/lcd3RdcHEwhKy0W4s40VzlZ/D6LrXbWw5PBGf2OnYmTQK1CqVCoo16AanLSj9cFxf5bGTkKFpYuj45GTIuauzYc81NFusHyHKuulpve/kdAhWOOrTl6q4AtHVYVZhFNqDFUZZFmYtQnJkJM695fFYB7RjQASunQ0/Nc6CsMozGgYXujl9uW8R0Cf4oXUJQnwq5NQT7BG7iYfKAfLFzYAunTYubBglo0Z/RXFhIyw1Zh8w2m/ARuvjpvXe50RoyyEzb5baq1iqqBP9sf2gIO6d92RrAEqMnJAtRFY4EBlIsSvIng8lP9fauzgrPzV114oTZgcm81GZLaWVlKLkZXaivj508OdrTkwJ+kseS0eBOSyimeHmFu7kpR0+wE0gEKEuIBoogAD2x5vCavRVXOe9TLVmorj4BsSKtz7PFxShXuo9P9lfdk1hp+UJx3Sc79TcqnyLM9bMqGtLSUKXiaqQKQIJTr+G1Dcvag3YMqFbKqS7aaR8M41jUX6i3cLmF5QsuDg6tDF2bv9Yrxau0RcapiMKs08BZf6wssfnYZjFou/VRyonYMZB/Op+WFrEYBbvY1ERu5mt2voZbrRIii3YJU7f8svz2LX7FPAjl6dlrqAIUmdyYyPwjb3YGKyLKBG/3tAUy0RZwQyhCyCy6M/RTXWKiOJJFmZe9UIqY/87Ojrq6xLZztVBmpdu3Wwck6w/QCi2KK4Ibqg0QuBbjhl2CVu5/F87hw2tSU71p8W/IyrzVq/sULo5WxuxnHigIPjQr1apvpi9EZ3K9zAzKtIY0aKyQ8hDrQ2qhHQOqlXKqi3baB8M4EDD2MJMQE3112Zkeb16M9smIJ6WeNNcM9BlEDCSRdRcRDlESFAVbHL60Hi0Sl1l87pfxOOcp41Or81avObyGLl+V/h5UiD12FylCzyl7z+yt2Et9WtaHUr29yTmprwGf0n18cJVFlIebEOgnyETIL7M072gLyAmAzqbBQfJDcgt3q2ytLD4rE+tBFfrTUYRms710u/g+gIJsKNxQ1lpmEoJcSO+ctu3LgIVP6APNbvsonTS61Y1HOwZUK+VUF+20D4a52chszPTL8pP1yxG7juzvoSGgP3zSfcKqwvDibo/f8TXTdrmNvJtpyTZYR1lJBxMIA7ko/q1JhvE/Fv+AvAXkdnsOPRPzDEy+PVO3CpsLoZyUe266BIUhjhvSHqkuPJ2fD6mkPD6FssBUW0sQOzUZpGRdYuKV9vbr4e6jQGhlaHBx8AvxL6DsPsIUSNFbK6goqEvSnCiC/DVMlyNOGI1FQUGyI61IAjff0LP2ANoekv6x9EfPaE+0DYV7ooUj/6+nvC4GiYDYotxOippobifGCWhpOEQvGwvSFkgnDEJzz0qc1deviVpox4BqpZzqop32wTA3GzTDSzbyECx04JFAZcs04EBjiV0O2EZuxfVxkX9Yzf2V+1FA13BXspcUximnKYeWMsQ5omaqv1APrbnm8BppXwUM7ZykOfNT51OkAzGsvAKwtTDz6wvWe6d6Q3PADE+Lm7alaAussqj8yImqSwgfZXE56Y83095EVvdV7YPYwl+vwk4k2tMTBd24eR7uY+F3f/0Q4yyMiRpDo8NdwuOYmTDTw+RBpYY0QW3sOL6DztxWci3LQIlxSqGxrI9SY8Zj7ZJ0LNGagKPk1vymTOK5U53jMeE/8twl9