Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit252-10-20020214_223200_20020215_031700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/14 |
Start Time | | 2002/02/14 22:32 |
End Time | | 2002/02/15 03:15 |
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 | | 19.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 191.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit252-10-20020214_223200_20020215_031700-constBx0 |
Minimum Dst Value | | -6 |
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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rnXfe0QWTj4+PzbsF7aWX17LJ1fEPQgghTsrRo0dfeeWV1q1bN+DlVFa4uLj87//+7+rVqx2XSp0A6tx2pqSk9OrV6/9p9O7dOzU1VdLLysq8vLzk+VizZs2yfg6WzfRyCixCCCHNi7/85S/Lli0rLCy8M7vDjrZv3/4///M/u3fvdpBNnQCqip3Goo5/EEIIcVIQqn799dc7vNNTp049/vjjDjKoE0BVsdNY1PEPQgghTkpjhSrH+1UngKpip7Go4x+EEEKcFAqsxkUVO41FHf8ghBDipFBgNS6q2Gks6vgHIYQQJ4UCq3FRxU5jUcc/CCGEOCn1D1X6IxjuvvvuBx98cPjw4VlZWfXcrzoBVBU760+lB340dnEIIYQQRxgisGTh5s2b2dnZM2bM8PDwqOd+1QmgqthpLOr4ByGEECfFQagqiIkpSkys7RaKioruvfdeLEyaNGn9+vV6+rp165BSk/1W+29zQhU7jUUd/yCEEOKk2AtVOWFhZpMJn2o1lvUM1rlz52bNmtWpUyf8vH79eseOHbds2YLlzZs3Y7m0tLTa/dbk3+aEKnYaizr+QQghxEmxF6qy/PxEYOVHR1e7BWtcXV0TEhLkr/Pnzz/xxBPe3t74xnJN9luTf5sTqthpLOr4ByGEECfFXqgqu3EDGisnLKxWW8jLy5szZ46np6eeMn/+fGRYtmxZDfdbk3+bE6rYaSzq+AchhBAnxcCL3IXi4mK5BgvExcU98sgj27Zt+/Of/3zq1Kma71edAKqKncaijn8QQghxUowVWAUFBfPmzWvfvj2WL1++/Mwzz4SHh2N5586df//7369evVrD/aoTQJ3eTojoHj163H///Q8//PC6desksaysbObMmS4uLq6urt7e3vjpOL22qOMfhBBCnBQDn4MFHnjggf79+6empiJ9zJgxX3zxhZ5txYoVY8eOreF+1Qmgzm1ncnLyo48+unHjxosXL2ZmZo4YMULS165d27Zt29MaWPD19XWcXlvU8Q9CCCFOCp/k3rg4t51QVKtXr66a7ubmFhAQIMtYcHd3d5xeW9TxD0IIIU4KBVbj4tx2Pvjgg/PmzXvooYceeOCBMWPGFBYWSnqrVq3y8/NlOS8vz8XFxXF6bVHHPwghhDgpFFiNi3Pb2bJly1GjRuVqDB8+/OWXX5b0Fi1a6A89wwKyOU63yV0OaTCbCCGEEAOgwGpcnNvOVq1a5eXlyTI0VuvWrfV0zmARQghRGQqsxsW57fTw8ICukuXz58/rAovXYBFCCFEcCqzGxbntXLdu3ciRI/VThPptoj4+PjbvFrSXXl7LJlfHPwghhDgpFFiNi9PbOX/+/NatW7u6uo4ePVq/yL2srMzLy8tFY9asWdbPwbKZXk6BRQghpHlBgdW4qGKnsajjH4QQQpwUAx80evfddz/44IPDhw/Pysqq537VCaCq2Gks6vgHIYQQJ8XAV+XcvHkzOzt7xowZHh4e9dyvOgFUFTuNRR3/IIQQ4qQ4CFUFBTFFRYm13UJRUZG87PnZZ5/9/vvv9fTMzMyHHnoI/1a732r/bU6oYqexqOMfhBBCnBR7oSonJ8xsNuFTrcaynsE6d+7crFmzOnXqhJ9BQUH/+Z//iUT5d/z48UuXLq12vzX5tzmhip3Goo5/EEIIcVLshaqsLD8RWPn50dVuwRpXV9eEhAT56//+7/82bdqEhZSUlEceeeTKlSvV7rcm/zYnVLHTWNTxD0IIIU6KvVBVVnYDGisnJ6xWW8jLy5szZ46np6f83L59+9NPP33jxo0RI0Z88sknNdlvTf5tTqhip7Go4x+EEEKcFAMvcheKi4vlGqxy7bFHzzzzjJeX1+OPP379+vWa71edAKqKnfWH7yIkhBDiRBgrsAoKCubNm9e+fXs9ZfPmzcjw5Zdf1mq/6gRQVew0FnX8gxBCiJNi4HOwwAMPPNC/f//U1FT9361btz711FO//vprrfarTgBVxU5jUcc/CCGEOCkNHaqee+657777rrb7VSeAqmKnsajjH4QQQpyUhgtVN2/e/Pzzz5955hn9SQ013686AVQVO41FHf8ghBDipDRcqMKWH3/88cOHD9dhv+oEUFXsNBZ1/IMQQoiTwpc9Ny6q2Gks6vgHIYQQJ4UCq3FpDnbm5+c/+uij1m1WVlY2c+ZMFxcXV1dXb29v/HScXlvU8Q9CCCFOCgVW49Ic7Jw8efLixYut22zt2rVt27Y9rYEFX19fx+m1RR3/IIQQ4qRQYDUuTm9nYmLik08+ee3aNes2c3NzCwgIkGUsuLu7O06vLer4ByGEECeFAqtxcXo7+/TpI++btG6zVq1a5efny3JeXp6Li4vj9Nqijn8QQghxUgx80Ojdd9/94IMPDh8+PCsrq577VSeAOredwcHBJpNJLqWybrMWLVqUlpbKMhZatmzpON0mdzmkQewhhBBCDMLAV+XcvHkzOzt7xowZHh4e9dyvOgHUue185plnIiIiZJkzWIQQQoiOg1AVUxCTWJRY2y0UFRXpL3t2MOlAgSU4t532JpZ4DRYhhBDFsReqwnLCTGYTPtVqLOsZrHPnzs2aNatTp06V8nzxxRf9+vWryX5r8m9zovnYad1mPj4+Nu8WtJdeXssmV8c/CCGEOCn2QpVflp8IrOj86Gq3YI2rq2tCQoJ1hpCQkL///e/FxcU12W9N/m1ONB87Kz0Hy8vLy0UDitv6OVg208spsAghhDQv7IWqG2U3oLHCcsJqtYW8vLw5c+Z4enrqKSdOnHjqqacyMjJquN+a/NucUMVOY1HHPwghhDgpBl7kLhQXF+vXYOXm5j799NORkZG13a86AVQVO41FHf8ghBDipBgrsAoKCubNm9e+fXv5iYWvv/66DvtVJ4CqYqexqOMfhBBCnBQDn4MFHnjggf79+6emplb9i3cR2kQVO41FHf8ghBDipDRWqKLAElSx01jU8Q9CCCFOCgVW46KKncaijn8QQghxUiiwGhdV7DQWdfyDEEKIk0KB1bioYmf9cXBBHyGEENLUaJRQlZ+f/6//+q8OMqgTQFWx01jU8Q9CCCFOCoROUlLSHd7p9OnThwwZ4iCDOgFUFTuNRR3/IIQQ4qS8/PLLo0aNKikpuTO7KywsfPfdd1u3bh0fH+8gmzoBVBU7jUUd/yCEEOKk5Ofnd+7c+a47xW9+8xsPD4+jR486LpU6AVQVO41FHf8ghBBCDESdAKqKncaijn8QQgghBqJOAFXFTmNRxz8IIYQQA1EngDq3nYGBgZ6envfcc89DDz00fvz4goICSS8rK5s5c6aLi4urq6u3tzd+Ok6vLer4ByGEEGIg6gRQ57aze/fuAQEBJSUlubm5EydO7Nu3r6SvXbu2bdu2pzWw4Ovr6zi9tqjjH4QQQoiBqBNAm4+dxcXF999/vyy7ublBeMkyFtzd3R2n1xZ1/IMQQggxEHUCaPOxc/v27Z07d5blVq1a5efny3JeXp6Li4vj9Nqijn8QQgghBqJOAG0mdsbGxj7xxBPJycnys0WLFqWlpbKMhZYtWzpOt4njB340mCmEEEJIs0WdANoc7NyzZ0+bNm0OHTqkp3AGixBCCGmCqBNAnd7OzZs3P/zww0eOHLFO5DVYhBBCSBNEnQDq3HYuX768TZs2VV9m6ePjY/NuQXvp5bVscnX8gxBCCDEQdQKoc9tZ9dIoeatlWVmZl5eXi8asWbOsn4NlM72cAosQQghpeNQJoKrYaSzq+AchhBBiIOoEUFXsNBZ1/IMQQggxEHUCqCp2Gos6/kEIIYQYiDoBVBU7jUUd/yCEEEIMRJ0AqoqdxqKOfxBCCCEGok4AVcVOY1HHPwghhBADUSeAqmKnsajjH4QQQoiBqBNAVbGz/vBdhIQQQpyL64WFN69fT9u4MX3r1qs5ObmRkWU3biAd39nBwfiZ7OsbNWnSxfh4yS//Cr8UFGCtS6dOpX7zTca2bciD79Li4qLERGwq+q23YhcsOL15c9zChXkHDiStWXMhLq4mRVIngKpip7Go4x+EEEKcBcgjaCZ8Elas2DNs2LFFi8wm097hw/GNT2CXLviOfvtt/HV45kxJlE/k+PFhgwcfX7o0pF8//JsfHZ3l53fojTcsa3XtKnn8OnSwbO3FF/Ed+txz1qsH9+pl+e7duyaFVCeAqmKnsajjH4TUivSS9BtlN8JywhKLEvG9+fTms5fP+mX5FV4vbOyiEdI8KS0uLoiJORsYuKtHjwPTplnrHqTg29/dXX7Kgoghc/v2krhv9Gh/D4/dAwdaJFS7dtZaCpJLz+/Xvr2sHtK3r0V1de6MjYcOGLBbU1oR48fjO3zUqJoUWJ0AqoqdxqKOfxBSEw7kHdiWsc37iDf65lH7RuG7vV976eP7BvfF9+jw0XNi5vgm+1a/LbXJvZaL75iCmPiL8Y1dljoCkV3wS0Fjl6KOXL95vdJC0ye4d28carv79bOWVlFTpiD91LffHvbyytyxoyQ9/XJWVv6xI/GbPjq99fvAKZ3j/vF+6r5vMg5twxZuXr+OPBBMcQsXHpg69eDrr0NyYSPHly6FbruWm1ucmnolJwcbyQkLK0pKilu5MD86GmuV3bhRkB+bcnz99WuF+TGHkVKTAqsTQBvBzmZQuU3fBHTTi44tWp+yPu5C3I7MHZU6i+LSYnSCDVoA7OJG2Q3EXb8sP/S2YTlhehkKrxdmXc7CgvTCkhP/Xv31Kv4KPxeOdERrBBh8f5P6TUlpSWJRYoOWVilQ26hz1DaqGgvW6eVa6+gpaCa0oJ5TMlTdGnxJOvWuQV0t37u6yk83PzeLwAqxCKzewb0l8cuULyGzrPfblNl8evOE/ROi86PrvAWpT+uqS76UvDV9K2oAC/pBgXpek7Tm08RPUUVD9wyVuoLMqmf5awiaOLU4tbzikKwJ1n6yMW3jgtgFOVdysBycHSxNL0rRWYCro1H8zvh1Cuw0NnLs4LDB8NgNqRswKojKjZLuKDI3EtahinA4NBH5dTE+vigx0b+zh7m/KWryq6FvDzjxxYq0vZvSI7ZYZ7t583pa2sb09C0hIf3MZtPevS/gOyioO77xuahJ+aKixJiYOenpW8PDR+3fPyEuauEe89ALuUcvXUr+5ZeC+PiPk5LWJCWtjoqaFBe3EGsdODD1ypWc4uJTfn5u+Ll//ytYOH58aU2K3fQDqFFQYNWFpmNCqVWgQo+GSICDf1LUpJmHZ5qshjMIaegdpFNAz4hOBInrT61Hn45Vlh5fii4SHyx8feprdC7fpn4LcQZVhDAg/SaCAbb/cfzHCDkQbehoovKi0KsGng18K/otbAdKCP/6pvhi9Q/jP0QP2293P+s5DHRbCMDjIsZ5+Hvg58T9E/E9I3oGcj4f9nyPXT2QPmD3ACTiJ747+HWQ1QeGDsT329Fvj9g7AqoRehFl0Ds4CfwwcFXiKhQVgQp/wahajaGRGR9sR8JM0wG21EcKy+r4oIGSipLQaofyD6GBUOejw0ejVoeFDUMgQcW+HPEymsDrsBcSXz/4OhKH7x0uCmlI2BB84ycSR4WP2pS2CQ39c+bPcDNUOxJH7xstOT+K/wgBCbuAqoaTIGihIdAoaC+ELuTpFdxL2tT7iPfUA1N3ntkJl8O/yIn8Nk2Ag2FH8N6qmgxtDY/Cv6LOba6OuLj25FoR9OWa0EFOaWi0OMofkRsBp0J5ThSegGvh6BCPwlrwKLELtg/bMwzZUOZxkeMySjKwa5tyU0c8CuIMqy84ugBH3NuH38ZPlNYzyBOJqHNxdUl093fXZaju+fB57LfO8u6Ng2+gfnAU2/wXXoEjGoYvPrYYTY/dwTp8e0V7oStAC6IGsAX0EijD6sTV8A00