Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-04-20020711_060400_20020711_104900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/11 |
Start Time | | 2002/07/11 06:04 |
End Time | | 2002/07/11 10:47 |
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 | | -16.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-04-20020711_060400_20020711_104900-constBx0 |
Minimum Dst Value | | 5 |
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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U//M//7N+/XrLeyVOAlV2nGlpaT179vx/End39/T0dNZeWlrq6enJvh/L29vb8HuwTLaXocACAADb8sEHH6xevbqgoODVbI42FBQU9I9//OPQoUMWZhMngYoSJ1/ijA8AAFAoSlVPnjx5xRu9evVqy5YtLcwgTgIVJU6+xBkfAACgULWVqixvV5wEKkqcfIkzPgAAQKFQYNUuUeLkS5zxAQAACoUCq3aJEidf4owPAABQKBRYtUuUOPkSZ3wAAIBCVT9VyV/B8Prrrzdu3HjIkCHZ2dnV3K44CVSUOKuvwhd+1PbuAAAAWMKlwGITz549y8nJmT17touLSzW3K04CFSVOvsQZHwAAoFAWUlX+uXOFycnWrqGwsLBBgwY0MWnSpC1btsjtmzdvppaqbLfSZ22JKHHyJc74AAAAhTKXqnKjozVqNd0qrbEMz2DdunXL29vb1dWVHj5+/Lhjx4579uyh6d27d9N0SUlJpdutyrO2RJQ4+RJnfAAAgEKZS1XZISGswNKdOVPpGgw5ODgkJSWxp27fvt2qVSsfHx+6p+mqbLcqz9oSUeLkS5zxAQAACmUuVZU+fUo1Vm50tFVr0Gq1vr6+bm5ucsvChQtphtWrV1dxu1V51paIEidf4owPAABQKI4XuTNFRUXsGiySkJDQrFmzffv2/fWvf7169WrVtytOAhUlTr7EGR8AAKBQfAus/Pz8BQsWODo60vT9+/fbtGlz9OhRmj5w4MCHH3748OHDKm5XnASq+DipiO7evfvbb7/dtGnTzZs3s8bS0lIvLy+VSuXg4ODj40MPLbdbS5zxAQAACsXxe7BIw4YN+/Tpk56eTu0jRozYtGmTPNuaNWtGjx5dxe2Kk0CVHWdqamrz5s137Nhx9+7drKysoUOHsvaAgIC2bdtmSGgiMDDQcru1xBkfAACgUPgm99ql7Dipolq/fr1xu5OTU1hYGJumCWdnZ8vt1hJnfAAAgEKhwKpdyo6zcePGCxYsaNKkScOGDUeMGFFQUMDa7e3tdTodm9ZqtSqVynK7tcQZHwAAoFAosGqXsuOsV6/esGHD8iRDhgwZNWoUa7ezs5O/9IwmaDbL7Sa9ZlGNxQQAAMABCqzapew47e3ttVotm6Yaq1GjRnI7zmABAIDIUGDVLmXH6eLiQnUVm759+7ZcYOEaLAAAEBwKrNql7Dg3b9782WefyR8Ryn8m6u/vb/KvBc21l1nZ5eKMDwAAUCgUWLVL8XEuXLiwUaNGDg4Ow4cPly9yLy0t9fT0VEm8vb0NvwfLZHsZCiwAALAtKLBqlyhx8iXO+AAAAIXi+EWjr7/+euPGjYcMGZKdnV3N7YqTQEWJky9xxgcAACgUx5/KefbsWU5OzuzZs11cXKq5XXESqChx8iXO+AAAAIWykKry888VFiZbu4bCwkL2Y88dOnTYtWuX3J6VldWkSRN6ttLtVvqsLRElTr7EGR8AAKBQ5lJVbm60RqOmW6U1luEZrFu3bnl7e7u6utLDiIiI//zP/6RG9uzYsWNXrlxZ6Xar8qwtESVOvsQZHwAAoFDmUlV2dggrsHS6M5WuwZCDg0NSUhJ76n//93937txJE2lpac2aNXvw4EGl263Ks7ZElDj5Emd8AACAQplLVaWlT6nGys2NtmoNWq3W19fXzc2NPQwKCnr//fefPn06dOjQb7/9tirbrcqztkSUOPkSZ3wAAIBCcbzInSkqKmLXYJVJX3vUpk0bT0/Pli1bPn78uOrbFSeBihJn9eG3CAEAQEH4Flj5+fkLFixwdHSUW3bv3k0z/PDDD1ZtV5wEKkqcfIkzPgAAQKE4fg8WadiwYZ8+fdLT0+Vn9+7d27p16ydPnli1XXESqChx8iXO+AAAAIWq6VT10Ucf/fzzz9ZuV5wEKkqcfIkzPgAAQKFqLlU9e/bs+++/b9OmjfxNDVXfrjgJVJQ4+RJnfAAAgELVXKqiNbds2TI+Pv4ltitOAhUlTr7EGR8AAKBQ+LHn2iVKnHyJMz4AAEChUGDVLluIU6fTNW/e3LDPSktLvby8VCqVg4ODj48PPbTcbi1xxgcAACgUCqzaZQtxTpkyZfny5YZ9FhAQ0LZt2wwJTQQGBlput5Y44wMAABQKBVbtUnycycnJ77333qNHjwz7zMnJKSwsjE3ThLOzs+V2a4kzPgAAQKFQYNUuxcfZq1cv9nuThn1mb2+v0+nYtFarValUltutJc74AAAAheL4RaOvv/5648aNhwwZkp2dXc3tipNAlR1nZGSkWq1ml1IZ9pmdnV1JSQmbpol69epZbjfpNYtqJB4AAABOOP5UzrNnz3JycmbPnu3i4lLN7YqTQJUdZ5s2bWJjY9k0zmABAADILKSqc/nnkguTrV1DYWGh/GPPFk46oMBilB2nuRNLuAYLAAAEZy5VRedGqzVqulVaYxmewbp165a3t7erq2uFeTZt2uTh4VGV7VblWVtiO3Ea9pm/v7/JvxY0115mZZeLMz4AAEChzKWqkOwQVmCd0Z2pdA2GHBwckpKSDGeIior68MMPi4qKqrLdqjxrS2wnzgrfg+Xp6amSUMVt+D1YJtvLUGABAIBtMZeqnpY+pRorOjfaqjVotVpfX183Nze55fLly61bt75+/XoVt1uVZ22JKHHyJc74AAAAheJ4kTtTVFQkX4OVl5f3/vvvx8XFWbtdcRKoKHHyJc74AAAAheJbYOXn5y9YsMDR0ZE9pImtW7e+xHbFSaCixMmXOOMDAAAUiuP3YJGGDRv26dMnPT3d+Cn8FaFJosTJlzjjAwAAFKq2UhUKLEaUOPkSZ3wAAIBCocCqXaLEyZc44wMAABQKBVbtEiVOvsQZHwAAoFAosGqXKHFWn4UL+gAAAOqaWklVOp3uX/7lXyzMIE4CFSVOvsQZHwAAoFBU6KSkpLzijc6cOXPgwIEWZhAngYoSJ1/ijA8AAFCoUaNGDRs2rLi4+NVsrqCgYPHixY0aNUpMTLQwmzgJVJQ4+RJnfAAAgELpdLpOnTq99qq88cYbLi4uFy5csLxX4iRQUeLkS5zxAQAAwJE4CVSUOPkSZ3wAAABwJE4CFSVOvsQZHwAAAByJk0CVHWd4eLibm1v9+vWbNGkyduzY/Px81l5aWurl5aVSqRwcHHx8fOih5XZriTM+AAAAOBIngSo7zm7duoWFhRUXF+fl5U2cOLF3796sPSAgoG3bthkSmggMDLTcbi1xxgcAAABH4iRQ24mzqKjo7bffZtNOTk5UeLFpmnB2drbcbi1xxgcAAABH4iRQ24kzKCioU6dObNre3l6n07FprVarUqkst1tLnPEBAADAkTgJ1EbiPH/+fKtWrVJTU9lDOzu7kpISNk0T9erVs9xukuUv/KixUAAAAGyWOAnUFuKMiYlp0aLF6dOn5RacwQIAAKiDxEmgio9z9+7dTZs2PXv2rGEjrsECAACog8RJoMqO08/Pr0WLFsY/Zunv72/yrwXNtZdZ2eXijA8AAACOxEmgyo7T+NIo9quWpaWlnp6eKom3t7fh92CZbC9DgQUAAFDzxEmgosTJlzjjAwAAgCNxEqgocfIlzvgAAADgSJwEKkqcfIkzPgAAADgSJ4GKEidf4owPAAAAjsRJoKLEyZc44wMAAIAjcRKoKHHyJc74AAAA4EicBCpKnHyJMz4AAAA4EieBihJn9eG3CAEAAKpJnAQqSpx8iTM+AAAAOBIngYoSJ1/ijA8AAACOxEmgosTJlzjjAwAAgCNxEmgtxGkDB9cGQgAAAHj1xEmgKLBehg2EAAAgmpKiInn6fnb23cTE0qdPi9LTH+TmXly27Pq+fTQDTZtcls1JE9qTJ3/Pz6f73Ohoaqx0Q7bnycOH5gKvCnESKAqsl2EDIQAw6UXpkTmRj589ru0dAWWg5Er3VGGwCS6KMzONN/Hs8T/HJE0/ysujjWaHhNA91UDUkrF7d/K6dTc0mjOzZmXu2RM3Zsz5RYuo5Zyvb+Lq1RFdulxasSLS3f3k1KnHRoyI8vCInzNHo1Zf/OqrYyNHnp03j6bpdmToULqPGTiQPQx1dg5xckr+7rtTM2Zk/PILzZmwdCndH+7bN3bkSJrhmHQf1qEDm5/2xziceE9PeiptyxbaTypE6CbHQi2XVq6kyoxCpnKNnqI6r0yq9miaNVJxln/unFzBsMVpQdoWHRk25+OCArrdOnqU1kZlIm3rzvnzqYGBdCvKyLgZHl5SXEwroVXRbHTPNkQTtBJzFWSlaEHa0M3QUDq2dGAzd+9OWrMmPyGBGguSkvLi4u4kJJhckLpMfor2QZwEWjsFljk1venS0lIvLy+VSuXg4ODj40MPX2494owPsG35v+c7hThRoqAX5rxHeTWxCcoZx8ePv7hsWU2svI6wkLEo+VUoRCi5UnIyPiCUgdiJATmzUlqlmamwsHZ/aKNUfFBmZXmdJmjNmXv3nvXxyQ4NpfR/befOmMGDqSK5ERxMFcnD3FzaenFW1slp02ieeC8v2kPKnfp7Pz+qMGieM198QTXKhaVLqf44PWMG3Ye7ulLiNNyuYUlEDPecnqKZaa8Odu9O5QtVQlcCArKCg1M2bIj38aFyhMogKmLoPmbQIFozq1EuLF5Mg4fuKaPTFg9//DE1Rg8YQNPUwkqcMFdXug/v3Jk9LG/s2NFco7yg4eKH+vbVP9W1q1xmmZhTKqoie/bUP3R0ZI3pW7de27FDjpSOvPbkyVAXF3rqsLTOQx4edNwo6oTFi+k+dvRoagx5vjj1gj72KVPk+ekW1bs33VOFR8f/7Ny5dE83WlZf3g0frj8CH39Mm9DfnJ13dtXPv7+9OszFZf0g9cYB6lC3TtRIhSNNR/Tz0HR0odvh/v2DHdVHP/tsRzf1wR49fpjZ96cvBh/97quN8wdmhmsurF1NI+3g//keWbsk7/zZ83s205hh1SEVZPTU8v3TP/m569JVfft9r1442+XLCepvRpRHEcm23tWNNUZ/PmHb8G43Dhw477eKKrwyqVwO69aFdum0t+cPI7rEfT5FnAQq1hmsgICAtm3bZkhoIjAw8OXWI874AJtEdZU8wQqs4ceG073PWR/u26I8rRmq1vRSs7fXdeejk8fPHvue8511ZpZ8NGRV+fiD0sY5X1+qA46NGEFpJnHVKioaKK9QDUEZN/GbbyhfsiqBJgxXSEUMy6MPtVpayb3UVCp9Lq1cqU/GffpESfn4/MKFdH9KmpOSq1Ufx1BqZAmeShOaoDxN9+FubmyjlFzlAkLO9FSysExpWE+waiPs+ZzljVLNEfr8/A2ViRR1TmQklWVUtFERQBXD6S++oAqAxU4hUMupzz+nIoCqoki29eeLG66zQjEUIT1k1Y98OygVN+UlzvOKhx1P2gE6UFQy0j3Fm7h6NW03bdOmo8OGnV+wgHaGnkrfvp2ORvq2bbSfJyZNuhkRQT11OzaWKsjC5OT72dlUBdKzVE2ynaf+pTmp5jszaxYtTrUpxas7fTptyxaqoqh6yI4+RJujOU9MnkyVYsauXWzHLq1aFTVr0gmpbPrnTTrU1K36QLp39xumXjla/UN/p0VT1DsHd6H7wL7tqEChxu9GuHzuq944vsu4Zeqlk9Q0PX2+2nuu84CN6mVeXUavVC+e2m7k12q69f2xPa16rH+X9vvVAwPbsy25b2tH959870z33Xeou+7U3watb0fzjPquAzX22u7I5nT5TX8/OKA9PTV4g34px2B1j5/0E9PXdaOlPvfr0idQ3W9TeQydfnWU5mnHHo5f02HQevVsv+601KBNzobrHPZde2qcuqLD5VMHk46H0m7QwwGb9Hvo8WM7cRKoWAWWk5NTWFgYm6YJZ2fnl1uPOOMDFIqKhjO6MzRRVFKxoNmQsoFe5qi2YA8T7yYGZwUPOTJE/3J8sDuXrVPeooqBva1PPLZao1FrgtUaN/0rcGpl72qomKBlKaXlHT9+JSCAXfVSHcWZmZQ42RUzT548Ti9KL3hcQLVewJUAlhLWRy3W10bBwZSSKRnTPWVB9qEV7YzuzJkK52noKUrJVFGV1yhOTixlGp7YeKGacXFhZSUteH3fvpyoKKo/qISiwoJurLA49NFH+lW1b2+4eFSvXmzNT4qLK5wcqoB2kiqG9J9+ouIgef16VrKwxeV1UvWmP/n0xRf62mvixGMjR1LpwIqVw/36sUKHygUK/+zcubSHV/z9qTRM+Oor2n/ah3gfH3qK6g+q2zJ/+YUqSLqVF0PdusnnhyqUTRUaT0inqS6tWKFfZ48e4dKzyd99R6VMVlDQkaFDqd+T/PyoDKJyjSJK/f572jTt6tUtW9hnYVS/3rtyhQodGmN0VNnna4ZVO3XZy312yf6nPC19+vCJfvF8Xbb8VEh2yI5rO/Zd3zfpxKRNqZuo28bFjRscM5hq4R8n9V47VB0+qO+3n6h3d3OiaSqSJujfUqiXxPmM/Ln36qBZM7d+PHGrx6ZN0yev6bQr4pup0eMXn13AjkhnTUe67xPaU1+aaMorJOcQ/UR36T9MuwPlx85Roy9ruoa6ydPShCP7bytPyxM9w/WNzs/XyW5scafnczpJpVKX3/S1Ubtgw2KQaql20gzlD/tuc3bep/YOGksrnBI3yXDObhFd6b699D5Nv/UD+gU772svr5+qt/KtazrRfccDzuIkULEKLHt7e51Ox6a1Wq1KpXq59YgzPkAponOjhx4Z+uPVH9clr6Mc4BruSq9lU05MoftF5xcl3ElYdnHZzms7KU9QYtC/qkZ0SS5Mzn1Q/tnWufxzPmd9jt46WumGKMlRejN3sQW5l5rKXnsT13ydErIh6cL/6QssjTpkrqPGV50R9DNVAybLBapjktasubx2bXmGlk66HB06VH8dzJIl9BSl4ZzISH2ivXiRJqj2op2hsuleWhrVbfLndLqLZ28cCUnfvj164oALy5ZoxqojhpSfv/nsVw/6Z1Bkf/2rf4jTR4c+ouTkM8/lszXq70d13tFNvf95Ptq/YvqidQOivtRftRPu5hY6d9JvniMvr1t3dNiwyGljfL5