Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Sibeck_052123_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 14, 2008 |
Start Time | | 2008/09/14 22:00 |
End Time | | 2008/09/14 23:59 |
Key Words | | velocity gradient |
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 | | 4.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 67.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Sibeck_052123_1 |
Minimum Dst Value | | 6 |
SW Source | | OMNI |
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 GOES-12 for time period of this run.
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fOnTIfhocHJwzZ87q1av1X9vVlFvNr41EMHYG06MAAABR3lOEw8PDPT098cGqtWvXKsH69eurLLeaXxuJYOwMpkcBAACivBe5G7YGSxw6dGjWrFk7d+7Uf+/RQgSWEYydwfQoAABAlLfAGhkZWbt27fz587V98eLFa6+9dv/+/dqWxlLk8PBwleWG444b2U6eIgQAgGDJ9z1Yzc3NixYtOnbsmOLvueeeP/7xjy7ZU089pZgqyw3HHQdjZzA9CgAAEPEm98kmGDuD6VEAAIAIgTXZBGNnMD0KAAAQIbAmm2DsDKZHAQAAIgTWZBOMncH0KAAAQITAmmwa2U6eIgQAgGBBYE0uwdgZTI8CAABECKzJZpLtLDu8lDHy1N3dPb1EV1fXWAvKoboAAABTBATW5FIIO5MCq2yyjRs3tre3D5Xo6OhQcNxFAAAANDb5vmi0paVlyZIl3ldxxlFuOO64EHZWKbCkrvr6+mxbG21tbeMuAgAAoLHJ91M5Fy5c6O7ubm1trbHccNxxIexMCqwZM2Y0NTXNmzdvzZo1Ll7yeXR01La1oeC4iwAAAGhs0hzfDz+c++ijZwcGnhke/nqsOdjHnjs6OrZu3eoiT506deWVV54/fz673Gp+bSQKYWdacw8MDCxYsKCzs7NsMimwZD4ZTETNAQAAikma45O66u29Tn/SWNXnIP3U3d3d3t6u7b1791577bXup5UrV65bt65iudX82kgUws6M5j579uz06dNtmxEsAACAKslFYMW5/PLLDx06ZD9df/31zz//vDaOHTs2a9as4eHhiuVW82sjUQg7qxRY3hos09G1FwEAANB45DtFKAnV09PjPO/OnTuvvvpqbSxbtuzJJ5+sptxqfm0kCmGn19zqraNHj2rj5MmTS5YsWbFihcXbU4SDg4M8RQgAAJBNvovcDVuDZcyfP3/16tWzZ892k0vVlBuOOy7Ke7Diy6S2b9/e2tqq4JVXXtnZ2Xnx4kWXvquri/dgAQAAVCRfgTUyMrJ27VqJKhezbds2Jdi8efOYyg3HHQdjZzA9CgAAEOX9Hqzm5uZFixYdO3bM/bp9+3abJRxTueG440a2k6cIAQAgWCba8d12223btm0ba7nhuONg7AymRwEAAKIJdnzPP/98/E0N1ZcbjjsOxs5gehQAACCaSMfX3Nw8a9asd955ZxzlhuOOg7EzmB4FAACI+NjzZBOMncH0KAAAQITAmmyCsTOYHgUAAIgQWJNNMHYG06MAAAARAmuyaWQ7eU0DAAAECwJrcgnGzmB6FAAAIMr7RaMtLS1Lliw5ceJEjeWG446DsTOYHgUAAIjy/lTOhQsXuru7W1tbayw3HHccjJ3B9CgAAECU7vjO/XDu2Y+efWbgma+Hvx5rDu5jzxmLcBBYRjB2BtOjAAAAUbrjk7q6rvc6/UljVZ/D+fPnu7u729vbvTSbNm1avHhxNeVW82sjEYydwfQoAABAlJPAinP55ZcfOnQonmD37t3z58+/cOFCNeVW82sj0ch28hQhAAAES75ThMPDwz09PfERrIGBgXnz5p08ebLKcqv5tZEIxs5gehQAACDKe5G74dZgDQ4OXn311W+++eZYyw3HHQdjZzA9CgAAEOUtsEZGRtauXTt//nwLtrW1Pf/88+MoNxx3HIydwfQoAABAlPd7sJqbmxctWnTs2LHkTzxFWJZg7AymRwEAACLe5D7ZBGNnMD0KAAAQIbAmm0a2k6cIAQAgWBBYk0swdgbTowAAABECa7KZZDvThpe6u7unl+jq6qomvpqCaq1rid5Pep8ZeKb/TL8Fv7j4hWL6Pu/LJXMAAIC8mCwp84tf/CLjVwRWXfGae+PGje3t7UMlOjo6FMyOr76Icz+ce3fo3Y/PfezipY2kkBRvwZ73exbvWfzo3x61oBLf+uqt+jNFJTllb79VGkuw6s1VFuMkFwAAQBH413/9188//7zOhT733HNy0BkJEFh1xWtuqai+vv8bE9JGW1tbdnz1RTz8zsMSQzf86YaBswNRSV2ZPFrXv86SWVB/Fnxm4Jn49wSGvh+y4O2v3W4J7tt/n8VIiin46befLv3zUsmvl0++bAm2Ht+qNI9/8PiP//xxrM0CAAAwbpYtW/bwww/Xs0Spq3/7t3977bXXMtIgsOqK19wtLS2jo6O2rQ0Fs+OrL8LTQ72f9Fpw9YHVlkzKKT5A5RI4wbTrs10SW6bPxFtfvqV9pZ+GR4fLZqisLObUhVMWc+CrAyrd6a3D3xzWXsfPH7eg8tGvinQ1V1mKcWNs2lFZVfy+AQAABM6XX375y1/+clq9+MUvftHR0bF79+7sWiGw6sq0zHeUNTU1ZcfHd8xACaSTpLEeefcREyhSLT3v90gMOUEjfSP54tRMVJoW1F+VhiiftpfaJKc2H91sMXfvvVtBRQ59PxSVBrRMbz339+cUVDUs/Z19d1r69YfXW4LXT78eldTVDX+6QcHOtzstgQ3CLdi1wCrpTLD8AQAAigwCq65Mq9cIVh2QZpJEcwNU0j3vDr376befWtCbc1RKb1GXpJLF9H7SG5UWgVlQutASeENiyY+iS4HFl5GpJsokY4lYckhs12e7VLqLMRPcCBwAAMC4QWDVlWmZa7Dct7vT4sdRxGQxcHbg/r/cL7XkJhm3fLxFospNQR746oB+7Xy70/TN8OiwBJNi9pzaYwk2HNkg/aSY70a+s91NYLkxM28Z2dMfPm3Bt758KyqpJZNoircEJulu3HGjTVNKXVn6nvd7LMGCXQsUvPmVmy0oQabaKhmrygAAYKwUxB3XgULYOa3cU4SDg4NlnyJMxo+jiIZBKscGnGwRmLiz707poaV/XmrBikNi3ro0iSdvGZmn2J77+3PxWU7pPFNsbswMAAAgjUZ1x0mK8h4st0zK6OrqKvu+q7T4agrKp8aFR4rn1IVTNr4VlZbhS0KtenOVzfF9cfELG5F6/IPHLcHW41ttSMwWdUmoretfJ3XlXmbx9IdP24OQFqw4y2kZ3r33bjfJaOv0nQQEAIBgCccdB2NnMD060UhRPXbwMf3Z2n/JJnv00k0pekNi+m/r9Dcc2TCZ9QYAgAIQjjtuZDvThsdgQrFJybaX2mxRV/LVFQAAECzhuONg7AymRycdeyzRvTZCG51vd963/779g/stpu/zPoktW8IFAABBEY47DsbOYHq0+Nz66q3xN00c/uawYhbvWcznhgAAGp5w3HEwdgbTo8XH1mzpz1Zxeavmf/znj49/8Ph9++9zL54498O53k9695zaYy+GUNBeXWHPRUY/DYlpd0tw/PzxP/z1D/F3Yaw/vF5B92YKAACYLMJxx8HYGUyPFh8JIGmjA18dsKBbpGWCKflYYs/7PRaz67NdURUvX/UUW5R404QqIEGmbN2zloqJf48IAAAmiHDccTB2BtOjU5EvLn7h3hQvlfPrnb+WGFq+b7nFPHbwsbgCkxiyxxIfefcRS2DfI1KkLfxyim3biW2WwDLU/7QM7YNFLkPlo5/s1axG/5l+3jQBAFA74bjjRraTpwinKBJbUjNumbwNOLkvaouPz30cH3CSPpMesrdCGKaH3LvmLUP3TcmKQ2Kdb3dajE0yvn76dQu6l4G98I8XWKcPADAOwnHHwdgZTI9CRWxRl/vaz3cj3z3y7iPxRV3eq7ySb5rw5hw//fbT+/9yv3ubKwAApBGOOw7GzmB6FGrnrS/fkpbacGSDLdL6evhrWzXv1o3ZnOONO260YHLVly3qcu+yVz4KukX3AADBEo47DsbOYHoU6oCt0z/8zWELbj2+1QSWNqKSILNFXXfvvdsSPPq3R22VmH2AKPlusF2f7ZKkcw9ORj9flwYA0DCE446DsTOYHoVJ4cBXB/Rnc47JByErzjl6D0J6T1ZGpW9sK/HLJ1+eBNsAAPIjHHccjJ3B9CgUgZ73e+KLuiSMFOx8u9MW5u8f3G8PQrpV89nvBksqtl2f7dL2nX132veIAACmCuG440a2k6cIobAMnB2Iv/fBezfY4W8OSz/pz2LcnKMUlSWwDz66IS7ls/7wekW6OUf7YJFbBAYAUBDCccfB2BlMj0JDIsklLeXGq2yI64Y/3WBzjsk3Tax6c5WCN79ys2ms/jP9EmdSbO5lFk9/+HT8dflScgpqL6fJXvjHCyqFhfkAkC/huONg7AymRyEQ4l/Uln4ygSWFZDFjfbu9NyQmveUpNgkym6O0Qr+4+IXKiq/TN8XmJj2HR4dfPvmy/tzbyDyST1b2fd6n0p3CU0FK8Om3n7oEqpUTiMrfXjD76N8etRhlJSvW9a+zeVj9X75vuSpsTx5EiU8qRT+9L20srQ4AtRKOOw7GzmB6FMLk9dOvS524Bw+f/ehZaYv7/3K/zULu+myXt2ree7v9+sPrLYFUSBRTbMrBEoz13WCbj262oA2SSU6Z5nN6yHuycs+pPZa+5/0eS2D6qe2lNpNcL/zjhfgL+pPr0jyNWPGTSsk3/luJ975xrwVNsak+aaN62lDQ7R7xxn+AKgjHHQdjZzA9ClCWoe+H4u998N5uL02goPSBSyD9IfVg6if6SYEt2LXAhpSSb7fXTzYpacGK6/TH+mSll6EU2519dyrY+Xanpfde0O++gOQytPRpTxJEYx/Vk/qMm5BsE4lIWeFqqDpL+EpxosAgZMJxx2O285JLLpmIekw04fQoQH3wRmtsRs9pOG08dvAx/ZmaSY5geU9WKoF0iTSNe7vYlo+3KIFkkxUxcHZAgkYxacvC7AX9e07tcTOAXw9/rWq4Gmo7/olJKTCb5XQZ3vvGvfFpVtXHBJPyjMqN6tlCN/2ZMB3rqF5UGlmMD4nxQloIgXDccSMLLJ4iBIBxI7kT/6RSlBjVk0RT0M26Jt/4b3OOt792uwWf/ejZ+JiZJKm9rcMl8KZNo9I7bJXYDTR62EI3VaDIQ2I2dJq2FA8CJBx33MgCK044PQoABUG6R9rCfZVcG9JY+rMYyabsaVO3cu6xg49ZAlNgS/+81D7i5A2JScQ8/sHjyYdDO9/udMvIvLV6tSP9t/rAavesgBShzFGhZmP/mX6bqHVVSn4o3V7Sm1d9oon/CoI3vW4xaSI4+ulr9O5xEB0Vag21m6ukd5zYLvEMvU9v2UtY3DMuU45w3PGY7VTTXFKOpqam3OqUPvLU3d09vURXV9dY88yregAAuWBDYm7pmzdtqmD2ujRvSKziwv/k06am2JTeeffD3xyWL3cDTn2f9ylzJw7e+vIte52HVSC5Lm2sD0N4n5kS6/rXxV/Su+XjLaqeNKXTE96o3sPvPGyjgCY6va8gJJ82lUWWoZmg//bAh1s5p6ZQ5eOv8JXSVW6uTbwHRNxiPpt9VsX+ffe/xzP0ppKT3WrvGXa95kyw1YTJT29ZtyrSKvnpt5/KHO3uvvTgvVevaITjjos4gpXW+hs3bmxvbx8q0dHRoWDteQIAFBN59Of+/lx8qMOJCdND0hzytfoztaFI8/3L9y239O7h0NdPvx5V8WTlthPbLOhGmGwSM23hv9SYp9gswY07brRZTnl61Tbu+7M/lF7xYYjkqF72wxDjeNpUrWfyxSSdk4CSepYg+2GIZIbewxBJE7wMa39AxH0ZwkyQ8rN+dEJ5z6k9ynyy3lESjjueSgJL6qqvr8+2tdHW1lZ7ngAADYPNXrnBHns41D03kHzjvz16eeurt9rwT/LJSk9gea/ziErOOz7nWPETAt6H0u3ZBf2ZIEuO1qzrXxcfrUkO/3jTpt5XEJJPm3ov6VVbmeZ7+sOnLUHFd8h5L+m171ZJ05gJErv2RK0bwVJN4i9g039ptfggnHpBObgxNlVMPaI/M0HptbtKdIN8Ng+rJrKOVjJrNFdD7Zthgsq1bnWKzd6BcvMrN3uL/yboeYtw3PGY7cxxKjANtf6MGTNU0Lx589asWePiW1paRkdHbVsbCo4pz5xrCQDQWMgf25OVztF6U4TJ13nkTvZ6o+So3jjIXsAkbaEWkKaxRweUUgJIwQld11Uj9sBsfGI3vtBNQVNUJovd0xXSYZag4htJklPJ3mtfxkQ47rjQdg4MDCxYsKCz8//uPLxeSUq9aZnUqdIAAAAFxnSzW6Rl06A37rjRRhaTAssb1dv12S6TaG6pnCfEswnHHY/TzhMnTlxxxRXxBe8TNLJ19uzZ6dOn2zYjWAAAABONN0U41qnk7G+bhuOOx2nnzJkzN23a5OTOxBEXWN4aLAWrzyecHgUAAJg4pJPs2QU3Bpb9MIQ3JBaOOx6nnWqgiVNXy5YtO3r0qDZOnjy5ZMmSFStWWLw9RTg4OMhThAAAAAXBmyLM/rZpOO54nHbOmDHj4sWL+VbFsX379tbWVvXBlVde2dnZGS+oq6uL92ABAAAUluxvm4bjjsdp5xNPPLFs2bKRkZF8azNxhNOjAAAAhSUcdzxOOyf0Te55wVOEAAAAhSIcdxyMncH0KAAAQGEJxx0HY2cwPQoAAFBYwnHHwdgZTI8CAAAUlnDccTB2BtOjAAAAhSUcdxyMncH0KAAAQGEJxx03sp08RQgAAFAownHHwdgZTI8CAAAUlnDccTB2BtOjAAAAhSUcdxyMncH0KAAAwITyzeHDQ++++88ff7TgxS++UPD7oaFq9g3HHQdjZzA9CgAAjjP9/Z/09p77+OPJrsgE8nlfn2wc/vprC37w+ON7Fi9+c9Wq0eFhBc8ODPzl/vv333efNizB8a1bD6xefWrPHpfDhVOn4vJIzSXB9MO5cy69dtculuGJbdtK326+7u/PPWcJdv/7vyuoQi2orAaeeebo5s1OgZ0/ftxlGI47DsbOYHoUACBYpABOvvyy1IZJAXn6l9ra5Ptfu/12S2C+X8rA+f4aGfnuOxX32a5dLn/pDJX44dNPW4zqI3Xy7iOPmLxQxaQ8VAdpmiqLUOZK7+TR4fXrlf8rN99sOUgnmdx5v6fHElgF9GcJtK8FtRGVRpss6PSQJfjTDTdIA0UlMWSNpjpXk6GwoP4sqJpYULYnMwzHHTeynTxFCAAwiciXv7lqleTF4P79FvOPF144sHq1G/mwNPrLq0RpF3Pt2ojKiQnn+50kGv76a+kGE2RVGhWfDvvg8cctQxsQ0k8WlNWWQBsWY/JFmsOCagdL8Ma99yr456VLLfh5X5+0jv6s0VSQtuMasWKGf/3DH8xkk3Rqc0twYtu2shlqR0sgpVjWhH3LlysokWRWq7msW924oDSfgk5THnzssYwMw3HHwdgZTI8CAEwWX771lrz1kQ0bTK/Iv3q+3xvqcAmc3BkrH2/ZIrct2WQjUh89+6w3uOJNh3m+3w2uuBpKP+kn0y5l8abDPHWi3XctWKCghJcl+Nujj5o6UVlROT3ktUnFASfpGAV3/vrXNp6kppa+UW5O7ihGP7kJvqgkceJLprxpU0k6ZS6FZxlqx3ceflitahZZjHa3+leD8rEpQjsMRr777t1HHnEZhuOOg7EzmB4FAKgP8v2mNpyY8AZXpLcsKMllCSQLFNxx440WTE42STBJK7gRL5M7UgAWlKtWWUrwzeHDFuPNXn0/NKRf9Zc2Kma+X6WY70+O1uy9+26bL7PRmrMDA6/dfrtKkSixBJ4eUgIVJ4XnlkB5qM5xdZKcInxz1Srl9sa991rQGk2CzIk8tYDSuwpMdcJxx8HYGUyPAsCk8M8ff/z7c8/JEWZMeOU7HfbDuXMfPfusSnSuXRWQs7eFL1Fp7Y6UQd+dd5p3l0c3feP0kMSBdnfpZcKpPXvcAqboJ7XhfL8NdUhwmDhIqpO3Ozstxi0YssfNXIaqifJ38kgblqGlT47WmPjQn8mL5JCYza+9cvPNafqmYhvKRhV3fOtWi6m43sibDoOxEo47DsbOYHoUYCri1EnGyl953/ivI999p6D+l02cnOaw2SspEgt+PzTUv26dYlyeXobeNEf000CCm1jxpsOkZswTH3zsMUvgjUwkp8OUm3JwwzMVR2u+/fRTJXAjGd50mCrsqZOKa2ukbCzGZN/HW7bEFzBFidEaL8Pkgm7F6Ce1TFonZlNxvdHp11+3oPrOEkhX6afqF4xXRO0vM9WkNqHmutUdSFAj4bjjYOycmB61mWl3r1YExvQ+EoA0dGzHV/7aoR5/1l3HmBKkPYplD3PpzyWQR4zLHXu06u3OTlspklyYYk+GS2FYDk6dWA7ayyannFZQept7MjmSFBOv3npr9siEaQUls6C3WEeyxoJ/uf9+S1BxrXH22pqkHqo4WvPnpUt7Y2uN3YJuU41JdWKCSektw+QIltcmyQVMNj6kinkmjFtCVUSNKcMlJS1oKlYVdoeiNJYSxBcYTTR2qNetuIYHgdUI1OEpQt0ie+PhE42tl3SPhyTxFmBGpatqLbMS3pB+2QS6Jo5vfH6CkDvJWKOaRBdx2ZhxDfXEhG5qddG3R3ImAu9R86h0Vy3f9tWBAxZU7+vXU3v25PWouc0lyTGbhJJ7e+Xmm+Ou3Q51+W871NW85sudJ9aRqRwkmCzoPcyVFBMV1Un2TE3F0RrV02roqtR3551jGq3xBJYaP3s6LLm2xns6zJsOS+ohSbfs0RqvTUa++07F6c9dDZLvfPLeb+ShKmn3+Frm93t6MhYwRTVfTwAQWI1GXj3q3dZ7TiI5pJ9El+n40xweio8PibnHQ9yST+8K6x6XdSso026a7Y5T+X/49NPxDO2BFGVrV2F3hXUmeItSVT3d9erP7omlq+wZnL13320J5LfsgRTLMDn1k3zCpUZ0260S5Zy8oQ4ngGSsKuAklyqgbTfPIkvNz7nb9ONbtypDtapVUinNRueJLb1rZJkjZ6w/58m8hbq20sW9esfNXjnBZLpZjWbzU546cZ7YDa54j5orw33Ll8fXkagRlL+bq5IJkhdK4BpBFVBQ5Vqw4lySd6hXfDrMGwtJHidmslNsyePEVv+40Ro78JwJSm8muNXT3giWNXv8ZYnKOT57pRzUenEV67VJcopQR1T8dUQ1TodFidEaHQ9qT53yaaM1puzj728EmHIgsApKd3f39BJdXV1j2rHKHpXasFkJC9oLcPVn8kXOz8aH3D3xqT17lF7XZbsCJr2O3ffrDtUcp/mA3tgLcL1HiE3uOD2U9HPmWeVpLMOKCzBzd5wVBxLG+o6W5EJdD3uPn1uYUlF0JtvEXLv+uyayBJbnONpEXjyeYcXHqr2RiWSGngmeOklmmP2amWraxOtWN5xjmk+doqziis0OdfcqZ2Vris31i+mh+OscvUervJFOe7QqY+hXOSiBEx8A0BggsIrIxo0b29vbh0p0dHQoWP2+1qPeyESSsYoJj9rfqJuc5rCgREnZEpOfLPDwpn50c2