Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit303-02-20020614_152600_20020614_201100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/14 |
Start Time | | 2002/06/14 15:26 |
End Time | | 2002/06/14 20:09 |
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 | | -32.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.93 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 135.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit303-02-20020614_152600_20020614_201100-constBx0 |
Minimum Dst Value | | -11 |
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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SmJiyxMTGLqGsrOzZZ5/FxOzZs/fv36+t37dvH2pMWe9DH21NZGmnsuTpH0REZKYMDVX5/v5uKhVuD81YumewCgoKXFxc7OzscLeqqqpnz54//vgjpg8fPozp6urqh67XlEdbk9bQzuLi4ldffVX3mNXV1S1dutTCwqJDhw6urq64a7y+seTpH0REZKYMDVU57u4iYBVHRT10CbowdCYkJIiHrly50qVLF4ykKDFtynpNebQ1aQ3tdHZ23rhxo+4x27NnT7du3TI0MLF3717j9Y0lT/8gIiIzZWioqqupQcbK9/dv1BKKiopWrFhhb2+vrVm9ejVm+OSTT0xcrymPtiZm387ExMQ33njj1q1busfM2tra09NTTGPCxsbGeH1jydM/iIjITCl4kbtQXl4ursGCuLi4V1555dixY3/6058uXbpk+nrlGUDNvp2DBg06ePDg3QePWfv27YuLi8U0QreFhYXx+saSp38QEZGZUjZglZSUrFq1ysrKCtM3btzo2rVrYGAgpn/55Zd//OMflZWVJq5XngHUvNvp6+urUqnEpVS6x6xNmzbaC+4w0bZtW+P1ej1lVJO0h4iISCEKfg8WPP/880OHDk1LS0P9pEmTvvrqK+1s27Ztmzp1qonrlWcANe92IkEHBweLaZ7BIiIi0uI3uTcv826noRNLvAaLiIgkx4DVvFpPO3WP2e7du/V+WtBQ/d1GHnJ5+gcREZkpBqzm1XraWe97sJYsWWKh4eLiovs9WHrr7zJgERFR68KA1bxkaaey5OkfRERkphiwmpcs7VSWPP2DiIjMFANW85KlncqSp38QEZGZYsBqXrK0U1ny9A8iIjJTDFjNS5Z2Kkue/kFERGZKwS8affrpp1966SUnJ6ecnJzHXK88A6gs7VSWPP2DiIjMlII/lVNbW5uXl7do0SJbW9vHXK88A6gs7VSWPP2DiIjMlJGhqqQkpqwssbFLKCsrEz/23KNHj0OHDmnrs7OzO3XqhEcfut6HPtqayNJOZcnTP4iIyEwZGqry8/3d3FS4PTRj6Z7BKigocHFxsbOzw11vb++//vWvqBSPTp8+ffPmzQ9drymPtiaytFNZ8vQPIiIyU4aGqpwcdxGwioujHroEXR06dEhISBAP/d///d/BgwcxkZqa+sorr9y8efOh6zXl0dZElnYqS57+QUREZsrQUFVXV4OMlZ/v36glFBUVrVixwt7eXtw9ceLEn//855qamrFjx3722WemrNeUR1sTWdqpLHn6BxERmSkFL3IXysvLxTVYdzU/Pde1a9clS5a8/vrrVVVVpq9XngFUlnYqS57+QUREZkrZgFVSUrJq1SorKyttzeHDhzHD119/3aj1yjOAytJOZcnTP4iIyEwp+D1Y8Pzzzw8dOjQtLU376JEjR9588807d+40ar3yDKCytPPx1bvWr7k3h4iIyJimHqqGDBnyww8/NHa98gygsrRTWfL0DyIiMlNNN1TV1tZ++eWXXbt21X5Tg+nrlWcAlaWdypKnfxARkZlquqEKS3799dfPnj37COuVZwCVpZ3Kkqd/EBGRmeKPPTcvWdqpLHn6BxERmSkGrOYlSzuVJU//ICIiM8WA1bxkaaey5OkfRERkphiwmpcs7VSWPP2DiIjMFANW85KlncqSp38QEZGZUvCLRp9++umXXnrJyckpJyfn0dZ761ZhWVlSdLSrPAOoLO1Uljz9g4iIzJSCP5VTW1ubl5e3aNEiW1tb059VV1dz40ZOYuKO8+c/cHNTeXvbo5RnAJWlncqSp38QEZGZMjJUxZTEJJYlNnYJZWVl2h97NvTrJghVuJuauj85eY+Hh+2pU4MRqtzdrbSlPAOoLO1Uljz9g4iIzJShoco/31/lpsLtoRlL9wxWQUGBi4uLnZ1dvXm++uqrwYMdq6srSkpiiooiEK3wLE2cstaUlihPnx4SE7MiJ8f99u0SeQZQWdqpLHn6BxERmSlDQ5V7jrsIWFHFUQ9dgq4OHTokJCSIh2pqblVXXz96dGfXrv917tzO9PSDKSl7U1O/RikClo9P/6CgSchb167F19ZWPXSrWh9Z2qksefoHERGZKUNDVU1dDTKWf75/o5ZQVFTk6rqoVy/bgoKA/Hx/BClv702vvfZiQMAWbbRKTz9w+fJJPKuwMKSqqrRRW9X6mHc7vby87O3t27Vr16lTp+nTp5eUlIj6urq6pUuXWlhYIG67urrirvH6xpKnfxARkZlS5CL3ysr8Gzeyc3O9cnI8YmM/b9fu30ScCgvb1qXLHw8dcsnI+OHy5V9KSxNu3LgszlTxaxoE825nv379PD09KyoqCgsLZ82a5ejoKOr37NnTrVu3DA1M7N2713h9Y8nTP4iIyEw92lBVU3Pr+vXUsrLk7OzjWALi1KVL36CMitru7Dz4739/A9NZWce6dfvr7t1bbt7Mq62906j1yjOAtp52lpeXP/fcc2La2toawUtMY8LGxsZ4fWPJ0z+IiMhMmThU1dZWVVVdKymJLioKT0v7NiPjkOYc1X5xNZWWhcXvBwywiY8PE+/9GfoU4UPXK88A2nraeeLEiV69eonp9u3bFxcXi+mioiILCwvj9Y0lT/8gIiIzZWioqq29U1GRhVtenm9urjeCVFrad5pQtU97NVVa2vfIWAUFAcXFEbduFdbU3Hr89ZryaGvSStoZGxvbpUuXlJQUcbdNmzbV1dViGhNt27Y1Xq/XU0Y1WVOIiIgUoPMlC3eqq69fu3ahpCQ6I+NQRsZhzRt/+7VxSpyvysz8EberV+NKSy9WV1fcvdsklynLM4C2hnYGBAR07tw5MjJSW8MzWEREJK3q6vL8fH8MVfn5p/PyfHXOUX2tPVMlanJzPfPyfCoqMm7ezKmrq1Fk7QxYgtm38/Dhwy+//HJ0dLRuJa/BIiIiSdTWVl27Fl9cHHXhwua4uLVeXnbi+9PFJer1zlGlpX2LOUtKYqqqSmtqKptiexiwBPNu59atWzt37pyUlFSvfvfu3Xo/LWio/m4jD7k8/YOIiFqUO3cqkZCKiiLi4z++cGGTr6+Dn98IxCkPD1vtz9F4eHTXBqycHI+cHPfy8rSKikzdL/xsIsXFxb/73e+MzCDPAGre7Wx4aVRFRcVdzfddLVmyxELDxcVF93uw9NbfZcAiIqIWRvP5vtLCwpArV85cuLA5Jmalj09/X99Bmghlg9LNzVL7ozReXr1QBgdPDQgYk55+MC3t29/97rmEhNgnvM3z589/6623jMwgzwAqSzuVJU//ICKiJ6O6uvzmzfycHPesrGPR0a4REe97eNj6+PTTxCnrBnGqN8qgoEmnTg1OStoVH/9xeXl62YO/LThlypQJEyaI8w5PQGlp6dq1azt27BgfH29kNnkGUFnaqSx5+gcRESnuzp3Ka9fiS0piUlP3JybuDA2dGRg4AcnJ09NO+zZfwzgVHDzV338knpKcvKe8PKPsYT/VXFxc3KtXL+OfiFfQM888Y2tre+7cOeNbJc8AKks7lSVP/yAiokdWW1t140bO9esp2dkn09N/iI52DQ939vbu4+3dTxue7t8stW/8ibNW4eFzg4ImZ2UdTUnZW1mZX16e1tytUYY8A6gs7VSWPP2DiIgeqq6u5vbtEmSgvDzfzMyf4uLWR0Ut9PMbduqUQ4MgJW7iUvQeKE+fHubhYRsTszIiYl5+vm9W1rHq6vJbtwqbu01NRZ4BVJZ2Kkue/kFERFq1tVU3b+aXlSUiSGVl/Rwf/3FMzPIzZ5xOnx6MFOXu3r1BkFJpr6Dy8RmAMiJibmDghNTU/QkJ265fTy4qCkc4u3OnSb4uoWWSZwCVpZ3Kkqd/EBHJBinq9u2Sa9fikX4yMg4nJu5EigoJmenr6+jt3UfnGqn6N1Hv7S0uP5/s5zfs4sUdcXHri4ujcnO9amoqsdjmblzzk2cAlaWdypKnfxARtUoiRZWXpyH95OS4p6R8de7c2vDw9/z8Rnp72xuKULrXS3l69kR55sxYX1+HCxc2xcSsyMvzy8o6hsXevJnf3O1rueQZQGVpp7Lk6R9ERGanrq5G5KeKisySkpiCgsCMjB9TU/edP78pKmpJUNAkf/9RXl69H5ai7gUpH5++Hh62ISEzkKUSE9VnpK5cCUImq6oqw/Kbu63mR54BVJZ2Kkue/kFE1AIhQuF261bhzZv5hYUheXm+SUk7L1zYHB4+Jzh4kq/vIG/vPibkpwcuOT91Sv0OYFTU4oiIeeJ3+kpLE4qLo7Ci6ury5m5x6yHPACpLO5UlT/8gImoWd+5U1tZWVVRk3riRU1AQeOXKGSSexMTPIyPnI0UhQvn6DtRcV25Sirp/dVQfLy+74ODpgYETkMZwy8vzyc4+WVlZIL5T6gn8kgzJM4DK0k5lydM/iIgUUVdXc1cnNt2+XVJYGHL1amxm5pHs7OOJiTtwi4paEBExz99/tL+/+kIo8dsvJt7c3bt7eNj4+78VEDA6OtoFt5SUr5DJEM7y8nzF90jJ9nm9lkmeAVSWdipLnv5BRGSEiE1VVaWYQGy6daswP9+/pCQ6Le3brKwjsbFr4uLWBwVNCgub5es70M9vhIeHrZeXvZEP4j3sLJT1qVODfH0HIYchjaWk7ElN3V9UFIasVl1dzs/omQV5BlBZ2qksefoHEUlCXGaEkFRbW1VSElNZWYCoVFp6MSvrWEFBYHLynqyso0hLiYmfhYXN1nz509jQ0Hd8fPr7+49CbPL27itOIzU2NmnDk4eHDZZ2+vQQTSCbc+7c2vPnNyKoZWQcLiwMLSoKR37CTVx91dx7ix6dPAOoLO1Uljz9g4jMmnhHDLGppqYSOam8/BIiy+XLv8TGrrl48bOQkGnR0UsRa4KDJ7m7W/v6Orqpf