Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiajia_Wei_033123_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2020 |
Start Time | | 2020/01/02 00:00 |
End Time | | 2020/01/03 00:00 |
Key Words | | 0102 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.73 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jiajia_Wei_033123_7 |
Minimum Dst Value | | -5 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: 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CjDc3N9944407duwQ4yLHEhNbWlosrlee7liadkoTUQAAvHZ/D1ZcXFx6enptba2YPnPmzNWrV+uz5ebmiikW1ytPdyxNO6WJKAAAXr7JPdKkaac0EQUAwEuCFWnStFOaiAIA4CXBijRp2ilNRAEA8JJgRZo07ZQmogAAeEmwIk2adkoTUQAAvCRYkSZNO6WJKAAAXhKsSJOmndJEFAAALwlWpDm3nY2NjUOGDPGLRFZW1tUqt9sdVmnyRBQAAK/dXzQaHx8/efJkv1/F6cJ65emOndvO+fPnL1q0yBiJvLy81NTUBpXL5RIPrZcmT0QBAPDa/VM5Fy5cyMrKGj58eDfXK0937NB21tTUDB06tLW11RgJkV1VVFRo42IkJSXFeoHyRBQAAG/oju/SpfNff72ipubNlpaz4Zag/dizy+UqKCjQJ544ceK3v/1tU1OT+XqtPBtLHNrO9PR0LXjGSMTHx7e1tWnjYkQ8tF6gPBEFAMAbuuMT2ZXHo4hB5FjWSxD5U1ZWVmpqqhivrKy88cYb9afmzJmzePHiTtdr5dlY4sR2isglJydr48ZI+EWlb9++fgv2MdXT1QYAwDlsSbCMBgwYcOjQIe2pxMTE/Px8MVJbWzt48OCWlpZO12vl2VjixHYOHz5879692jhnsAAA6AJ7LxGKFGrRokXaGSxh8+bN119/vRjJzMxctmyZlfVaeTaWOLGdoU4++d2DpYfZYpn2VxQAAKey9yZ3jXYPlmbEiBELFy4cMmSIfu7Dynrl6Y6d3s7ATxHW19fzKUIAAMzZm2C1trbm5OSIpEqfsmHDBjHDqlWrwlqvPN2x09vpFwm32833YAEA0Cl7vwcrLi4uPT29trZWf7awsFC7ShjWeuXpjqVppzQRBQDA2/MdX0ZGxoYNG8JdrzzdsTTtlCaiAAB4e7jjy8/PN35Tg/X1ytMdS9NOaSIKAIC3Jzu+uLi4wYMH65/3D2u98nTH0rRTmogCAODlx54jTZp2ShNRAAC8JFiRJk07pYkoAABeEqxIk6ad0kQUAAAvCVakSdNOaSIKAICXBCvSpGmnNBEFAMBr9xeNxsfHT548ua6urpvrlac7lqad0kQUAACv3T+Vc+HChaysrOHDh3dzvfJ0x7HczqC/GA0AgAxCdXznL51f8fWKN2vePNtyNtwS9B97NulhSbA00rRTmogCAOAN3fGJ7ErxKGIQOZb1EpqamrKyslJTU/3mWbly5aRJk6ys18qzsUSadkoTUQAAvDYlWEYDBgw4dOiQcYaysrIRI0ZcuHDBynqtPBtLpGmnNBEFAMBr9yXClpaWRYsWGc9g1dTUXHfddcePH7e4XivPxhJp2ilNRAEA8Np9k7tGvwervr7++uuv37VrV7jrlac7lqad0kQUAACv3QlWa2trTk7OiBEjtIcpKSn5+fldWK883bE07ZQmogAAeO3+Hqy4uLj09PTa2trAp/gUYVDStFOaiAIA4OWb3CNNmnZKE1EAALwkWJEmTTuliSgAAF4SrEiTpp3SRBQAAC8JVqQ5sZ3l5eVpaWlxcXH9+vWbMWNGfX29/lRWVtbVKrfbHVaZ8kQUAABv5Dq+3/zmNybPytMdO7GdEyZMKCsra2tra25unjdvnki2tOl5eXmpqakNKpfLJR5aL1OeiAIAIPz3f//3yZMne3ml69atEx20yQzydMdOb6dIs/r27auNi+yqoqJCGxcjKSkp1suRJ6IAAAiZmZlPPfVUb65RZFf/8z//s23bNpN55OmOnd7O0tJS/QxWfHy8yLe0cTEiHlovR56IAgAgnD59+ne/+12f3vKb3/zG5XKVlZWZ10qe7tjR7ayqqrrhhhvq6uq0h35R0c9s6cxj30uVBgAAIcjTHTu3nZWVlcOGDTt48KA+hTNYAABENXm6Y4e2s7CwcPDgwfv37zdO9LsHy/ib3p2SJ6IAADiWPN2xE9u5fPnyQYMGVVdX+03XPkVYX1/PpwgBAIhG8nTHTmynye1Tbreb78ECACBKydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdx3I7Q/3eDgAAiAh5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRBGrytLTPYriSUj4+dtvI10XAOgiebpjadopTUQRq3zZlXFISIh0jQAgbPJ0x9K0U5qIIib959df/RMsdYh0vQAgPPJ0x9K0M1hEm3/88dzhwxdOnBC9V+9XqctaW5t27/7TFs9tO95/+JefGiJdHfQGz8iRRYlK8oeKslFJKFISNyq3rFEKXF3MsaZvnz6yeGRGeYbt9QQAcyRYYbvqqqvsKqonaBH1JCQEPQ2gDZtuuqnTTGt7ZmaJy7Xj4YeDPitytYZ9+0TeZqVK39YUHPz8xZ/O1oTbluLiFI9H0YeS95NKi8YcPvzP//ynR9LEqsWLN0+YsP+55/w217mvv9bnWfrV0rTitARPQpIn6cHtDx5oOHC06aiVwr/94IP92dlnq6t7oubR7sSFEw2/+BLoivvvFxs81I47e6Hy7hjfaP3OneYF5lbn3lx6s9/i+rM/lJUVp6Z6UlK+Ky7u2YZBDr/80nDhwolI16K3Xfz14h8+/YPvDcy2jLMtZyNdHSciwQqb8xOs03v2mGRXloZ0xfOh4tmoeF5QPH9QPEXtWU6B4lmZeLh4WfGoJE+aUrIgae/2v5Stu8NTkKqnQZ+unnF4zWubPKmejQnFniRjhtQ+JGzblrGpKFmUv6lgVHNTvbH+Z89+VVPzxqlTn+4of0Sbf41HeVgd1gUpSildMUYvtq5qfXFxwpWnSkeXlU3cuXNOww+7jm/demzTpv1//7snObkLG6SlrcVV4up0vrTStLRNadr4OM8t+5555uS2baJRn6h5gz4UTb399YX3vjf//lenJ2e+kDR/gVKUeOXZx59MeHhhwvrRSSVJSVvGjWs5cyYye1IPExmVyKsW7nn6crM3Kivu9IVm7ZjO47HmFmVdmu+veHQ4N7d+x46nPLO0p0TuG2opEcSPxo4N8kxiYkX53cXFSVu2jP/114uR3jBwkK++eu2zz+Y0NOw3Trx48WRxcXKwI5tv6M7qTpSVfVtY2L0q+7S1tBz8JLu4WPnAo1QdK77YGnyv/qWh4dzRozV5eZWZmeLt38WTJ6+8vUxI2HbXXcWJicmFvtfU+