VkJhAmoJDiD5UWA5WvFZFr8MzfRZ0mfys24zcCiSuARWR9OfvXJWxA06GTQHHBj9jGjTSisiBQVGs6KtqzoDEqtKItQAEmEp7O2/uz/K3Ce4j3W3+WzAs/jutcvitO5+7pIoeVBvNssvXgovcqAvS4stDhYevzOv5FxiwZG4vANFxWkRyb7ozEtK0iGG5FN9XR3Ybx5pwmfXzm4W2RQ6HN+7dvUQ2XTkyOw9e4YlJn7q7+8RFfWqJPr5dcD37t3PaQLLUxKPHn3v4ME39u0bpWfQP6Ghg7T8/a0TRZkFBHjg29/fHR9tv720nx42i5odHBw1adK58HD52XQCaENDgVUXqjXh19uPcDlaSrRIiYEChP/164UXLsThiMrK8ispycS4ITs7GAOFC3bCjA5Wv3YtNzNzR0LCioSEZfDpPTHvzDw47f3Y+SJcuu/qju8uQV0QG9CV3xYjw4b2DOg4NORWkOumzTd0D+pm3ad0DOhoWT2wi/yUhZciXsL3C3tfsM4pf3W7fXXpkmQmQ/9IkfTgap1T/tI/noGW2COdHUKOFL5TQKeqOdGZQgKiZxR9JokSJ14Mf1GWUy6lOBZMiD0oKvQEqg7bGRQ6CCvOi50HGbE6aTUCCT56HEWvjd4TURafI/lHsPdzV86hdxZVhyiIf6tOOUgiNoJveyLAJggYmSWZA0ItihOCFQHGP8sfAQxCBFFBVG+5phggqRGBYCkCkkgNfDAcDzgbIBUidnUNvK1RpDkk2OsfaTjR3/pHIkql+oeD6d6CD3ZdreZA1Mm5miNt2jmws97cporziahMPTMMQQyD+BAHg0ugjRDpj104BnvRsqj/mdEz9XZHmaGWIAgQgPETbYpGRO1JDcCBoQ98TvpAEMDGkeEjRTZZdm1ub+170J0Wjwq95VGiHcWj9E+3Xd1EXmBTEJR6Q6BRYCMKhpbCWviIXT2CelivLrZLy+paSmr+3bh3YTV0J5SE+YxZ/noz+k1xHrS++BLkggOPgm6Ahh4admsa7J2Yd+Ccek4UD1WBRPw1cPfA247ToO7WbWpdMNF/ektJrcohLJ0AjJVTw6PDX1y4d8TqqCnwBxyetfJ5gJGA9d77hVgGafr0p3xkhg9CEIagH8BesNZzu5+zWKTVavegrvp+sYCjWMqMYSc8CqtA3S45tsTa/+VwmBg1EQJ6xYkVaFb40qv7X0Uixh7WNSAVMjlqMjzNWvuiUeDAqAf4lbtfBze/9qtPfDp1/8TDBYdxdKRdTFm79rVP1oyf/8mg/hvajd9o2UjH7e1uObDmhGP9OnY0myaYn525s4PXzg57do//bsezKYd9j3w3Ozs2NPdkJD5FGSdPBvik7dkU9HmXMN/nb8kms2UOKSSkr6Z7OlqLoV27ummyyU1+pp7etPfYokuXTp4+vbmoKCk9y3w64yf5a8+eofjet++lvXtHREaOwwdqSRIDAzvv8PfwD+z03u5+Y/zah8YvCzr0Vlzc+7LiyiPer0eOO5D2PVZBINMrBP0Qvq/l5l6Mj791EnPEc3GH3k9P/aEZaIAa0jgCyx4NveuysrKZM2e6uLi4urp6e3vjZ922g6KmpX135Ih3Vpb/4cNeGRk/HT32ARRP/InlfvtGHz++dLuf26FD0zGAiIwcGxHxEjwVP7W52eHilIGBXbSfw/AdHNy7IrEzvo8fXxId/Ra2fPLkWvjrr4imxacuXMnZkrA8MvmLCehw/dqNRKdmNs0K8OhvNo3SIpb+eVHrjGZHvJx16eS1X0sQdxGQBmh9eueKy2LeMJteN5uGaV3GcwEeWnTpIn3N7EMzugQ8+6Y2lnWv6P07B3TWAm1vk5V4kiE4OhqJfIhw6FzeOfIOMnwWv3zy7ueWHZyWWJSIqIBwiM5o3/l96Lxktgx93I4zO96KfhOxBBHlq9SvViSsWBi3cH+W3z+ip0ecWLXUbPo+pO/R0z/sP7X+UN7BpXELfzi9uWdQ19ciJ1h3c3rPK2pMTJBOWe8Q3z/2/kv7XkIxrMM/iiFTL9ZVJ9Gu566e1okyTEd3jO2P2DPi1u4CLBsftHuQyUpiygLMwe4Q7GEyPlJC2RFUAioN/54sOgltd+7qOVRF7IVYFAbmY9SOdbec3oIMS44vsS6DxDM9GPcJsSieLWlbEIY3p2/WawDfCAko5/jI8daryxSgzA6atJkGxI/Y/FgUb3/ufoQc7Bd7ROtsy9wGJQdxhkTkwb8o1alLp5ATFYhEaV9sZPqh6SZNjCJxQewCx9LKmoJfCuAVMFmkg7VHIf5BFWFfKIn8ZaqQy5VaSlYZGf7i6D1DXo+adKv5/C0HQhfNV/VPL601B2iSXf+IMpCQDJ9BcMUGZaJCnEf3KJGzOILQBKglFA+uLkMLfcAAuYZmfXGvpZzy7aEdU/i8d/Q9iIAt6ZY2XXliJbLhI3Mzp4tPfxz/MfxfEjNKMqrO4aFi4T+I9NauLqdcpYllfgsbhMJApX1z6hvsCC0oOWccnoGf0lIYhCAzym/tUZB6MBwmo8VlfgjrLk9YLnmwCg5teD7GYDAEOSG1RR/PjHztZT9P3+j3Xt47fMaByVdvXM29lot9WZxTmxfZaDUQkqkjffpcn3yCEITz4KiH8J0fM0+mfOQMo668pTmGhA3uYG7fd1dX2futM9G3j+IkZ9+KxNcPTJ4UNQk6EqtIwf55mPt3qLr6Txk/oVGqzpLK1BdKhdLKWUKUHyJ1wdEFlob291h8bDFGXGMjx5qszu3KR64h72a2HJgdzLe0lFxD3mWn5dtNz7nzn4n6p7v2Pf2n9vPMps+3tfvMbFqNMLGl3SZ8f+eGn9t2mjZoVX0y6XMEnYsX41NS1hcWJmDQfvZsYGzsfEQWBJFvwoYlnFwbfmbnoexQKG9sc27sXDgADl58o96Whw6aZm4fmLT6I2imM2bpo+AG4yLHfpGwYtiunh8e8Yb41j1wWNgwrauZ8Pmht3wOz5LEcRHjkAF+KPWWd+CAf9dOe4YOxUAD/x947bWfe5l2fN7/TXTIZhMFVkPusvEqd+3atW3btj2tgQVf3zpecgsTfM2mBWbTl4GeUCqL/Np7aseDdm+Gaby/Bw6t8ZoMGms2fYRAApkf2AXLH/i7I/EVs2man2ko+t/AroPMpjkBnSTxZUR3s+nDwM7Y5if+7q9pK/bws9zsMUCbnfKsGG3Lp6PWUzzr59bB8pdpCUarZtPPgZ22