/aup9v932wRX0Hu7m75GJmpHzJTYOBEpLGoqEWITQkJW5OTv8zI+CE316uwMOTatfjy8jQkJyQ8JicZyDOAytLOx1fvVy2be3OISBYiJInfTrl+PeXOnQrkkhs3cnJy3JFO0tMPFBaGJiXtys4+FhOzAhOa2LTC19chJGQmEpKf3zDN9d322tgkPjRnylXhIlqJ81KenrZYmrd3XyzK3/8tP7+hISHTQ0NnxMQsj41dffHiDs1Zrp+xVSUlMdgwbDAyEy8bp3rkGUBlaaey5OkfRKQgEZWQjerqaoqLoxBBEEdKSy+mpX2bn+934cLm9PSDERHzEhK2njkz9uzZpd7efUJCZiDWBAS8rfkegSFu938JWHzLpYeHrabs7nb/91gMhaf7UclK+1wfnwFeXnZBQZMDAyecPbv47NklCQmfarbhUGrqfmxPVtaxkpJYhLmKisyyssSqqtLbt0sQmHidOD0OeQZQWdqpLHn6B5HkxAkYcRG35uxRZVFReGVlQV6eb1lZcmbmEeSkpKRdly+7nT+/AfEoOto1JeVrhKSLFz9FcImNXe3r6xAZuQBRKTT0HTf1F3+LqDRIfGuANu54etpozxXdvwBclJY6b9JZ6sQpG82zemhKO83S1FdB+fkNR+rCugICxpw7tzo8fC42D7EpO/t4Rsbhq1fPIzCJrxrnxUzULOQZQGVpp7Lk6R9ErYCIEeIqn6tX4yoqMrOzTxYUnEHyyMo6ERe3Pjn5q6iohfHxHwUFTY6JWeHnNywycr6IRAgrZ844aSKRozbEeHn11pS9dK5V6q5zxZJuaWWg7K49/ySWI5Z8+vRQN/XP2E3y8rKLjFyIkITcFho68+LFzxDdkJASErbl5nqlpOwtKYlGK65fT83P90fTSkpi0DrGJmr55BlAZWmnsuTpH0RPjPiGJBGDxPckiTBUUBB49ep5hImiorD09AO5ud6pqfuzs48jHmVk/HDhwubU1G8QklJS9mmuQNp59uyS8+c3IpRgwt9/ZFjYu4hKfn4jNG+K9dWe9XnwDTXLBuWvv5Siex2S9moknfNG9uLtNk08Ul/tFBAwGmVw8BTkp4iI9319HWJiVgYGTkBUCgubnZLyJaJSdvaxxMQdRUXhmZlHKiqy0Ua0uqwsEdmoqqq0uQ8FUROSZwCVpZ3Kkqd/EAnivIj4iTdxQx5CJrh1q1BcoCOua0ZiQFlYGFJYGJqX55uXdxoBQvMzcPtTU/chUsTHfxQbu/rcuTVIHlFRS0NDZ4SETPfzG+bnN9LLq4+3d193dysRXHTPCT0sBplys9Qu58HzRv00b6up41dg4EQ8hEDm49M/OtolIGBMXNwHISHTLl7cERW1MCPjEMJcfr5fcvKe4uKziHrl5ZdyctwRBNHqmprK69dTsKPEr/yKrzzgmSSihuQZQGVpp7Lk6R+kLHFBjxh965UYjMV3/GCEFl91jUqEFfHuD3IMSjxUXBxVXp6OBFNamoAEc/VqLMb4wsLg7OyTGPtRItOg5sqVM0g2ly+7I9mkp/+QkrL30qVvkpO/RJmYuD0xcWdc3Lrz5zdERy+LjV0VHe2KibNnlyBGhIfPCQtzDg6ehFtQ0KTAwPHIGQEBo0+fHuzjMwDJw8enr49PPy8vey+v3h4eNo/wdZGPEIx033QTVyCJs1AiJInzUr6+DuItNnFJuObXeWeeOjUYrQsMnICQhAZmZx9LStqFfYhdVFlZhF0qvh5TeyD4kTeipibPACpLO5UlT/9oHcSoKb7lWfxcBoKL+DbFO3cqCgoCKyqyEE1KSy9qrgI+Jz73npy8JzfX68KFzVlZR2Nj1yCaYKhGNAkPn5uQsC0kZNq5c2sQPmJiVmjKZf7+IyMjF2BER0bRfPhrOsqgoMmacgrKwMCJXl52AQFvYew/dWoQcsCpU46a6cGaryAaKD4Dr0kPvbQnWu5/c6NVg9JsbrpXHWl+glfdfEycOTMGqSg0dAZ2YHS0C3Yswl9c3PpLl77FHsYRQS68ciUkK+sYDk1+vn9FRXZRUbjImshD16+niCQqUqlIqHc1F6TfZVQiaqnkGUBlaaeyWlP/EO9iNHwvQ7wfhLFKjGHakQzDm/b8ijingoBSVpakCSgJSCTXr19CKWquXTuP0VH83FhJSbT4yBVCDMq0tG/vl+EINEVFIamp+/Py/JKSduXmemN8zc9XT1+5EoR6EXfy8k5p4w4WgpE4M/MnTGOGs2eXJCV9jtBz4cImzUe31pw5MzY6epmPT/+wsHcRXAIDx2veCRqmOdUxyO3+RTPiAhpxIuTBz73/Gm4efJdK970q87g9eG21tfj6R0/PHmg18pyPTz9NOQA3xB0/v5H+/qMCApzOnMFtPHYm9ipuUVELo6LmI00iSiJZooyP/wiHIy3texzEnBxvHG4cLM1XR4ZqTq2dR8e4fj1VnH4rK0sUl2Cj84hzReKj/nwTjUg2rWkANU6WdioL/QP/TxcXn8VAguFEvCODIT8rS33hbWrq10lJO1EmJ+++dGl/cvKXaWnfZGT8mJl5NC/vdH5+QGFhCIYiPBdJApW4aR7F7SeUWVk/a6aPpqd/h6djURcv7khI2IrB7Ny5tbGxKzHORUS8HxY2KzR0dlDQpNDQd5AeIiLeCw2dERm5APXh4c5BQZNFGRm5EPVnzy7VPDo/JGQq6hE+goOnnzo1GIOot3cff/+3xLkWjK9hYbP9/UcGBo5DjTjLIn447P67MAPdfv0aHju3X68XttUpe+