C3jf2z+selS02uHXhtZMjLUC+3XnnnrGxbR9i233VaSkvJFVpY25aA47GtnFlJSerkyJFhhc36C9eOOHZbyhlTFM04dxMh4xfOE4lnXnleFOHb0/vC075WstPedvuGWEHPe7lFGe5Qnwip/veJ5xld23gPKX/KVZ9co79+svDFJeXH65WtSIu+ZsUjJWK5MKBnfrYx1Y9eXve9VR99+VFe3/vPPH9+5c94PP2yxvtSLVS8GtnTsu0pSYTc2cmdDwsYQz2zosFfcpE5N9CQG7S22TZ7sWax4ViVs+X/jzx85Yt7MYxs3fjR6dNn48dF1aT56HfN4jubniy7WltI8/u8PEywdVYqu7FqlLtfBvJwrT30QZPd7e7zy2hTlPZfy4HNK8gdix7t8xBO767y/+hKdm99NcK1PyitKKi0Zveuvc8RbRJFAlE2c+OgzSaPeV9LfVMQ7tEzfOzplpEeZnOsr8+7lStBLGGLf3nvi4wsXTvznP8HvdBTD+lHKLeKV+KGSVBT2S2xO0X3Fiq/OB194wa4ohGvHww/rNdJeoSHr2/E6T3Fy8seTJu2cM2f7zJmbx4yp/MMfgr5sRbs23XSTeFdWnJbmK0ErRPwdObL2nXf8ZibBCr+gPn2uCqZv3752rULIysq6WuV2u8OtXqjbhDsM04IfHeZ7fK/VZYYpr3uUf3qUtzzKCx4lx6NM8SjTPMpq9cSSmO01j+9NUrhp0z88yl0eJVX0qWoJgTOs8yiPeZTZvn4uSO3fVOdZ4VHu9SjpwWa42VBUrkeZ61Fe8ShPeZSH1AxMS9Ru7WwbrXqgBzv7sAYb9yt7+XU5LdYuE/x06adIbUnRad3xpm/YkNI+7ekOO16HmT0J62vX7zxark/7NDPzrf9Tpqv7T/JG5Y8LOxafkPC94ZqjyM/0xPqdCUliyrmamm133ll5332/Xgx5nsx37A5W9/I77gi+MQ8fLh45Uhzudz76qG+lFy9uzcj4OCOjub4+6PwmjpeW1hYUBHYqR955Z//zz184edI48VR5ua8rTUysevnlcFdkxfna2oq77y699dbN48dX3HvvlokTr2wN0bcp/lu+ZOTIT+65R58iNvW3BQViTtHt/RL+ptB0/Z2hWodn5ihP5F8+gomg3h80rl3djZfebVtpxkfvjFUycrtV2rynrjzypSn33//h3x/b17Cvpc2Xb+1v3G98fe09vdfWvcb3cvBt+Ud874pF3lkyevTBRYu6s3lKx4zZdu+9F0+d0sr/zJC9hRqKx4wRSbDYISvuu48EK2y9cAYrLy8vNTW1QeVyucRD68v6RbS19WJjY/UXX2RVVNxbXDzS/LiQ076PJHmUQjWFGuf3wg4Y0caXGwopVBOah9QEKOhaUkLvmze1z2N2B5l8g/Ze8FhJSdUrrzR++aUt+5joRy+cOPFLQ9c/OlBaepNfZC3ehmK94ScunNCOy+M3d+8MYoghQX3boNd/dOg5x65Vnn9Umf10sEI2Kq9nXH708e23iw179tAhcaCvrf3iymwblV/O/1Tc/o550y23GMvQ3+tbqXVxYtA3HcGGxMRdc+a0nPXPekv0N+5JSaILLA68X9P0Dk7zYfPYsWHtRdsyMsTqRI4oerIeiPDloTV0Rmsi3Lzq/eg8cIk/015VEou6csoq6PD8LN8bGFe+MnKDMiPn8sSxaxOef/ehtHX+M7+aO0Mc2boQHaO69ev1nPtdwz0G2Q/5/q9N850aVNSXqnYTp/mw9mbl9TuVgpuCP/vK79vHDGfEV9+mJBT6TsC/MMP3sChRuXW1b5OSYIWtFxIskV1VVFRo42IkJZwrxyKixjME2WqeFPTupcBhbvdeV+KdwvqOh5jX1bW7xNt9jzKp/eKL+fCSR1nQiweXsIf2cxKiUU8tVB55Qcmaq7j/7Lv/ujvXAc2Hkk9Xlt588yvTlL884bugYLzpXjh/6byeiFhXODJBHERWjVOsHN127pz90Udjv/xyiRgXWdR33xUE3X9MPnwgcgiRz2mdvcVWT/tkmrGElpYzRR5llLVlk9ov07z4BwszdztA+sXHTSlX3j6svXuscZ6MN80So88eeCBw4l+f8JUsBtFRGacvneqbkvyh8vcZAUUlqlf5tYgUqFf/FeXAs8+qlzDUKdpTr9q8k/7zniBTb/3X5UsnX69Z8/P33xcnJfnOtM2eXSJyRDE9Ofk20Ql9qIxdbVs1XO/7Orm7lvvGp7/ku841ar3yzi1B5tw1e7a2X53avbt8ypTPHn5Y7J/alAMHnjU5SN7RXsTrHuWTT6b9on4447OHHir6m60btBeH7uRVCUVKYbL6md/u1UEUUpKc3IUr6b5rnSK+6h0dgcWOf9t3xbPDxPaXqljjmluU91OVCW/7dkLtA8uTVihj/3Vl5jFr/YsUmVNY7SLBCpu9lwKDio+Pb2tr08bFiHhofVkRUc83Vo9YCfr1/uh879X7w9z2DdXhZq8FV2bJnae88KHy9oe+u8ceEa/wEOU8FOzYXaQetfPUC7J+95BOWHll/K5/KA8+r/z5/5Q/PqtM2Hi590gtGWXxdJR4N//1ihV6acsfHqM/1dR0tLR09KZNqWfOHKyv311efveePfM++2ymxXfwjY1VWjmlqal63X//ijL2HeWmAt8D0eEtWTvH4qb2q3ZxcaJhXYlPtM/2J4/vmp02PscTvLCcmb2xb+SP9v1/5T7liQXKq39VXg9IuMX76VvWKGPXKBNXKLeoF49EzyQO9Ma5Fj6s3PW6Mitbeet2/8WffPzyqOgStDHRK8x6Tll9q2Guccpf1R1vpbahtO5kQrAbK2/vVnPfS/PdqvhmeyHmc782tcOEwBn+eadZAbOfVTJeV55/0LdNblsVZI6b3vP1lMazI678K+Np+cGL1U7dbUhRXnhA+Ydaw+IHO9x0pZ2/FzO9Y5ioLz/KcAJDFJL1RG/sY10YbhdboNuF+E0QeYbITt4zfOynm+WPecf3X2ThV6YlJJSlp58/2uEz2hdPnjy0bFnNihX6sa687G5fXD5U7nzL6roeXqhMWGG5Yu8qCR/63uR0rV0kWE7kF5XAlK6PqZ3frOvRV6xzBj0LSS5JTvQkji8bP7J4pJUFkz3JEz+euKJ6xZmWM7t2zVqk3h8aaubbPEpWrvLebZePsOvU03JFft2VONrOVTxLg2cea9TTeyJt+n/qTfqT1Qup5slKYfhbQxwL/KaJXic3w3eO7ZlHlDcmd3hKH7v9LWX7gw9++eVLxcVp+tqLLd7Pqw5T2osa/YFS/sFdr76s3LTBegSDT/995e/1vd3kE1tBhvfUsziG626NVVUN+/a99dUb1rdkqLTYfHjmbeVlQyb3J8sLin3vAY9yc0HXT4ImqOfhRnuUlPYSktVbJ+9uH+7xKEvU/dCjPqXNk1SozPy78vQjyrMP+z6VGar48e/4rrBMfU25Z6mS/nYXa7hkqS8d9FW122c7urJ9jBt2oy+vHbdayZnhO3XhN+e/1K30ekAJC19Q/hDQK3eh3x3Vfkb/Jo9Ssvlmbaddr65xtTp+mxpNV8dDhDHQYa1OFOv5h+L5l+LJUdbk+Y5CuWLKY74nwyjkJcWTEuLJv6lnTAuUmdk2hMl4ArjDkJhYPnlya1OTfvG6bOLEPX/5y57/W6Bvols/sHOHsWsgweqiurq6a6+91njDu41ntrp5BuvXXy/G9umonIM5dm1qQWyuXbvmaq/Sh9TyjVtvnPWuPbwhcefOufv3P2cyT+9szNQCxZMfdv2L1EzR1b1VP/NHpWTkyLe+zNWnFH1ftL5u/Wv7/rahJLG4OOnQoSVWP7plHN5Vfm5/43vixNaSEl9+9v33JceOFYmRAo9yp2nN7+1Ymsktg50Osf0yZAg1/KPjzuN635fovKbepNW1w8Ws9pIXtx+jFDVL054Neo37QY/yvDaDPi1Z8UxRPHdcfmjeBFHmo2pq/qxejY2Gq88fKJ5J/m9sHnN3d7tZuUHKN/xJXWORb1gX6VibDyRYXTRw4MCVK1fqaZC9/O7BEg+tL6tF9NKlpje/fDniu5ftw6M7H91zek9PfNvKmTMHysvvKlLfv74nXurq0DOplW842DFHPHeuJlIJlnF4rOPBWs8Ppqj1KehethE4NNXVac0XAdW+a/THH3d8/PHt1jdjefmkhoYvjF9+pg36hi0vv7N9YvBE7dTZL2fvmG28if6dsf7zLApIyF5UP8MxO9IvBwZnDn77z8XTJ7t8oNi/3y3eaXg8SR/vcetHpL97FHf7GS8x3Bd61Z73L7+IxTsZbWT/M89oLw391R303kD/M/QWhlO7t296/MpdgSbfSKcNdwR8XDHdcCPExLeCLeRWPIUdVnqf6SosDsmeZIuXPvTh7S0Tc3bPL/wu+JeWnT9fq1WPBKurxfXp00PZlbf9U4T19fXd/xRhINGT7f5xd9kPZT14iCn29XAmL7C/7f/bvoZ9h84eEn+1r/DutMyJH0/88qw9H6AL5dSpyrAOKNXV/+jycbOqKviH2333bLbPY37zdafHL4cPE9rToJaWsxcunNiy5bZwt+HWrRO1EsrL7/F7au/ex9vaWvbtc5uXUFZ25bsPdtTvePH9R1+botYu0WodOv2yj64NxlNfXbteGZFhfseNs7zHVjRNfRfkUa+2R7zVfkNxVY4hrVeKixO9vsvcXTlKiHcOxoNDqNkeM6w94IUwv37HjmMeT8vZs2cOHBCDfiN5YDn6T1gkdvWw5vcxF5OtlKC+/Od/Pl+fon1/aeCQ8brve8JW33l5FdpbnZs9yu89V74zrMvD2qNrAw/C7x14Lrk40TjbaF8SlpDiS23DO6FOgtVF11xzTXNzs71lGrnd7i5/D1a466o+Wz1u87hxW8btbbj8rSRfNn45unT0qE2jHtrxkJh+/yf353+b/8cdf5xSMSWlJGX0R6M3fb9JJGpLv1oaascVhTS1Nj29/+nxZZfPDYi3CLVNtaHqYFw2qSTp6S+eTi5uv/u3WPni9BfhNqprjh3b+OmnMw4ceFZ0zz/8sNXklSOOodoiXTsS7dz5SKg66POIN6wZHd9fJoQorSjSnUrg4FKva6xQ67aoYx+gqPeiiWpv2TIh3O22Z89TgVts+/bM8EOQcOnST0G3/9H33rtczdCLb948Vh/v2iF+trrs9I4Tk9UrO+sDqqqNPKv2K2nqyFp1in5Fuwt16HLPJBbMD2dTB65I7NKr2j/dbDxVrO0qL6vjr6pfMvx6eyLVteF+dXMlhm6ymPJk6A0oJk5+KynUdnDv+Ms95fc8seeJUB/g/f774sOH3/j55+Paw9Onv9i8+Ra/mJrsnyUlyT/8sNlY4Pnz3+zdG+Q9wyvtVUrp8EEQ31BXtz7UcWbTJpffzIXqjYMPaXdudXsoLb3JFexNYKI6vOSbJ7Gl5cyyr5ZlH8j+/ufvveF8gYv5sLo96OJd6AOf3JehfgniPPX1lepRlqrf4Pi470quiIJxiyV89NGYo0fztYdp6lvc5O5tBBKsLlqyZElmZmZra6u9xXZfL0f0vor7