/p3WiNqY1dCxaYJ5O/7P35rIT3YkAnDtyTRzI2vrZGO/bGXvqSXPmbLSaSIxPuPX5peshWrrjHiFSujeo55+0NOHmNrBJVVlyxWQKpKGs0ZWjPaTuTFR9fa5w24OTUhltbY/JFBVkCJ+WdELcjM/mouQ6t+CCcqhRfmJJ8l4/3YkB7dWG812y+zM1eRTVP/eQ+MAkADQkCq4hIXfX9dLusjbafxg+qwXrUG5lIYr5fasOC7gW45onlQuy23vn+JN43oTzH6X0TKumJv3zrLf0qOeVcnZyxMszwfLbeqPopg4rrjew57QxPmf2ouWriLfuQro0/u+6+k+VNh9lC3Ypra9xaY6cRrcSMRWC2gMnpJ6kcNbJ2T1ubUjFDD7eg283seFM/EkCqgNrBdZPNXlX/8uiKeG+jTr4Y0Fuom/0IHgDABIHAKiItLS2jo6O2rQ0Fq9/XetQbmfjm8GG773fDMzYrEfdD8cU6E0EIHyLNxluoq//2HmQ3QGXv8etft85pPluYwnM9AABTDgRWEfF6pampKZkggygxMpFcCgNFgMEVAIBGBYFVRGofwfJIjmABAADAxIHAKiLeGiwFq983nB4FAAAoLOG446lkpz1FODg4OO6nCAEAAGASCccdTzE7u7q6JvQ9WAAAADBxhOOOg7EzmB4FAAAoLOG440a2sw7fIgQAAIDqCccdB2NnMD0KAABQWMJxx8HYGUyPAgAAFJZw3HEwdgbTowAAAIUlHHccjJ3B9CgAAEBhCccdB2NnMD0KAABQWMJxx41sJ08RAgAAFIpw3HEwdgbTowAAAIUlHHccjJ3B9CgAAEBhCccdB2NnMD0KAABQWMJxx8HYGUyPAgAAFJZw3HEwdgbTowAAAIUlHHfcyHbyFCEAAEChCMcdB2NnMD0KAABQWMJxx8HYGUyPAgAAFJZw3HEwdgbTowAAAIUlHHccjJ3B9CgAAEBhCccdB2NnMD0KAABQWMJxx8HYGUyPAgAAFJZw3HEj28lrGgAAAApFOO44GDuD6VEAAIDCEo47LqKdGSNP3d3d00t0dXWNNc9c6wjj5/z545980vvVVwcmuyIAAFBvwnHHRbQzrfU3btzY3t4+VKKjo0PB2vOEOnD27MDQ0Lujo8MWfO2123t7r9Pf998PKfjtt5/+5S/3799/n4SXgkr29tude/Ys7u9fZ+l/+OGcBNmpU3v++c8fJ8kCAMiHc+c+1ul85kz/BOU/MvLdRx89OzDwjDYs5vjxrQcOrNYFZIJK1CVL1zdnkS5runzp+vbhh09bjIrW9U11sGvgxYtfvPnmKsUMDu6foCoVnHDccRHtTGt9qau+vj7b1kZbW1vteULtfPXVAV0xL1w4ZUFdVnRx2bnz17qOKKiLyJ/+dINiPvjgcUvw6qu3msCyXXQptKA2FFSkBXWRsvTvv99jMZ99tssSKPN4hp9/3qeLl3Y3Baar2NGjm+NXWAgTHXs6Mu04LIt8oTtuo9KdgNJLAVhQx5sOQt0PuBgPpddhduLENgtWdJy6VZDv119hj0xV7OOPt8io4eGvXYyayFVYd0E613RKWoySvfHGvWolnXFVFrFjx406eV966f+u3mpD3V/pz+6volIrqUR3P6ZWVafoHE/LUNcBVUAtb7uoJna5UDvb7t71xLq1r+9Od0d3+PB6GeV67W9/e9TSqyYW8803hyWh3A2eEuhXNYIFtbsVYZVUSgvqSLAE2rAY/aSgzLGgCrUEqrPSOEHW8ITjjotop1p/xowZTU1N8+bNW7NmjYtvaWkZHR21bW0oOKY8c65lMOgCpOudu9ZEJUXlJvh0hdW1UheLP/95qcVUvJqYHvr735+zoO4vLYHF6MJt93+6YlqCgwcfswTKKip3/bL0TrF5V9jop1vYf/zjBWdR/I7T8szwxE6xOWfs3YUrXpXUn43JRSXVqBKdVzBPLAOrH4RTZeK+XzfBysGaVCgfbStbl+DIkQ0q0SUoINbI3377