Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Robert_Strangeway_112905_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 17 1997 |
Start Time | | 1997/07/17 0:00 |
End Time | | 1997/07/17 12:00 |
Key Words | | FAC_Comparison_97_07_17 |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 2 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 17.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Robert_Strangeway_112905_2 |
Minimum Dst Value | | -13 |
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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5O/4BAADASElNTV22bFm/fv06cTmVEiYmJv/7v/97+PBh3bViJ4Aat535+fljx479NwUODg6FhYVcfltbm4uLC/d+LDc3N+X3YGnMl0FgAQAA6Fn8/e9/37t3b2Nj4+9THBV09erVf/7zn0FBQTp2YyeAsmKnsLDjHwAAAIwUClWPHj36nQstKCh45513dOzATgBlxU5hYcc/AAAAGCldFap0l8tOAGXFTmFhxz8AAAAYKRBYXQsrdgoLO/4BAADASIHA6lpYsVNY2PEPAAAARgoEVtfCip3Cwo5/AAAAMFJePFTxr2B4+eWX+/fv7+TkVF5e/oLlshNAWbHzxVF54UdXVwcAAADQhSACi0s8efKksrJy/fr11tbWL1guOwGUFTuFhR3/AAAAYKToCFUNyclN2dmGnqGpqem1116jxMqVK48fP87nHzt2jHL0Kbfdb3sSrNgpLOz4BwAAACNFW6iqCgkRi0S0tauxlGewqqur3dzcRowYQR8fPHgwfPjw8+fPU/rcuXOUfvjwYbvl6vNtT4IVO4WFHf8AAABgpGgLVeU+PpzAqk9IaPcMypiammZmZnJf1dTUDB482N3dnf6ltD7l6vNtT4IVO4WFHf8AAABgpGgLVW2PH5PGqgoJMegMdXV1Hh4etra2fM7WrVtph7179+pZrj7f9iRYsVNY2PEPAAAARoqAi9w5WlpauDVYRFpa2ptvvnn58uW//e1vBQUF+pfLTgBlxU5hYcc/AAAAGCnCCqyGhoYtW7aYm5tT+s6dO0OGDAkPD6f09evXP/jgg3v37ulZLjsB1OjtJBFtb2//xhtvDBw48NixY1xmW1ubq6uriYmJqampu7s7fdSdbyjs+AcAAAAjRcD3YBF9+/Z1dHQsLCyk/AULFvzwww/8bvv371+8eLGe5bITQI3bzry8vLfeeuv06dO3b98uKyubPXs2l+/l5TV06NBiBZTw9vbWnW8o7PgHAAAAIwVvcu9ajNtOUlSHDx9Wz7ewsJBIJFyaElZWVrrzDYUd/wAAAGCkQGB1LcZtZ//+/bds2TJgwIC+ffsuWLCgsbGRy+/Tp099fT2XrqurMzEx0Z1vKOz4BwAAACMFAqtrMW47e/fuPW/evFoFTk5OixYt4vJ79erFv/SMErSb7nyNvKSTTrMJAAAAEAAIrK7FuO3s06dPXV0dlyaN1a9fPz4fM1gAAABYBgKrazFuO62trUlXcemamhpeYGENFgAAAMaBwOpajNvOY8eOzZ07l39EyP9M1NPTU+OvBbXlywy85Oz4BwAAACMFAqtrMXo7t27d2q9fP1NT0/nz5/OL3Nva2lxcXEwUuLm5Kb8HS2O+DAILAABAzwICq2thxU5hYcc/AAAAGCkCvmj05Zdf7t+/v5OTU3l5+QuWy04AZcVOYWHHPwAAABgpAv6pnCdPnlRWVq5fv97a2voFy2UngLJip7Cw4x8AAACMFB2hqqEhuakp29AzNDU1cX/sediwYWfPnuXzy8rKBgwYQN+2W2673/YkWLFTWNjxDwAAAEaKtlBVVRUiFotoa1djKc9gVVdXu7m5jRgxgj76+fn913/9F2Vy3y5dunTPnj3tlqvPtz0JVuwUFnb8AwAAgJGiLVSVl/twAqu+PqHdMyhjamqamZnJffV///d/Z86coUR+fv6bb7559+7ddsvV59ueBCt2Cgs7/gEAAMBI0Raq2toek8aqqgox6Ax1dXUeHh62trbcx6tXr77//vuPHz+ePXv2wYMH9SlXn297EqzYKSzs+AcAAAAjRcBF7hwtLS3cGiyZ4rVHQ4YMcXFxeeeddx48eKB/uewEUFbsfHHwtwgBAAAYEcIKrIaGhi1btpibm/M5586dox2OHj1qULnsBFBW7BQWdvwDAACAkSLge7CIvn37Ojo6FhYW8t9euHDhvffee/TokUHlshNAWbFTWNjxDwAAAEZKZ4eqiRMn/vzzz4aWy04AZcVOYWHHPwAAABgpnReqnjx58v333w8ZMoR/U4P+5bITQFmxU1jY8Q8AAABGSueFKjrzO++8k5iY2IFy2QmgrNgpLOz4BwAAACMFf+y5a2HFTmFhxz8AAAAYKRBYXUtPsLO+vv6tt95SvmZtbW2urq4mJiampqbu7u70UXe+obDjHwAAAIwUCKyupSfY6ezsvHv3buVr5uXlNXTo0GIFlPD29tadbyjs+AcAAAAjBQKrazF6O7Ozs99999379+8rXzMLCwuJRMKlKWFlZaU731DY8Q8AAABGCgRW12L0do4bN477e5PK16xPnz719fVcuq6uzsTERHe+obDjHwAAAIwUAV80+vLLL/fv39/Jyam8vPwFy2UngBq3nQEBASKRiFtKpXzNevXq9fDhQy5Nid69e+vO18hLOukUewAAAACBEPBP5Tx58qSysnL9+vXW1tYvWC47AdS47RwyZEhkZCSXxgwWAAAAwKMjVCU3JGc3ZRt6hqamJv6PPeuYdIDA4jBuO7VNLGENFgAAAMbRFqpCqkJEYhFt7Wos5Rms6upqNze3ESNGqOzzww8/TJgwQZ9y9fm2J9Fz7FS+Zp6enhp/LagtX2bgJWfHPwAAABgp2kKVT7kPJ7AS6hPaPYMypqammZmZyjsEBgZ+8MEHLS0t+pSrz7c9iZ5jp8p7sFxcXEwUkOJWfg+WxnwZBBYAAICehbZQ9bjtMWmskKoQg85QV1fn4eFha2vL52RlZb333nulpaV6lqvPtz0JVuwUFnb8AwAAgJEi4CJ3jpaWFn4NVm1t7fvvvx8VFWVouewEUFbsFBZ2/AMAAICRIqzAamho2LJli7m5OfeREidOnOhAuewEUFbsFBZ2/AMAAICRIuB7sIi+ffs6OjoWFhaqf4VfEWqEFTuFhR3/AAAAYKR0VaiCwOJgxU5hYcc/AAAAGCkQWF0LK3YKCzv+AQAAwEiBwOpaWLFTWNjxDwAAAEYKBFbXwoqdL46OBX0AAABAd6NLQlV9ff2//uu/6tiBnQDKip3Cwo5/AAAAMFJI6OTk5PzOha5du3b69Ok6dmAngLJip7Cw4x8AAACMlEWLFs2bN6+1tfX3Ka6xsfGzzz7r169fRkaGjt3YCaCs2Cks7PgHAAAAI6W+vt7Gxual34tXXnnF2to6NTVVd63YCaCs2Cks7PgHAAAAICDsBFBW7BQWdvwDAAAAEBB2AigrdgoLO/4BAAAACAg7AdS47ZRKpba2tq+++uqAAQOWLl3a0NDA5be1tbm6upqYmJiamrq7u9NH3fmGwo5/AAAAAALCTgA1bjvt7OwkEklra2ttbe2KFSvGjx/P5Xt5eQ0dOrRYASW8vb115xsKO/4BAAAACAg7AbTn2NnS0vLGG29waQsLCxJeXJoSVlZWuvMNhR3/AAAAAASEnQDac+y8evWqjY0Nl+7Tp099fT2XrqurMzEx0Z1vKOz4BwAAACAg7ATQHmJnSkrK4MGD8/LyuI+9evV6+PAhl6ZE7969dedrRPcLPzrNFAAAAKDHwk4A7Ql2hoaGDho0KD4+ns/BDBYAAADQDWEngBq9nefOnRs4cGBSUpJyJtZgAQAAAN0QdgKocdu5b9++QYMGqf8xS09PT42/FtSWLzPwkrPjHwAAAICAsBNAjdtO9aVR3F+1bGtrc3FxMVHg5uam/B4sjfkyCCwAAACg82EngLJip7Cw4x8AAACAgLATQFmxU1jY8Q8AAABAQNgJoKzYKSzs+AcAAAAgIOwEUFbsFBZ2/AMAAAAQEHYCKCt2Cgs7/gEAAAAICDsBlBU7hYUd/wAAAAAEhJ0AyoqdwsKOfwAAAAACwk4AZcXOFwd/ixAAAAB4QdgJoKzYKSzs+AcAAAAgIOwEUFbsFBZ2/AMAAAAQEHYCKCt2Cktn+Efro9a0W2navn3c9ljwEl8QqlLDrw0Pnjzo6op0FrX3a+Pq4rIaszrDxidPHtTVxdbXJ7S7m45vyWfoEujvGw8ftlRWBjQ1ZTc0pPz6awOdvLk5t7Exs7o6nDJ1H8td66q7VdQsAnrjvXtVBQUnkpLc8/OP3b6dWl7u29SUxX11/36tbvONGrKOS3A2trU9pkSbomH5BP1Ll4n2zMr6JiZmJW0JCRvS0rZnZ39786a4tbWkrOxaauq2lBSPzMyv09N3ZmUdysn5rqTkYl1d/N27FW3PXybanzJVSr9zp5yu/uPH99RryFWsuPhccvLG27dv0NlKS6+kp++Kjl4eHb2UEnTC1taymzevFRWdzsj4OjJyUWLiuooKv7q6uLw8r+TkzampnzU355EJ5F1UNF3c4uKzlH70qJX8kPPAqqqwqqoQqgA5Z3r67pgY5+Rk94iIhZGRyxIS1icmuhUWnqRjc3IO08eoqKUREfPj4j6+cePLkpIL1dXB1dVhFRVyl66vj6Xz5+cfz8k5Ulp68cGDRqr83btVVG0qLiVlc3Dw5OjoJXFx69LSdmRnH6aGqqz043bjoWpERS328bH29bWUSm2Dg6dER38YFuZEaYnEiv4NDZ1xS3svDfQEAqszizT+xiUTKNIEVAZcLbtKCT6fAk/jg8b02+kXSy5G1ERE10b/XPRzVG3UT4U/bU7avDBy4dcZX6+NX7skask3md9Qmg4vaC7Yk7FnfsR8M7GZSCxaFLHos9TPXBNdP4r96OP4j3em7/w0/lMbqQ19S4d/nvb5uoR1W1O2+pT7lN8p50rkoh2Vy5X++7RAeHW4rdSWKjxSOpJCb4fPQzH7cunllIYUOsmJghPf535PLUZCM7Yult+n5WELmZbXnFd3O42CcUWFVCXu0g50EtpBR0GcHKSLQg04LWTa5pTNXAPS5fOv9KcrFVkbea74HJd579G90OpQCx8LMpA2cx/zWaGzVsWtom1hxMKpIVM/jvv426xv/Sr9lK++MsoXglQUxSeKBxSEEhLW0b8hITN9fMzEYhFtQUETCgtPUHThYx6FhFu30imWSCTU0VvFxjpTGKAgFBjoEBQ0mcIDBUVqtxmhM8x85D5j7Ws9J2zOsqhlG5M2OoU7kQutiV/jkuCyN2Pv8ujls8JmHcg60KAIZhERC7hCuc3Hx1z5Y3DKtq/TPj8dvTw29qObN69WtxR/GP3hjCDHsILj5IdcWdxG3rg+YX1VS0Hr/boD2Qf2Z+6nS6BsPgVFf3+HgICxDQ3JihaIz8s7WlMTSXUoK7tCoY5ilVQ6KipqiVj8XB24zc/Plg5XpM19/Md+HvsxlZJf/HN4+LzIyPkZGXtbWoqpVQsKTubmfl9XF2OQy/2ePHp0r6YmnGpISig4eGp4+ByK6xERi6TSEYr2t5JIhlEsp6sst1R+Ocx9fa25NlFkWigawUy9ifTcQkNnV1UFt7YWh4RM4XICAhzCw+dTQiodSYrN19dCUZYlXQtSLb/+eoskUXKyB4kYHx9LP79RSt5iqXJy3od1bmba6k+NIJGMePaRzLfQdhIfn47YruOEytULDZ1G0o20FF0OfQ6hwUCX+BLd9c3N+eRRtHXqwKPNwOET7a9jeKYyGKOdaesBGkBPILA6ApnABxuKvrZ+tgsiFiyNXjrcdzifr+fG6aqObRTzqHRzsbmFrwV/Kgq3wyXDh/kOGyYZ5hDgMDNsJkVc51jnTUmbtqVuc09yp3BI4ZY0BBlCGnFK8BQSHN9kfbMpedPK6JXb07bvSN+xN2vvnvQ9pPNOFpyMrInkJBTdKqm3Uvdl7BvlN0q5GqT/1sSt0b/1PJI9JgROIL24NHKpvb8934wq1ln6Wk6S2IyVDCO7zBWmOSp1nTSyzMv7PqXwzPbULY5B4xWtIVodNGlbohvZuyhykUeKBxlFQvbThE/t/O3Uz0+tRw2lkmntY70zdSddUP2vwpiAMbvSd8XVxSU1JN35tWF9wqeKCpsvCZl5NGQKyQiq8AU94sEVseiwdOQVeehV1RwUnuPi1ijHmxW+1ga5ConFsxFzdZR+SiwardhzuFh0SCxaSO3