Qr//UadUXbsvmuKVt3XLWx+fy//2fRvrshi0e7+1NxUrGL7+kbNhAtR3bMVaEUTFH01nBwWzO8E6d9CdLFiyg2ig3Kire05PWdmHxYiryEsJ2++2fHRP5IxUrtCwFyEoHdhUOWycVbTfDw49PmGBYS10PCrp19ChVqHFjxlzdupWOGK2cfUin78HcLPmYrzq3bFjkJ34nv+pwoP2X0V7rLq/dlr6NatDwm+GPnz3OLM7Ub+KutuT3f5YsrP4okz71Y59qnZw8mZ1JohtFFz9nDrVTEUaBZO7ZQ2UZtVOFRE/JfcQ+vqT7SgvoO/kXHz3Ky82NzsjYff/+zezskKKiq0lJazIzfz13zjcubkxqauCRI0OzsoItr8cQDXuKjv4v0H8W+i9D/3H8kvxcQl0GRA9wj3Sn/zszTs2g47gsYdnIYyPnnJlTXo5INURXqZ6Qbz0i9HVM//096L7Db+V1T3upQup2sJvhnM6hznIxZFCd6Oeh7eprmvBOrLFXVC+6H3d8HHtK+izQZeKJiXTvFe+lPzsV84m79MHh9vTt9E4p+EbwmLgxm9M2R9L/ipzI/df3U+Ox28couoM5B2edmUX/tf1T/McfH6+5oaHpAzcO0Gz0ikGvALvSf6aJYQcHb03dsuXypl1Xd+669KNXxGT/2JXdf+3gGz51cHi/kVFD7z0qeKDTv1+iArRMermgZWmFtEvrk9fT1ndn7GaNtDZ6C3cg68CIyCFTgz5lES0+4km7RG/5aJcO5xwWJ4GKEidjZ2dXUlLCpmmiXr16Fma2cK2YOOMDlGJQaB/D96aOIf98a0sJg95qy6/p3vHe9JpLGYXlDLnGIlkFGaMODJx9cOKTJ48NT9vQNKVDlqHZRcGRvXoZXkbDrjsuk6qr4uvXyz9I+r4j1VVhm7tQaszM3MPKrMPr+muk60sKU1Mov+bFxWXu38vqLf2HidI+rp/S7cvPXXZN6j9vhnrvpy98bsU+M2Kfy8ifc7HNxY4aRWXElZ82aPZJJ8w2S1XdZif9dverpTfP6o7S+/Lue/T5r3OI68OnDymq9kH6Rve9+nMJPX/teNprDhUEnX7RNw7b4LLLTb1pQPm78+Gr1Z32qAcHusjvzuk2/dR0Os6UsR7ezmWXElPRo9WepCLg5s0IVgFQgUvphxVYCUuXlkmfMO79bg7dtOkpUWHf0xFg18Bl38+mHglMDaSkRQmMneRgZR8deUq1p2fN0kiXWmeHhNwICWGxHx87NsTJ6fjk8Rovx5BZTqcvR1DCyyjOoBqCshqVC5RWqcdpncsvLqdO94z3pIJ7acJSFgJV23IFINcHI46NoPtRx0bRszR+AlIDKEf6JfrR4rQsGxhh1zXrzn1zvfi6JnF3Pg2C3/PpeK68tJI2RFmWDgsFQuUaazf8KNbwjyroWMXHe964ceD8+UVXrgRcvLjs+PHxV69uPXp02IULS/SdGOLIBk9kZG+6j4rqzR6yW1hYB6nRg+qttLQtbJ23bh2ldeqkk7iy69f30Tp3JH5jWCexqNkRkG/tQ9sbN046Pkkfu1R1rU5cTYd00olJPQ7qSyv2/0s+h7QqcRUdYf8r/lR/DD82nCohOhSfHtVXG5+f+pwaqWdpSJzUnqROp1q28HEhjR/qehok1EglLE3QDtOzVNAUlRSxs2vsoNHweMqu1Ct9+b/jqyYqjZ9IdbblP4558HvxquAvNh5cXKFdnARaa3EmJiY6Ozs3aNDgVVYtOIMFtmrFYg/nfeoRa5zY5wKh2aFb0rZE5UZNj51Cr+BUUckJYFv6NpqfUi9LBvFpMdqTJ9kZkRW/TmONG8e6UcJODws+khNzLTZKf01x9+4L53WesKzdhoUDR36t3jjzhbrn6Kef0n2cdAFvuKvr8SsH917aHrxLn/lCf+5QJr0ih4e76nPknJ6aPuqIKd00e6kGaqfZqtbsUceuHXlwTc9T/lM1O9SbA8pPIvWUUtfw8EFUl8SNG8euraHCgioetjl2/VCwozpK+nwtakpvzXa1Zn153g0J1mfl8GD9RkM07Y8cHBIZ2mfTkn4Tl6p/mtx3/SD9BzqsKPSUTlGwD0npNvvMbDpcPffqr1b55Df9uYReIeWnItpJH3/01OjzbpfwF7LviOgBoaEup059TtXktWs7aFoqCHrS/bfP5/n+xDcrQ2aduBa6NG7s+ufFTc9I/cdDE49PNNwHdutzSF80947sfWzlrFMrPHf2V/t5qcP79tg1Th3Uq/28BepFc9WePk4DNqp/9Z+WlPANlXS0uT3PP2Pqe7iv4XkRdmOFhdPzD3RGxY6i3L8xZePgmMFfXvySFRys5qCyQH9WJrSD4eKs5ugY1nFK7OjZJ8tHS99DfdnmqHSQN9c5ojObk22uV2Qvup936vPuoR2WnJnV/WA32uIPVwIWxHvtO+Sh76nwzi+WTZ2ke9fy3pRqLKqi9DX64X50HxHRJTZ2ZGSke0LClzS04uLGsjmPJK3ed2FxUERXPzrgke69wjpMONxvzOH+fSO6fB3W8XONelx4Z8PSiiohegeyIXn9tLjRG5L8vkn8hiqnvZl7qSr98eqPdHBogkqf5MLkMoOzd+T33/MfPMildioirxReof9uVBtROXv01lEqfUql6ofNTw+pEKF7dkbQcCXKcvNmOHXBhQuLaXjT8X/w4IW/7SgpKXpmpt6io1Hy/FoFmhYngdZanI6OjkuWLHnw4MGr3CiuwQJbdW3HDqo/TkyevKObek8ndcKXX56cNo3u9R9XeXreTU05uHnZtStnKAeUSdesaNMuL17hsW7FEHZB9Dnpspu9y6a47VJ7bFbPm6GevFj96Y/6VNTn5w59AtUD15enWNdgKfuGdN2wxnHXko6a8S77PNXhEzoH+ql3TOk4fLV6zPLyOTfGfxm9b5LuevlZBHqFvX8/+0TMRH02/a2TYTYN+U2636tPottfLC8+Pzn9RNrmbO2ZlRdXfHFyxqzTX1Dj3DPeAzUecw5PHRTWt0dIl13J2+ZEjN6x/xO2ttMHZ54K+/xmdvi5c7463dnr1/ddStvSS38JiDo60e9eaiodK9rCQXf3k9On66/vubT98PFxl7JDlyYsXXVpFds6Jdcj16Pmnp3LHv6U/hOVpN8mf0tlRMTNCDqM+b/np95Lpfy6IWUDNQbGjt4rbX2/dIuI7LFZow4+Pn5CiJOXpidbiZN06Uw3Ka87ySdLpGKoR3ndU34KZMSRoR3DnIMz94am/RB1daszVSqadq7S4oM0+sV7H2j3QnkX5jab6omwDt9r1IEhjm5SDTEoZpBa+rzJI8qDqpkJxyd0DOuwKXXT+OPj1yevdw5xptkq/OlodlHG3d/zKai9134+qzvre843JDtkxsmpSy4s7HvIg3Zv7eU142NHTpP+JEI/GKT6qf/h/obnhD458gnVYWuS1nwc/TH7rE2+dQjR77ZzyAs7P+pg10Ea9TfRg6aEOC6IcFsW5TE1tEPkWa81Ie3jE1f/EO8Zk7Y5XXc+JmP3ydzDXnGjT92KOX4zIrMwlergYUeHaW5oFp1f9OOlFR6adiNCyk/C9ZAmuoe0f3Hr+sP7cUS3aRFdvzk6bF9Et50hzleu+J84MenChUX6NwOhLikp/omJ39BA1WpPPnlSnJ0dUlCQlJoaSI2pqQHR0R8nJf2fVNuNDgnRnxzVak8a/2e8dGklrSozc2+J0RWQ1JKVFXzvXmpRUXphYTJVGzTB2um+QiO9LaF7qlrolp9/jnZDrmloDXSjUv7kyWm5uUeuXAnQ6U6npGygW2FhCm2CVkgrKX1+lovKQdpVWiH9dygqunbr1tG8vDhq1OnOyNUP2xDd2NYN0QoTEpbGxHwiFbvt2X+0s2fn0dbT07fRYUlIWEYhHzzYnbZCB+3Jk4eGFRXNQIfr+vW9tPXU1B/ESaC1Fmf9+vXv37//ijfq7+9v7q8IrepyccYHKEjp06fpYVs1O9SaQLXGR61ZrQ4f1kkzXh3Rzy1qsodmqTr02/Zh2zoe3zBBs1h9yLOfZppaM1qt8Wynn3NSJ5ohfJRr7pkTSZePlp+EkD47c31+ma3bgY6OB9qNPzJGn0Sl0xuOVC5QiaBRD5BSV0/52lvpIbuIZP75+WPixlAKZJcP74zq5alR+x90HxXcwTek396YyRvC+3vud+2oUS/a73b4cN8zZ2ZdvZd28nZsUUlRVHbEhlMz9anxeY50kVKmm5TX1f9s1G/OI8y1c4jjqIieudJ5Bap+tqRtySrOCr8Zviu9/HRdYPLaYuksQl7S8czwX/UHaoc65IA+Ux47NpJyWM69VPfwTl1DOyTqzlCWTblzYdbR4duT1tBSLF1RI2Ug6Uqga2lpWyif5eefp8y3/dLXjpp2gyN7dNIXQ+p+0mdG7HI3J43jss3tVm5p14Od7ynP/Y4rNOqVGvW34a6fa9QbDnYfrVEv1bSbp1HTLSSsY7BGHRMzmHbsy9DyYNn1825SsHJ91kc6/n2los3leX3mf3iAn8bx9IWFa8Ncj56bF39u3sWLy6Oiegfrk6IP1QenT8/aKxWCiYmr4+M98/KOUyzZ2aHh4a6Rke5HjgyhZMnODNH8lBpDQ501oc57NOqjRz+lXdoa1ZfCpHAOn/U9cGrahWs7l8cMCk34cmJoe8/wzteu/Xwx8WtKtBcvLqPS1ivEaVm4mw+NB43aN9LdTaOefbDbEI16PMUiBdVF6k121aB8++jQR3TfL7qf2uD6J3ZVE/tUTj4J5xqmX9At3M1w8W5SiTkgyqN7SLtR4Z2HhrTvpWk3NPpjapx4uK9hcR8aqi8XDh7s9uJnke4a/fEfKM8gPevEzpwZLp6cvI4OHdU9dHv69CFVGzQk2JzR0f1p4ujRYUeODJUqs7U0cfr0F9Lpug7ln5gf7k/3VKZIc37GGg8d0u/hqVP6RhqWVLXQRtknobGxI6Xum2F4Yo+dKA0Lc3l+8k//0TxbW3T0IBpF1KEHD/aQHg6Utl4eQni4G92fODGBNnTixERaM23rkHRC8fLlNdR9ubnRFM6VK+URxcWNjorySEz8mipIGlFsJeyAhIY6Pd+l9tKc4+j+/PmFVMnl5ESxp9gJyMjIHuIk0FqL891338188cvlXoHS0lJPT0+VxNvb2/B7sFBggaI9epRHb2cpXxq++ocH6T92iQrpHfqL8z/bf2mnv/9NbThn2AHpeqkgV3qLmZEd3lnKXos0nSkv+mk6UBU1gF6dT0zcF9nrypXvg2I+WRE72jCfdZRSO9U3zlLeDQzvSAneXbqAV/7MyOOQh/5qMKky6/piOmQ50j3K3SPK4/OTUw9Ff0yv2mfOzKFdmhXZu7zakwqXuSHtP9OoF4Z1oNz8qUY9Un9GRz1Q4yQVWC98mMUuH2anwVxCXWafmT3pxKSQ2DFSRpmsz6kR3VnsMVGDpAQzhX0mFSxVHizzsXpCX16wOaWK59ixYYafXrF8Nk6KS76x9M8uXu4f2as8l0f22qhRUzV2LPPXG7diDS8hOnZsBO1DXNxYqmzoxj4vY5+F7Q93mxs7cn7c2KOZe9ecnhGdtX/KkSG7UvxPpG2+kPHL+fOLwiLdfaVP63pE9mBbXyutuULRwCYiIrpJDx0Ne/95hn7htOLzxOlsmDhZ5UFp+Grm3oyM3S/O2eHFxbtpXviMT784LUKFCI1V2m0qTdKv/3YyceWaxJW0zzOlSprqJLcIN7nAcn/xqH4S84na4IPU0bGj+x7uS92qlq5tosEz49SMyKwDO1M2phSmbEvfRqU2+9CK7n+XrgNLuJOQp4unKE6d+jw5eS3txrlzvlI9sS4zc29OTiTVlNQRFKBU6HzEjgDdqPH8+fnUnpy8Pi5uTFLSGvrvRl3JDl109GD5MNItPt6L6qrjxycYHhB2zNkBNCiGnKXj2cNwzueHuqdh97GDfOhQH8M5jxz5VBq6k9n8hoOHzSmfbWITrHSTC6wXNyTP6ci6WIrdxXCEUPfJLzj0ZoOOAyvEad+o6kpIWHrx4ornH46/EGZS0jdUqbMDQv+JxEmgtRbnxo0b+/Xrd+vWrdrageoQZ3yAUtCbYPa6dvz4uDNnvoiJ0RcNR458JuXpvqdPzdS/dP7qHPJLu+h9A6Sqy0NT/h76Y3pNPHlyivTaN0jz/HOuHRo15R7pw5EXijaWMkMOuv94ZWNUdsS6xG9mHJ8QlRO1IN7rRHZodOwoSl1szp/ivSnhbUnbQmmSXeGrfv4XUsOODqOip3dUefHkFe819MjQqSenlp9nMihc9h/us/jU9B3J352On0MrP3vWW6N/Z6xPdfR6zV7Nr179MeKsz8kbmpHHRs44Xf6ZFMvNA2MGsgKrQPq0hWUpeg/N9vDUqamUJCjlP3nykN6vS9nFiSoD+YQBS7Hs6jE5CUVF9WKFEc1Mt6gofS4JjvekYH9K/2nZxWWLzi+KuBlBE+lF6dn3s+8/zKWkQrf797PZ+TOmqCidbnfuJKSlbaH0z64a1tcBjwtotuzskOLiLDr+d+8mVtr7T0ufntGdoRj3Zu4NyQ5JT9925swsqgCOHBmamLiKnZnIyPj50qWVmZm/UePVq1uonsjODqVpCiE2dqRUJQygHqd5qIaOj/ekldA+p6YG6Cuh9G337qXevBl+9+5FOlDs4nGqWmgG6gKqJzT6c2NzaXFKsSw3x8bqL4o6fnwSNSYmfkNFVb504bZJ7CJuqocePtH/2QFN0KELTA2kOikyJ5L9bdqOazvoWWqne5o2/IvXdKOPtKzyxOCiqJKSItpVCpaOPB1/Cpn6iDWaXJbV3KxwYdUYHU92fGgl1AupqZtOnZpx/Pj4CxcWUUdkZPxKPXvvXhrdUxfcvn2M6pLc3EiahzooKyuY3uHk5sZIZ4/0jenpP9E0FYI0SukA5uUdpy2mpKyn2ehGVQ7tPN3TFmknaeTIg6eg4DIteONGyIkTk2g9t28fpWFWXHxdGlfX8/LitNqTtEJqpKekDe1gvX/jRhDdX7iwmA0J6fylC+0wjV7j8I0/A6XDRQctLy+W1km1FzsshdIVbLRvFCAdSXESaK3Fqeg/zVPQroIgKCOyd4dyC732UbamV2F6ZaSXYHq5l5+iaWqh1M7yPXuVpMbMzF/ZC+KFC0vp9VF+lvIrJWN6D0r5+OLF5fSCS0nXws7Q/PQaXSEnrby0kkqQq/euUmqkJEo5lcqChDsJVBCwv0VKvJtIZZbPWW9aljJTRsYuSku3jL45gl2YIk9XuNKWBGcFb0vfpn2ojcuLK3xcuO/6PnaFcpn0x2WUq3Jzj1BWq/CH/XSsKKdS4qG6gZIWm7OwMIVSFwVCh5HqlZycSGq8c+c8u4yGFqGnaB/YUpa6p1ZROBZ2j12bTOnWOFlWBVvKsFNoc2zksGH2EutUEAqfep9KMTai6DiYK8UUh30mTuH8bvRNvFVEi9N/GePL1MRJoKLEyZc44wOUgnJkbm60YZ57OVRPGF/iWoHNZ00AqDniJFBR4uRLnPEBAADAkTgJVJQ4+RJnfAAAAHAkTgIVJU6+xBkfAAAAHImTQEWJs/oUej0+AABA3SFOAhUlTr7EGR8AAAAciZNARYmTL3HGBwAAAEfiJFBR4uRLnPEBAADAkTgJVJQ4+RJnfAAAAHAkTgIVJU6+xBkfAAAAHImTQEWJky9xxgcAAABH4iRQUeLkS5zxAQAAwJE4CVTZcYaHh7u5udWvX79JkyZjx47Nzy//TcrS0lIvLy+VSuXg4ODj40MPLbdbS5zxAQAAwJE4CVTZcXbr1i0sLKy4uDgvL2/ixIm9e/dm7QEBAW3bts2Q0ERgYKDldmuJMz4AAAA4EieB2k6cRUVFb7/9Npt2cnKiwotN04Szs7PldmuJMz4AAAA4EieB2k6cQUFBnTp1YtP29vY6nY5Na7ValUplud1a4owPAAAAjsRJoDYS5/nz51u1apWamsoe2tnZlZSUsGmaqFevnuV2k16zqMZCAQAAsFniJFCFxWmyvomJiWnRosXp06flFpzBAgAAqIPESaCKj3P37t1NmzY9e/asYSOuwQIAAKiDxEmgyo7Tz8+vRYsWKSkpFdr9/f1N/rWgufYyK7tcnPEBAADAkTgJVNlxGl8aVVxcXCZ935Wnp6dK4u3tbfg9WCbby1BgAQAA1DxxEqgocfIlzvgAAADgSJwEKkqcfIkzPgAAADgSJ4GKEidf4owPAAAAjsRJoKLEyZc44wMAAIAjcRKoKHHyJc74AAAA4EicBCpKnHyJMz4AAAA4EieBihJn9eGncgAAAKpJnAQqSpx8iTM+AAAAOBIngYoSJ1/ijA8AAACOxEmgosTJlzjjAwAAgCNxEqgocfIlzvgAAADgSJwEKkqcfIkzPgAAADgSJ4GKEidf4owPAAAAjsRJoKLEyZc44wMAAIAjcRKoLcSp0+maN29u2GelpaVeXl4qlcrBwcHHx4ceWm63ljjjAwAAgCNxEqgtxDllypTly5cb9llAQEDbtm0zJDQRGBhoud1a4owPAAAAjsRJoIqPMzk5+b333nv06JFhnzk5OYWFhbFpmnB2drbcbi1xxgcAAABH4iRQxcfZq1evnTt3lr3YZ/b29jqdjk1rtVqVSmW53VrijA8AAACOxEmgyo4zMjJSrVazS6kM+8zOzq6kpIRN00S9evUst5v0mkU1Eg8AAIBNEyeBKizOCvVNmzZtYmNj5afk2XAGCwAAoA4SJ4EqO05zJ5ZwDRYAAEAdJE4CtZ04DfvM39/f5F8Lmmsvs7LLxRkfAAAAHImTQG0nzgrfg+Xp6amSeHt7G34Plsn2MhRYAAAANU+cBCpKnHyJMz4AAAA4EieBihInX+KMDwAAAI7ESaCixMmXOOMDAACAI3ESqChx8iXO+AAAAOBInAQqSpx8iTM+AAAAOBIngYoSJ1/ijA8AAACOxEmgosRZffipHAAAgGoSJ4GKEidf4owPAAAAjsRJoKLEyZc44wMAAIAjcRKoKHHyJc74AAAA4EicBCpKnHyJMz4AAAA4EieBihInX+KMDwAAAI7ESaCixMmXOOMDAACAI3ESqChx8iXO+AAAAOBInASq+DgTEhK6d+/+9ttvN23adPPmzayxtLTUy8tLpVI5ODj4+PjQQ8vt1hJnfAAAAHAkTgJVdpypqanNmzffsWPH3bt3s7Kyhg4dytoDAgLatm2bIaGJwMBAy+3WEmd8AAAAcCROAlV2nFRRrV+/3rjdyckpLCyMTdOEs7Oz5XZriTM+AAAAOBIngSo7zsaNGy9YsKBJkyYNGzYcMWJEQUEBa7e3t9fpdGxaq9WqVCrL7dYSZ3wAAABwJE4CVXac9erVGzZsWJ5kyJAho0aNYu12dnYlJSVsmiZoNsvtJr1mUY3FBAAAYLPESaAKi7NCfWNvb6/Vatk01ViNGjWS23EGCwAAoK4RJ4EqO04XFxeqq9j07du35QIL12ABAADUQeIkUGXHuXnz5s8++0z+iHD06NGs3d/f3+RfC5prL7Oyy8UZHwAAAByJk0AVH+fChQsbNWrk4OAwfPhw+SL30tJST09PlcTb29vwe7BMtpehwAIAAKh54iRQUeLkS5zxAQAAwJE4CVSUOPkSZ3wAAABwJE4CFSVOvsQZHwAAAByJk0BFiZMvccYHAAAAR+IkUFHi5Euc8QEAAMCROAlUlDj5Emd8AAAAcCROAhUlzurDT+UAAABUkzgJVJQ4+RJnfAAAAHAkTgIVJU6+xBkfAAAAHImTQEWJky9xxgcAAABH4iRQUeLkS5zxAQAAwJE4CVSUOPkSZ3wAAABwJE4CFSVOvsQZHwAAAByJk0CVHee1a9c8PDxUEpqgh6y9tLTUy8uLGh0cHHx8fOih5XZriTM+AAAAOBIngSo7TicnJ19f3wLJ3Llz6SFrDwgIaNu2bYaEJgIDAy23W0uc8QEAAMCROAlU2XG+9dZbRUVFbPrevXv0kE1TpRUWFsamacLZ2dlyu7XEGR8AAAAciZNAlR3nwIEDFy5cWFhYWFBQMH/+fHrI2u3t7XU6HZvWarUqlcpyu7XEGR8AAAAciZNAlR3nzZs33