Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-06-20020414_143800_20020414_192200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/14 |
Start Time | | 2002/04/14 14:38 |
End Time | | 2002/04/14 19:20 |
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 | | -20.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 211.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-06-20020414_143800_20020414_192200-constBx0 |
Minimum Dst Value | | -15 |
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 GOES-10 for time period of this run.
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RXXN+fNccBm8gBwAAgHvqXG3fa1hIOdPS0l566SX+90b69OnT2trKhmmA/7V2Y+MNwvkBAAAgLPFUoJZQzqioqOeffz4xMZEf8wBasDqxvQAAACIlngq015czICDgmWeeSUlJ0R7Z1X2wxHN+AAAACEg8FWjvLufu3buff/757OxsnfHe3t4G7xY0Nv52Bw+5eM4PAADopdLT099///3+/ft3cZeqX1lZWf373//et2+f6a0STwXau8upf4Cbmppuc8+7cnFxseK4ublpPwfL4PjbCFgAAGBZ/v73v+/atau+vv7BrI5WdPLkyX/961+nT582MZl4KlCxlFNY4jk/AACgl6Kq6ubNmw94pfn5+S+++KKJCcRTgYqlnJ2n01TW3ZsDAABgSndVVabXK54KVCzlFJZ4zg8AAOilELC6l1jKKSzxnB8AANBLIWB1L7GUU1jiOT8AAKCXQsDqXmIpp7DEc34AAEAv1fmqiu92/PDDDw8YMMDJyUmtVndyveKpQMVSTmGJ5/wAAIBeSpCAxQZu3bpVVla2Zs0ae3v7Tq5XPBWoWMrZebiLEAAAehETVVVNamqDStXRJTQ0NDz++OM0sHjxYj8/P378999/T2PMWe89v7UkYimnsMRzfgAAQC9lrKoqj4yUSiT0umfG0m7BqqiocHNzGzZsGH1saWkZOnTozz//fJv7wToabm1tved6zfnWkoilnMISz/kBAAC9lLGqSi2TsYBVnZR0zyVos7a2Pn/+PPvq8uXLL730kru7O73TsDnrNedbSyKWcgpLPOcHAAD0Usaqqva2NspY5ZGRHVpCVVWVh4eHg4MDP2bjxo00wa5du8xcrznfWhKxlFNY4jk/AACglxKwkzvT2NjI+mCRjIyMZ599NjAw8C9/+Ut+fr756xVPBSqWcgpLPOcHAAD0UsIGrJqamg0bNtjY2NDw1atXX3vttejoaBo+derUG2+80dzcbOZ6xVOBiqWcnYe7CAEAoBcR8DlY5KmnnpoyZUpBQQGNnzNnzv79+/nJ9uzZM2/ePDPXK54KVCzlFJZ4zg8AAOil8CT37iWWcgpLPOcHAAD0UghY3Uss5RSWeM4PAADopRCwupdYyiks8ZwfAADQSyFgdS+xlFNY4jk/AACgl0LA6l5iKWfn4S5CAADoRRCwupdYyiks8ZwfAADQSyFgda9eX06DTUrGWpva29tdXV2trKysra3d3d3p432vtFMbDQAA0MUQsLqXhZRTP2AZnMzHx2fgwIFFHBrw9fUVZHUAAAA9jYAPGn344YcHDBjg5OSkVqs7uV7xVKAWUk4zA5atrW1wcDAbpgE7OztBVgcAANDTCPhTObdu3SorK1uzZo29vX0n1yueCtRCyqkfsPr37//EE0+8+uqrnp6ebW1tbHy/fv2qq6vZcFVVlZWVlSCrAwAA6GlMVFU1NakNDaqOLqGhoYH92POQIUOOHDnCjy8tLX366afp23uu957fWhILKafBA3bjxo3k5GQ7O7uVK1eyMX369GltbWXDNNC3b1/TyzRB8CIAAAAIyFhVVV4eKZVK6HXPjKXdglVRUeHm5jZs2DD6GBIS8o9//INGsm8XLFiwY8eOe67XnG8tiYWU08QBo2TNt1ShBQsAAETCWFWlVstYwKquTrrnErRZW1ufP3+effV///d/hw8fpoG8vLxnn3322rVr91yvOd9aEgspp4kDplarBwwYwIbRBwsAAETCWFXV3t5GGau8PLJDS6iqqvLw8HBwcGAfT548+be//a2trc3Z2Xnv3r3mrNecby2JhZRT54A5OTkplcqWlhaVSjVq1Kjly5ez8d7e3sbuIuzQIRfP+QEAAL2UgJ3cmcbGRtYH6zb32KPXXnvNxcXlxRdfpNrW/PWKpwLt9eU02DXq6NGjr7/++qOPPvryyy9T4r5+/TobTycEnQ1WHDc3N+3nYCFgAQCAJRE2YNXU1GzYsMHGxoYfExAQQBN89913HVqveCpQsZRTWOI5PwAAoJcS8DlY5KmnnpoyZUpBQQH/7bFjx1555ZWbN292aL3iqUDFUs7Ow12EAADQi3R1VTV58uSffvqpo+sVTwUqlnIKSzznBwAA9FJdV1XdunXr22+/fe211/gnNZi/XvFUoGIpp7DEc34AAEAv1XVVFS35xRdfTE5Ovo/1iqcCFUs5hSWe8wMAAHqp7qqqELAYsZRTWOI5PwAAoJdCwOpeYimnsMRzfgAAQC+FgNW9xFJOYYnn/AAAgF4KAat7iaWcnYfHNAAAQC+CgNW9xFJOYYnn/AAAgF5KwAeNPvzwwwMGDHByclKr1Z1cr3gqULGUU1jiOT8AAKCXEvCncm7dulVWVrZmzRp7e/tOrlc8FahYyiks8ZwfAADQS5moqlJrUlUNqo4uoaGhgf+xZxPdZhCwGLGUU1jiOT8AAKCXMlZVRZZHSqQSet0zY2m3YFVUVLi5uQ0bNkxnmv3790+aNMmc9ZrzrSURSzmFJZ7zAwAAeiljVZVMLWMBK6k66Z5L0GZtbX3+/