PH6vVdUXmz9JfB09OT9/FXV8Si8+UgSgiYh6FLgND8nPbjmdFUJX2adnH39+OxJahgYGD4tbt2xnKOb/+2kBqmPQunTAx0Y1UXfPz2p2+pRJJBcbHf5qSsvXGjd3Z2Ufi49fExHyUlfVtdvYhbqopNXUbSeQOKAMBN30cT0Vw6KdLevBmRtJWoW6fy1c0i5lEYkVDHRretD5qpc7zbPHZwuZCGqHtz9q/M23nlbIrWY1ZuU25Za1lFXcrKKEy8NAfuolaW0tIHKen7yAPVLkopMLz84914Jw0Miko+DFaPohyJj0dH782MnIxDdsCAyeEhs4KDp5EkjcwcGxlZRB/N5GeKy29RFtdXfyNG1/k5nrS8K+pKZcGullZ39BRzwS0GfXJd5+fbvgq46vh0uHbkzaWlFwsK7tMIysyhJR6D9AAegKB1RGUBZZQm6WPJUVlbSKMn00RZOMUACkwfff3MRshGaE8h8FtJI+mh07n0ipzOdQHnSk6szVl64XiC/H18Y0PGpseNB3IOjAjZEaHq02x/5qif6F/ncWiidpjf7vm67mnY7AjGaguzrSfWUPOCIUQsVRso8SiJWLRj4r5CeqbqDs7KxZ9JRatV5gjb1JF+sunltKw3tLffwyJAOrW+eG+97OTW0usRqlpRB3bPMVcRUTE/IiIBVLpSEqHhEyjNNVk4bN9xopFw7QcbiMW2SlqaK72FR11Xj4b55iZuU/8VEjpq6UiIhYVF58nsRIVtTQ+fn1wsCOXL5EMvygZ7qA4P1+ih/bzUN8dGDie7OKeXvGjfB3D/Zs3xdyxfn6jSTP5+FhTgpvY8/W1oRzu24yMr/lDamtjfH2H6WPXKZ3f+vmNVMwJmXMzVb6+w+n6SqUjqOkoTepNMbM1XPGtWXz8J9XVEfX1CRUVvsXF5/LyfoiN/Zjibnz8usLCn4qLf87JOUKJ9OxDFPOSktyOhjotlYwYrvBzK7GI2nC3vD3p/COV5MLTmgQGOmiTGtzUUXj4/IAAOwrqFIAzM/dXVQU1NCSnpm6VSGwCA8fFxDiTyszM/IYqEBu7OiRkZljYrPj4DaWlV5KT3alEOn9IyNTg4KkJCWtJhpJFdGX9/J62bWjoNIU32pAYJW8sK7teWnqBJC+F84oKP4rrZCkdS6e6efM6NX5zc35NTWROjmda2mc06oiL+4T+JZeOjpY/UkxP30k1TEhYR4VKJMMCAsbS7ePjP4YqSXWmBiwvlxQWnszJ+Y5ajPZXzBfyquXpFN2NG3tkCjly587NqqrQ5uZc/tHtL8XnJwdNpr5avTPUuFG/TQPa6zevr09YPy142pSQKZuTN5c15Spqvqa0MauoKS+38HRq6uckd27dSlM04PTwcCeNM7sqW2Njpoo/P3r03KPeysoAf/+xdK3JNLo11FWjjo12prbNyjrwbC65/Y2GiBdDZ36T5LY8dJZrzMqlQY6iZzfvmef37AEaQE+6RmBpo7OLbmtrc3V1NTExMTU1dXd3p48dOw9VdYzfGOdY5xXRKyhaKwdshwCHeeHzXBNcP477+MOYD51jnG2ltosjF3vmevpX+O9K3/VjwY+XSi/tzdz7Xc53tM+kIMdPIhf9kuvV8GtDxu0MGgnRqIh2oFER7U87/1T4U/mdcvr2fMn500WnQ6pCThSeWBu/dnzgeBupzUjpSJI+1r7Wdv52dn52o/xG0c1v4WtBNzYlOixl2t3ITO88bxqjpN1KWxix8ED2AW4qmIZuZBqpKBVFqKM/ovqPCxxn5Ws5zddylVg0Qywa83wUt3gWJDzEZsmpWw4ET7FVU0hmmsSN8mbtY+4gHTk3YMxnIdOSbvp+GrnISmxuLjYb6Tt8abjT4qBJ8/3HTJWO5Pc39xFZ+5pHVQbIFE8MycywquCImojE+sS6+3W+5b4kFj+K/cha00ySRXuVoc0tya2gucAt0U2b2lsfPvfBgyZuRp13vMbGrNVBk8wVWofk2pcKKUAS7YhidodE5x6x6IAivUMs+lQs2iwWHQ2ZNllJIEoLTvBn45VHVG2UpWISdNjzNR/7LGGvKILvH6m7nCPXu2Zkqe2zfb5+qoqeig+KE/z+UumoxMSNERFzKdqFhk6vqJBQJHjwoLGo6ExJyQWVqKAwM5Oi4P37teTt3MnnKjnSutBpZwPH0cibQmxa2m46pzZ94O9vTzqGxEp9faL6XUyjbX3CBqkBivfV1eHZ2YeTkz2eTcLpUpA7FKqak6TjfS0cJNZ2vlYHE1xy849S8K6oCHj4sJWrA2e7sgRUkYP0kX92rA269U4WnpwfPp+8kUZNNn42Gj1KevMaiQbSZ8XFZynR1JRTWPhjQ4N8RREZWFZ2NSpgscRnOIX2oMDJ8fFrKTxfKjqzLuajbC0PgAIqA9bFr7tYcjG3Odevwk/5sb4OOJOpAhUVUpW5Q0MpaS2hLjGvOc8r12t72vYLJReoDldvXl0UuYhrig2JG5ZELaEBEvVRtLPK4bX3a3en714XvXx73MdJFRLKyc8/Tpf4jmKdgMbiBOk86c4dr3TjjBSLfhGLLolFa3xEyxUDFXWPItEfFDQ5NHQGCSbuuS2pmZ3+o77J2kcBoqi1KLs+6WTg2Gu+ltf8x3j72R2UWHr7Wn3ta31GsecVvXWV8hzzYYUne7cvxYYFBU264mNpo93kyb/dTXJ5DYHVmUV2XeN6eXkNHTq0WAElvL29O3YeZRMo+j548iC8OjyyNrL1Wb/JQ2Om6OjlFC0o3dycV1LyC93AUVHL8vKOVleH3bqVGhT09AEKjTBot9hY58REt5qaiMrKYOp9bt++8bCjk8wyxQIjiuKFzYUUQa+UXTlVeIr+XRmzktQY9T6kw0ZJR3nnewdXBVP3dLzgeFh1GP1Lux3JOXI45/Avpb/QeIv0oqWvJXVSpOfmhM/Zc2NPxvPdIvWz3END+cBOv8mhw9mHY2pjEuoTcptyOWVGY1z18ZB31KJL6V8kp+6IiVk1T6ES5kfMV5lPmik23ykZdlxifTZq8XJ/+zWKJ1ykBraKResU21axmcr4iVsBc01Tv3NMLFopFi0Ti06IRZfFotxcT4oH9fVxNLKkgWBAgD2NlRMTN1D4yczcV18fn1t4xlNqM16h/xzkA1aRo4+Zl0KCrPUxm+hvP+yZAtNrGtLnuY/7MvepXFASsvy3Hz9n0UjFQ6tRGnvAC2LRRwqJKVJMOrY+alVZr0bXlDunY+AELkHyPaY2Mjb+k33BU37K8cwrOB4YOEEqtQkIcIiKWlpY+NOviqfGFP5js76Z5T/6w9CZPv5jn3a41+UzSRQ+SZSkpGzOSjyQdWh/7OrV/vb2Uhsbqa1txtdfZ3z1VebevXerqujqk4qiTWWtRkNSUvbhw9k/n/w4ynl24PiojL17buzmbXcMdlTeuboqPDR0mq+P1gE6XTu6ZHdbq0nPKRZvnUhL2xEUNJGXUJxm4pYZccP9Z3fluHTvHZHHFqmcMCRuDemVb+LXbI9aFpTwaVzc6ps3r1ZUBAbEr58VMEbb9Z0dNvtrpckwfSBlf7n0svLPLGistStt14zQGatiV21L20a30p70PdpKHC4Zzt8vp3J/1FjEkwcP6FqEz5nz9KDhosDx4xszM9seP+Y8dlLQpMSGRP5pFw0wqD8hdTJCOkKluGtRR1sKC5VPfrbo7MrolaR4tqVu07ZYk6zbkrJladTS0KpQPpP6VepU+ULvPb6XeiuVmuJy2eWTBSfnhs+lrmC41IDp2wURCz6J+2Rp9NIxAWMmBk2cGzZ3mO9zU/gOgQ6TgyfTRm1O3khF5zfnKz/jo7SddDTtaeVrZetnS5eABNycsDk0ij6YdZAGnOvi184OnjwzaOL0kGlTgqfQpmd/qDw+XKLQWNd9zGkoEhu7KjfXq7Y2UuXxd1DCOkct59F2cnOFpFsrGfFZ8JTiKv+ycklG1jfheZ7hxWdKG3My6hNaWoqbWopI+gfd+OpDqY2V0hlm+Vp5h81y9xsVnvpZaKL79fA53E8NqA+srY3i6pZVH6fRNHvFv1MkIxMS1hUUHOfGDxBYnVlk1zWuhYWFRCLh0pSwsrLq2Hn0NIE8Lzz86cKXvLwftMW/9sYH1uTHKSlbo6KWkzdTvOcGWOSpra1lLyK/hIIUm/p9RWJrYeTC7/O+XxO/hmQZKbCxgWMpnXQrqbClUP0keXneFAVJ+sTHr6uqCi0qOkvWKe8wM3Sm8vnHBoyloar62Jo0a0HByZKSS1VVQY2NWaQDKMyrr8/VvtFIcdKzyQlzxRoavR51JSa6cNeitbUkJGSmVDq8qipEpggePuU+yQ3J3LJ3krw7055fMO5jRl3/now9JKc8cz1pwL0+YT3/7RfpX/BiqPxOOWlc/qulUhtFi9lWVQVwO5BL3Lx5ndTPrVtppG8yMvbwTz1iYlZuT/ucjpoQOIGCEyWUIz0NzdfErdmfuZ9C2rTQadNCplHCUDe4cflL8RVFa1wW+Q6zKDp1KsnVVTJihI7IkuTuTgVxH+aHzw8o8jkr3hO9Z2vItGn8Pr7Dht348svaqCgqYn3sp1yuU5gTedGvDQ1hTk4+FhbSkSMpIR5hJvlkeMAp+YSWxGe4n5+N6mX6RSG2ns+Mjlr26N69uy0Vt4rSSfBVZQTWRIY2pKUlf78p9vjqUt9L4o2q1zrq0vJZgdN5M/YonihR9N2avFVZQ3MrI9W3kdKRF0ouqLQeXYKFEQvXJawjh6H06tjVJF/obJw8outOd9Cm5E00QCLt20609jGjfY5kH6m+W82d/Fzy0Y2bhm10tTqX8ANfYlN2duKGDeHz5/taWWk8U+TChaQe+M9UE7rTSVU8zfGRT2OrHLNzufz/msjIsmvXSKKtiF7x3D0bODZB7WezZO+4wHH8PiTduNtkavDUp1JGamvjZ2PoWlX54tRnylLPx3n8Ntpv9DDF0k/5RRRbzAiZQeJvddzqT2JXrRJbfCcfzwyPjv6Qxsl0W1EYCQgYn57+BUl2fumhjw+JdXNf32EHSFuIRdPFoo1i0Wmx6CfFMIyXQcOefxxvrmQjKWO69wOrAkl00lg3ti6Wk3rNedQf5H0au9ogi1Q9RLFERKVJydlGSEasT1yvo7lopC1/YuNjRkOFxZGLqSdZEbPibPFZqtiu9F32/najfK0nSkfsDZu9MXDieOnI1YETL/nbH4pfS4PwDQkbPJI96MqSzobA6swiu65x+/TpU19fz6Xr6upMTEw6dh5tJuTmfk+KitQ96SGK66GhM5X6ZTNtYV4qHRkQMFas9HhF+2bGLRBRLKHgEpYUU5VllvoDFx6K/Rq/1XGIPtDNY+dnR52gta819ZXb07an305X/yV/q2KKXseCGN2LlKlf4dekkwoxqIb379cWFf2ck/NdQcGPwcGTucZMSdlSVPRTWtp26iVTUz8rKfklK2s/9xtskrB5eV7qja/tuoSFOanYpdsW6mW2JG+xl9pNlk6gtlLf4UjOEeV+jfQZ9bDU/YkUyvVQzqED2QeqFD9B110QidSwMBpuLvxV8ZKFA1kHJgVN4kTAvLMOEQsXVgYEZGSFL4te5p7k3uG3UTxobEzeuJGEjniaSPyVSLxAXmupRmkl75zl8eXzlaI534iOzrNZcEj1GeuI86JzI0XbnEVjT4pszokmHhX9qIi/pNWuWJl9scxim5vN+OvyiYRVWzVFAYqqU+T/yiPsRDPxfJH4gEh8TcsNdclMPEfxkN9cfV2ZfPNbbPvbUOfIMOleG7LObZ3I7PpvOx3OPnzv0b1lUcv4HArPV0qvUHtm3M64VHpJ/gArdbtKhLOR2IwPGE+qmpRucFUwP0qZFTqrYwsud6Xtqr1fq/HNKRVS6Y4Pn+4287DZeXvLwPHjfSwt1U9DokpqK394ddZWfo0O7pylPk2lvNGd6BzrTIF2Vcwq++sjJxwXnXo2f7diu+ZDkuqTWktLY2IvzQ+bR86sshL0i+Xm4XPnroj8UE+rHfwdaDzgmuR6NP8o+bBzjPMncZ+cLTpL/Q8NSHak7aCRw6WSSxqPJfX2YcyH4jLx56mfk6jSU8MtN3yQrOj5f+s9ohLdvrzxxZ60nWVVwTlVoVQHuiuoAgezD+ool6pnd97c0Vtk/9Oz+ovN1ipmvCYqtnHS4cOlw2wlNrNCZpA3zqMxR4DDCN9hpFBt/WwNdiof0cSgiTTYo1Zqd2fyZC7hruknlvJ5d5/frBBhDVZPpVevXg8fPuTSlOjdu7eOnXWsFSNIPz161FpfHx8SMjMkZFpSkrv/s0ckmgLz07srMHBcYqJrYeGJlJTN3G/m/fxGcwsy0tN3+vnZZWcfIH0WEGBPwyPa+AW/ujcaKiUkrCXFEBo6QzHvQoMqOz8/Osni4uJzCQkuivXR5ryeq62NlsnXoFTn5x+latD9TwOyysqA5ORNNA4rKDhRXn7t1q1U0m3NzXnNzblVVcG5uZ4kH0tKLlZXR9TVxVI+95IeEhZNTdmkYGprY3JyDtLZyMaQkBkJCevCwmbT2C4oyJFqRf/yujA4eJK/v3xNMZXe2lqanOyRnX