ISRdvfcbV4o8Kmfn5B6yEE9Y3u6SvNk+4l2DKhWytl/HNQfn2EGGRTcaKBGN5SpT05O9/GpjYvr/VQ5yAlsnGkcmUZ8hAUVHblgWaVCCh9F//2FGQvFDglxgr1bhFlgbbh6ZUZbQLdR6s4GZ+mcAAg4GP4zpSWRo0ZFjR2bNHu2wcXFokOLokbNSJiB/8PDh9OFYVW9+FNDgfmk+yDRX6aMxhVvfD+RLrwx/ViQoaRR9lbsDSkPkSZqPbBLfV2iZLQOo6UA9Cit1UgO5uS4JspWbKP2SGHj/u5Gd52wqJ+0B6uwuRCn4SOOrsxdif/josaR/t5ybEtcbRyEIPKDO+MOpS2lCR/5r1ig2+E3w9zxmRNAWcV/OvPaq0w9tGNAtVJOddFO+2CYmxB75rcPCBQAyeQhv9hzr1D0hOfingsqClL2Moa9hz6ArhoVOWq8abzUpaaitWJ6/HSY7YIzBRT1ys7UocxwT58MH2TDN9OXAjr4ZphjUc4Mm0SKi6InUDhyEZj2+gv1tHDKtNhpHii/yUN2ogBEIVQgzDzSovPxtyxh4fzQGfqivRBzFpP7rivIs6zbmTLkNjc2aqz94csvNjWdLS5Ork82dzfmdXvRycaAQM0U9sRqh1pCM/jh+A8kBKl3SuzXPPDrAXF6AeQamgE0Gemnzo6OU3l5Ytz59QXr8Sj76VaoLtoxoFopp7pop30wDGM/tBIwrSR9DcBAhlWF1dsRjos6jWguPS3bYmtSWJ+wGNeDhiDfHST09abXv9+0oHTHjnQfn+LDSRsKN1g7zkM0IDPtwmii7P1pSIumFEArvBD/AvaQaKBBupsfWs8bf8riTNoNFngkEKWbGD1RHP6zZ6aqKECpT3FR1qKZCTOhtyCj1+avld5fPNP6iYiTKsRZqDcD2jGgWimnuminfTAM0yf6ueyJncCUwmaLzlvXj+KzxavzVm88upHs9PfHvw8qCnpHWCjQYuEUW0A1QreRY9ZTxqfIf466ZEiH0dCkOCIG4VJoY8W9gSWkPARycPvx7WsOr1HuX0QVQZLif05TTnxtPFXdiwkv4v/7h97HU7PHu5zCjOE+0M2Q3Qo9kVDkUNiQcbKBzVC9oyJHJcotID1QaMeAaqWc6qKd9sEwjKNQe752W8m266FOYONJJQw3mF2saLUZqA2FUKWw6BAiW45tcTG4PB//vBicYkPhhqrWKhyVdtSJLlDIvNQ1+6YCMoVK3euZHiYP8lKnGYgzEsxLCCisWm3hmCVi9n67Obym1EU7BlQr5VQX7bQPhmEcBeoKgnW3M0R7n4A+oAj15DiPbeXuK5rDOC7K7LDvonfBBq7t1edJVHI3oHOur0C8jo0aa08ETmR+VuIsWumPBhOVPeH2Vuy1c9xwcKAdA6qVcqqLdtoHw9w8wMYrj5VoHFpl77pOxW+51GLnyoDkaPXR4Y980n0gSsg3y54LoU5CK0Ovh0a8wUCAouD2jM2JS3GzwBpkaKWc6qKd9sEwNwmiu+5NHubKTnKaclblrlIOsN5XoGBwQ/sDUF1XkJlrmKOnTVBXxhPGgQr7eePRjgF17HIajcaRI0fefvvt99xzz7x585p6lsHq7OxcsmSJk5PTsGHD/P398VF5f1/RTvtgmJsEMbjidV0l7YYxK3EWDecNdEYY5kajHQPq2OUcM2ZMREREa2trfX39G2