333XfbbNTSRk5PD2u3s7EpKStg0TdSrV89yu0mvWVRjMQEAANgscRKowuKsUN907dp17ty58jVY9JC1v4IzWAAAAPASXr4IUBRlx9mgQYNauQar+l7BCMMm6sL6sYk6sn5soo6sH5uoI+u3mU3UZcoOngqm+fPnszNY8+bNkwsmf39/k38taK697JWPA9sY2TawCRsIwTY2YQMh2MYmbCAE29iEDYTwajZRlyk7+LS0tJ49e/4/ibu7e3p6OmsvLS319PRk34/l7e1t+D1YJtvLUGCJugkbCME2NmEDIdjGJmwgBNvYhA2E8Go2UZcJHXwtso2RbQObsIEQbGMTNhCCbWzCBkKwjU3YQAivZhN1mdDB1yLBh13dgY6oI9ARdQQ6oo5AR9gAdGHtwH+eOgIdUUegI+oIdEQdgY6wAejC2oH/PHUEOqKOQEfUEeiIOgIdYQPQhbUD/3nqCHREHYGOqCPQEXUEOsIGoAtrB/7z1BHoiDoCHVFHoCPqCHSEDUAXAgAAAHCGAgsAAACAMxRYAAAAAJyhwAIAAADgDAUWAAAAAGcosAAAAAA4Q4EFAAAAwBkKLD5ee66K7bLS0lIvLy+VSuXg4ODj40MPLbeDZSYPeHh4uJubW/369Zs0aTJ27Nj8/HzjBdERfJnsiNDQ0I4dO7755pvUESNHjrx9+7bxgugIviy8BOl0uubNm5t7dUJH8GWyI157kckF0RHKhQKLJ3P/QywUWAEBAW3bts2Q0ERgYKDldqiKCge8W7duYWFhxcXFeXl5EydO7N27t/Ei6IiaUKEjOnfuvG/fvoKCgqKioiVLllDVa7wIOqImmHwJmjJlyvLly829OqEjaoJxgVXpIugI5UKBxVPVCyy5xcnJiXI/m6YJZ2dny+1QFRZetii1v/3228ZzoiNqgoWOoHr3rbfeMp4THVETjDsiOTn5vffee/TokbmUj46oCVUvsNARNgAFFk8vUWDZ29vrdDo2rdVqVSqV5XaoCgsvW0FBQZ06dTKeEx1RE8x1xP3791esWGF4KhEdUaOMO6JXr147d+40fgodUaOMj3ajRo3oncZ//dd/rVu37unTp8ZzoiOUCwUWTy/xEaGdnV1JSQmbpol69epZboeqMHfAz58/36pVq9TUVOOn0BE1wWRHsMtN/vKXv1y9etX4WXRETajQEZGRkWq1ml21Y+4/CzqiJpg82r///nt8fLyzs/PMmTONn0VHKBcKLJ5eosDCu5OaYPKAx8TEtGjR4vTp0yYXQUfUBHMj/969e4sWLerQoYPxU+iImlChI9q0aRMbG2vyKRk6oiZYyAVZWVkmDyY6QrlQYPH0EgUWPl+vCcYHfPfu3U2bNj179qy5RdARNcHCyKcay/BiOBk6oiZY/uM1k92EjqgJFv5HZGdnN27c2LgdHaFcKLB4eolrsPz9/U3+JYi5dqiKCgfcz8+vRYsWKSkpFuZER9SECh0xfPjw5OTkkpKSGzduTJs2zeQ1WOiImlCVi6krPERH1IQKR3vIkCGJiYmPHz+m/xddu3adPn268ZzoCOVCgcWHubeDFtrZRGlpqaenp0ri7e1t+B0nJtvBMpMH3Pj9enFxsfwUm0BH8GWyI3755Ze///3vf/zjH5s3bz5x4sQ7d+4Yzs8m0BF8VXqmylyBhY7gy8L/iDfffPO9997z9fV99OiR4fxsAh2hXCiwAAAAADhDgQUAAADAGQosAAAAAM5QYAEAAABwhgKLA3O/JWztj3RW5TeJLSxe4SJKe3t7czts7opXC1fCAgAAQNUhlXJg7reErf2Rzqr8JrGFxQ2tWbNmzpw5lnfbXCGFAgsAAKCakEo5M/wt4ep8QVyF3yQ2VOnijx8/btWq1c2bNy3vKgosAACAGoJUypnhbwlX5ycOKvwmsaFKFw8MDBw9enSlu4oCCwAAoIYglfJU4beEX/pHOi38JnGliz979uw//uM/kpOTK91bFFgAAAA1BKmUG+PfEn65M1jG66lw7bnlxXfv3v3RRx8Ztli4pN1kICiwAAAAqgmplA+TvyX8EtdgVfqbxJYXJ//4xz/i4uKqss8osAAAAGoIUikH5n5L2Nof6bTwm8RVWS0JDQ1t3759FXcbBRYAAEANQSrlwNxvCVv7I53m1lOBhd/4dHFxCQoKsnaHK20HAAAAqyCJAgAAAHCGAgsAAACAMxRYAAAAAJyhwAIAAADgDAUWAAAAAGcosAAAAAA4Q4EFAAAAwBkKLAAAAADOUGABAAAAcIYCCwAAAIAzFFgAAAAAnKHAAgAAAOAMBRYAAAAAZyiwAAAAADhDgQUAAADAGQosAAAAAM5QYAEAAABwhgILAAAAgDMUWAAAAACcocACAAAA4AwFFgAAAABnKLAAAAAAOEOBBQAAAMAZCiwAAAAAzlBgAQAAAHCGAgsAAACAs/8P0h5iVD910MMAAAAASUVORK5CYII=)
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