WbRaJ4xadu3qkZsblZm5Y3PYYC+zadWuroP92r0S0DFA6wR3hQ5caTYF7R6AQ3QHxj1B3Tea3WQ2OCTkORzMWwKfnR/YcZq53eqQPhPNpq9DByJDYEi/7/e9vDKkb1r6lp0Hp549G3zgyNy0tI3Hk3z2xs49edInJKTf/v23ZqQjI8djPHTx4rGcnLDr14syMrYVFByOipqExJiYd1DCuLgPwsIGYzkpaQ36iODgPvpQTP9Ap8qmNA3a8afwkZv2DBmohczXD76OkCBnDRC50QNC2UC+iL4xWY25h+wZgt4QchBxSO9wERoRdTBgRRhA1xCaE4q+8uvUr9H5Tj4w+bbOThvcY1OIx/hX4pPMnOmzfdb6TJ8XkUQ5SarPDciC6B59devIp2upTxM/RZEgv0wV84j6R/SBtcTU964H+HUp6xDFM0syD+QdKCktgaqzdyau5ujzZ/W8jkrmGLCpX25c/fLA5MV7hnpqVSFzY5b6Ce7VK7DLrmOL/Hb13pe45tWw5+cemCJ/9dIC8ATNT3b6eUwP7j0+sMto7XB4zf/Z/trRhGMKB9emoO5w8lXhw9ub2w3Z3X9G2ODXQvr8kLjSK/zFo+f2xBTEwG1Kb1y9/EsBSvJT2vfQu28cfP3b1A3HUzfEJH9x8+b1X6qcaxY3CzobBOeZdnCaFElivz7jAnfCx5ArdURg6c4jEbqnVgMyuat/ZGoNJUG8x1pSw5M0Adox8NbqUPnI8EXKF+8fXQCvuHK9CObHxMzBYYjwHBk57vTpH4MTPj6Y/OX+/RN+Dux46OCblitsIicGBgzYFzbux6iJy4N77dyqTZP83F6O0LNng3Bop1w8vuzw7IOnN2M8+dOunu5ahby2/xUPf/e5sXPg2DheZHJ0bsxcVNSkCmUsnyUxsz+OmT3vwGt7En3O5kahknedDTpTfGrD8Y8jji7cpu1oc6DnWnP73ae+WnDY66vkdRgB9tnVQ2TKJ6GD0NA/hw+fgt61Qs08qx0U/Xf1nObvvjiod39tXDoxsJM7+t69w6Hyd2TuQLvX4RJPmWnT61+OviEhfV+EdUFdZ2ld9/CdlmIM2qH1AxVmjjC3s+zdr5v3Trd12we9v7zde6va/WNmlwmfmT78sHefraYJX7pDb+Hjpq3oqc1yeegDBk2EDdlu6V667bjVyaD7ghYPzgnGoOiH9B8wEsDn/bj3UcmitmVIpneGMhut91GSKAOGSvOXktOtYgwvziMqTc85KHQQEuW0g0fFKcJvvh7fEfm3mbw+NU3YYJq2wxM18PzOW4NeCqyG3GXjVa6bm1tAQIAsY8Hd3b1u24EJbpqjd91pcU33iuPZdGt00sFUMXyxdIhaTs8dHbSctykkT7PFR91uT+yqDa+frZRTOwa6+bdHt9UtsPObh6a/EPY8Bpdw6GXHl55I+TIzyz8hYcXBg28kJ/uGhg44ePB1a40SH78sMXHVpUvJv/56tazsRmlp8eXLWdeu5Z4+vTkhYbl1zpCQPvpJeqt55p76WXb9ExDQSTsf3+32xGdFIUE8yab0FcPCZEL7Vqfs799B+6u79erBwZacBw9Oi4tbCK1WsU0PfZ5Pv0QgJOLllf4djid+cuDAVASG69cLr91+0cONshvbMrZtTNv47tF3UUv62F0+r+wZ1ivAY1vipxjhFRTE2LzoAd0uPsvjPx64+7mvT301PvzF9cmW4Tg+iMoIThiOYxcpl1IgXDC0PZQX9cnxpd+e2oB+f7J2cgH9zo8ZP6L7kyuBdufshrZ7xRJyLAJocOhg6fvwE6JtaNhQmQLET3SOKDk2rhcG+4JFGEnL/XoY90/aP0kiOiI9EuWegL3n907YP0EugWro+xgMIT8/Ojs7WNrUO2xoB3N776gJnfzchgV12WHlUbqbIYguNZt+DPBYgb+Ce1p71O7d/bZYznGM0fJ3rbhepJsMGLZa5RTXjYgYBzdLTd2IcQgGJKLgY2LmYV1Z1sS95XLglJR1KGclpYXjyFL4wsQRu3q+sKv7B4GeE6D2jrwddOqrcyWnbRqLLVhvpLg49caNq9q1w2vgvXl5B8psTQRCAXxyfMmBc3s2RL/93WGv983tIR+/3f8qPOrzk5+LP4/ZNwbaBW4D54Eit14963IW1EBIdgh8b+qBqccSV4dFTTp2bLFFNu2fCDH0z7oK7Fb1Khy/bdrP7e2sE/03WQ5Jv6/cKlIs/wZtt6y+68feKd98eSrgKwzbPoEQ1GKzx+2z7F20CfUuAZ06m9v183PrqvWW7+4ZLv++o21z375ROORlyh/jMW24KM1tCg0djO/w8Bctbervju8NFW0atnvw/rWTIn+a0U8bc3r5uz+PUUrFxUZ+fu3FN3ZYBmxjMfIsquvdM3IHz4miEzhyUecbU79959Bb2w5Okx0d3uAV/eXbfq902LrUtGNRj/e3t9vwQ68fwkd/Gzo0JycUfc6VilP8vxQUXMvNvV5YmBsZia7lUnIyvnPOnTqTdcKc8tM7wVNnHrIoJE//W/Oy7bVY00sb78lUnK6QZHClj81uCTJtXlYfcf0j4R+QYpvSNg0IHbAsYRl02LzYeTInOi5iHL5f2PMC/ATa97Wo13SPQh6vw17oc9D1YViFrgYbWXVilWwz+VIyEgPPBmKb61PWi12zQ4ZZF0NCZGctqHnsdKPAashdNl7ltmrVKj8/X5bz8vJcXFzqth2Y0OFnbRbha0vH0WtDu5ErTWM/NM2fYhq71PTu250GrTVNn9Ou8xZT902mjj9afGvI55acgz7XEjeaBnxhct9mmrDMo/0O05h/tJfEl9Z07LGp3ejvLHMSA37qhmOpi1/HDw9Oey2k3/7MHaui30rJPwxXth4W2zs1g/4awePEiZVy9j0tbaM9WyC2cMBnZflBpmCVkpK0c+fCcfxLIuQaEi9ciIMUu3gxPjZ2walT66Fp9uwZduDAFGw5Kuo16fvQbWEhNnYeusX09K0IJAgeUVGTkFNmpGRuzM/PA10bEpOSfDBcTkn5CnIwOvpNrI6+/ty5sJycMP0KNnR/UD9IwQg7NzcKm83LO4S1pMM1V1xhoMk1d6RkZ4eizKVVZlZQY7H5h1/aM2TR4bcHmtv1N7fbqMXaXbtEtHlA56EAGRlbjx1bVFR08uzZwOLi07AdH7kKISJirIi8kyc/RyLUGAqJD3Z36dIpVNHx40vkgtCIiJd3WHL22Wh2+97fPSlpdXT0W3l5+7EWIigqBD9/jJq4MKDz4cQ1vuFjYlN8Q/e/EhU9/dDht3/a1e348Y8DgrpC9cJYFKO84nq+kpJ0NIqsjk0dPuyVlrtvTeyckwVH6ubDNUEuCsQ3zMQ3nKom197WHLil1D/EN+o/KKj7Dk0S7bAKh0eOeKPa8a2FRk98/Czn39/EN1woI2MbXGL//glwiUuXUuR+KAwk4APiPKg3uG5i4mpZPTS0P+RUWNhgc8UFvP9UErc8qvvtiXJRcF9t9e4HDkxDE5SUZGDLiYkrzRWn9c0V175I7Nf9BF6Eqrt8+SwOrjNnzNgFPseOfRAePgpHipbz1mRtYKCnZuwctK9m1AGoN1iBHWHgJBpRch47tgSHYXLyl6ixuONLENig76HMii9nIX/GmZ168K4EqqWgIK5Cd8p1yu63zPRpZ95oCvn8OfMOU9jPloGQn7l94CpPpIfM7Wv+yBTwdifzVybzapN5uQk5D344Nfm7L9K2bDK/avKb0B5rWbbzvUVm+X2rTbG546cJ6R9t9xgI6ezvMdRsmuTXbpHZNMNsmuPXGepnvn8naeiD0TOCI1+Jz9zWUZvp+cTqmiG5ZBvVhREUbJTuSOa5A/1vySbzKyYUY//yCYFrukQseNmy9w6Wov78tWn3DstNcwcPTImMGB8f/zF8GANLOAlGmzjStX7DA62DdNT28eNL09O3YI8YnaIVLHfSxb0P5Q0Jnpr6Tb6dWw3O5R9Kyw5Bn4atxcbORU91PORD0RVH33vviLf3xfh4m7q5hsgZ6pyrORhc4fNzxs9y7n5V4qqI3Ai5OUmuJpTJ1JHhI3sH98a4C9n0k78H8w5iXXu3O1z99aqct8V4smpwcXD2PwZHgR2FeiI38sUgz9dDB3Xyawf1PDdi7JDArj/hoNDUGAVW86RFixalpaWyjIWWLVs6yOzgWjFw4IfP1370Uuyqj9cMd9s3dZKfm5vlWW3aE9hi5s7d1aNH/EcfHf7g3WPLPkoO2PazzzsnVq78to/b/kmTftYGGMG9emFh/8SJ29xNYc8//7PVqCOge9fVQ007Ont872lCeuigQdhy8pdfHvby0u/CEMpu3LgQF3fj6tW8Awcw9MEwCN+VrMAoGYKpPke4Ay5rN2dJ3LV5MkUvA3qokpJMSKViO1edQ0ZYr16UmFha7OgMFGIzul0IEf1KTH3eAppv376XkpLWYJsIOehYtU5zmj51oc1MDEcnLhox6J8DXDddCOqBU0KszMbJXJoMqbHfiIhxemjUBUFFztsuNQ0J6a3lrHT9aXezVSyxNkGfa9m7d5h+AV9Y2MDbt9lPVAKiDjQElAQa+urVHK2q01GZ9sQQYhXEB2omOzv4epXnf6I14S0I8AUFR7BrbRcDRTqgqCgeRDDEX2lpCbQXdpGbG4k2hRxH1D99+js0iqixaqUYMmAtsQWaAD8PHnwDy4cOvQGBgmXYcsnqZjGUGaXV3cz6PhJ5Tg8WruTkyE953Yf1U3nknhKYJr4K4ZKW9p1m14D4+I8QttPTf4BsTU//Ec6DAIwioRphCxIxADBbTe1I1A8LG6IlugcH90JKTk4wav7wYW/rnOJF2IW185hvTdb2NN+6CctD+7hriX2sW1+m33bvHiA7Qv0jp9wrg2GGOA/U2NmzQSIZw8NHimNkZPyco6kutCYqCg195oyf7vnYCPQfNMTp1B/2/TAq8odX/DtazkHt6tkTwsjyAKR+JnPFvStHZs9O/eaboqSkjG3bsnfv3jtiBDLoHRGO00snT/r1b28eYzq44PWQRX0Of+iFtdAfhg0b7N/Tfc9bL5jnm0LWVJz036odKd9ZDPTb1AFyBD6gt1FO/pGkLH+4cVFREtwJEgfehVpFPyP9W25kJIpx4qeVu1b02Df/JfNUk3lERbfZqRO+Q/r0wXdQxZPHQ58fYH7eFDF+LMqMkieuXBm3cOEvBRb/Qf8g9Y+jEtUoR7F+C565YtimJ+Lo3rdvjDYy/AxOfubMTjhJSsq6Cnlt6VhQYGy5JD0du0MN1PC9MfUHGkiuYMu5koNl+dyZXVfLtV9LzhSdqJRIgdXgxMfHu7u733vvvXfyIncDZ7D0ZdEBOGixgA79claWvbXkrgp0SciDnBIMcDQi/fTmzRifJPv6Rr/1VurXX+8ZNix27lyrGdZbXQa+86OjEUsSVqyImjTp4NSpSAwbMuRWF/Pss/hO27IF3Z9jdVIQE5O5YwfKIH1NQ4ACWL/TqiYgP/rQnLCwU+vXw5BAT8/9r7yCbhHVJZuC4VKH1shJz5SU9egx5QyjfmoSXadIBHPFGUaMR9E/IidCrIRbDEyvXDmH+IoOXc4HhYe/KKFR5htSUzdgsIt4DB1z5swOSbTepjb10hW9MFQOcubnxyLnhQux2AsW0CkjP3peiXyItRBnx44tRh8dF/eB1im/Kon4icTk5C+1C9TmVZViKFJoaH/8i3Jim3v3jjRbzbhUzLX01wrWS079ZGbuQDEwBEdRT5xYBdUSGztPNJwYC22qTUZOPXs2AKHu6NEF5oqzbFZKrq+54jSx/gkNfV7fSKVTb0FB3VE87PH8+QgUAHoIIbPSfbUITsiDIkEoI4jq6fb0twM3K8nIkAtpI162zF4cfP11fO9+7rmwwYODe/fG4eZgdUTumszJQdjBwc6d24O6QmPJHSoHD1rOTcMxRLRJThiLxMzMbeInUtVyclyb1vJBJctZyNTUr+EtqBmsgu1jO1gxOfkLvWX1Nj1kuWNroZ6zXDtS8BOFgfi7Xdz3NVudThVn2LdvtLWfyMSYlBbdjnQdmdu2nQ0MTNu0KbBTp6gpUyTx2OLF6I5EuVpT9RhEJWN1Xc5ejI+Xzg05cfxaxpMD+gS/23PveyP8nnUzdzftee1589umqHkTK/USEE8Qc7J9dAXoG9HdHfH2PvHJJ3r/ZtaeIW5p4v79MeZMWrMGu0PnmbR6NQqP1aV3RSJ6khDt2ZvBEI5WfSm6WewUTXb2bGBGxo8V/mwZRURHvy2TizjKcLSeOLEClSyzp3pPUjHT2cN6dCRTYjknQmMXLJC39TVc19oMoMBqcNq3b//ee+9duXLlTu7UwGuwjCuUXTAAQheDHuTA1Kk4btE17BszxrqnkNcgBHl6WieGDhpk1l5ZcHzpUnQ3+tYwBLxS8XpOySkB6diiRTb3DhEmvaTgWLHpYBX0Lxk//WQZwg4