+8MXHiRNofFBT0+OOPlwtgIzg4WHl/X9FO+2CYm4fSltLk+uRBMHgEVuetpjCeA50RhrnRaMeADp5ytrS0/O53v6NtFxcXCC/axoarq6vy/r6infbBMMx1QiMONwxjgXYM6OAp5/79+0eMGEHbQ4cObWxspO2GhgYnJyfl/X1FO+2DYRiGYVREOwZ0kJQzNzf3oYceKi7uXs59yJAhly5dom1s3Hbbbcr7ZblFketWFIZhGIYZtGjHgDpYOWX1TXx8/AMPPJCRkSHu4R4shmEYhrkJ0Y4BdfhyhoSE3HvvvdnZ2dKd7IPFMAzDMDch2jGgjl3OdevWPfDAA8eOHbPYv2XLFtnZgrb2d/XxkWunfTAMwzCMimjHgDp2Oa1do1pbW7uEeFd+fn5OAkuXLpXGwZLd38UCi2EYhmGuP9oxoFopp7pop30wDMMwjIpox4BqpZzqop32wTAMwzAqoh0DqpVyqot22gfDMAzDqIh2DKhWyqku2mkfDMMwDKMi2jGgWimnuminfTAMwzCMimjHgGqlnOqinfbBMAzDMCqiHQOqlXL2H14qh2EYhmH6iXYMqFbKqS7aaR8MwzAMoyLaMaBaKae6aKd9MAzDMIyKaMeAaqWc6qKd9sEwDMMwKqIdA6qVcqqLdtoHwzAMw6iIdgyoVsqpLtppHwzDMAyjItoxoFopp7pop30wDMMwjIpox4BqpZzqop32wTAMwzAqoh0DOhjK2djYeP/990ufWWdn55IlS5ycnIYNG+bv74+Pyvv7inbaB8MwDMOoiHYM6GAo5/z58z/++GPpMwsKCnr88cfLBbARHBysvL+vaKd9MAzDMIyKaMeAOnw5CwsL//KXv1y4cEH6zFxcXCIiImgbG66ursr7+4p22gfDMAzDqIh2DKjDl3PChAm7du3quvqZDR06tLGxkbYbGhqcnJyU9/cV7bQPhmEYhlER7RhQxy6nyWTS6XTkSiV9ZkOGDLl06RJtY+O2225T3i/LLYpcl/IwDMMwzKBGOwbUwcppoW8effTRgwcPiofE07gHi2EYhmFuQrRjQB27nLY6ltgHi2EYhmFuQrRjQAdPOaXPbMuWLbKzBW3t7+rjI9dO+2AYhmEYFdGOAR085bSIg+Xn5+cksHTpUmkcLNn9XSywGIZhGOb6ox0DqpVyqot22gfDMAzDqIh2DKhWyqku2mkfDMMwDKMi2jGgWimnuminfTAMwzCMimjHgGqlnOqinfbBMAzDMCqiHQOqlXKqi3baB8MwDMOoiHYMqFbKqS7aaR//f3t3ExLV1wdwPDTyn8I8MzY0OTBGuK0WLgIZiwqV3pYRY76ktAiioI1v+UaLatUiMBRkWhlFi2iTQZsWraIQIbDsDcwCc9JJDawhpv/ByzPMc9+ayXN77p3z/azOnLl3ruf+zvX3m/E6BwAAidRJoKqMc/1YKgcAgHVSJ4GqMk651JkfAABIpE4CVWWccqkzPwAAkEidBKrKOOVSZ34AACCROglUlXHKpc78AABAInUSqCrjlEud+QEAgETqJFBVximXOvMDAACJ1EmgqoxTLnXmBwAAEqmTQD0/zsnJyYaGhrKysnA4HI/Htc50Ot3Z2en3+wOBQHd3t3ho358vdeYHAAASqZNAvT3O6enpSCQyNja2uLg4MzPT2Nio9Y+MjFRXV79fIxqjo6P2/flSZ34