2oosLv1/Ze90A6Y2X0yo9iVReF3Ckvz9y/vyYsTB8foGrX1ydUVYXo/qkzaSxufTHVMyJiXnb2d9Qad+9WkQIrK7tSVnZVKp9AMo+IWEyiTZ/fr93OyKgKCqJ6UoIqXHj6tI8iqN+8dk3j/j8W/Mj3XyRhKU48DZChM/UxUyP8LOAInxHLdslj4Q+TRFZXnpaicQ3No3v3SD+1PX7clJ1NCY2nzfXy4jvbZA8PCpDfTzVfslvkvE10xt7cz9b28p5Pvr3icjLhcNOdBr/vtq7eIhIpBMqIX54eZnFVLZwoKZhPPJ77kmIMl5p2RBEIeKFgpn3l2wIz8XXFzUJK64JI7CkSu4nEU/UINOOe/q5C/JmI/wnK6DPy/4ZJrNeFrx7uY02h67PUz/hjKCbdUxuxZBREj79oM+G8zTixnZ4Rjp9IoPOrLDG0C7BLKA67VnbtdOHpPRl7rCRWtA8396PhCra2Fob5Tf/pt7lPq8ui84pPl61ELhvkzXt9xezSy5frE+TTS3ShY52dp37/tPTlx8ceyj5EnsP/BMdaYr0gYgEXsKeGTOVKOZN2lL+UE46Jfhwvsr6kuMTSET7lPtG10RStuR3MxWZjTqle8QmBEw5eWEcq8OIw0YKvn2Zy2otrh5F+I+eFz3NLdNucvNkl0YX0a2J9Ynx9vJ6jAtK4dF2u37weURNBMjTtVlpBc4HKILC4pZjU8NNCSc34200Onmzpq7qS1UVqq60fpg4hKmppePg8f/9REomNYsxsVVp6SSZ/31t1QcGxjIyvbt4Uq/c8vBVBVUHy+X7pKJEeHpLSkFxRIc3P966sDHyotjpFvYjl0cvHBYyjf+397EZKbaiUqX6OC4JmT5c6jvcdoyykVsWtqrr39EdL1FaLIxfPCJkxPVj+cx9uEku9MtY+VmP8x2h0QnWNDoHV6WRkZFhZWb322mu/5yJ3AWewVJSTto2UTW1tZEnJBe4XHCQmlM9DAZu/2bjf9URELFQpi5QH3ZY5OUcyMvYqgrq1v7+9r6+1RGLNvQKgA5uvr0Vg4EQ9Hn7p3sFM8ZPmF/oh+vO/ZprQrlJ5fO8eBQCVzCR3d+7Ojfnoo4ctgj0zJUWlQ/M9enSv3dXHRGtZWd4PPwRNnvzbyNDCwkdpvsTHzCznu+/UDyRNc1DqsUzsdDL7OEWC09d3Db9oNuuQWfjaVR228dvjK80VwsXsmiKAXRKZX3taD/tTorjPPKglSy9d4oQUlVLp7y+xtpZPOylEjK+1dfyaNdHLl1MArg5/+gzxVlpa4MSJB2dRTDUjdcVlDrv0tAveGLCKX+ClsFa1X6YKULz/eqF8QouCuu3F3+IZ14+PFA+/etCt5Ny50Bkz/EaNotaj+C3PPy86OtWScuri4mqjoiqk0nt1dTevXy+9eDHrm2+oweXrvUaOpJr7WlnVRUc3lmXczPVN27+dKh/3ySd+o7m3Uogkw4ZJhg+nf+mQkKlTw2bPJgNJI6Z+/rl00ngSc8Mvik56LSXbuf0psfezyeNOmG1zFnk7Pq3qnGDSH2ZWPlYqyxOzDxyg00YvXap8xTetkcsLZQX5W5S6JBdSJHnXXphNEXFh+AILsfnhE5+cGS06OlE06QfRhB/NPl9tIR5twzkS2Uj1uTJmxMVpdgH29v729lHLlrUUFFQFByesWxc6fbqvYh6Rn77iCyUHWPSlaMyFp9OHFBojayJJF3Kao+HXhpm+k56admo0Z0vFnQr5D3QyT5O7Fp89m1gZsyViQ3xBSHOe/BF26sUTE48+1c2/KblrFiF5PtzhdGZn8TwVe8k6ckirK2YXpd/QGO3aCqcVX1jwNSxrLOJWuJZrWXXeGVCJBS0F/HKxR48ehKVeTqyJC6kK8c27HFkcRD12Xp43jYTLy31KSy9TF0Fj0bS0nTExznXPD1Goe9f2cIBGWbSpZNIdl+TmFrd2bd7Ro15TzT72EM08JJriJVr0lXwe1/LKb+1G13H7ChHX8vrTWlJCGpquna+lJTlP8KRJKg7oNUU+K/zV1zPvN2seStFFpPahxomvi0+pTyFJ6nvTZ/Sze9b5zBSNR50sPDk9ZPqhnEOfxH9i62frEOAAgdXpmJubf/7553fv3v09CxVwDZZGuRAQ4FBVFXr7dhqJocBAR7rl+FckU7SurY3SMWuSm+sVHDypsjJA/2o8eNCYmbkvOHja8+LJkgZSit9XK8sjc6l0RFDQRD8/jcOvjr/JUJNm0qrqxGKLZ4pKQ4n+/mM0CiyK91WBgYlubhROuFmKoEmTKKw2ZmU15+Y25eVRROT7CIqRNaGhzfn5j+5p7tqoF6PtblVVfWLir7dulV+/nn3wYMGpUxlff52wfn1VSAi/m/4XQnl/uiRl165VBgfHrFjhb2en32yFSDpqVKCjY+yqVRn79sWvWxe1ZInvsKfLMyj8txQWxq5eze9MMZV2TtiwgazgK0DpPG/vhuRkHTUkJXTNXPTDZNHon58r3vEH+WTGc1UiUaXlqRm/kbghBSNWPO8TKWYmImoijucfpzGuhfhpmNT4K0tu48e1e+K2k6q7KRZTDUtaSzYkbuCk1eyw2RpfI3Ttozkkbj7cIRpxxXK0/2iXRBcd79clnarNE35taKCGpRK1/QWF3c+W1e9N2UMnqY+Pr4uNffLgQeCECbwdrutFts8a0/viJuXD03ft0tF6vubmFMzG/CQa9bNo2EXRki9E++aLFn719OvTdqKM3btJMJ3X/ItAwzbSZ3anRXbnLS/sXzsrdJa2/czF5pZiSxvJ0yKnBDi6eE+9vH6hshTgjfJRmi8k741cutRjs2pdxx+X348xzs7BU6eSx54faTbj8LNvr4sWedlcezYpSA7/y/41v9Xkmmjbx+a1MaqvkKWrQO2v7VrztBQV1UZG3in/TZbRMKDgxImb167dvnGjtbSUzsP1AzLFfUE9zK2UlNILF/J//DFi3jwJSXPF5kcCXXEXyB83cyvVzM2zjxyhnofOX3jiBImVhqSkppycmsjIkosX6+PiKgMCSOLTR/Lncl9f2kg4Kncm1F+RvucMpT4nZcuWcCcnKijI0dH/mejnt1Anp6erGM3MwpcsSpKeyWrMChP/QF5BIqno7FltLUCXLOfIkbKrV1O2bo1aujR540YyX3+HKT53jj8V3UG309NpDEMJ6mRoo0tA40YatCRu2EAjE7qII8/JD/twtznff2qEjqUGoVNBYHU6r7766p07d37nQj09PbX9itCgS047R0Uu9pfa+/mOykj+4vbtjKKiM9XVej2i0gYNL7RFgnZpaEiqqPDLzj6YlOTW3JxHMo703KNHrVSrlJRN2dmHledakpM3PVM8Vor364TWUk8WszIyclFBwfGCgpMZGV8lJLiGhTkp5slswsJmx8R8lJHxdVbW/pSUrfHxa6OjVwYFOPpctvC5YBb0w4TEOFeShnR4Rsa+urooxer7ouLic+XlviQBqei7dyuqq8NpqKf4sxX3mppyKJ+aKzBwgnyZ9jXb0CszEmJdanIjqHuKX7s2YsGC+E8+IUkRvmBB0MSJuh798Ju5Oa9I+AAgtbWlrt/Xyip89mwyMf/o0aerp/kTajoziQZ5p6Y4oXy2SbFRDvVovhYW8kmOOXNCZswgwXcrOZmCdFN29o2vvqL9fZ4tMNK4kU6iKEIbt0/4nDlZ33xDxurT35FiI+VEhaqsmwkYO5baKnzu3JApU7g1T2Qs9f7qHkIhhHaTN4uVVZiT04n5Tx9UmfuY2/vZXd2xSkfp8mkSCwt+Ckd9c//0aUr5lSUqa7HXJqxdEb2CmnJswNgdaTto/E6qyM7fjnLUF9R75XrRMNen3Eejt1O4yrh2Vvnko/1G/5D/Q2Fz4b3H95IbknlZRgPu/Zn7PZI9arXMNR7LO8adYWLQRBJ8lj6W00KmzQ6fLf/Z7LMnYmP8xyj/wl/+nNp33t51dtLhw+mi75/7WzW8poj8x4yJW72arlTwlCkqrURxLt/bO37Nmqhly3K9vChcUaTJOXy45MKFoksXasLDKSKeWj9z1gmbTzdq8CI6kEv4KnyA3Ek+D/FsclHbRjtQ2CYnKf7550eP5NKEIuSnCZ/yK3LIOroiGg8eLh1+3cqCK5HiIumS2I8+IvGhrSyK+u5Xl5E+pmYkleZ82E6jOjw20eznuWPDli367R58tiyP3+nLD+VqxkehbPzHjqVATu1JhpAfUpuT7WGzZ5N0SHJ1DRw3jmI83VaZ+/cnuLlFLVoUrDRbTK4bRnfHzJmqzSJ/Q4vZ0xWB+nQvL7Ipzq9Yc2+ubamfxi1zn/xHxCRZktzdG1JSlP020dWV24eEDkUNGtTRKDHQwYGaImDMGIn2W/W3jROOZmbUG5A4JuekzkRia+vL5VtY0CiCeqe07dsDxo1Tdjz+WOXtnL3lvnmiK5Yin2HDbnzxRcZXX9FgL/vbb6n39hs9msaNJPVuZ2by3SMEVqfz9ttvl5SU/M6FtrW1ubi4mChwc3NTfg+WoQKL79coQeOM6A8/JDeS++iIEXEff5x39CgFxbLr16sCAmjwRLqButHUzz/P+/57GiGRy9LNU3TmTNnly8keHnRXPJ0tMDMLnTGD3DrFwyNh/fr0HTto2JGxf3/4vHnk7imbNxeeOlVy+XJtRAQFURqfcQOpsitXii9ezPr22yQ3t6SNG6nLpjQNNMnL03bvpjuHBkz5x47J53uKi+lGbc7NzTi7N+3s57dupFX6+yeuW0fF0dCNbloygepDN1Xq9u0kGlK3b03btYtMIKUmU/ycm85Ad07kwoXK3TqlqYPT2FCkP5RHnJQmoVAuFlNZkYsXU6fpO/xZM+qnokgwSTV18dSGzQUFGr/qys3MjHQJhQG6THw7yH+zpjTzRF2Pr+IxnPrhQZMnU0i7sWcPPwImFR4+f77ukMCJIVJa/nZ2dPUrpFJyM34ujRQAhXY61fH846Q8SltLuadC9QkJ5HJ03SMWLQqaMIHzydBZs0gFUulUedoq/Pxoq09MJG+Rj7YV8YmEXdK+PZ/EfszXgNNYu9N3TwmeQlGF4nd4zVMJpbJihj5qkz7tsi1lm3zVyPPPHLmiKbqvT1i/KnYVqSUu/5P4T1ofPvd3G0nh7c3c2+4lpBP+XPwzScAv078kXUICmZMm1r7WdCpqkzivvXZnzYdfMvtyoYYT0K1R7uOT5+VFd43+w6fic+dUYljW/v0yxS/I7tfKm4v3H86pKJO+aikspHs8devWsJkzqTui7oWir7b5nvI75R/FfjTKb9Tl0sv08Wj+0Vlhs2ykNtyMo/yPL4XPCagMIP/R2DCkWqijIykjX0htb8/fntwEKneV6d5XUWN0COmAe4opkIR168QKmVh0+jT3LYXnNdss5wXO+iZjH3VBXXjbciMlToTRfUS3A/1LIxPq3jurUMUdTcO/6OXLU7Zto4Yl+cjdpxqhaNLhgsgu8sbmwkKSpOoTToU//WRoW9GA83ZGBjme/kdBYHU6R44cmTx5cnV1dVdV4EWQPyLsuvu/SzbNQz1SPIqHRGLF+idSkDe+/FI+BbVwYcT8+SQWxRYW1DGRpgyfM4dGM/IfmhleNI2caNCfdfAgH1eyDhygKEK6k/p32miER725TBGB0nbuJIEbOnMm9d2/dZRKZ6N8qa0t9fUh06cHT5pEPRp1NGk7dmQfOpTr5UVClgvZPoqxsu+wYfL5m2HD5F2tpaWPlh+0cxu36Cd42rSYlSujly4t/PHHX2/d0ueJxtMHFq2tJLbIzNKLFxuSknQ87KP9KXZKhqm+cV3zD/eUbbe2biku1tPJ2xUEtAO/D8XU73K+s/e3t/S1/Drja37KR325t7BU362e8OzdXbo3s2dTFrZSW5VfrvGv5OVXNHM/WZ8YNPFSySWN7/HfkLCBrwMprV8f3iv6+Wc/Xmo820gcd8wuuvoJGzaQW5JmohGaQK2lF1V3q5R1MKeEftvMzGhopOLVFF9vXrvGiT+VfJJKdLfSIJCElLJH0Rm4562UrgkLk8+jLFzYnJ/PfUvagu7HAMWUjHLRPooOR/XhtdqECo0xIpcsCZw4UfkrOj81KRVEdz2d1m/0aBI09C/JJhrJRCxYQKO+9J07C3788UFjI1VM48Pl0suXo5csoVPRPZ62jUT+NtKydCx9THB1jV62LG71ahqo0Eg1fv36JBcX6rioLPnP+GxsqM+hRMiMGRlffkn6hhyGxsw0VrmVmkplGbomIUppXYRKL83NP1HPRgnqh2lQTWqbcycahXJdpTaoGtR/+jw/B0ajMu5JpfxVdiNHUhcaNGUKiW8aySv/8IUaQbVKalEjZOpUahwIrM4vuCve5C4U8hksC4sgR0f1dYJqq3j12MzMpMOHU3ega7a/s+exDdzoTqYbmO5V0jT6rzRSbytumoRbdEzjNuqPaAhFQeXm9es14eFNWVl3Kip0jOR0w827UCUpzsWsWJHy2Wclly+3qxvkKwxKSlS6V677k/+YLienpbDwbnV1xtdfh8+e7U+988SJ8Z9+qnvxQWdAVaKG4rY75eVcVIhxdhYrJKn8YcrzPkO+qh4Cewbx9fHrE9ZPCZ5i5WPFvcyC39r97f32tO3kJSkNKYUthS0PW66VXQuuCuYnupIbklX2J72169lfXVRB/tQvOrpCKm0tLaXLYega5G5L/tGjFLApuKbt2vW4o8sYOkxtVFT24cOk1bjbWca1c2Rk6YUL1Fc05eZyc6vZBw6U/vIL7Ua3Ay9WKEGHN+fmkpjrcDfSPSHZTf1PwJgxdGnCZs+mwW19QgI1xYOmJl7+vsgvflqKisolkoITJ6pDQ6np6Jwqr5DVSJ63d/KmTbmenvLnJzt2VIeH04Ek70h7hU6fTjmcvDOiWP+CsGKnsJB/8NG3KTv7bkVFfXx8ZVDQvepq6ljpzk/fvTt540YaysSvWRO5aBFF97hVq/I8PcnDsr75puz6dc7/yBdzDh1SnvBvSEoihy69eJGcu/DkyfRdu2iUQL0DddnZBw/S0CfZwyPW2ZmbH6J/Yz76KNHFhTLpWxpE3rx6NXP/fkoXnzlDvp539GhDYiIVR2WFzZkjHyYuWhQxb16Sq2vKli2UplEIjdhyjhyhsVTZpUt10dGlV69SP1Vy7lzu998X079eXmRC8LRp8nGYnV3ozJlUZ4oiygMXkhq65eNvisrSklRU+Jw5VGhdTAy3XrILrl+Phh+hUiykUbJ89Dx6dNnVq11bq98HEka0JTUk+VX4xdXF5TTlND5opI8ro1da+1qT9hrmO4ybypoYNHFn+k6fmz7qL2xT4XzJ+TXxaw5kHZBUSCJqIjr853sBABwQWEAX7PiHnjSkpFQGBJCqoxEP6bnGzMxbqam3b9wgCUXxXr7wq6BAeeER+N1QSI4eNXbvGPxjrweKmZCurQwALMNOAGXFTmFhxz8AAAAAAWEngLJip7Cw4x8AAACAgLATQFmx88Ux0vX4AAAAQPeBnQDKip3Cwo5/AAAAAALCTgBlxU5hYcc/AAAAAAFhJ4CyYqewsOMfAAAAgICwE0BZsVNY2PEPAAAAQEDYCaCs2Cks7PgHAAAAICDsBFBW7BQWdvwDAAAAEBB2AigrdgoLO/4BAAAACAg7AdS47ZRKpba2tq+++uqAAQOWLl3a8OyvsLW1tbm6upqYmJiamrq7u9NH3fmGwo5/AAAAAALCTgA1bjvt7OwkEklra2ttbe2KFSvGjx/P5Xt5eQ0dOrRYASW8vb115xsKO/4BAAAACAg7AbTn2NnS0vLGG29waQsLCxJeXJoSVlZWuvMNhR3/AAAAAASEnQDac+y8evWqjY0Nl+7Tp099fT2XrqurMzEx0Z1vKOz4BwAAACAg7ATQHmJnSkrK4MGD8/LyuI+9evV6+PAhl6ZE7969dedr5CWddJopAAAAQI+FnQBqZHZq1DehoaGDBg2Kj4/nczCDBQAAAHRD2AmgRm/nuXPnBg4cmJSUpJyJNVgAAABAN4SdAGrcdu7bt2/QoEE5OTkq+Z6enhp/LagtX2bgJWfHPwAAAAABYSeAGred6kujWltbZYr3Xbm4uJgocHNzU34PlsZ8GQQWAAAA0PmwE0BZsVNY2PEPAAAAQEDYCaCs2Cks7PgHAAAAICDsBFBW7BQWdvwDAAAAEBB2AigrdgoLO/4BAAAACAg7AZQVO4WFHf8AAAAABISdAMqKncLCjn8AAAAAAsJOAGXFzhcHfyoHAAAAeEHYCaCs2Cks7PgHAAAAICDsBFBW7BQWdvwDAAAAEBB2AigrdgoLO/4BAAAACAg7AZQVO4WFHf8AAAAABISdAMqKncLCjn8AAAAAAsJOAGXFTmFhxz8AAAAAAWEngLJip7Cw4x8AAACAgLATQHuCnfX19W+99ZbyNWtra3N1dTUxMTE1NXV3d6ePuvMNhR3/AAAAAASEnQDaE+x0dnbevXu38jXz8vIaOnRosQJKeHt76843FHb8AwAAABAQdgKo0duZnZ397rvv3r9/X/maWVhYSCQSLk0JKysr3fmGwo5/AAAAAALCTgA1ejvHjRt35swZ2fPXrE+fPvX19Vy6rq7OxMREd76hsOMfAAAAgICwE0CN286AgACRSMQtpVK+Zr169Xr48CGXpkTv3r1152vkJZ10ij0AAABAj4adAGpkdqromyFDhkRGRvJf8bthBgsAAADohrATQI3bTm0TS1iDBQAAAHRD2AmgPcdO5Wvm6emp8deC2vJlBl5ydvwDAAAAEBB2AmjPsVPlPVguLi4mCtzc3JTfg6UxXwaBBQAAAHQ+7ARQVuwUFnb8AwAAABAQdgIoK3YKCzv+AQAAAAgIOwGUFTuFhR3/AAAAAASEnQDKip3Cwo5/AAAAAALCTgBlxU5hYcc/AAAAAAFhJ4CyYqewsOMfAAAAgICwE0BZsfPFwZ/KAQAAAF4QdgIoK3YKCzv+AQAAAAgIOwGUFTuFhR3/AAAAAASEnQDKip3Cwo5/AAAAAALCTgBlxU5hYcc/AAAAAAFhJ4CyYqewsOMfAAAAgICwE0BZsVNY2PEPAAAAQEDYCaCs2Cks7PgHAAAAICDsBFCjtzMtLc3e3v6NN94YOHDgsWPHuMy2tjZXV1cTExNTU1N3d3f6qDvfUNjxDwAAAEBA2Amgxm1nXl7eW2+9dfr06du3b5eVlc2ePZvL9/LyGjp0aLECSnh7e+vONxR2/AMAAAAQEHYCqHHbSYrq8OHD6vkWFhYSiYRLU8LKykp3vqGw4x8AAACAgLATQI3bzv79+2/ZsmXAgAF9+/ZdsGBBY2Mjl9+nT5/6+nouXVdXZ2JiojvfUNjxDwAAAEBA2Amgxm1n7969582bV6vAyclp0aJFXH6vXr0ePnzIpSlBu+nO18hLOuk0mwAAAIAeCzsB1MjsVNE3ffr0qaur49Kksfr168fnYwYLAAAA6G6wE0CN205ra2vSVVy6pqaGF1hYgwUAAAB0Q9gJoMZt57Fjx+bOncs/Ily8eDGX7+npqfHXgtryZQZecnb8AwAAABAQdgKo0du5devWfv36mZqazp8/n1/k3tbW5uLiYqLAzc1N+T1YGvNlEFgAAABA58NOAGXFTmFhxz8AAAAAAWEngLJip7Cw4x8AAACAgLATQFmxU1jY8Q8AAABAQNgJoKzYKSzs+AcAAAAgIOwEUFbsFBZ2/AMAAAAQEHYCKCt2Cgs7/gEAAAAICDsBlBU7Xxz8qRwAAADgBWEngLJip7Cw4x8AAACAgLATQFmxU1jY8Q8AAABAQNgJoKzYKSzs+AcAAAAgIOwEUFbsFBZ2/AMAAAAQEHYCKCt2Cgs7/gEAAAAICDsBlBU7hYUd/wAAAAAEhJ0Aatx2FhUVTZgwwUQBJegjl9/W1ubq6kqZpqam7u7u9FF3vqGw4x8AAACAgLATQI3bTgsLCw8Pj0YFGzdupI9cvpeX19ChQ4sVUMLb21t3vqGw4x8AAACAgLATQI3bztdff72lpYVLNzc300cuTUpLIpFwaUpYWVnpzjcUdvwDAAAAEBB2Aqhx2zl9+vStW7c2NTU1NjZu3ryZPnL5ffr0qa+v59J1dXUmJia68w2FHf8AAAAABISdAGrcdlZUVLz99tvc366hRGVlJZffq1evhw8fcmlK9O7dW3e+Rl7SSafZBAAAAPRY2AmgRmanir4ZPXr0xo0b+TVY9JHL/x1msAAAAADQATouAowK47bztdde65I1WLJurMG7bcVk3bhu3bZism5ct25bMVk3rlu3rZisG9et21ZM1o3r1m0rJuvedRMW47aTBNPmzZu5GaxNmzbxgsnT01PjrwW15csMv+Td1kW6bcVk3bhu3bZism5ct25bMVk3rlu3rZisG9et21ZM1o3r1m0rJuvedRMW47YzPz9/7Nix/6bAwcGhsLCQy29ra3NxceHej+Xm5qb8HiyN+TIIrN+Fblu3blsxWTeuW7etmKwb163bVkzWjevWbSsm68Z167YVk3XvugkLK3YKTrd1kW5bMVk3rlu3rZisG9et21ZM1o3r1m0rJuvGdeu2FZN147p124rJunfdhIUVOwWHHRcREDRaB0CjdQA0WgdAo3UANFoHYKfRWLFTcNhxEQFBo3UANFoHQKN1ADRaB0CjdQB2Go0VOwWHHRcREDRaB0CjdQA0WgdAo3UANFoHYKfRWLFTcNhxEQFBo3UANFoHQKN1ADRaB0CjdQB2Go0VOwWHHRcREDRaB0CjdQA0WgdAo3UANFoHYKfRWLETAAAAAOB3AwILAAAAAEBgILAAAAAAAAQGAgsAAAAAQGAgsAAAAAAABAYCCwAAAABAYCCwAAAAAAAEBgJLTltbm6urq4mJiampqbu7O33UnS/UsUaNNgOlUqmtre2rr746YMCApUuXNjQ06H8ss43GUV9f/9Zbb2l7SQwaTd3AtLQ0e3v7N954Y+DAgceOHdP/WGYbraioaMKECSYKKEEf9T+2xzeaTPGKJg7lTAQC3WhsNAQCGQQWh5eX19ChQ4sVUMLb21t3vlDHGjXaDLSzs5NIJK2trbW1tStWrBg/frz+xzLbaBzOzs67d+/WJrDQaCoG5uXlkR49ffr07du3y8rKZs+erf+xzDaahYWFh4dHo4KNGzfSR/2P7fGNxqNyDyIQ6INKoyEQyCCwOKiXIVfg0pSwsrLSnS9TcqYOHNsz0MfAlpaWN954g/+IRtNhYHZ29rvvvnv//n2VfgqNps1AUlSHDx/WeAgaTZuBr7/+Ot2VXLq5uZk+8oeg0XhU7kEEAn3Q8X52ZgMBBJacPn361NfXc+m6ujoTExPd+TIlF+nAsT0DfQy8evWqjY0N/xGNpsPAcePGnTlzRqbWT6HRtBnYv3//LVu2DBgwoG/fvgsWLGhsbOQPQaNpM3D69Olbt25tamqi5tq8eTN95A9Bo/Go3IMIBPqgQ2AxGwggsOT06tXr4cOHXJoSvXv31p0v1LFGTbsGpqSkDB48OC8vT/9jmW20gIAAkUjELTXQ1k+h0WTPG0iJefPm1SpwcnJatGiR/scy22gVFRVvv/02t2KGEpWVlfof2+MbjUflHkQg0AdtHRfLgQACS86L6Oger8G1odvA0NDQQYMGxcfHG3Qss402ZMiQyMhILq2tn0KjydQMp49cmjRWv379DDqWzUYbPXr0xo0b+TVY9FH/Y3t8o/HoP4PV7j7MNhoH44EAAkvOizwJ7vFPkbWhw8Bz584NHDgwKSnJ0GOZbbSX1ND/WGYbzdramnQVl66pqdEosNBosucNfO2117StwWr32B7faDz6r8Fqdx9mG02GQACBxeHp6anxNwva8mVKztSBY3sG2gzct28fDVlycnLUD0Gj6WOgtjVYaDQVA48dOzZ37lz+EeHixYv5Q9Bo2gyk0LV582ZuBmvTpk0a12sz22g8KvcgAoE+qDQaAoEMAoujra3NxcWFezeMm5ub8ts4NObLlFykA8f2DLQZqD4Z09rayn+l+1hmG00ZbQILjaZu4NatW/v162dqajp//nyNi9zRaCoG5ufnjx079t8UODg4FBYW8oeg0WRq3ReXiUCgG42NhkAgg8ACAAAAABAcCCwAAAAAAIGBwAIAAAAAEBgILAAAAAAAgYHAeorGn8c3NjYuWLCgb9++/fr127ZtW7v5Kmv6+vTpo7EsbX/JUs/DtdVW/8MBAAAA0KlAYD2HimRZtGiRk5NTjYKZM2ceP35cd74y+/fv37Bhg8ZS9PlLljoO11ZbQw8HAAAAQCcBgfUcKpLlT3/6k/KbDK2trXXn8zx48GDw4MEVFRUaS2n3LWq6D9dWW0MPBwAAAEAnAYH1HOoCS/lvcfAv7NeWz+Pt7a382kMV2v07ALoP11ZbQw8HAAAAQCcBgfUcKpJl/vz5/Kui58yZ88orr+jO53jy5Ml//ud/ZmdnaytF91+ybPdwbbU19HAAAAAAdBIQWM+hIllu3bpF+snU1LR///67du3661//qjuf49y5cxMnTlQ5rfKadN0zWO0erq222g4HAAAAwO8MBNZz6Fg2/t1335Go0if/n//8Z1RUlI5SdK/Bavdw3bXV/3AAAAAAdBIQWM+hIlnmzp1bXl7e2Nh49uzZt956Kzc3V3c+4evra2lpqbsUHX/JUp/DtdXW0MMBAAAA0ElAYD1F45+rPHbs2MCBA19//XU7O7uUlBR+Z235hLW19dWrV3WXpeMvWepzuLba6n84AAAAADoVCCwAAAAAAIGBwAIAAAAAEBgILAAAAAAAgYHAAgAAAAAQGAgsAAAAAACBgcACAAAAABAYCCwAAAAAAIGBwAIAAAAAEBgILAAAAAAAgYHAAgAAAAAQGAgsAAAAAACBgcACAAAAABAYCCwAAAAAAIGBwAIAAAAAEBgILAAAAAAAgYHAAgAAAAAQGAgsAAAAAACBgcACAAAAABAYCCwAAAAAAIGBwAIAAAAAEBgILAAAAAAAgYHAAgAAAAAQGAgsAAAAAACBgcACAAAAABAYCCwAAAAAAIGBwAIAAAAAEJj/D4ZVC4RrPdetAAAAAElFTkSuQmCC)
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