iUosbGQGn70HnuX02sG3d0S1M+rlX/g13i6mbdz7qLbbj/ifee2sh1v+0DNOFsiKYcqXkHajSeEhw8FXspLMxZ83Gzd7H3wsPnIMNFRS1GLomOXo5diuOF8uxZF83H05Zj98bFrUUcjI//ODraFYcVZXz8Vs30p8iFycm7NFdtqy9XQq9ISdmbk+Oh+eptd1EipCJ6ossVFYWhC5WUxKIrXrsWr3nrME1bItBcvRqHadyQb5Bsbt8uuXEjR/zYCHKzuKIcN3FZlfYSq+b+26JmUKU521euCb6lVaU1dTWFtwpFiYdEmX8zX1uWoAvVVlXeqcQ8VUbPFNYY6FGiXrfEcsTStKW4Naypd9POoHd1DecxNCc9MQxYZAz6xxM+CXHS5NmO3S9x97hOebJB+Ri3X68XRnmyfmB6ILIc15Qn68cX3dLO7dfPvYtA09/t/tXHXl59RP1xTdA5fv/T8kiHbvc/0+7vP8pN/cn2iZqv/5mp+eiW+k06hEvEHXGdMoIvYs2lS9/Hxa3Pzj6GfIPggsq8PL/U1P1Xr57Lyjomzr3dvJlbUBCIUIKYon0fqrQiW/3GYkU2jv5VzVXMVyrVZc6NHLxS65aZFZl4BU+5noLhJ7EsEYOWKOOuxmHoiiqOwnAVXhSOEtMYqPAo6uOvxWNaPIoSwxjmR01aeRoexTKxBJRiWltijSgxMx6tV6Iez8XSMCeWgxvqUYmtwrR4lqgXldhmccNs2hvqdW+iBqWYTUzjhoVgGsvRDrpifrFwbKTYJNRge7QbqVsvStToDuGiBhMNd05IYQha55vnm1SW5JXrlXo91T/fP7siO7AgUHf3iun8ynzU41Ex58nsk7FXY49kHokuiT6QfiCyOHJ/6v6AgoC9KXuxwB2JOzxyPLYlbDuRfeLj+I9Rbji/4UjWEZQH0w+uiV3z/aXvV8Ss+D7tXuka7fp1ytfzIubtSto1N3zunuQ9mP4i6QtM77i4Y3bY7K0JW6eFTEM5OWgyFohy0/lN2nLLhS3a8uMLH4vpCYET8ChKTOO5eNbM0Jli/g1xG1C/Pm49yrXn1qJcFbtq7Jmxy6OXj/Qf6XrWFeXS6KXD/IYtiFww+NTg98LfE6WDr8O7oe/29+k/I2RGH+8+opwaPBXlxMCJth62eCLKoaeHWrtbD/AdgLK/b39RqtxU9t72KHt59ULZ26u3ut6nP+Z3POWIJYzwGzHQd+DYwLG4Oz5o/FC/oShRM8Z/DEosGYt1OuP0dsDbk4Mnj/AfgWlHX8dR/qNEOch3EObp59MPM/fz7oeJAT4DMC3Kvt59sS5M44YJNER7EzXYWjEz1o5FYYFDTg8RJTYMNWKxmMHey37w6cGYHuk30sHH4S3/t7BzxgWOw+7CDsFuXBi5ELsau3Rh1EIcPuznA2kHcGR98nwOZxyOLIpUd56SWPcc9/PXzqNE90PHy6rIQodEN0OXQ5fG3z46MP7u8IeAvqotCzVfxF+ieRe7VPMutu60VIGPAaspV2n+OxdNGO+mmummmu6mmqUp33FTTXJTTXNTjXWzHOduOcxNNcLN0sHNcoib5SA31RA3lYPm1tdNNfD+DZWYbbTmNkZTjnRTDdXU4ymDNfNgCf3UE5Z91JVW/dxVg92tB7lbD/ewGeLe/W1Pu2EeNqM8ewxxtxnk3r23m6W9u5WNu6q3u3V3rMvD2s7daiDq75WWjh62mHb06IFymKddH3fryT4DR3jaLfQbOdOn32r/t5y9+yzxdZzm2WOG76Ahnj2cfB3sPWwn+w0f5N17ftBEJ58BiwMnTfIesChowmjv/lMDRvfx7DnOb6SNu/W0wPH9veznh80e4T1wcfi7o70dZodM7eNpN+HM2zbu3SefGY9yVsi0vp69FoTPdfTuNy/c2cGrr3PorN6edrNDZqCcGz57gFefpVGL3vIe/GHMmjGeg1efXT7Cc+D7Yc49PGymB0+xdrOaHjQV5cyQmT3dbZyDZvV26/Fe0Ow+bnYLQt4f4NFnaeTiAZ79FkcuGuQ1cFmky2DPgS4Riwd59F8UvqCve+/3gt9VlwGz+v/Se77/bMdf+i70f9fRrd+ioPcwz4Kw91EuDl+ong55z8G93/yQuX097J1DZtm428wIno5yUuBErN0p4G2MLsP9hmOkwfCAEi/02hKv9SgxJIhxSD0mefbSlj08eqC08bBBae1hrZ3u4alT766u7+7eXVvaaup1S91Hu7vplO7drdysdB+1crcSJepxCGzcutu624ppdb3bvfpeHj01NzuUuGvraaueWV1vhzWKsoeHulJdutnYuffEotQzu2lq3G16edrh0T7uvXu42/Rx79UDK/KwsX5wY+w8e6IGo7KmIbaiRlPaacvemiEcAyH2g5i28fx1txgqu3t01y5TlD01SxY7VrcUj4pdrVuKJTxQ6my58bUbKsXONzStWzZ8Fo6LtrR0s1SX7vpL3p7Y7d6B0CkbHnTRzdCBUfb1Ub8OIC+q7r8+DDk1BLNpS9QgAmIa0dnOy+69iPcQ9RDZEfXWnVuHyk/iP0FG/zL5SyT7HzN/ROBD4sf/ABFFEceyjiHY4T+Hsqoy/BdRUV2BeIdgh3/Y7t4PbS1WK8gAJmLAehRoQrP/tZvH7ReTX7x+ES9hOtM6NVa/WOqUKm35wJwnG9TolLrPsjI6p275QCsabJVlg0cNzWPSWngzsZPoHMR75b2Da1m/vDcKqmOKbpzSDWEi2IlzM328+6ju5+P+PuozN2JcHHRqEErHU+o8Pez0MHXppy4xOqIcEzAG5djAsSjHBY7TlhMCJ6CcHDwZ5dSQqVjp9JDpKGeEzNAtMb6KcmboTPV06AyMtSjV84dOR82k4EkopwRN0S4B/2OgnBU2C3O+G6Y+LyVKZ/zf4uswN3yu9tzV/Mj52NSFUQtH+o9cHLUYm4rxGxu2PHq5KDGKr4xdiVH8g/MfLDm75OP4jzHDzsSdK2JWfJH0BcZ1lBjXv079evOFzSg3nN+AEvXbE7Zj/o3nN+K5eMq0kGnzIudNCpqEbUCJSjRhXsQ8bOTCyIVoPiaczjhNCZ6ifjR09juh78yPmI9yTsQclHMj5mIjscClZ5di1SgXn10s7mLh2E6UuIsmLIpaJErclkQtQSVKl7MuKLGEOWFzsCgsEDsEG7AgcsGc8DnLY5YvOrtodexqlHjW+xHvY7dge1BiHmzw+MDx4tTaaP/RDj4OONA9vXqKlI9/NlT6Uu8D2VenbERnNvqshksW2yASv+jGve7/N6LtuqLTin//sM/RPcSh3xK/Bb3im9RvcCjdLrvtTdl74doF9xz3oltFMSUxiGU5N3Lu3n/z9MkMoE9mRc2OAetRoAk9f7ayP2Jtc1zV64iVzTGUlj2PWvb+ETdV30OWg/5lOWS/1fC9liO/tBy6VzVyt2rEHtXoXZZvf6Z6+3PLUbtVb31hOWSvasjXqoHfqgZ+p771O6By+Jf67vAvVcO+VL21S12O+Vz9XDwLdzGNh0Z/rhr2lWrEbpXjfvXTB/1LPRtKpx0qLHbGBtXUzap31qumbFFN36gat101dQvWq5r8kWr0TtWkT1SjvlBPo5ywVTX8K/VW2R9W9flB1f2EqucR9R92n0Oq7sdVw/aq7A9p5vlS9fYO9bZha9FMh2/Vjw7ep555/Fb1BNaIpU3ZrBr0jcrpM8teP6rv4tFxn6oGfKd65wP13ZkfWmI5U7dYYjnjt6n6HlRN3KpepnjWtE3q5eBR1I/71BJrGbNTXb69U720qR9ZYZ5311tiU53XWmE57663wi6duckay5/+kTWWM3mrKK1EiS2fuM0K2zDxUyssYcrHlphz2kfqcspWazw66VN1Of5zdTlhu5hfvXbMj+lx2zXT26w0z1Kva8ZG9dqxDdiH81ZZoQmLXCyxnxcvtUTzXRZpyoXqXbFsgeW7a1Wr5qreW6n68B3V+yt+LRe4qjZNU8+2ZYpq+TzVx5PU06hB/YczVYuWqjZMV9d/NFlTTlItWayuwaNYGsqVmnL1HPWcolw2X12DhaBcvFi9FpRY76Il6mnUYwkr31OXrvPVNZjNeY1q3nL1NJ6+eIlqySL19HsrVO98qJr5gbqctV6F7cfNebVqzmr1xOz1qlnr1CXuOq+9V7675l7N7HXqNWKxKDE9S9PxRDl/mXoGbAbWtXSRZsOWqhe4RLOpYuOXaDYYJerFPNgqPB1zzvxQ5bpAvYQPZqnvbpx+b9ehcutE1Rpn1Y63Vetmqz4f82u5fax6X2HHinkw/7YJVpj+fLw1dunuKb0wz7fOwz507v7zsulblwz0/mDRruUjT29cumfxsIC1i7+aMyh41dJ97w2NWLfiu7kjIla6fj9tUMSiBd9NGXh2ueuPM0dc2LLl2IKJFz/99JeFUy9s2vTTrFHn1q07PmN0/JYtvnOmJu7Ycdp5GubxnjoW9Z4T3or74INTU8bj0aA5sxK2bhVl4OwZCZ9+ijJ59+5wl0WXvv/+3MYPs0+cuPDp1jw/v6SvvyqOiko/dvT6pUtZ7r9cT06+dPzItfh4lGXJyZlebjdzcwsCAysLCgpDQm6XlOiWReHhVaWlmLm2qupmfn5dTQ3u4sXqTmWltkRlM790mgnxpnlpVal4az7/pvrtv5TrKf75/gmlCSjPXzvvlet1tvjssaxjwVeCj2QeCSwI3J+6/3j28V1Juw6kHUASFYFmX8o+5FFR7k7ajaSIErnwy+Qv1Vk2aSdi6IfnP0TeReBDJkbgQ1pCYEWGHntmLEKeSPMi64v0L/4raHg6VveEqzjB2fBEqZhT/HfRx0sdywb5qv9/wLqwQMRTbMMHcR8geX+a8Cm2DWkMkffnrJ93JO4IuRJyMvtk4a3CxLJEcT3Ao+3eVpABTNQ8AcuQpl51XV3d0qVLLSwsOnTo4OrqiruPthxs6vHuqpNWqmM290rcFTUnrZ70P/bq939Qdu9eb9qrd293a+tTgwZ59+lzZswYXweHM05OKP1Hj/bp3x8l6oOmTEFN+IJ5p2ZNjt643nfZnGgXF58ZEwLeftvD1vbU4MFYwpmxYzFnzLJlGCGSvvgifN1KjBNh8/F/4PtYTuDEiZgzfM4c/5Ej4z/+ONrV9dI338StX5+4fXvY7Nmxq1ahPmblyqDJk+M/+ih87tzEnTvxPydKPBr/ySch06Zd2LwZJcYtPJr27bfnN2y47OZ28Yud+Rhvdu3K8fDAYrOPHUN91tGjKHM9PDCYFYaGZhw+jOEEJaYxZ663NxaVffIk5sc05sESkvfsuRIYiFI9bh04cO3ChaxjxyrS0/N8fVFiuiQuLnX//oKAACwBI1zK3r1XgoKwGVgmpjEblnP5l19QYhTEkrENaN2lffsi5s27uGMHWpHw8ceYxgxoV9Lnn2Ma7UI9Nkbd0s8+i12zJmXfPjwLC4xZsQL7EHsJewD1mMYyL333HWbGPKIGJUZf1Kd9/z22HGvEEy+fPIky6+efsZ1p332H1aXu24dHMQ/q03/8Ea3LcXNDi3