AACCROgnU2+MUFdXQ0JCxv6amZnx8XGuLRjQate/PlzrzAwAAidRJoN4eZygU6u/vr6ioKC8vb21tTSaTWr/P50skElp7fn7e7/fb9+dLnfkBAIBE6iRQb4+zuLi4ubn585pYLNbW1qb1FxUVpVIprS0aYjP7flMbbDk2JgAACpY6CdRj49TVNz6fb35+XmuLGisYDGb6+QQLAAC3USeBenuctbW1oq7S2nNzc5kCi3uwAABwIXUSqLfHGY/Hm5qaMn8ibG9v1/qHh4dN/1vQqv9XniFXZ34AACCROgnU8+McGBgIBoOBQKClpSVzk3s6ne7o6PCv6erqyv4eLNP+XxRYAAA4T50Eqso45VJnfgAAIJE6CVSVccqlzvwAAEAidRKoKuOUS535AQCAROokUFXGKZc68wMAAInUSaCqjFMudeYHAAASqZNAVRmnXOrMDwAAJFIngaoyzvVjqRwAANZJnQSqyjjlUmd+AAAgkToJVJVxyqXO/AAAQCJ1Eqgq45RLnfkBAIBE6iRQVcYplzrzAwAAidRJoKqMUy515gcAABKpk0BVGadc6swPAAAkUieBenuc7969O3bsmH+NaIiHWn86ne7s7BSdgUCgu7tbPLTvz5c68wMAAInUSaDeHmdNTU1vb29yTU9Pj3io9Y+MjFRXV79fIxqjo6P2/flSZ34AACCROgnU2+MsLS1dXl7W2ktLS+Kh1haV1vj4uNYWjWg0at+fL3XmBwAAEqmTQL09zuPHjw8MDHz9+jWZTPb19YmHWr/P50skElp7fn7e7/fb9+dLnfkBAIBE6iRQb4/z48eP27dv19auEY1Pnz5p/UVFRalUSmuLRnFxsX2/qQ22HBsTAAAFS50E6rFx6uqburq6np6ezD1Y4qHW/xc+wQIAAH/gz4sAT/H2ODdv3vx/uQfLIX9h2nEIN7w+h+AQnjtEAQyBQ7jqECrw9kkUBVNfX5/2CdbFixczBdPw8LDpfwta9f9yx3wqjMumAA5RAEPgEBzCW6/PIVQ7hAq8fRJfv3596NCh/6w5fPjw27dvtf50Ot3R0aF9P1ZXV1f292CZ9v9yx3wqjMumAA5RAEPgEBzCW6/PIVQ7hAo4iS5SGJdNARyiAIbAITiEt16fQ6h2CBVwEl2EOe0SBMI9iIVLEAj3IBZeQZxchMvGJQiEexALlyAQ7kEsvII4uQiXjUsQCPcgFi5BINyDWHgFcXIRLhuXIBDuQSxcgkC4B7HwCuLkIlw2LkEg3INYuASBcA9i4RXECQAAQDIKLAAAAMkosAAAACSjwAIAAJCMAgsAAEAyCiwAAADJKLAAAAAko8By0Ib/yu58+PDhwYMH//nnn4qKitOnT3/58sW4Yzqd7uzs9Pv9gUCgu7tbPLTvhz3TQDx48GDfvn0lJSUiEKdOnZqbmzPuSCCkM42FJpFIRCIRq+/4IRZymQZiw/8y3ZFASGd1wicnJxsaGsrKysLhcDweN+5ILFyOAstxusumvr5+fHx8ZWXl8+fPZ86cOXr0qHGXkZGR6urq92tEY3R01L4fudAF4sCBA/fu3Usmk8vLy5cuXRJVr3EXAuEQ0+R99uzZK1euWOV1YuEEY4H1210IhEN0J396elq83xgbG1tcXJyZmWlsbDTuQixcjgLLcTa/s0RqF+9OjFvW1NSIIkxri0Y0GrXvRy5sAiHq3dLSUuOWBMIhxlhMTU1VVVWtrq5apXxi4YTcCywC4TTdyRcV1dDQkP2WxMLlKLAcZ/M76/79+/v37zdu6fP5EomE1p6fn/f7/fb9yIVVIL59+3b16tXsjxIJhNOMsThy5MitW7eMTxELRxnPdjAYFG82du7cef369Z8/fxq3JBAO0cUiFAr19/dXVFSUl5e3trYmk0njlsTC5SiwHGeV1ycmJnbs2DE9PW18qqioKJVKaW3RKC4utu9HLkwDod36sHXr1jdv3hifJRAO0cXi0aNHe/bs0e4UsbpeiIUTTM/29+/fnz17Fo1GL1y4YHyWQDhEFwtxApubmz+vicVibW1txl2IhctRYDnO9FfY48ePKysrnz59aroL70ucYJW5l5aWBgcH9+7da3yKQDhEF4tdu3Y9efLE9KkMYuEEm8/XZ2ZmTE8mgXCILhbifIrTqLVFjRUMBo27EAuXo8BynPFX2J07d8Lh8PPnz6124S/rTrDJJaLGyr4ZLoNAOMT+n9dMI0UsnGBzUczOzoZCIWM/gXCILha1tbWirtLac3NzpgUWsXA5CizH6S6ba9euVVZWvnz50mbL4eFh0/8BsepHLnSBaGlpmZqaSqVSHz58OHfunOk9WATCIbncTK17SCycoDvbsVjsxYsXP378EJdGXV3d+fPnjVsSCIfoYhGPx5uamjJ/ImxvbzduSSxcjgLLQaZvyo1v1ldWVjJPaY10Ot3R0eFf09XVlf3tJqb9sGcaiLt37+7evXvTpk2RSOTMmTMLCwvZ22sNAiHdbz+psiqwiIVcNhdFSUlJVVVVb2/v6upq9vZag0BIZ3VRDAwMBIPBQCAg3g2a3uROLFyOAgsAAEAyCiwAAADJKLAAAAAko8ACAACQjALLKVaLOue7PGcui0Pb7J5MJltbW8vLy4PB4ODgoM0PbHPfsf0qvAAAQIeU6RSrRZ3zXZ4zl8WhbXZva2uLxWJza06cOHHz5k37H9u0irJfhRcAAOiQMv+G7EWd1/PVcLrFobNZ7b5ly5bsb6urra21/1GNVZTVKrwAAMAKKfNvyF7UeT2LG+gWh85mtbsosLLXW/jtmgnGKspqFV4AAGCFlOk43aLOf7w8p83i0Da7t7S0ZL4O+OTJkxs3brT/aXVVVC6r8AIAAB1SprOMizr/2SdYxtfR3ZNutfvCwoKoqwKBQCgUunz58rZt20x3z37Z7Ie5rMILAAB0SJkOMl3U+Q/uwfrt4tD2u2fcuHFDFFv2P7NxoZLfrm0CAAB0yJdOsVrUOd/lOW0Wh87lZZuammZnZ5PJ5O3btyORyKtXr+xfx6aEoroCACBHpEynWC3qnO/ynFavo2O1ezweD4fDpaWl9fX1ExMTuf/Aphus54QAAKAOUiYAAIBkFFgAAACSUWABAABIRoEFAAAgGQUWAACAZBRYAAAAklFgAQAASEaBBQAAIBkFFgAAgGQUWAAAAJJRYAEAAEhGgQUAACAZBRYAAIBkFFgAAACSUWABAABIRoEFAAAgGQUWAACAZBRYAAAAklFgAQAASEaBBQAAIBkFFgAAgGQUWAAAAJJRYAEAAEhGgQUAACAZBRYAAIBkFFgAAACS/Qunecf8AHrFEwAAAABJRU5ErkJggg==)
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