ejL4s/uOP0VdWzYlOGaZlbt8O1ShCCr2hFD5Ue2mD/iaHyPHjMSKUN2chZOZGRKDrtKneEC/T07eeOWOGkNq37yXp+w4enIagCG2EYH+pyuNzrEGfiwBvOc+SsQ0Lla6YESQRo+qoqEl5eYckp+Pn1si8C2RE1emiqmczdS5ejJeZIaifrCx/6D/EVOsVUQzsPTNzu3T00teHhQ0yV7laTiKuv/+zt8um3uYqZ8R0JSc/09K+g0YsKclAraI8x48vhUSQHYmW1VcXSRcTMwffMrliJcUsYT4y0nKOBhr0woU4BDaJT2gXB81RLQjqcDOZtLAEYMtN7rcOCv1zbMmSk2vXOhj21AGIIevLaGwifoIWRBuh3fPyDtib362E6P6cnDA4DMQQdqRfXHgtNxdhG6oCSgKHAFLgElLJGDZop/KPYndoLOv6l7OQ+MZQIcPqqr5y7VYvmW2yrh95BzD+qnW92AL6LHHVqth586Q5zgYHQzOVa93R+X37cFzjqEdPhX4py99f8qRv3YoeI1CbkQrq1s26i9Nu+DEdmDLFMqlfg1uUpJOBMEYXGr90KXwDK0KxiRQr1y6kg4fL2UN7nYNM6JaUZOJIRK8SE/MOnPzw4bdFNOfmRmRnB8spgpg5c6ScaClDaq+5QoHV4Nxzzz2XL1++wzv18fGxdxdhrZq8UfwDfWvaxlu3P4cNGYI+ImPr1oQVKy7Exmbu2IEOEd0iYgmklXWYCX/xRYiSqEmTLGtp8kXvpwK1biu4V6/IcePQNaBjxdgRe8ny8zv19dfS82LLGOYefe89yyUFCxdahoyrV6OHwioXjh7Fv+iaUarc/ftREmwk7Pnn9Yl6/bN/wgSUNumzz7Bi4urV+156KXTAACnhrtsHl/Iu0v2vvopuER0u9mI5JaG9AOuWRRWqC8G16khaRyYVMKxE1+lAxDQPICvlYimEz6tX8xCbIYkwnj5xYpXMoMhlTHFxi+TyI2jNpKQ1xcWnIHfOn9+HMTrEIiQpciYkrEDm8+f3QowiqNjcXUlJOv4qLExA5osXjyEndAAqXOQjqh2CAHIQe7ee5xNBpn9iYuYiViEyVWsd3A8+gOaWn5a5h+vXEaQRleGN+pxEyvr1WUFBcDDkhB+mbdqE74NvvCEOFjFuHIT+me3bsRbSi06ehJPXcMzQ6ORGRqIG4j74wHIdQsVL5XCMwDocgPnnDxVeTKi0CiRgUVEi/AGSt6DgiJxBvi1DTAxWR13h+L0Dcy2QU3uGDYPKsT5pi2Pc+tiPW7hQZiIztm+Hc0ni3hdesJymfOcd9GwoLeSaKL/azo4L2DsaXaQbqrTO5oicknuGrNMxtsSWYWndiqcOFFgNzmOPPZaenn6Hd1pWVubl5eWiMWvWLOvnYDV9gVWudRA4hmXwau+tT6J4MApEbyVz6fpAEBoFnUvY4MGFJ06cCw/HCBIh6tCbb0qe3f36Wf7VTjiG3P5aK9lO4O1TZRK6Kr0ASxIjJ0xAGEvUJu1RjADttVb6hRHykUfPRU2eDBV1bPFihEaoQPSeGFlWGv/BHKjGMzt3QsOlrFunT2thy5KZ3Zk95HIr/afjabY631FlD0Sgc+fC5Qo8xHiz1c191g8ktAcCP1aVcLi7f3/45MFp0yDN4UjiS+EjR8JtrKdpqyKnqG7Niepeqq1+aPp0qLeC2Fg4GCQajgg42KWUFBxfJZmZEGRQY3dAhMk1MxgtXIy3XKFvPW2MdLg3DhDrocXhGTMwRMHAyay9u3dX9+44lErS0mT1akGNIb8c5qjbRjx2YBp6Ccgs9EgoCY59pKR++y2Oa7Rv2nff4a/rhYXWFWII6BvhFZZ36iUm2pxcrwNQkPAieCxKy+6oWiiwGpzPPvts4MCB586da6wC1Aen8A8c6ui10YWhOz5jNh9btAjD1qqzPhfi4tDhSn+tK6TwMWPQX0DTyJjy2JIlGH1iEOnv4RE2aNC+MWMsp/O0F62H9u9/q6Pv2RP/5uzejVG13m0hPqHTRBjDqA4RCxn2DB0a/eab+ydMuHTqFLrUOnRGsAKxUN5FKoGTQ0anQK5kv3gxXj+logNPyPLzk3fH4oOfcEvxvei33kL0jRw71loh7R4wQOY8qt3pr9otIKkbNohvWx6t1anTrbGBuG6HDtZnGGXAIMsWNTNzJnxVbiKpNKSBbyNUFyYkJK5aBd/GT3H7GroitpYbGQlVhEMJH9nv/okTLYOHsWOzg4OhAEQdHl2wAILj6MKFEBxy/RBWT9GuU9yjTfDoU79IhGiwN/TCgYMxleSXFSG2alLUO4DeL+nTWlXv1zEWORuAinUwEV5zZLh48I036r8pFXCKAGoIjWZnozzJ3SicqKg1B0ECHQQCG8KGftbgclYW+mU9j/VFqRBwkjM/OlrGbdV2VQbOB2DXUZMmRb32Gi96cHaKU1OlEQ+89hrUz6E33rCcnq44FyYTVHBLqI3Y+fPleh24ZdWLrx1Tkp6uPcLsOrwUq2ds25awbJnMzoqSkwGDaBrsPcjT0zL/qs0biRQL7tsXBbA8xHH2bOj7/a++apFiHreeASknxzGewVrIo72KsPKpN4gGmerAcEWuKdRnhf00nSdx2q9C88ne7ckguZJayiMmYKRh1q6/lAz4Vx/DQK7JNg+9+WbY4ME4qJvmGVIcyJUuHm0gsBepkHrOkIlHhWqKH61vVPGaN80ygNpEFTuNRR3/aOIgysptOwgYuZGRjTuPhYgl93geW7QoOyQEBUMnnrZpEwRBYUIC/pKIKNkQQi4cPYqcWX5++ydMQJ6MH39E/kunTiEFnb7kbERz7gyw9FJKivUckpzOhmJI+eqrZF/fhqsEeAt8Rqpabj2Th4NAu8s8EJYRMqGl9o0ercsd/WxdsHahIfQZFBXy3HaloFZ+fBJXr8agJWXduqCuXUU46tsRLQUZFz1jBkQSBFDSmjW5+/dbbpr7xz8k54mVK1GAmkhJGJK4apWcTMS+5Eo1OZF6/MMPU9avT/rsM9mm9XhJZdDocqGnXBJaW70uQA6iHVHPELLnwsPtzR2SSqgTQFWx01jU8Q+n4GJ8vASP7ODqL5oWEEHTNm7EigkrVuTs2YMVLVc9l5TIo2tsdpToTG9cvaq9YPCbksxMrIIUbAR9K4Jo9JtvBveyvCppt3bWUp+EkI8McEP69ZNILMFY8uuXLVtPluzq2VOerBb3/vuImmcDA+M