HntCcLDw994443GxkZz1mvOt5ZELOXsPNxFCAAAvYixqqqtvY0yVmR5ZIeWUFVV5eHhMWT4kLJrZfRKqUmJSY154eUXsvKzSppKrt68SiPrWuqaWptoLlpFfUs9zVVzo4beM2ozmm82FzQW0EfxVKBiKaewxHN+AABAL6VfVVHuoQBkYhaa4Hrb9Zu3bl5uvtx+u52WQO8UnugVWhZ6IufE7x77nW+u7/d53++J3/P0X592O+L2Y8GPNOaH/B/onV7f5X1HczmedrSV2c4/O18ilcyKnkXv48LG0fsQxRDxVKBiKaewxHN+AAD0NDU3aiqvV2bUZgSWBCZXJ3tlexU2FiZVJzXfbO7uTeuA+pb6llstkeWRCVUJNKy+qvv4AxpDE7BhKjJ9bGxtVNYpDS6NpqTiUzyiKeld1aCiiamqKm8uj6qIOld9Luhi0ImSE4cKDlEGkqllB/IPxFbG0g6Mr4z3L/SXq+VHio4cLT5KE1BCojE02c/FP9MSaCQNHyw4+GXil5OWTPrrv/7K4hQNLN65mIZ/LNQELL88Pxaw6EVzsUuQ9nJ7eh+uGE7vdnI7NlI8FahYyiks8ZwfANAb5V7JpXeqYrtuFeXXyoubiincJFYnUu17tvJsQFEAVdhUv27N2Opf4O+S7BJSFrLn/J7M2kxKP1TxU61Pc9FWUTxiUcCcFdFktCJazo8FP44PGz8rZpatzJZeNjIbqq2HBg+l97GhY+l9asTUtyLfWpO8xifHhzaJZY6u2wP6qGi0tSz2eaR60GbQ/qEX7ZNNaZu+uvDV7OjZn2d9TqVwS3GjIkwMn8gyx2DZYHrfnL55cfzikEuanbb7wm4aM+X0lDkxc5YmLKWJ6ePIkJH0viV9y07lzjPlZ2j5gaWBM6JmfBD3wZjQMcMUwyadnkRTToucxualqoqCFJ97dF7sK4pT+l99n/c9S1HaHWOetHry/436fxGZETkNOc1tzTrdZi5fv0zjS5pKshuy6eNPhT+5p7j/XPTz6qTVlN48VZ4UJWmDKeSJpwIVSzmFJZ7zAwB6OIosVKlTLU6xxj3ZnergeWfnUf36bvS7VNfOi51HlTHVl1S30UD+lfzoiuim1qbYyliqI1nbCS2BgoiyTplRm0Fj/Av9EyoTaHrWOJRckxxUGpRWm0bD+7L3uSa7UkqgWp9WQdU5H3FspDYsK7DXIOkgeh+hGKF5D9G8Dwsexr4aEjyENszxtCMNr0lcQxu858IeSmPHio/J1DKKYrQNVBl753gvS1j2YcKHLCtoUoh8sPYqWMAaG6aJVhRZ2JK1J6Cv7OX2X57/kmr6mMsxFLlo4dsytwUUB1CtvyFtw/KE5c5nnKlQ9JHSxvzY+VRGyitfZH1BOyGsLIyCYEFjwe07UZX2FeVC2ryKaxW0NJqApqfoQImK3lclrqKVvh31tnZh9fcJ210sURmcgLX3GNyr7CP7ykHhQO8seOm82H4YFTqKqqqD+QcpQh0uPEwbeaL0RFpNGh16ysT0kfaJX55feFn48ZLjp8tPB6uDFZcUdNCjL0cXNhaeqz538erFuMq4osaiqIooik1U9vbb7eack+jkzoilnMISz/kBIDbsogzVJcYmYHUtVb1sgL+Iw2MNM/QtfUXLYe80/W0uDJm/JZQGWEuP9kgaQ2GIQhIlHsoflBL4qMG/hio0FfAwhYE6nl2mYXGEpZbRIaP5Sp1fFMsHo0JGGa3pucnGhI6h94lhmmYY+2B79hUFJqr13znzDg07nXHSTMC10xiMFGx72IWkQbJBxiZgK3or8q25MXPXpa77Nudbyn9U5bOwmFqTWtJUQlnnePFxmuaDuA9YExdbAhtwCHHgA5/BWDNEPkQ/orFisu5E78e+L7nTncjgclj+Y41MtFdplgnhE6ho9jL7caHj6CMdL/p2S/oWxwjH3ed3U+w7UKC5TkcHmsIlbf+H8R/SZDOjZ9ISFsYupMTsl+9HE1OpKSdRkSl3UpJbem4pTcCaqcaFjaNEuDRh6WeZn21K20Qx0SPVQ66W78jaQWcIVVVXWq9cb7tuLBiZGZg6CgGLEUs5Ow93EQL0QOqr6oCigPzGfKqisuqy6O9y1irDuulQ1UV1ElU5QReDqPqhKVcnrf4863PnM870mh87f1L4pG0Z26iKogqParLN6Zspl7wb8y6Np5E7lDtoXnZlh+o/eqfakapA+oreqe6fdHoS1f0rE1fS9DuzdrIJqNqbHjWdatZRoaMofNAEVNHydTNtANWX3+V9RxtMm8oabCiN5V7JpQ1WXFLQBi+OX+yW4qZJHjL7yacn0+oWxS2izXOOdta0kUS+zacf/uWgcKA1uiS70MSHCw9T3RxYGrji3AqqaGlTKSRR6qIBlnJYnGJRQCdSsAlYApsaMVVyp4mIogbNTquYf1az03xzfSkfZNZmUrihBElFoI2nIhQ3FdNHFjFZe09GbQZ91FxDvHzWv9Bfppb55fntVO70L/CnI+Kd7U2R6OOUjzX5KeIt7S2htdPq9l7YSyuitSjrlPpZ1hjaGNaqR/POPTuX32ksU9LhoINCpZgTM4fWToGGisYuw61NWku7hU4M/fyk3Z3o19Aps6FzgObir9zRDqdiUhlpA1jxaTNYXyszr4eyflS000wUliZgl4Bpt5i+CtxdVRUCFiOWcgpLPOcHQA/BGnKo+qGKh6pnChBrktZQNUn5Q9NgEDqab7lhzR6ayk9mxwcI1pyjc41JuwHDxIUbidZlF1bLGnyxr1hDiE6TknZjDGsc0mkQYs0/rBSstmZLMNhuxBpjxoSNoTW+d/Y9yjoUXJrbmo1V4azRi3UPopqbgl1mXSalHBqmeeMr4zVxh7siRsmgvLmc0hJNr3lva6b819DSQJmPanSa3cyUcB9YHImuiFY1qGjVNMAa/wRZOG02lYhKQTuBRUDWrKi99tt3N0ZSnqPsTvuKouGB/AOUXGkXse5EtNNo11G4Kb9WzqI8LZwWK8imCgsBq3v1+nIabFJqb293dXW1srKytrZ2d3enj6bH38dKO7vdABaE1VVUxxQ0FrDGGKp4qI4sbSr1yfFJr00PLAmkv+w9VZ77svetTFw5O3p2SFkIVV0lTSVU7dHEVF1RRUWzUxqg+pVq