K8vTOPHLns7q6u/+EHlBk//IB67JN8f//C4GA8mnX8OJaDh3Cw8Cgeyjt9Go3N9fTEwtF83NK/+w6ryzx6FI9iD+ApeCKmsYexc7AoPAX1WAV2IEo8pSgyEsP/9dTUkpgYjPo57u5YmthIlNnHj6uX/P33WDU2PmHbtrQDBzCNbcA0OgB2DnYddg4q1btrzx7sivMbN2KXYiJ05kxEFnSSuLVrRddCt8HM6Froin7DhmEGdVd3ckKHPD10qPgTQOnZo4f2T0PPzdKy/rTR0r1haW1dvxR/hrplw0fFtPiz1ZQeorS1VW9zz57q7deUYlq04l59r171Sk87O+20T79+KMUfr9/w4Sj9R43CYgNGj0aJP1jspeBp01CGTJ+uLqdMUZdTp+LPGTvz13LSJLw4YE78CYfPnh04YULEe++hxCHAwjGPeEk55eiI5YTNmhWzfHncunVJu3ejP+DPFt0Jf55X4+IqMjMR/koTEnK9vDCBv8TrKSmIgAiFN3JyUGK28rQ0zHarsBChEFmwurwcJR7CXdxwV1wiKK5rV3ZQaLHEVVlIeNqruNLK07AX4q7G4a64lFB9+WB+wJ7kPX55fgh2v1z+ZfOFzftS9yEYfRT/ETITkhzi2szQmejfI/1Has9y6V60IN4T132HWoSzB94A1VzSICJdb2/1xQ/ijc6ZITOx2A/jPkRY/CnjJ6QxbBWyZsntEnEtmt4QxoDVlKtsvp27Z8+ebt26ZWhgYu/evY+2HDQBrz4Rc+ZEzp8fu3LlubVrz2/ahH9qkSFQYsQVJcZIjK/qIWT/fowiGF1QYlo9sO3fL8awzJ9+wuAnhrfis2fxAlSWmIhXHNzEKCVGMoxVoswPCEBZFBGBejGS4WUIL094GRKvVnidEtN4PcLduw/+89qwNEQ8Cy9tD90bWNGj7UaipiBGYnR+9F4xeCMUYshHOk/Yvh2xLGrBAoSD0NmzEThC33nHy84u/N13ESlQImqIUvz/gD9whAlMi1Ci/n9j/HiUoTNmiGehRDRBDV4QEGsQ8rDMMGdn9XKcnTEdPHUq6sWjwVOmaEv834IS2QUlNkYbjDxFKNSNVjqliF/3ShubX2OZTnkvwOlGwxZ5E1vrphN8seVolFePHigRKMVdccP+xA1HxGfAAKTn00OGnBk3DmkPOzN48uTQWbMQ8s4uXhy9dClSOF6QEfXwP2Hchx9i4uL27XhlRl7Hf33iXxqR+/ESitdSvOqK115MXzt/Hi+5lfn56DYi+aFEHNS+lppvvBNBBxENE+IzH4czDocXhSOWnbx8ckXMit3JuycETlgZs1L9XnOYs/q96aBJqvvvgIt3ycUZLxGz7p0n03mLU7xtev/ySvU5NkdfR3GFmfiEx4bzG5ALEQoZsJpylc23c62trT09PcU0JmxsbB5tOfL0D6JWrLHjZcO320Rp6G04MS3+AxGP6k6Lt/CQ/1CJsfxORQVGd/xrhDh4PTkZ/3eVJSdjuiI9HWXpxYuZR45cjYvDP2bF4eH4J61Ic5L1SlBQ6v79KNUnXP38EnfsyDp6NGbFitSvvtKeUk3QnB6+sHkz8t+5desw3uHfQqST6OXLMX3WxUWUqIlavBjT2hIp8N7ZwXfeEWezUCLKnHFyipg7F8kycsGCwPHj8SiiD2ZD0BRn0dwMnS80i5vOqUdPTYr1srdH0wJGj0bzsVuQ0ZHbohYuFOfsxRnlXC8vHJorISE4TAhquFtZUIB/gHFwcYhF4n+ELtdcxPkzcbG8+ERkTElMQWXBsaxjUcVRSEsH0w/ODpu97tw6JN8pwVOw4xxOqd/EtPNSRyvxRuS982E6IczaTR3L5BlA5QpY7du3Ly4uFtNFRUUWFhaPthx5+gcR0UOJ3IAMgTxRlph4Mzc3z9e3KDIy/cCBXE/PHHd3REDEx6vnz6vPJnp7i7eGEQoRSpBIctzcxNvH8R99pH4HYPPmi9u2qW87diDEoCZm1arYVauQApEaI99/P8zZOWjSJGS7M+PHB4wZ4z96tP+oUUg/PgMGePfp49Wzp/qMl709Ss+ePdXvrlpbu3fvjpDkaWurnm6K/Kf7PrLm/V9xolG8T41tU0e0MWPUJz7nzvUfOfL8hg2YSN23DxN5p04hJV89dw47qrKoCLEM+7MiMxPlzXz118GILN6Sw5n44jRkr6yKrMMZhwMKAhDCvk/7HiFszbk14noy1f2L8eUZQGVpp9CmTZvq6moxjYm2bdsamdnItWLy9A8iIrOA/CEu1bpTWaktxXe6ifeLbxUWilJc/oUgiMwn3iJE8sv39y+KiEDEUV+J+O232cePq696PHo0ec+epN2749avR7wLmTo1cNw49em64cPVl/oNGeJuaysiVMNL8dxMeZdW86iHbiDTXE6HVaA85eiI0m/ECJTBkydjhsgFC/yGDYtZvvzM2LExK1ciqJ1bty5wwoTEL76IWbEi8+hR9bWkmitHxTWsCG25Xl7IZ2gsdhHafrc5LuoQ58MyKzIrayrDi8LlGUCbrZ3x8fE2NjbPPvvsk0wtPINFRESPQ/u+MCbE9fjiCv2i8HDkNoS20oSErGPHCgIDxQdTErZtS/n662hX1/MbNoTOnBnx/vunBg8Wn8bwHTTI7f6nE+5dWifCmTjHZujzFgbOmd37tIS4OE9Tikv3vDWX950eNgxlkOYiwnDNZYIIZ+Fz54qPwpRevIgNRnOup6SgXeJd7CYizwDabO20srJat27dzZs3n+RKeQ0WERG