//vh8RAQEB/aIGHl68+brhYUorTxrw5Ce/c6HB9S5iBJoTVRj+o8/ho8aJfdVyL1mTQF5ogr8JGP7dkRTlBaSBVH5/N698AH8BR2GD4oNbZS5bRv+OjJrlnWbBnXvbu0Me0eOtFw+aHlC5EZ7T5GA+XV4ilJJejr8JCckxPJG8sWLZVrr1qMKevdG9crlm0QHwtRccZ9EHaayIKpkdXhsQxSvuaJOAFXFTmNRxz+cAggO6eZO+vhgHF+YkCCTEAgnCIFntZvLzuzYsX/ChMRPP4VeQQiUa1Yk9uhX4YjikZvAo6ZM0d7o5Y2hP1aM++ADs9W10nLVvzxUQr9eR0SV3PcUNngwxrUIxvtGj0ackxNPek55KOI+7X7PPcOGQX4hg8yIyOqVbgiQeZGAilsWJGyHDR1qyT9sGEqL/MlffhkzZ052aCi+YTjqBINyBOmMbdtyo6JgSMbWrdhX1KRJ0TNmoHgnVq5E0D2xYoXl9q4pU8JHjsRGMKa3XLG3fbvclwrdgI3Ic9cKjhxBEJKb70qq3J6CFMkvz2DDTzmbXHX+CdIBGz+1fj0qXz/DW7f5gzuPzAxVmw15UFcn167d/+qraP3jS5eifeGclieYbNtWk5Pp9UF/uhVcImX9ernXEq3ccHt0XtBS0W+9hQP8wOTJqKXElStlUrPaFWWm8+KxY3JfqlEXyyuCOgFUFTuNRR3/cBYQ3aEqRJdUkk2ieyo9HkmufYGqsOTXTtbo19Ps6tXLOqeoGf0hEXLqRwSWXHazq2dPKCR85DEZ8lRxicQSjOVOKPx1PiIC+g8i5uq5c9AZyCM5xQRkxs9fCgoQg4tOnoSmwSqQPjDqgNUTZVGeW5djP/ecLvX0T5BIMV3zSeG1a7r1xFs5tRrQH95oLRwDdSGo/Sv1qWs+SYydPx8mJ37ySfioUYdef/3WZUyaAJVqwUYgGSH+0rdsgckiofTLrWQju/v1i1u4sHmP/u/8eV4MLURzy4WJ8CvRvne4GM6FuHew9ioOPw8PHHcYaaR8/TW0V/auXZDL5/ftwzeOyrxDh+DP8jRB1DOlVR1QJ4CqYmf9cdLr8ZVCLvLdO3y4tfLYo+mSwzNmWOaltKdCoOuUB1XIZTfy3Gd8IHoggKCT0KueWLVKbu/C0BYrnvTxwThVro5C3LqUnCwX+GO8i+8GvfZLNi7llKcWoQzYrzzC8XxkJMbQEDpyFjJKG4jLhJm54lLxCO0WPBiiz2Ah820zWFOnYiP46/iSJZBK+7WnpukfeXya1Kp+HZJUr//t+kymACs920xCV+igQdgdal4SD7/9NuoWddhw9aYy8laJxi6FM4HhGQ7wI7Nnm62eiCHDBvHnf3q+Nvktd30GdupE5VoH1AmgqthpLOr4h3OBoFIQE4NvuTgGmkkeSyhz/rUNOfLIgDqs2CjIM5PKNWNR4MwdOyzPc0pPl6fe1/z6EnlWAgQcJB02gsE6NisXe0FWQt5JIhQnlFP8Rx9Bq0Gf5UZEQC1dOnUq9ZtvIF4tz+jfsePk2rUY6MuV13JtGT7ZQUGNfjsCITaBWjq9efP5iAg4LQYeh956CxpLBi2Bnp7yhkGZpo2ZPVuOr8YuslOiTgBVxU5jUcc/CKkn8uD1woSEfS+9BL3V2MUhpBbI1XIYtsldvfhGipzfb+yiOTHqBFBV7DQWdfyDEEIIMRB1AqgqdhqLOv5BCCGEGIg6AVQVO41FHf8ghBBCDESdAKqKncaijn8QQgghBqJOAFXFTmNRxz8IIYQQA1EngDq3nYGBgZ6envfcc89DDz00fvz4goq3q5aVlc2cOdPFxcXV1dXb2xs/HafXFnX8gxBCCDEQdQKoc9vZvXv3gICAkpKS3NzciRMn9u3bV9LXrl3btm3b0xpY8PX1dZxeW9TxD0IIIcRA1AmgzcfO4uLi+++/X5bd3NwgvGQZC+7u7o7Ta4s6/kEIIYQYiDoBtPnYuX379s6dO8tyq1at8vPzZTkvL8/FxcVxem1Rxz8IIYQQA1EngDYTO2NjY5944onk5GT52aJFi9LSUlnGQsuWLR2n2+QuhzSYKYQQQkizRZ0A6mR22tQ3e/bsadOmzaFDh/QUzmARQgghTRB1AqjT27l58+aHH374yJEj1om8BosQQghpgqgTQJ3bzuXLl7dp0yYpKalSuo+Pj827Be2ll9eyydXxD0IIIcRA1Amgzm1n1UujSkpKyrXnXXl5eblozJo1y/o5WDbTyymwCCGEkIZHnQCqip3Goo5/EEIIIQaiTgBVxU5jUcc/CCGEEANRJ4CqYqexqOMfhBBCiIGoE0BVsdNY1PEPQgghxEDUCaCq2Gks6vgHIYQQYiDqBFBV7DQWdfyDEEIIMRB1AqgqdtYfviqHEEIIqSfqBFBV7DQWdfyDEEIIMRB1AqgqdhqLOv5BCCGEGIg6AVQVO41FHf8ghBBCDESdAKqKncaijn8QQgghBqJOAFXFTmNRxz8IIYQQA1EngKpip7Go4x+EEEKIgagTQFWx01jU8Q9CCCHEQNQJoM3Bzvz8/EcffdS6zcrKymbOnOni4uLq6urt7Y2fjtNrizr+QQghhBiIOgG0Odg5efLkxYsXW7fZ2rVr27Zte1oDC76+vo7Ta4s6/kEIIYQYiDoB1OntTExMfPLJJ69du2bdZm5ubgEBAbKMBXd3d8fptUUd/yCEEEIMRJ0A6vR29unTZ9OmTeW3t1mrVq3y8/NlOS8vz8XFxXF6bVHHPwghhBADUSeAOredwcHBJpNJLqWybrMWLVqUlpbKMhZatmzpON0mdzmkQewhhBBCmjXqBFAns7OSvnnmmWciIiL0v/RsnMEihBBCmiDqBFDnttPexBKvwSKEEEKaIOoE0OZjp3Wb+fj42Lxb0F56eS2bXB3/IIQQQgxEnQDafOys9BwsLy8vF41Zs2ZZPwfLZno5BRYhhBDS8KgTQFWx01jU8Q9CCCHEQNQJoKrYaSzq+AchhBBiIOoEUFXsNBZ1/IMQQggxEHUCqCp2Gos6/kEIIYQYiDoBVBU7jUUd/yCEEEIMRJ0AqoqdxqKOfxBCCCEGok4AVcXO+sNX5RBCCCH1RJ0AqoqdxqKOfxBCCCEGok4AVcVOY1HHPwghhBADUSeAqmKnsajjH4QQQoiBqBNAVbHTWNTxD0IIIcRA1AmgqthpLOr4ByGEEGIg6gRQVew0FnX8gxBCCDEQdQKoKnYaizr