RhWPSv843bh/v/vtu+GWY1z89q23e9XLRt81fXfo7KFI/cqV8WSScfD73bFff73Y0HDg669XqmfyE8vKxnc8ynQ4iukXs44cWWey6tratbt2zdeXKrL2XRuF6mcbF4S+g/519Wuf3lUPHPbeHpSidlRj1Xt4/xy6hkXqnSj/DPMgVVIyss30SygaG6vCKvDkyUrz0DfV1TUcOPDrxYtnzuw7caKitfViU1OdsQRtNlEr7eEMQ5c8Ur3HS98ySZ6EfHXjaA/Hq5/qevVAttiFRIYn9pyfzh8RO/nhnw5b3C0rKu5p754Ttm+fXVtbYDxtIF41CcWXe7V7PrlHn/5j848nAr6l7NKl8z/9dLip6TutBFGfnTsfVXdR0esk1dSs/PHHXXv3Prlt2z0HDjxXU/NWdfWKn376Smu4qLnYjBY/f7Bv35W0+MyZAx9/nK5NFxn2pk1pJSVjTJYV9SkuHrl792N79jxZVfWy3++TdjaItoTxCYkjdeu/rtpe98UO41bKOZijR/PFqhdnfTbrptKbpldOtxgvc2I3aG7+8cKF419/vWrfvqe/++6DThdpaNivxijhiy+yRARFCSIclacq84/mixBXVS0qK7tDHIVEfrZly62XLjWZl/bvf//988/nl5amWtuY4b1yPeqXQmvfzjMq9GXH4uJEbQ/8qvGr7h+L0sKvZM8NJFhd1NPf5N5lkY2o/qu94UoqufJO8ci5Tn6BpNeIY99HH401vmAaGj63suDOnX/csmXi0aPrxIGjoWGflleJDEz0YcePbxV9jJVCNm1q/2LYwh558etDke+d68h7tt2tbf+RnpF7GvZolyCTPEkTNk/o+LY+4Z2v3znQcEB70+n1P4eXsGvXn22p1fbtD1iP1PnzR8R2Li0d3WmxIgrWi7Xi3LnDItvQH54+vefTTx86cOB5fcoPP5QeObLm55+/N08T0U0i2xD7QFPTt+Es8tOuXX/ctGnMnj0Leqxe0UcctcSrT+S+4rUcdIZPPrlbezVpP5Bl14Ho2LGN4u8b3UuwXumVzMniQIIVa6I3ouuOrHt85+M7f9wZ6Yo40bffFojsQSQH4h28eqpMvHoTt2yZtHXr3bt2PbJvn3vnzkfPnQt+Bba+frd2TqKy8v6LF0/8+9+vfvvt+6WlaeqU3wddJCxHjuS15y6Xbxk5fPgNbcrWrXfs3j1v+/aHLlz4QUw/efKTjz+eZO3YlGC6zpCqq5cFlvbZZ7Oam2PzN7OBiGtsPGR7apIfZl71sPqt2kt7KlVKOHu25siRVR6PeNObtG3b/SZfquxtPzHpjebuOFzStFOaiCJKmVxrqK199/PPH9+//7lQN0gBcKDvvtvQ/tvYCf/+90vFxTd3mrJ0mtasVa+2Ty5J3fbt+9onx5/c++TIkpG3bb7tzZo3V32zqq6p7qWql/Kq3zjb9F1r68VNm0aZZkhfXrrUtHv3n7Zvf1j9WEyCOoz86qt/ipK3bbszcKkTJ7Z1c7PI0x1L005pIooo1dJytqxs/Ecf3frZZw9s2jS6/b60pEuXzke6agB6yX/+8+vPP3+vZ1qVlfdt3ZphyG8Sz5z5d+/X6rvvSjdtSiktTbPlPZ483bE07ZQmoogNv/zS0NCwz+IPRQNAtJCnO5amndJEFAAAx5KnO5amndJEFAAAx5KnO5amndJEFAAAx5KnO5amndJEFAAAx5KnO47ldvbpKNLVAQBAdvJ0x9K0U5qIAgDgWPJ0x9K0U5qIAgDgWPJ0x9K0U5qIAgDgWPJ0x9K0U5qIAgDgWPJ0x9K0U5qIAgDgWPJ0x9K0U5qIAgDgWPJ0x9K0U5qIAgDgWPJ0x9K0U5qIAgDgWPJ0x9K0U5qIAgDgWPJ0x9K0U5qIAgDgWPJ0x05sZ3l5eVpaWlxcXL9+/WbMmFFfX68/lZWVdbXK7XaHVaY8EQUAwLHk6Y6d2M4JEyaUlZW1tbU1NzfPmzdPJFva9Ly8vNTU1AaVy+USD62XKU9EAQBwLHm6Y6e3U6RZffv21cZFdlVRUaGNi5GUlBTr5cgTUQAAHEue7tjp7SwtLdXPYMXHx4t8SxsXI+Kh9XLkiSgAAI4lT3fs6HZWVVXdcMMNdXV12kO/qOhntnR9TPVSpQEAQAjydMeOaGfQHKiysnLYsGEHDx7Up3AGCwCAqCZPd+zQdhYWFg4ePHj//v3GiX73YImH1guUJ6IAADiWPN2xE9u5fPnyQYMGVVdX+03XPkVYX1/PpwgBAIhG8nTHTmynye1Tbreb78ECACBKydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdS9NOaSIKAIBjydMdx3I7Q/3eDgAAiAh5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umNp2ilNRAEAcCx5umPntrOxsXHIkCF+kcjKyrpa5Xa7wypNnogCAOBY8nTHzm3n/PnzFy1aZIxEXl5eampqg8rlcomH1kuTJ6IAADiWPN2xQ9tZU1MzdOjQ1tZWYyREdlVRUaGNi5GUlBTrBcoTUQAAHEue7tih7UxPTy8oKPB2jER8fHxbW5s2LkbEQ+sFyhNRAAAcS57u2IntrKysTE5O1saNkfCLSt++ff0W7GOqp6sNAADMydMdO6KdfjnQ8OHD9+7dqz+lz8YZLAAAopo83bET2xnq5JPfPVjiYVhl2l9RAAAQDnm6Y6e3M/BThPX19XyKEACAaCRPd+z0dvpFwu128z1YAABEKXm6Y2naKU1EAQBwLHm6Y2naKU1EAQBwLHm6Y2naKU1EAQBwLHm6Y2naKU1EAQBwLHm6Y2naKU1EAQBwLHm6Y2naKU1EAQBwLHm6Y2naKU1EAQBwLHm6Y2naKU1EAQBwLHm6Y2naKU1EAQBwLHm6Y2naKU1EAQBwLHm641huZ9BfjAYAAJEiT3csTTuliSgAAI4lT3csTTuliSgAAI4lT3csTTuliSgAAI4lT3csTTuliSgAAI4lT3csTTuliSgAAI4lT3csTTuliSgAAI4lT3csTTuliSgAAI4lT3csTTuliSgAAI4lT3csTTuliSgAAI4lT3csTTuliSgAAI4lT3fs0HZWVVWNGTMmPj5+0KBBq1at0qdnZWVdrXK73WEVKE9EAQBwLHm6Yye2s7q6eujQoaWlpW1tbfX19XPnztWm5+XlpaamNqhcLpd4aL1MeSIKAIBjydMdO7GdmZmZxrNWOpFdVVRUaONiJCUlxXqZ8kQUAADHkqc7dmI7r7nmmtzc3IEDB8bFxU2ZMqWxsVGbHh8f39bWpo2LEfHQepnyRBQAAMeSpzt2YjvF1p85c2ZLS0tzc/OsWbOmTZumTzfO1rdv38AFTfRS7QEAQAjydMeOaKdfDhQfHy9SK21cpFlxcXH6dM5gAQAQveTpjp3YTpfLZUyw9ETK7x4s8dB6meYntwAAQO+wN2dwLCe2c9WqVbNmzWpWzZw5c/r06dp07VOE9fX1XfgUodfurNn2XYQCnVagw6tHgU4rjQIdWKDDq0eBsc2h7czOzu7fv39cXNzUqVP1m9wFt9vdte/B8vK6pcCIlkaBDizQ4dWjQKeVRoHOLNCxZGmnl9ctBUa0NAp0YIEOrx4FOq00CnRmgY4lSzu9vG4pMKKlUaADC3R49SjQaaVRoDMLdCxZ2umVKajSIsQxjxDHPEIc8+QJsSzt9MoUVGkR4phHiGMeIY558oRYlnZ6ZQqqtAhxzCPEMY8Qxzx5QixLO70yBVVahDjmEeKYR4hjnjwhlqWdXpmCKi1CHPMIccwjxDFPnhDL0k4AAIBeQ4IFAABgMxIsAAAAm5FgAQAA2IwECwAAwGYkWAAAADYjwQIAALBZFCdYWVlZV6vcbreV6XYti14TKhxVVVVjxoyJj48fNGjQqlWrwlqWEDtKn3bGieXl5WlpaXFxcf369ZsxY0Z9fX3QZQlxVAga4rq6ugkTJsSrxEhtbW3QZQlxVKAvDiVaE6y8vLzU1NQGlcvlEg/Np9u1LHpNqHBUV1cPHTq0tLS0ra1NdL1z5861viwhdia/3lf0uGVlZSK+zc3N8+bNE8lW4CKEOLr4hXj48OE5OTmtquzs7BEjRgQuQoijAn2xiWhNsMTWr6io0MbFSEpKivl0r+EV3oVl0ftChSMzMzPUWStCHKVMvtlZpFl9+/YNnJMQRxe/EF911VXGh3FxcYFzEuKoQF9sIloTrPj4eHHk1cbFiHhoPt1rCGoXlkXvCxWOa665Jjc3d+DAgeKgPGXKlMbGRn0RQhylTBKs0tJS4xksQhyl/EKckZGRnZ3dplq4cKF4GDgnIY4K9MUmojXB8nu56u9xQ023a1n0GpMwzZw5s6Wlpbm5edasWdOmTQtr2aDTEVmhEqyqqqobbrihrq6u00UIscP5xeX48eNDhgzR7s0SI6dOnep0EULsTPTFJqI1wepO5hvzWXNsMAmTSK20cZFmGS8uWFmWEDtQ0ASrsrJy2LBhBw8eDLoIIY4ufiEeM2ZMdna2fg9W0NvsCHFUoC82Ea0Jlt81WvHQfLpdy6LXhAqHy+UyJlhBX3uEOLoEJliFhYWDBw/ev39/qEUIcXQxPycR9BQFIY4K9MUmojXB0j5lUF9fH/TTB4HTvYZXeBeWRe8LFY5Vq1bNmjWrWTVz5szp06frixDiKOXX+y5fvnzQoEHV1dUmcxLi6OIX4hEjRixcuFC/B8v4KUJCHF3oi01Ea4IluN3uoN+TEWq68RUe7rKIiFDhyM7O7t+/f1xc3NSpU4Pe5G6yLCF2lD4dBZ1oDCshjjpBQ/nNN99oX3UmiBHx0Di/Pk6IowJ9cShRnGABAAA4EwkWAACAzUiwAAAAbEaCBQAAYLNoTbBMfg426I9Ehjt/oFCzBf0pU4uLW/xRWwAAHChm+mKXy6XVavr06SdOnLDYfHPRmmCF+jnYUD8SGe78fjqdzTyo4dYKAADni42++NZbb928eXNra6uo2JIlSxRF6fIG6VAZW0qJLOPPwVr5kchw57cym3lQw60VAADRJTb6Ym/HXx/vjlhIsIw/B2vlK/bDnd/KbOZBDbdWAABElxjoi8XEpUuXTpgwwaQQ66I+wfL7OdhOfyQy3PktzmYe1HBrBQBAFImBvli7hevaa681fvNtd0R3ghX4c7Dm+an1+f1ulws3aw5rcfMftQUAwMlioy/WJi5evDg5Odl6201EcYIV9OdgTX4kMtz5w5otrOu+ndYKAICoEBt9sZFd90NHa4IV6udgQ/1IZLjzhzublU8uWK8VAADOFxt98ezZs2tra8XIuXPn3G53qMQrXNGaYJn8HGzQH4kMd/5AJr9bGbRYK4ub1AoAAIeLjb64sLBw+PDhYqn+/fvb+J2U9OgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACw2f8H31CCjpb/mLMAAAAASUVORK5CYII=)
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