1BOIcG8KZ+JaN66mp2SdPFpw5k7RrV+bPP8etX5/27bfqzxRrLqeL/+ijoMmTo5cuFZ/G8LKzQ1DzdXAI03xWw3/0aPV5r4ED3e5/WsK7b99fo5smbN37yKqBj7J66pw589N89iJ09my/YcMubNoUtXBhxuHDiTt2XAkMRHC8mZ8v3r585IbLM4A2WzvbtWt348aNJ7zS3bt3G/oUYaMOuTz9g4iIWjKRdcQnx0tiYmoqK0WJ0FaOoe7wYQSj+I8/Tj94UP25h127QqZNO7dunfjsgvqNyCFD1AFL5yyanu8W0X0TUzOnv+aS/9iVK7FMLBnLz/Pxwbqup6SIy/mNkGcAbbZ2vvbaa5mZmU94pXV1dUuWLLHQcHFx0f0eLAYsIiKSiviOMfXX1126lH7gQJ6v7/kNG1L371d/4HTNGp/+/YOnTXPTfK2a+qyYvb06iokQJoKXztuU4ns3RFALHD8+bPZs8Z1ExdHROe7uN/PzxRVgd2UaQJutnV988cXw4cMLCgqaawMehzz9g4iIZHa7pKSupqYkJgYJKfvkyaKQEISwpF27/EeODJs1S311l+Z7fb379NG+Hal7fZioEee9zowbh+fKM4A2WzvN+qN5ZrSpRERETUR8hcT1lJQ7FRV5vr6FISHRrq7n1q1zt7YWwUv8CIFu8JJnAJWlncqSp38QERE1lviUpfhkZdaxY/l+fjErVpxdsoQBix5Cnv5BRESklIrMTHkGUFnaqSx5+gcREZGC5BlAZWmnsuTpH0RERAqSZwCVpZ3Kkqd/EBERKUieAVSWdipLnv5BRESkIHkGUFnaqSx5+gcREZGC5BlAZWmnsuTpH0RERAqSZwCVpZ3Kkqd/EBERKUieAVSWdipLnv5BRESkIHkGUFnaqSx5+gcREZGC5BlAZWnn4zPTn00kIiJqOeQZQGVpp7Lk6R9EREQKkmcAlaWdypKnfxARESlIngFUlnYqS57+QUREpCB5BlBZ2qksefoHERGRguQZQGVpp7Lk6R9EREQKkmcAlaWdypKnfxARESlIngFUlnYqS57+QUREpCB5BlBZ2qksefoHERGRguQZQGVpp7Lk6R9EREQKkmcAlaWdypKnfxARESlIngFUlnYqS57+QUREpCB5BlBZ2qksefoHERGRguQZQGVpp7Lk6R9EREQKkmcAlaWdypKnfxARESlIngHUvNvp5eVlb2/frl27Tp06TZ8+vaSkRNTX1dUtXbrUwsKiQ4cOrq6uuGu8vrHk6R9EREQKkmcANe929uvXz9PTs6KiorCwcNasWY6OjqJ+z5493bp1y9DAxN69e43XN5Y8/YOIiEhB8gygraed5eXlzz33nJi2trZG8BLTmLCxsTFe31jy9A8iIiIFyTOAtp52njhxolevXmK6ffv2xcXFYrqoqMjCwsJ4fWPJ0z+IiIgUJM8A2kraGRsb26VLl5SUFHG3TZs21dXVYhoTbdu2NV6v11NGNVlTiIiIWi15BlAza6fefBMQENC5c+fIyEhtDc9gERERtUDyDKBm387Dhw+//PLL0dHRupW8BouIiKgFkmcANe92bt26tXPnzklJSfXqd+/erffTgobq7zbykMvTP4iIiBQkzwBq3u1seGlURUXFXc33XS1ZssRCw8XFRfd7sPTW32XAIiIianryDKCytFNZ8vQPIiIiBckzgMrSTmXJ0z+IiIgUJM8AKks7lSVP/yAiIlKQPAOoLO1Uljz9g4iISEHyDKCytFNZ8vQPIiIiBckzgMrSTmXJ0z+IiIgUJM8AKks7lSVP/yAiIlKQPAOoLO1Uljz9g4iISEHyDKCytFNZ8vQPIiIiBckzgMrSTmXJ0z+IiIgUJM8AKks7lSVP/yAiIlKQPAOoLO1Uljz9g4iISEHyDKCytFNZ8vQPIiIiBckzgMrSzsf31IOae3OIiIjMjzwDqCztVJY8/YOIiEhB8gygsrRTWfL0DyIiIgXJM4DK0k5lydM/iIiIFCTPACpLO5UlT/8gIiJSkDwDqCztVJY8/YOIiEhB8gygsrRTWfL0DyIiIgXJM4DK0k5lydM/iIiIFCTPACpLO5UlT/8gIiJSkDwDqCztVJY8/YOIiEhB8gygsrRTWfL0DyIiIgXJM4DK0k5lydM/iIiIFCTPACpLO5UlT/8gIiJSkDwDqCztVJY8/YOIiEhB8gygraGdxcXFr776qu4xq6urW7p0qYWFRYcOHVxdXXHXeH1jydM/iIiIFCTPANoa2uns7Lxx40bdY7Znz55u3bplaGBi7969xusbS57+QUREpCB5BlCzb2diYuIbb7xx69Yt3WNmbW3t6ekppjFhY2NjvL6x5OkfRERECpJnADX7dg4aNOjgwYN3Hzxm7du3Ly4uFtNFRUUWFhbG6xtLnv5BRESkIHkGUPNup6+vr0qlEpdS6R6zNm3aVFdXi2lMtG3b1ni9Xk8Z1STtISIiatXkGUDNrJ318k3Xrl2Dg4O1D2ln4xksIiKiFkieAdS822noxBKvwSIiImqB5BlAW087dY/Z7t279X5a0FD93UYecnn6BxERkYLkGUBbTzvrfQ/WkiVLLDRcXFx0vwdLb/1dBiwiIqKmJ88AKks7lSVP/yAiIlKQPAOoLO1Uljz9g4iISEHyDKCytFNZ8vQPIiIiBckzgMrSTmXJ0z+IiIgUJM8AKks7lSVP/yAiIlKQPAOoLO1Uljz9g4iISEHyDKCytFNZ8vQPIiIiBckzgMrSTmXJ0z+IiIgUJM8AKks7lSVP/yAiIlKQPAOoLO1Uljz9g4iISEHyDKCytFNZ8vQPIiIiBckzgMrSTmXJ0z+IiIgUJM8AKks7lSVP/yAiIlKQPAOoLO18fE89qLk3h4iIyPzIM4DK0k5lPUVERESPpLnH8CdElnY+MU+g63AVLWH5XEULWT5X0UKWz1W0kOW3mlW0AtxHCmsdPbsVrKIVNKF1rKIVNKF1rKIVNKF1rKIVNOHJrKIV4D5SWOvo2a1gFa2gCa1jFa2gCa1jFa2gCa1jFa2gCU9mFa0A95HCWkfPbgWraAVNaB2raAVNaB2raAVNaB2raAVNeDKraAW4j0gP/vG0EDwQLQQPRAvBA9FC8ECYgvuI9OAfTwvBA9FC8EC0EDwQLQQPhCm4j0gP/vG0EDwQLQQPRAvBA9FC8ECYgvuI9OAfTwvBA9FC8EC0EDwQLQQPhCm4j0gP/vG0EDwQLQQPRAvBA9FC8ECYgvuIiIiISGEMWEREREQKY8AiIiIiUhgDFhEREZHCGLCIiIiIFMaARURERKQwBiwiIiIihTFgSeGp++rVx8XF9e/f/7nnnnv55Zf37dvX8Il1dXVLly61sLDo0KGDq6sr7hqvJ+P0HoinHtS+ffuGT+SBUJbeA5Genj548GALDUzgbsMn8kAoS++BKC0tnTRp0vPPP9+xY8c1a9bofSIPhIK8vLzs7e3btWvXqVOn6dOnl5SUiHpTdiYPhBEMWBKp9yqWkpLy6quvHjhw4Nq1a9nZ2WPHjm34lD179nTr1i1DAxN79+41Xk+mMPIdfdu2bVu8eHHDeh6IplDvQFhbW69YsaJUY9myZbjb8Ck8EE2h3oGYMmWKk5PTFY0xY8bs37+/4VN4IBTUr18/T0/PioqKwsLCWbNmOTo6inpTdiYPhBEMWBKp9yqGRLVz507jc2KMwR+emMaEjY2N8XoyhaGAVVVV1aVLl9zc3IZz8kA0hXoH4re//W15ebmYvn79Ou42nJMHoinUOxAvvPACRnoxjYxla2vbcE4eiCaCP4HnnntOTBvZmTwQpmDAkki9V7GXXnpp1apVnTp1ev755ydNmoT/2hvO2b59++LiYjFdVFRkYWFhvJ5MYShg4Z+8qVOn6p2TB6Ip1DsQb7311urVq8vKyvC3sHLlStxtOCcPRFNoGLCwD8U0kpbuzuSBaGonTpzo1auXmDayM3kgTMGAJZF6r2Jt27adMGFCoYaTk9OUKVMaPqVNmzbV1dViGhN4ivF6MoXegFVbW/tf//VfiYmJep/CA9EU6h2I3Nzc1157TVwShIm8vLyGT+GBaAr1DsTEiRPHjx8vXprGjRv3zDPPNHwKD0RTiI2N7dKlS0pKirhrys7kgTCCAUsi9V7F8B+G7r+JHTt2bPgU/nfSFPQGrMOHDw8ZMsTQU3ggmkK9A9G3b99ly5Zpr8HC3YZP4YFoCvUOxNWrV5GrOnTo8NJLL23YsOGPf/xjw6fwQCguICCgc+fOkZGR2hpTdiYPhBEMWBKp9ypma2ure6GD3oDF99ebgt6A9fe//z0kJMTQU3ggmkK9A/Hss88augZLiweiKRj52MeuXbsQthrW80AoC//gvfzyy9HR0bqVpuxMHggjGLAkUu9VbN++fdrz8E5OTrpX/2jn3L17t95PghiqJ1M0HE48PDy6d+9uZE4eiKbQ8FOEK1euFGewli9frveSXh6IplDvQOB1KScnB0fh0KFDr776anJycsM5eSAUtHXr1s6dOyclJdWrN7IzeSBMwYAlhXrftKStX716dceOHTt06DBx4kS9F7nX1dUtWbJEfDOQi4uL7nec6K0n4wwdCFtb2xMnTuidX0zwQChL74FITU0dOHDg/9NwcHBIS0vTnV9M8EAoS++BwP9+L7/88m9/+9t+/frFxsbWm19M8EAo6KkGKioq7hrdmTwQpmDAIiIiIlIYAxYRERGRwhiwiIiIiBTGgEVERESkMAas1q+xP+RpqN7Qcuox8hufD/1taUHv778KxcXFr776qpEPdRMREbUEHKhav8b+kKehekPLqcfQ0035bWldelOUs7Pzxo0bGbCIiKiF40AlF1N+yNOUL4jTXU49hp5u5Lel9WqYohITE994441bt24xYBERUQvHgUoupvyQpyk/caC7nHoMPd3Ib0vr1TBFDRo06ODBg3ofIiIialE4UEnExB/yfOiPdNZbTj2Gnm7Kb0vrqpeifH19VSqVuKKLAYuIiFo4DlSyMP2HPI2fwWq4nHrXpBtZrN7fljZ0SXu9mq5duwYHB+t9iIiIqKXhQCWFRv2Qp5FrsPQupx5DTzflt6V11UtRDX/MwfjTiYiImhFHqdavsT/kaaje0HJMXKyR35bWy0iEYroiIqIWjgNV69fYH/I0VG9oOfUY+Y1PQ78tbXyD9c7wODuEiIioqXGgIiIiIlIYAxYRERGRwhiwiIiIiBTGgEVERESkMAYsIiIiIoUxYBEREREpjAGLiIiISGEMWEREREQKY8AiIiIiUhgDFhEREZHCGLCIiIiIFMaARURERKQwBiwiIiIihTFgERERESmMAYuIiIhIYQxYRERERApjwCIiIiJSGAMWERERkcIYsIiIiIgUxoBFREREpDAGLCIiIiKFMWARERERKYwBi4iIiEhhDFhERERECmPAIiIiIlIYAxYRERGRwv4/wFyHfAO50ekAAAAASUVORK5CYII=)
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