+QQghhBiIOgHU6e2Mi4vr0aPH/fff//DDD69bt04Sy8rKZs6c6eLi4urq6u3tjZ+O02uLOv5BCCGEGIg6AdS57UxOTn700Uc3btx48eLFzMzMESNGSPratWvbtm17WgMLvr6+jtNrizr+QQghhBiIOgHUue2Eolq9enXVdDc3t4CAAFnGgru7u+P02qKOfxBCCCEGok4AdW47H3zwwXnz5j300EMPPPDAmDFjCgsLJb1Vq1b5+fmynJeX5+Li4ji9tqjjH4QQQoiBqBNAndvOli1bjho1Kldj+PDhL7/8sqS3aNGitLRUlrGAbI7TbXKXQxrMJkIIIaTZok4AdTI7K+mbVq1a5eXlyTI0VuvWrfV0zmARQgghTQ11Aqhz2+nh4QFdJcvnz5/XBRavwSKEEEKaIOoEUOe2c926dSNHjtRPEY4dO1bSfXx8bN4taC+9vJZNro5/EEIIIQaiTgB1ejvnz5/funVrV1fX0aNH6xe5l5WVeXl5uWjMmjXL+jlYNtPLKbAIIYSQhkedAKqKncaijn8QQgghBqJOAFXFTmNRxz8IIYQQA1EngKpip7Go4x+EEEKIgagTQFWx01jU8Q9CCCHEQNQJoKrYaSzq+AchhBBiIOoEUFXsNBZ1/IMQQggxEHUCqCp21h++KocQQgipJ+oEUFXsNBZ1/IMQQggxEHUCqCp2Gos6/kEIIYQYiDoBVBU7jUUd/yCEEEIMRJ0AqoqdxqKOfxBCCCEGok4AVcVOY1HHPwghhBADUSeAqmKnsajjH4QQQoiBqBNAndvOtLS0fv36uWhgAT8lvaysbObMmUh0dXX19vbGT8fptUUd/yCEEEIMRJ0A6tx2urm5zZkzp1Bj9uzZ+Cnpa9eubdu27WkNLPj6+jpOry3q+AchhBBiIOoEUOe287777isuLpblS5cu4acsQ2kFBATIMhbc3d0dp9cWdfyDEEIIMRB1Aqhz2zlkyJD58+cXFRUVFhbOnTsXPyW9VatW+fn5spyXl+fi4uI4vbao4x+EEEKIgagTQJ3bzrNnzz722GPy7hosZGdnS3qLFi1KS0tlGQstW7Z0nG6TuxzSYDYRQgghzRZ1AqiT2VlJ33Tr1m327Nn6NVj4Kel3YAaLEEIIIXWg7iLAqXBuO++9995GuQargbgDbtfQu2gGJjSPXTQDE5rHLpqBCc1jF83ABO7C6XBuOyGY5s6dKzNY77zzji6YfHx8bN4taC+9vGk0eTPw7GZgQvPYRTMwoXnsohmY0Dx20QxM4C6cDue2MyUlpVevXv9Po3fv3qmpqZJeVlbm5eUlz8eaNWuW9XOwbKaXN40mbwae3QxMaB67aAYmNI9dNAMTmscumoEJ3IXToYqdTkEz8OxmYELz2EUzMKF57KIZmNA8dtEMTOAunA5V7CSCOp7dxGFDNBHYEE0ENkQTgQ1hIKxKteDB00RgQzQR2BBNBDZEE4ENYSCsSrXgwdNEYEM0EdgQTQQ2RBOBDWEgrEq14MHTRGBDNBHYEE0ENkQTgQ1hIKxKteDB00RgQzQR2BBNBDZEE4ENYSCsSkIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAcmICAwM9PT3vueeehx56aPz48QUFBZLu7+/fsWPH3/3ud0h/6aWXzp8/X3XdsrKymTNnuri4uLq6ent746fjdOKA+lQmG8JAHFTaXRXUdl02RB2wV2n2uqyarMuGqAP2Ko0x4s5AgeXEdO/ePSAgoKSkJDc3d+LEiX379pX0Ll26bNu2rbCwsLi4+L333kOPVnXdtWvXtm3b9rQGFnx9fR2nEwfUpzLZEAZSbaU5EFhsCAOxV2n2uqyarMuGqAP2Ko0x4s5AgdVMwHFy//33V01HX3bffffpP/UA4+bmhp5OlrHg7u7uOJ04oA6VyYZoCKqttKoCiw3RENSk0ip1WWyIhqAmlcYY0XBQYDUTtm/f3rlz50qJly9fXrJkifUwUT94WrVqlZ+fL8t5eXkuLi6O04kD6lCZbIiGoNpKcyCw2BAGUpNKq9RlsSEagmorjTGiQaHAag7ExsY+8cQTycnJ1olyxcmf/vSnU6dOVV2lRYsWpaWlsoyFli1bOk4nDqhPZbIhDKTaSnNwipANYSDVVprNLsvxumyIOuC40hgjGhoKLKdnz549bdq0OXToUNW/Ll26tGDBgmeffbbqXxydGEh9KpMNYSB1mMGqdl02RB1wXGkOuiwH67Ih6kC1lcYY0aBQYDk3mzdvfvjhh48cOWIvA44fm9dm8fy6gdSnMtkQBlKHa7CqXZcNUQccVFq1XRYbwkBqUmmMEQ0HBZYTs3z5cgwEk5KSKqWPHj06MTGxtLT0zJkzU6dOtXl+3cfHx+adIPbSiQPqUJlsiIag2kpzcA0WG8JA7FWavS6rnA3RMNirNMaIOwMFlhNzVxVKSkqQ/sMPP/ztb3/7l3/5l0cffXTixIkXLlywXkUWysrKvLy8XDRmzZpl/YwTm+nEAXWoTDZEQ+C4wq2xTne8LhuiDtirNHtdVjkbomGwV2mMEXcGCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQuqLvVfY1vZtqTV5FW79Vy+38+Zje5eBE0IIqQPsRgmpL/ZeYVvbt6XW5FW49V9dp6rAqnMNEEIIqQS7VEKMxPoVtvV5Up+9t3fXf3UdCixCCGk42KUSYiTWr7Ctz7smbL6925DVdaoKrNatW993333/9V//tWrVqhs3bjhenRBCiAMosAgxjEqvsK3z21IdvAq3/qvr2Jyy+uWXXw4fPuzu7j59+nTHqxNCCHEABRYhxlD1FbZ1m8Gqup1KF57Xc3XrdHu2ZGZm8h2uhBBSHyiwCDEAm6+wrcM1WNW+Crf+q+s4EFhZWVkPPvhgTTZCCCHEJhRYhNQXe6+wre3bUh28Crcmm63h6jqVBNbw4cPj4+OvX7+emJjYrVu3adOm1XA7hBBCqkKBRUh9sfcK29q+LdXBq3CtqefqVXNKorz/9Xe/+92TTz45Z86ca9euGVtLhBCiFBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIw/x9Ufftkyu0JPgAAAABJRU5ErkJggg==)
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