+r2qvc5nnDembaQY4ZrsSglpQewCemeXtPjXSIUmjkwKn8RfuOFDCYsjrNFiXqymW9I7Z96hpU2LnPZ+3PuL4hetTV5LW7IuZR27cENx7ZPMT+bHzt+h3LHi3IpViavGhY2j6ZclLKP1uiW70fDmjM30lU+uD5XFL99vU9om+uiR6uEY4bgudR1N8FnWZ5rKmGueoSLQu3uK+/d539M0VFvT8N4Le2ky1k1KJ4cNDx7O2lpsZba0VbR/QstCNVuStOqjxI9mRM34Lu87WkJcZRx9Rfuqd900Bw9et1RV1dXV//mf/2liAvFUoBZSTp0D5uPjM3DgwCIODfj6+poe38nVAfQcrI2hS6tednMWxSDKT/TX/PHi4xRNWG8bvqWHXVdi93axhiXdNhuuvYddimLvrJFJJ3OwyXTajdjlsLVJaymBUYwLKwuraq5SXFKor6ppq7IbsmmrvLK9zlaepSDC3wDP3ju0Zyg4sulZgjTRMYvfM+YvnDaVIinlS3rJ1XLaYGWdkkIYaxExfzkAxlDQyc7OfsArXbly5dtvv21iAvFUoBZSTp0DZmtrGxwczIZpwM7OzvT4Tq4O4D6wCzedXAhV+VQ9U8jYmrF1YdzC986+R/njw3jNjVfrUtb5F/rf86cwbt+JBRm1GbSozNrMgKKA9Np0yig0MCl80sepH8+NmfvRuY+WxC+hAVoFJSHWXYZ1LeIfb6P9YlfcWHIaF6p5wKCdzI6mpGC0IHaBY4Qjy14sh+m0PLEXrWtkyMjtmdtnR8/ep9o3P3b+LuUu9xT3ncqdzW3NXfoAAgDL8N57782ePbupydSTRQVUX1+/efPm/v37K5WGH9bFiKcCtZBy6hywfv36VVdXs+GqqiorKyvT4zu5OhAV7VYKGma9Nxj9dg7WBKKsUx4sOJjTkKPpjn0lP6g0KLA00FZmS0nFO8fbU+X5RdYXlCe2pG+hSOGV7UUZgjITTUyJR3FJEVgS+HPRz9syt32W+ZnmnvbzexbHL6bMQTHlvZj39PvosF4+rL+Rpt9u8lqaN+9KHnsSIwUp9VW1X55fyKUQWunG9I0Ug1hPJr4TEusGNCLYwK1S+vlpYvhEynZbMrYcKz5GL6laSkWgddEqLl27xLqcx1bGFjcVsw6/bM/QMI2kCSgF0v6hPEeFpb1ES1A1qOirezYXAYBpVN8NHz78oQflkUcesbe3T09PN71V4qlALaScOgesT58+ra2tbJgG+vbta3q8sWWa0AWFgB6KUhQlAEo5lCdcU1wpfFAumRMzZ+7ZuRPCJlCCCS8LT61JPZB/wF5uvzpxNcWmeWfnOZ9xpgkmhk0cqRjJrpqNCdHcas5uOGddoQ12gma3KRl8vI32kxV1LqXNiJpBS6a45p7ifqToyLKEZW7JbvoX11g3ahaM+Dvz9ZMTa5p6N1pzM51bihsluTln51CRaS1b07fOj50fUhZCKaqkqYTdAdfdhwgAeg3xVKAWUs6H0IIFncCeTkQpij16kXXWVjWokqqTAooCZp7RPJaG9a02mHvYcxRZq4/B29Duul7G/SCXQ4jDjqwdnhc8KQDRMt+LeY9m/yTjE0owKxJX8BPzV83YwinrvBX51rqUdTTLkvglNLFLsgttML1u6/UQYk9ETKhOoHlZruK3n12zezvybfpq+bnlrJt2fFV8WFlYeXM5e7YQvQt1DxcAAE88FaiFlPMh9MEC49gzHnmUPNjd167JrpRj3o/77fmBrEuQTopijUCUZijcfKH8QnM5LH3L7OjZc2PmUkLalLaJPVKZPtLIvRf2zo+dvy1zm/MZZ1oyZabVSaspulFeoc2QqWUV1yqCSoPY46Fvc/eH62weoWxH4YbdB07D7AlA2s+o7FCjEbsjPbI8kkpNm+Gp8iy6UkQDtBBchgOAB0w8FaiFlFPngHl7exu8W9DYeP0ldGh10KVMPHqHfzYSZQVKLVl1WT45Pv6F/re5VBFbGUsf1yStYf2+R4aMXJeyjt30rn9hjvU30umvzZqjtmdt33N+j4nn3FAS8s317dBDugEAxEk8FWivL6fBrlHt7e0uLi5WHDc3N+3nYBkcfxsBq5uwZ0DHV8Y7RjiuTlrd3NbMX5bKvZJ7rPjYrvO7KOIsP7ec3UTGftR9UbzmqdZLEpYMUwxj+cn5jLN2y9OU01PGho5laYldntPp88Q6MC1LWPZW5Ft+eX7uKe6KSwpKUdEV0YElgeeqztE7vVgfIzTzAAAIRTwVqFjKKSzxnB9dQaaWeao82U9JeKR68B2M2MCY0DF7VXu3Zmxlt/Gzq2/skdwGX6z/OMtP7HHY/NO6WbSiVbgku1AsmxE1Y2PaRloFhaqixiL+Ih0AADww4qlAxVLOzsNdhJ3U2Nq44tyKuTFzJXd+aExy59fHRipGTo+aPjt6tnZyYk+1/jD+w9VJqz0veFIwYo+ytJXZLo5f7HzG+fOsz2lp3jneC+MWBl8KDisLK24qVl9VVzRXUKiideVfyU+tSdXZDDzCEQCgG4mnAhVLOYUlnvNDEKoGlWOEI/+kb/aUJnb9buaZmb65vso6zVPpKIFRMFqfsn5cmOaX54+XHKfMxOchdumQ8pN+l3AAAOgtxFOBiqWcwhLP+cHUt9SzH9ll/c3pnd3jRu9J1Un0UXFJwX4/LqAo4OTFkzuVO09dPOWe4v5tzrfjw8azxxywVqsZUTPyr+QXNxVTeFqdtDqjNkN/deb/8jwAAPQu4qlAxVJOYVnw+dHW3lbQWFB+rfxgwUG5Wj47ejb7jVuHEAcHhYOtzJZd2nsn6h16d4xwlNz5nROd/uPs0QasFxRrqaI4hd7iAAAiZ8EVqA6xlFNYvfH8oHBT31JPySmoNCi0LHRh3MKD+Qf3nN9z8uJJvzw/ilNR5VEBRQEsOU0Mn6gdj7Rfg6SD+IeAsx7oOo/WZA/knBmtabX66NxHFMI8VZ7dXXoAAOgRemMFen/EUk5h0fnBGmNabrWor6q7e3NMoS2kfLNLuYsyk63MlqWfkYqREr3fWtF+0jf7UZdpkdPGhI5Zfm75jqwdXtle3jneNOBf4O+e4h5SFkLhLK4qzifH51zVueiKaGWdsripmD0Skz0yCs+FAgAAHQhYoEvnLsKD+QeDLwWz35ULKg2ivFVzoyagKMDE4yi1UQqhiQNLAptvNt93r21KMI2tjbReGsiozThWfCynIce/0D+9Np1/pNPXqq+18xPrYP5O1DsUpBbELuDDFn1keWt75vZtmdsu1F9gT/q+vw0DAAAwCAELTKHzQzu1vHPmHXu5Pb2zC2TsF+KMzZt7JXfFuRVrk9b+mngUwyjcUJoxNj1rFqK5KMal1KRQcgopC6Hlf571ObtUZye34+MR+1G8USGjtB9KTgO0ebsv7PZI9UiuTqblsE7rbOE0QPmMQp76qjqpOqlL9hcAAAAHAQtM4QPWzqydO7J2sCjjEOLAd06iF0UinblYz3HKRvoX5tYkr9mUtklnlpobNdkN2dq/2cIWzlqhdC7wsUt77OGcrO85+7VgGl/YVIi2KAAA6AkQsMAUOj9Sa1ITqhLYx2PFx+bGzA2/FK64pIiqiJoUPmlV0qrjxcfZpUOawL/QnyZg/b5HhYyyl9vPjp5N4am4qZgiF0U0Fo8+iPuA4texkmMUtvac30OT8XGN9TefHD6Z3p3OONH082Ln7VTuPFR4iJbgle1V1FgUWxlbeb0yrCyM4pSyTtnc1kxbaOYlSwAAgAcAAQtMuef5QSmHBSPXZFfKTCw/jQ7VdDB3PuOs357EHmI+KnQU/9sv/Otr1deUzyiN0TKbbjZl1Gaw+wG7rHAAAABdBQELTLnn+ZFUnaQdkmZEzrCX2wcUBcRWxhq8WkeZqfxa+bbMbTTxnJg57A6+7VnbvbK98OwoAACwGAhYoKujv0WoalBl1mU6RjhStKJcxX7p5Z7YHYU1N2qQqwAAwPIgYIEp5p8flJPQwRwAAIBBwAJTxHN+AAAACEg8FahYyiks8ZwfAAAAAhJPBSqWcgpLPOcHAACAgMRTgXZDOS1g51pAEQAAAB488VSgCFjm6uhdhAAAAKBDPBUoAtb9sIAiAAAAPHjiqUC7J2AZ00Wr4Me3t7e7urpaWVlZW1u7u7vTx/tefovWs9SLi4/Fxs6vMP6DzQAAAHAbAatrV9n1O9fYKnx8fAYOHFjEoQFfX9/7Xn5m5qcqlWdJSaBSuVMut5NKJdHRszuxyQAAAJYPAasrV9l9AcvW1jY4OJgN04Cdnd19L58SFf86c8ZJJrPNytoeH7+YItd9bjQAAIClQ8DqylU+kIDVv3//J5544tVXX/X09Gxr+/VnZ/r161ddXc2Gq6qqrKys7nv5crk9haqQkJEUsChU3brVEhs7n4Zp/I0bNcIUAwAAwLIgYFmCGzduJCcn29nZrVy5ko3p06dPa2srG6aBvn37mpjdRF8x1geLgtTNm81NTcVs+rw8P4pc8fGLKGNFRc24Zd6PDwIAAIgHAlaXUyqVFH0ef/zxrn72QWlpKd9SJWALlsHxra2NWVk72HXDxsaC+1s4AACApULA6nI2NjZbtmy5du1aV69IrVYPGDCADQvYB8vYV1evqpOTXbKzvUwvob29rbIytro66f42AAAAoDdCwOpyjz322NWrV7to4U5OTkqlsqWlRaVSjRo1avny5Wy8t7e3sbsIO3TIzZn41q0WSlH642lkVVVCSclx1tBVWRlPmcz8VQMAAPReCFhd7oUXXiguLu6ihR89evT1119/9NFHX375ZQ8Pj+vXr7Px7e3tLi4uVhw3Nzft52AJG7CamorDwsbTi4UnClt1dUoamZ3tlZn5GeWq4GB7FrBkssH0Xl4e2fFSAgAA9DIIWF3um2++efPNNysqKrprAzrjnudHSUkgy09JSWtTUz0iI9+m4fDwCVy0GsrlKtvS0qCioiNsspwcnwez5dAZ7W0GmiQBAMB8CFhdv+KufJJ7V+jQpra2NlKuOnduOctPcrmmvSosbBx7HmlhoT/f+4qGVSrPa9cq6uqUXV+IbnbtWnlTU/H165UPrPPZjZqaBhXtYM/a9PTiY8fqz58vDQqqSkioiI4uCwtrLi+n4caCgoKDBy+eOhUzd26Ol1fapk00PQ3TK9fHhz4W//JLqofH+V275Pb2GZ9+mu3lVR4Z2VRcfK28vLWxsYlriKWBK7m55/fsqc3MpIWzr261aO4kpVhGr+uVlTSGvqJ3gct4o4b9rsDNm823ueZSYZcPACCgHl7XC0gs5RSWmecHVXUREY6UrnJz958/v6exsbCqKsFg/UeTUfYy2DWeEkltbQbNpX1bIqtQKcbReJqgoUFFY2gyNj37Snsz6EUT0GT8SIP9w7oORau6uiyZzJa/KpqQsCQsbHxW1udnzjjn5fldvao2JxlQmqGkUqdUUjxqbWqqzchoqa9Xy2SXo6MpD2Vs2RLh6BgzZ07iRx/Fvf9+1DvvSCWS0NGj6V3h4EDvwUOG0Dv/Cra313w1YgT/Lh00SHsC9pIPHqyZeNgwzUcbm7uWwC3wzMyZMlvb8IkT+eXQeEpjIWPGRE2fHjZ+fMTUqTSSvcfMmpW0enVRQACV4qpaTdmL5TCGEiG932zWRKW21mad4tNhraiIbmtrrqlJpVxF6byo6AidYPSKjHxLoRgWH79ULrPLTPnsTJBzftKhQn//y2fP5vj4FBw4kLZxY9zChZdjYkoCA5tKSihoXrt0iXYjbQNFQ9qrgh5wAADDELDAFPPPD8ox2lnHGNbElZzscpvLQ1SJUiKhV21tOmsDCwsbw03gSnEkNXU9JZXoaGeaiz3plF5UudJ7ZOQ0ej979j2a4Ny5pWlpm5TKnTSNQuEQHDyEvoqLW0RTpqVtpPf09C30bUnJCVpdZWUsrY6qbVo7C2raccdgGmMTXLmSSwM0r/aPM+ooL4/kro0Ou9PtzIZ/l8uH8sOhoWNYGwytjpZGYZRSaX39ebVaVq1KSnZxSd+8mQKKjCKOjURqJwmdOlI6T3L6zUnSKZKQ0SP1gxGXhySh48bRwOnJkzW5Z/hw7W81ixpM845mIYkiUcLSpbK3bELfHhf97rsU1ELHjqXkFPX22zRBsrt79OzZyWvXapYzdOhda+FiWRi3orAJEzRLtrXVn+CuJHfnRfErdMyY5M1rI1dPO7t+vtRdErXjbekPg0K/GSM7Pkjubxe1c0bk59POhsxRnBoRclJzuEMCR2h23Ykh2j8n8OvrFPceOEjzfnyQ9FOJdJmmjJo9xsIilynDxo7VRM8xY/jgSBucuGpVwrJlF0+dUnl61qSkUDirTkvL9vKqio+nTFYZG9va2MjyHwDAfUPAAlMEPz8oTKhUnjk5+8PDJyUkLOYDk0xmd6futOEvNcrlQ/hQwr/u5JUh3LzD+Vn0XoO0+oEZWEJY2Fh6j4meI5PaxIYtkB+1izj6Zohs9OngyfFxH56JcEpMXB0WNj4xcQ2X5OZxwWgc27YLF76iSHTjRk1DbTYlpLKysNratIyMrUlJa9gqLlzYXVBw8PLlM3l5fjQxFTYj4xPKf9HRs9gEMdGz4+M+CAsdJ5fZsV94DD6l2Q/yADvpFxLpGol0lUT6kUR6iDKERHqU22x/zWYHfzMkeJF9jMeckP0O4d9OCPnWQf6dffjxyfIg2+Rol4iQadlKrzPymRdSvkoMX5UVtz0+cklMyNyI4KmyU7ZZSZ/HhS7KVflGRc04d24FVxa7uLjF8fGLyy9FFpz3V6ul52KWXb4cXVISePWqujjl5zr1+UL/Q8XHjhUc98/c/1mBvz9Fk9rMzDqlsqW+nsZfjo1N+3ST8sudiVtWx7i/m33QO/6LDy/HnVX9uE/pt1u6YVCIy2ipp0RTqG8l0h8k0l+4shznjsUv+kftziuQez/GvZ/g3k9KpBskFMs0719KZOs1C5R/qdl1siN3ji9Nf1gSum6cYt3w4JnDpR9IQqeMoVSqCVhTJbIRttoJ7Ncs6OAgHSUJGTVKM8EQW+lQCU0jG24nG26TtHl11LoZuSHfJfyyuDTzRKJsRX7aj9FBs1LC3NP2rk/96uOqxMSSoF+aSktLg4IokJVHRtI+aSouvtncTAOU0trb2gS/TgoAvQUCFphC5wf9ZV8UEKB9cafz2IVCFizY1TSu/7t3cfGxixdlWVk7lMpdFLyUys8pB+Tn+6WlbcrO9qJav6gooLw8gobLykIp0BQXH6dwkJm5nRYSFjYxI+PTzMxtFy8G0QTZ2d+cOeOsUn0THT07JWUdl8ZG3BWzuFgmO8GtPchoTR/MRT3WKqaT5Ni8iiDNYhWyEdwyB1OQomhlrODXr1dS6c7FrLhrLUe5ZpifbH5rkrn7JefSZ7B8OPc+lM+XupMZT6XaE9xJtAZCJzsWISGjuHcHbow97djTpycrFJr1Jie7Rka+lZPjk5CwLD//+7i4henpm2mBbBZu4Zq5oqLeoffTpx21j69Uq+VJEaRZWnjQJPkvg88cnRHy/ajTByf9OsE+G+n3kojNb8nd7M59tUKxbXjctsWyWYPDnScqhg1TjBxJaUlma3vhyy9T3N1rUlJKQn+haKjZYMVI/cKeDp3CvTtyx2h48KkhwUEO8oP2sp9s5LvspQckch9up/3AnYp0ICjMBUikx7lUx4LdL3cayVjI0y7LwUEU6YJX20vXSkLnjqU8FzJvtHSrJHjVUNnCwbL5gxVrRsg22CRuXRG2fFzOd9/EbnuvWHo87dCG0pggpXRnTrhPUdzR84ovy7PD0+WbKs5Hp/zoXh5/OuPLT9Ryea6vb0lgYNHxgNxD++svqgrif2y70VyTkUah7Vp5+W2uMxx/LwLffmxOKzIAPBgIWGCK5seeuT/3o6ZPp4qtKiFBkMVSTgoPn5SX50sD1dUpVGEXFvobnPJmc/P1ykrWHdvEAlta6nWu7lEibFCprqrVOT4++T/8IHe0C3tzonSWROoskc7j2ofmDpJ6SOSrhkh9JPItQ2U/DlLsG65pa9nFtbX4S6TbB1EFrNgyXLpPEvn5tAhvx6TDrhF734zYO1VT9QbdiWVc1Ss7wlXA3w2K++CDjK1bb9TU0Kulvp62QbN59fX0Kg0KuhQSEjZ+/Om5b1KG0Lw2SKQ7JMHThkmnSKIXOstX2sf/8CElEgo0LJqkpq5PSlpdWRlH0bOyMkGp3Jmc7MKyaWjoaJqMQiTtyays7VzW2USpIilpLc1I47lfkHSIiHiTm2AHRaL4+EVSTZ+wpaGhYyie5ub6lpQcpykjI6exGMRuAmWXX1nAMtg6yOImy8c6L7YcluHYEsLCJoSFjY+MnE7rjYmZq1bLab3Xr1dVVyfp9EVraipubCxoKi6ujI3VuY2RhQk6GehFR1b/+h0l1+bmipQU96Qk1zvbMJzfhjsXbY2GTlYig1lQdpSLnv5cp7oALoEduXshJwbxkxluk+Oa62SHuTPkiKGgdlLya7yjYX8bOq9kfoM0J+FervHy5K8hT+ZnR2sP2TdC+rNE4TVc+sMguY+d/JC9/LCd4pcR0lODwo9PpMnOBDrLjw+JO/F+1DdvJx1YkXzMJfmoa8aJbXH+HxSqfkqMXn3xojQ11aO8PJwOREVFdF2d8sqVXP1/ULfvxLUH3IsRwGIgYIEunbsItbvRUHR4ABtAVWlZWFjcwoWZ27bJbG1Zj2lN56F33jnj7FwWEUF/2ZeFh6d6eNRmZFzJzaUatzopqbGoqODgwYIDBxJXrgyfNCly2jTW70e/I5GC64sTu2CB3N4+/9ChPD+/xoICWgittyI6uiY1NdvLK2PLFtbHKIT1GeeWIOP7fQ+VSB0k0dtnhn05PmLlW9JlktOzp0hHS4JHDPu1z5OdHW25gusIFT1zpiahzpjxW/9xieTc8uW0/SXHj9O6moqKqLx8GyHValSlUdq4dq1cf+fQtxS2WIcwA7uOqwtZBy+ane/pxU/A/6CkDko25eWR7BYBWsWlS4rGxnxKvWVloZTwKNUVFv6Une1FGY7CGQt58fFLKEjFxs6jrEbJ79KlYJq+sjI+L8+vvPw0TUMRqqFBxe486Ow50RFXr6pralKppGq1jLaHNo+2h0I8faStysz8LClpFUW9c+dWUFloPI2k2KdSeVKp09I2qVR7aZgiaUXFmcL8w1cq83NDvr16+ZLq1Nf1+ary+MgrxflF+T8X5v2UErMuSv5OeKim7S0sZKz0TkNmsPTXZ7/JT3GxLEjzLj+hueNBFmhjIGCx66E/s4hmw2c7nagnPcklMENtnL++WOJnE5wyOgFreZUFsRX9ujTFgWGyg4Ojf3CmgRjZuzQmOmwmRdLTIY4hspHhwZOjwmacDp6cnrYlOnxWQcGPSefWXroUQjuKghqdGIWFh8+f35OZua209ASNvHIlh/Y2O5NNHyw2AZuSUjJ+Px4sCQIWmELnR1NxMeUPyjoxc+fWpKRUJSRQLUyxRvBHJd1sbr5RU5Ps4hIyciTrHy3n7lyjWKO5T40LOnyvataFmXVe/rW39d13vcnt7DQTcH2cKWwlrV6du38/5SfWhfmqWvNYVNNFoMkowNEra8eOC199Res94+REa6SoVPjTTxTm2B1wtDdoGnqnZFYZH08TnJ4yRf/WPCoU6x4eO2/eg8mpXQoPSuBROKisjKVwUFISSKGW3SVaVZVQW5tBX9HHujolhU76eCHjq9raNGXMroqiqNwz+0tTA4uSj14I+7JSGZt5Ynv1xfSM8G3lF08nRH2ourA3PHRizJk56Ymbk8+65ER9E//TkszTn4YeH5sc4qI4Niz2xHzF8aHhxyaHHBqpODQ8dMcY2W7byJ3TpHsHRXhOkR6WKPZz16xP3kljrJHMn2sJ+46LVoe0sp1Okjuh9W7wxS2WBUc+ot3VxinTNBmeVrwpkw4+F7s8KvKdpKQ18fGLuNeS8LCJaWnrw8LGs3tQzp37iGu1daR37p6VZdwTXn6iZHz5cgztOkpysbHzKRlHRc2Ijp4TFfUOzZuQsCwkZCTLx5WVcbTD2W/Sm4507Fv2A/Zm3pcDcN8QsMAUnfPjjLOz5ib8t97StCc5OcXOn0/hw8TslMz4yzqF/v7KnTtVX38dPXu29qVGSjkUei7HxCiGDeNvSWOtVumbN8cvXkwzUtZpqa+PW7iQ5mXJKZLbBva8ADaGz1jxS5bQdhYfP35+z57GwkJaF0tCnUQbcJuLU6YnYw8jyPX1zfbyKgsLo/eSX36heEfZrjQoiAU7AMGxM5Od6uxRFLXlaZrwlxNblZ/QVFWkzpDTSZiyY12+n1/43IkZn34a/uGkBPdlp7c4Rm2ZFvrj6OCj9iE/jtRchdwzRrpHonAfQe+ydXa/Xjf/irt07jVIk8l8uFB1gAtqP99JY8e5GMfuSzj629Vzw21pXCyTneJa9aSG2uS4CeSnuIvRUgMXo39NcqxbIXcJWKFwUAQPDQ0Zc/YshbAZaWkbKKilp2+lNJaevoWSXGLiytDQMZGR0+Ryez7SpaZ+zHUr/JaC2sWLJ0tLgygKU2KmV01NKheaL6nVsitX8nNzfWtqUui9vDyKxl+6pGABupsPPPRgCFhgis75wa64hbDmpTuxpiE7mzUFsedMUqiiJBHh6Ji4ahVruWF9k7Ubdc4uWEBhqywigjIQDWh/Ff/BBzFz59ZmZBhLRU3FxeWRkVSdXCsvp2FKePSxKCCAghSNYf1/AeD+tLVq/iKiKHajpobe6U8C+juhOimJ/gpSy2TlUVGqvV+VHD8eu3ahat++0PljE1ctl02wVYwdprlDc6gkeKyDdJLk9Pyp0iWSsLVjKJPJttpKD1Myk0j9KJNJpLu53oefDJL6S2QbBkt9JbKPbTQ3mbpyr7XclIe5Gwgoe/3IGtu4VLef65dGaW+nRLpPIv9ssOYehW+4exT8jd6qwu5lkUsHG22N4yYIlv/WCU/n/g92cwwlM+mdznz8BOxBd+npG+PjF2uuMmd+XVeXWXjhcENDNnd5Ora8PJISG4UwGmhra66rU7a3tzU2Fty61UIjW1rq2bP96EWTXbmSV1jo39BwoaDgIC2HlkBRjz3FprtPCrhPCFhgis75cSWX/n7zpShDsabg4MHQMWOiZ88OnzSJXjHvvksfI6dP56/csUtjvz2pkut+FLd4MeWtcO5ZTXLWNerOpb3Mzz6jsMUaigCgt7heWcn+4GEt1vTO/tCiiKZ5kEd0dNLq1fSvO3b+fHrRQPzixZo+juPHJ3HPWouZM0fzl9ioUVKtR9pGTp8mnUD/XbwvnSWJmjOD0ht7WK5OH4AQ+q9mtCTEcbTmtpXZNtIdEulm7uYAimJfa1rX5NttKK7Jtw7WpLpNgyiZST+VyNbZyDwk0nW2FOyCt9tJj0jk+zRBTXbo7ia3U791WQsOHMK/y4Pujmtak93pY3dXmxxLb6dPa25ojYqaLtX8mJim3x5/mwgLaiEhLMmN5lLdUO0lREfPpoSnVH4REzO3sPBwWtomSmzFxcdYN8crV3KvX6+k9MYuRpeXR3ATaG5iqKyMY01xNAHrEMl6YbKHObML/dB1ELDAFNPnB/03WhoUpN/fKGrGDMpY53fvVnl6lvzyS9qmTRTI6H9b1rxEc6W4u2suMnL9vimcqeVyoe5PBIBehD0njEW02oyMBpWK/sSicHb7zkV5eme9CK6q1eWRkdVJSfS6pFDUnz9fFBDQVFhI7435+fT3HiU5+q/mwp49SatWUYY7t3w5/S907qOPNH/XffABf8uLzovdiRI+YYJ0OIU8B+kciXSKRHO7Mb0mUWijj4OkSyTBk4fQGM2j1KZpbnCRTuW+XcY9mG0f13jGLpgG/NbjTavLGktg2s+Fufuq6CnNVyFyzXNGQoO5uyXk7L5XncnYZdPBfMscPwFrVGOP/WOPStF5BCAbCA/n7jM940TvMTFzZDLbmJh3o6JmxMW9n5q6ISlpdU6OF73n5x+Ii1uYm/tdbOx8leprims5OT5ZWTtoQK2WZ2d7lZae4CY7SIEvL+87pXInpT2W8FrpiHLpTb+DJuU5Gtne3qZ/842lQsACXR36LUL67y/ZxYUCU/rmzXELF9IfrBlbt17J1b3rWx/rJs/uARRowwEAdLHOBhTa2pqb1TJZTVoapbFcX9/yiIg8P7+GnJySwMBrFRVlYWFNJSX0FY2nvwyzvbzoRf+zKXfvpr8YL3h60rvyiy8opSUsXRrh6Bg1fXr0rFn0MfPTTyNnTs/74bvYbe/lHz14ds/crO92RKydenbdXIXTcNlMW9lbNhTRZLPtpOslsnn2mja2hYM0yWyJRPoB9+4okS6QKCYPk86j91GU6oIn2WuiHoW5FdwzZT6TSH0k0t2ap4TIvLnM9KPWfaP89dCTmuwVLh1P72HyCXwfNa3Xb49fvvNsPwOvu59dYujJfPLB0t+eqHd3cx0319mz79FCUlI+Dgsbn5GxlXus9FLugXmjIyKm0EBCwjJ6z8j4JCLC8fz5LynPXbjwFYW29PStsbHzIiPfSkzU3OSbl3eAUt2lS2GU6i5fPksxrrw8sqwsrLQ06PLlmNxc34aGnJKSwBs3aijVsbsWelRuQ8ACU8RzfgAAmMnMe6i5x57UV8bG5vj4lBw/Tn+C5h84QKEt/9ChpNWr6Y9SCm2U1bTvhmb3ILNfo1I4ONCApifGrFkhI0fSLIoRw1LWrQueOiRh+YfSWZIQp9HSxRTXJNL5EulqiXTcIBoZ7DBcOoHrkjFdIh83WBPUnLlpVklkS+2kWyUhHzlIP5WEuDhIv5QEb7KX+g2SetlqntP2s0R20JZCW8gPmjawUL+xlOcUB4ZrYtwxW9kvtrJAW3Z5NPyUJr2dkTpJg2wiAh1/a5nTuWx6kjXXGfyljd/uUTD4RD3tqMeSnFx+1ypYmxz7CTX25OrIyLdp+oiIN1NS1qWkuGdkfEq5rbw8LC/P7/r1yitXctnjb27damE/G09pjF0wpW9vd80FU/FUoGIpp7DEc34AADx47L7jpuLiGzU1ZWFhFMiqk5LYo2TY/desjV870rFhdl2V0hvrFJuwbNm55cvl9vYxc+fyQU2n4xp7nh/Lc+zGo99+S9RG8yNR7CF/mofg2HETD+Z+UWo49xV70fCbXAc4B+7q6mDu3u2xEukQTSOc5hnOi7jLpq4S6TcS2abBmqfybrPRPBPkc03vN+kmrpPcHol0g43UVxK8Y6j0mET+lb3mLlRfze8iSH/6tQudfJed9IAk5JAmPymOcb8qwT1Jju8hJ2cd1xSj+XcjTxLWtKiFh2k6vUVGvMUuocpktjQ7a2yLjNSMjI//kN4TE1eEh01MTFwdEzM3IWFpQsIy7idxNfeZ5ubuP3duhVodrEr+qqYyrexCWN0lpablrIG7nG3kB2rFU4GKpZzCEs/5AQDQ27EHJtcplSx7UUpjD0+mF6W3K3l5pUFBDTk5RQEBNE2ury99S+Esd//+HB8f5c6dhT/9lLZpU+HhwxTXio4coXeaJm7hwrT162PmzImePfvMzJmKYcPY83rY3Qln58+PcHQ899FHWdu30xLSt2yh6WmAJs7+5hua8vyePZFvvZXk4hI1YwZ9PD15Mi2BNdH9GvUcHH69iUHrp0LZM3c0UW8S9z6de7wzvU/QJDzNwCgbeg+ZOlK6WBK6cJTm3oWVQ6W7uLtWj3A/t/C95qEhml9f0Pz4qYGbD359safvnuR6yAUZfYove+rbnTa5u+YNPjaUBiICpsoCbaOPz1L8MiwuZGG4Ynx01BzxVKBiKaewxHN+AADAPbEMx25E0P/Rqnvif/OqNiODFkLBriE7Wy2TNRUXVyUkNKhUNEDhj8Zokp+vL4Uzimv0zrr5Jq1aFTZ+PGUydrcpeyR16OjR/E90/NoaZ8NFtMESxfhh0tkSxZwR0q0S2SI76UaJ9EOJ1INrZluqeZct1zwlRL7KTrpPc3upprFtF/c8kW+5fm+HuK5vFNc8uYjmx35NwVAIO2ngK/FUoGIpp7DEc34AAEDPxy6qXq+spEB2JS+v4ODB+gsXio8dq0lJ0dy3HhhYGRtbER1df/58WVhYXWYmpbTqpKRsL6/LsbF5fn7lkZHsJgaakTJcaVBQxtat+QcOnHF2zvH2Tli2LHPbNs0vxk6ezLrHRc2YIbO1Td248cw857wf/BK9VhbK/M/9tDz9+JaYr9+N8JwW5Tldvtf+jM8M2UGb8G8mSf0lmh+S99U8m1c8FahYytl5HbqLEAAAwJLw97azgQ411DUVF7fU11OqU0ul4qlAxVJOYYnn/AAAABCQeCpQsZSTaW9vd3V1tbKysra2dnd3p4/3txzxnB8AAAACEk8FKpZyMj4+PgMHDizi0ICvr+/9LUc85wcAAICAxFOBiqWcjK2tbXBwMBumATs7u/tbjnjODwAAAAGJpwIVSzmZfv36VVdXs+GqqiorK6v7W454zg8AAAABiacCFUs5mT59+rS2trJhGujbt6+JiR8y6YFsLwAAgEURTwUqlnIyaMECAADoRuKpQMVSTgZ9sAAAALqReCpQsZST8fb2NnYXYYcOuXjODwAAAAGJpwIVSzmZ9vZ2FxcXK46bm5v2c7AQsAAAALqaeCpQsZRTWOI5PwAAAAQkngpULOXsPNxFCAAA0EniqUDFUk5hief8AAAAEJB4KlCxlFNY4jk/AAAABCSeClQs5RSWeM4PAAAAAYmnAhVLOYUlnvMDAABAQOKpQMVSTmGJ5/wAAAAQkHgqULGUs/NwFyEAAEAniacCFUs5hSWe8wMAAEBA4qlAxVJOYYnn/AAAABCQeCpQsZRTWOI5PwAAAAQkngpULOUUlnjODwAAAAGJpwIVSzmFJZ7zAwAAQEDiqUDFUs7Ow12EAAAAnSSeClQs5RSWeM4PAAAAAYmnAhVLOYUlnvMDAABAQOKpQMVSTmGJ5/wAAAAQkHgqULGUU1jiOT8AAAAEJJ4KVCzlFJZ4zg8AAAABiacCFUs5hSWe8wMAAEBA4qlAxVLOzsNjGgAAADpJPBWoWMopLPGcHwAAAAISTwVqmeU01trU3t7u6upqZWVlbW3t7u5OH+97+QJtKQAAgIiIpwK1zHIaO34+Pj4DBw4s4tCAr6+vsMsHAAAAE8RTgVpmOY0dP1tb2+DgYDZMA3Z2dsIuHwAAAEwQTwVqmeWk49e/f/8nnnji1Vdf9fT0bGtrY+P79etXXV3NhquqqqysrO57+cJsKAAAgJiIpwK15HLeuHEjOTnZzs5u5cqVbEyfPn1aW1vZMA307dvXxOwPmdTlWw8AAGBxxFOBWkg5TeSe0tJSvqUKLVgAAADdSDwVqOWXU61WDxgwgA2jDxYAAEA3Ek8FapnldHJyUiqVLS0tKpVq1KhRy5cvZ+O9vb2N3UXYoUMunvMDAABAQOKpQC2znEePHn399dcfffTRl19+2cPD4/r162x8e3u7i4uLFcfNzU37OVgIWAAAAF1NPBWoWMopLPGcHwAAAAISTwUqlnJ2Hu4iBAAA6CTxVKBiKaewxHN+AAAACEg8FahYyiks8ZwfAAAAAhJPBSqWcgpLPOcHAACAgMRTgYqlnMISz/kBAAAgIPFUoGIpp7DEc34AAAAISDwVqFjK2Xm4ixAAAKCTxFOBiqWcwhLP+QEAACAg8VSgYimnsMRzfgAAAAhIPBWoWMopLPGcHwAAAAISTwUqlnIKSzznBwAAgIDEU4GKpZzCEs/5AQAAICDxVKBiKWfn4S5CAACAThJPBSqWcgpLPOcHAACAgMRTgYqlnMISz/kBAAAgIPFUoGIpp7DEc34AAAAISDwVqFjKKSzxnB8AAAACEk8FKpZyCks85wcAAICAxFOBiqWcnYe7CAEAADpJPBWoWMopLPGcHwAAAAISTwXa68tpsEmpvb3d1dXVysrK2tra3d2dPpoefx8r7ex2AwAAiI94KlALKafOAfPx8Rk4cGARhwZ8fX1Nj+/k6gAAAMAc4qlALaScOgfM1tY2ODiYDdOAnZ2d6fGdXB0AAACYQzwVqIWUU+eA9evXr7q6mg1XVVVZWVmZHt/J1QEAAIA5xFOBWkg5dQ5Ynz59Wltb2TAN9O3b1/R4Y8s0oQsKAQAAYOHEU4H2snIayzcPvgULAAAA7sP91by9joWU86EH2werk5uHVXTL8rEKrKLXrcICioBVYBWiZSE7QueIent7G7xb0Nh4/SV06eZhFd2yfKwCq+h1q7CAImAVWIVo9fodYbDhsb293cXFxYrj5uam/Rwsg+NvI2D1gFVYQBGwCqyidy0fq8AqeuMqegvsiAfBMs5p1CVYBVbxgFdhAUXAKrAK0cKOsBA4p3sIHIieA8eih8CB6DlwLB4k7GsLgX82PQQORM+BY9FD4ED0HDgWDxL2tYXAP5seAgei58Cx6CFwIHoOHIsHCfvaQuCfTQ+BA9Fz4Fj0EDgQPQeOxYOEfW0h8M+mh8CB6DlwLHoIHIieA8fiQcK+BgAAABAYAhYAAACAwBCwAAAAAASGgAUAAAAgMAQsAAAAAIEhYAEAAAAIDAELAAAAQGAIWD3UQ3cYHKn/Fa+9vd3V1dXKysra2trd3Z0+mh4Pphnb2xkZGWPGjHnyySefeeaZ77//Xn9GHAjBmfOPol+/fvoz4lgIy+CBKCwsnDRpkhWHBuij/ow4EIIzeCzq6+vnzJnz1FNP9e/ff9OmTQZnxLF4ABCwejT9uuSes/j4+AwcOLCIQwO+vr6mx4M5dPZ8bm7uc8895+/vX1dXV1pa6uzsrD8LDkQXMfGvYM+ePWvXrtUfj2PRFXQOhK2trYeHRz1n3bp19FF/FhyILqJzLN577z0nJ6fLnBkzZvj5+enPgmPxACBg9WjmByz+K/p/LTg4mA3TgJ2dnenxYA6dPU+Jat++faanxIHoIsb+FbS0tLz00kuXLl3SnxLHoivoHIgnnniisbGRDV+5coU+6k+JA9FFdI7FH/7wh8rKSjZMGcve3l5/ShyLBwABq0fTD1j9+/en/7leffVVT0/PtrY2/Sn79etXXV3NhquqqqysrEyPB3PoHIgBAwZs2LDh6aeffuqpp+bMmUN/sutPiQPRRYwFLPpTe968eQanxLHoCjoH4u233964cWNDQwP9c1i/fj191J8SB6KL6Acs2o1smJKW9v7EsXiQELB6NIN1yY0bN5KTk+kPi5UrV+p/26dPn9bWVjZMA3379jU9HsyhcyBo782ePbuS4+Tk9N577+nPggPRRQz+o7h169Z///d/q1Qqg7PgWHQFnQNx6dKlF154gfUHooGysjL9WXAguojOsXj33XdnzZrF/oOaOXPmI488oj8LjsUDgIDVo5m4JlhaWmrwbwv8XdIVdA4E7UztPxD79++vPwsORBcx+I8iICBg8uTJxmbBsegKOgdi1KhR69at4/tg0Uf9WXAguojOsaitraVcZW1tPWDAgG3btv35z3/WnwXH4gFAwOrRTAQstVpN/3j0x+PKelfQORD29vbaXRwMBiwciC5i8B/Fv/71r9jYWGOz4Fh0BZ0D8fjjjxvrg8XDgegiJmoKLy8vClv643EsHgAErB5N55+Nk5OTUqlsaWlRqVT0B+Ly5cv1p/T29jZ4D4ix8WAOnQPx/fff8y3wdFC0u/7gQHQ1/bpELpcPHjzYxJQ4Fl1B/y7C9evXsxasjz/+WLtixoHoajrHgv53or/A6UAcOXLkueeey8nJ0Z8Sx+IBQMDqoQw+8uro0aOvv/76o48++vLLL3t4eFy/fl17ejbQ3t7u4uLCnkbj5uam/XQTg+PBNGPPHtu4cWP//v2tra3fffddg53ccSAEZ+xY2Nvbnzx50uD0bADHQlgGD0ReXt64ceP+P8748eMLCgq0p2cDOBCCM3gs6C/AZ5555oknnhg9enRaWprO9GwAx+IBQMACAAAAEBgCFgAAAIDAELAAAAAABIaABQAAACAwBKyeSKFQODg4PPbYY08//fSCBQtqamrY+I7+PKex5egw/eue1dXVzz33nOmfQdTvd9yh2QEAACwMqr2eaPTo0cHBwU1NTZWVlYsWLZo4cSIb39Gf5zS2HB2mf91zyZIln332mTkJyeA05s8OAABgMVDt9XSNjY1PPvkkG+7Mo+G0l6PDxOwqlerll1++fv36/QWsDs0OAABgMVDt9XQnT54cPnw4G+7MjxtoL0eHidknTJhw+PDh2yafFMzTn6ZDswMAAFgMVHs9Wlpa2ksvvZSbm8s+3vfPc+osR4ex2cPCwiQSCeuSdR8Bq6OzAwAAWAxUez1XVFTU888/n5iYyI+5vxYs/eXo9Ek3Nvtrr7129uxZfhZjs2uP1/5obHYAAACLh2qvhwoICHjmmWdSUlK0R95HHyyDy9FhbPaH9JjeZp0JOjo7AACAxUCd1xPt3r37+eefz87O1hnf0Z/nNLYcMxer7b7vIjR/dgAAAIuBaq8n0m/7aWpqut3xn+c0thwd5vy6p5nPwTLWUoWABQAAooJqDwAAAEBgCFgAAAAAAkPAAgAAABAYAhYAAACAwBCwAAAAAASGgAUAAAAgMAQsAAAAAIEhYAEAAAAIDAELAAAAQGAIWAAAAAACQ8ACAAAAEBgCFgAAAIDAELAAAAAABIaABQAAACAwBCwAAAAAgSFgAQAAAAgMAQsAAABAYAhYAAAAAAJDwAIAAAAQGAIWAAAAgMAQsAAAAAAEhoAFAAAAIDAELAAAAACBIWABAAAACAwBCwAAAEBgCFgAAAAAAvv/Ae2Du76vIg/IAAAAAElFTkSuQmCC)
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