qQXVVgqePv26S6Buko2uF+QIZZHz3OaJ1enOas/3eyOdSmbK/q9//YMl8IS48rcEdlyJV165WUH9t6ASxw885a/SdbCpnpZA9ck+1HUMKygJYkEdkPF7iTqg9lFZ0kwmPpJiwu5edM9jCZI1tJNLCSxY8WQ0PeTy1/Xh7bc79au7Ylh6/VnQu79SI9vtk9rWElgb6s9ON3W3FJVMkOiJ19Cd/p4JOsyslyWULb3XrRWvJxLQ8QtU0gQvQ7XArl0L4neA77zzsIKqhtX5yy/fsvQ6Z8tmqANVifXXqENc4bjjQtspp7RgwYLOzk4Ler0iBealn5ZJ2SJ0kdVZ4W7XKqKbHp2QGenlMJRhXI7kiy7u8dHmceCJCe8uXJcAE0zuamIzeu7+z+khczPJASe7n5OXssuTmkLXl/gVNol+it8glr1p1tXKTNYV0y7B7oZPN6NWBzMq6SS865d3x5n0xJZAV0kz4eTJlz3H6d2FVxyE8zyx6rl379361Skwu2mWSDWrnat2l2yrocvQhgn1p4u1NaDnJDzHKeekVtLuToEpByWODzyo2nGJKT0qc5yaMT1kxRnKMz7z64lOm/mVd7Q2TPo5+V2rs3kdnYkWlAu3BJ6f8xo5KcS9kc6KjtPLMHmcSJdY0A7dZIZet1Z0nE76u2ZXi6l012jeaI3OCJ2GcWWvVo03sppOXSy7LCY5vV77zYlnQtpwshvO8fRQUnTquIrfXykYr2HFcyeZoU7b3tiAkw0TxgfhVJP4wKR1q05eq6GOcMvQnf7u3LGTMXmceKJT/a72dId6ElVJlY+Pg9qQmDt3TJA5Ze+VqGSm7N1xZRnG76/GSvbNSfTT3Y4rwvM7Op11jCnoTNZFXjXUdczlrwztIEmCwKorGRro7Nmz06dPt+3aR7C8uXB3TXdXBw8dxDqL9GenohutkXcsm17qyjJ0F7jk8E82dly6K6x23Ldvefym2bsgJvFGa+z6pWrb6Z0UExWvX94VNnm58UZr6o+aIu771YY24OSusNkjExWH9JO+39owzXEmxYTzOuaqk42c7fuT0xyeCTo+LejUxljFhEuQpticHrJrrjvU3W16tuhMmuA1clLFSm5ahjYu6Dyx3QwkPbEnJpKjNTpte0sDCZahDFEHaXcn/b1zJ/q56JS4MRtdDd3NiXNLnuN84417e2ODuzoylV4HiVuL45ngqZOKbTLW6fWkmPCmw9xgrbtkedNh5omVmzPZm9HzrifJ4yRJfDhZ2aoRVKJTeOodma+utCJqv8ZaQ7nB5qjSVLIS28yvU0ieOqkdVUaN4C7pptTVy9aGyW61ITF3MiZvYiUiFVSvWTeZI3P3VxVvTpKn/1ivJ+puC9rSN1VDd3TuZERgFYW4wPLWYClYfT7WoxWv6TrO4jK84vVLOShP+R47vZOO00rUDYol0JljrteOMx12JvzdrYk7LtOm86W34ldY5WMXfadvvAO9opjwLoi6iFiGzs14bSI3k327VkC8tTXeHad6webXnCd2I1g2n6UEtjDFm71yw366xOtI0J9zM9502Pnzx7W7/Ldd73T9MqXuLk92xZS/t+NEflptHvf93hShmSA36apkQ6euUzzHaZMOilElLYENPOi/BdMUm5upqTjz64lOb6QzKsnQeCPLhPjAZMXRGmtVN9KpvWR+fLTGG+lMYuNDtcyiemKiRnQKWxM5Ie6djBVH9byRzqTjVBHe3HTFdWk1YnrIzcNGiZHO2pnoWYKikZw2rXgyZuuhijcnaae/XIPdtbqzWxdGS2DTCO5eItvvILAmk2XLlh09ejT6//Ll5JIlS1asWGHx9hTh4ODguJ8i9ObCdc7bOKdzvZ46cQeuuSVdMpRYh4jzGd6BXnF9QMUD3Tsu5TPME7szxwaH3YLQ5J2EN1pjZ4IbD0+KieRdONQBXafU+/Vsc29Bt7Z1IMUlo7eg22av4qpUh40OHre6WfomftPsic7op7V6HFcZqNHiEzHeaE2Uvi7Ntaq3Vi/3wRUoAp6yt6kYuTNTmckHiWzoVF7A9JDSxx1ZNTcnduC509/zO9FPq2tceu/A0yFtD0NYBbyZEwTWZLJ9+/bW1lb1wZVXXtnZ2Xnx4kX3U1dXVy3vwUrOhXt4642i0vUr427Pxgl06KRNh8shKbe33+60A9ENJNiAk+pjs+9uPMmOSx337v7MPHHa/Z9OLVNg8fXU8dEaAABobLxX4chrxOcco4QQrz/xtb8IrEajyh4dx5KpfBcbAgAANDAIrEaAbxECAAAUinDccTB2BtOjAAAAhSUcdxyMncH0KAAAQGEJxx0HY2cwPQoAAFBYwnHHwdgZTI8CAAAUlnDccTB2BtOjAAAAhSUcd9zIdvIUIQAAQKEIxx0HY2cwPQoAAFBYwnHHwdgZTI8CAAAUlnDccTB2BtOjAAAAhSUcdxyMncH0KAAAQGEJxx0HY2cwPQoAAFBYwnHHjWwnTxECAAAUinDccTB2BtOjAAAAhSUcdxyMncH0KAAAQGEJxx0HY2cwPQoAAFBYwnHHwdgZTI8CAAAUlnDccTB2BtOjAAAAhSUcd9zIdvIUIQAAQKEIxx0HY2cwPQoAAFBYwnHHk2xn2vBSd3f39BJdXV3VxFdTUK11BQAAgNoIxx0Xwk6vuTdu3Nje3j5UoqOjQ8Hs+HEUAQAAAPUnHHdcCDu95paK6uvrs21ttLW1ZcePowgAAACoP+G440LY6TV3S0vL6OiobWtDwez4cRQBAAAA9Sccd1wIO73m9oJNTU3Z8fEdM5iAigMAAMAYCMcd19XONK1TnxEsAAAAmHTGqSGmGoWwc1rmGiwFs+PHV0p2sPYExc+w/iUWP8P6l1j8DOtfYvEzrH+Jxc+w/iUWP8P6l1j8DMvGNCqFsNNrbntacHBwsOxThMn48ZUy5Y5LTv46ZFj/EoufYf1LLH6G9S+x+BnWv8TiZ1j/EoufYdmYRmWS7Zz2c1x8V1dX2fddpcVXWVb1wdoTFD/D+pdY/AzrX2LxM6x/icXPsP4lFj/D+pdY/AzrX2LxMywb06iEYmc09Y9LTv46ZFj/EoufYf1LLH6G9S+x+BnWv8TiZ1j/EoufYdmYRiUUO6OQOnXioA1rhzasHdqwdmjDXKAZIYOADg7OhNqhDWuHNqwd2rB2aMNcoBkhg4AODs6E2qENa4c2rB3asHZow1ygGSGDgA4OzoTaoQ1rhzasHdqwdmjDXKAZIYOADg7OhNqhDWuHNqwd2rB2aMNcoBkhAw4OAAAAgJxBYAEAAADkDAILAAAAIGcQWAAAAAA5g8ACAAAAyBkEFgAAAEDOILAAAAAAcmaqCqxXX331pptuam5uvvTSS5cvXz44OJgd79Hd3T29RFdXVzXxDUktbZiRhjbMiE9y5syZ2bNne2/ToQ0tvqOjw+LvuuuuU6dOld2dczmqrQ05lx01HooRpzP8nKkqsBYuXLh79+7R0dGLFy8++OCDOiuy4+Ns3Lixvb19qIROGwWz4xuVWtowLQ1tmB2f5KGHHurp6YlfkWlDi//Nb36zc+fOkZER/fTEE09cd911yX05l41a2pBz2VFLMxqczhBnqgqsODrom5qaKsa7g16He19fn21ro62tLTs+BMbahmlpaMOK8fE2HBgYmDNnji7c8UjasOxPzc3NbptzOYOxtmHaviG3YTSuZuR0Bo9GEFg7duwoO0LgxbuDvqWlRSePbWtDwez4EBhrG6aloQ0rxsfbcNGiRVu3bvUiaUMvUo2wfv36hQsXuhjO5QzG2oZp+4bchtG4mpHTGTymvMDq7++/5pprTpw4UWV8lLiyuNuUtPiGZxxtmJaGNqwyXuzdu/dXv/qVbcfbjTaMR04rccUVVxw9ejS5C+eyxzjaMG3fYNswGlczcjpDkqktsHRMz5079+DBg1XGG9z1xhlfG6aloQ2riTdaW1vfeecd2+aWN6Ot1Ajr1q1z3isO53Kc8bVh2r5htmE03mbkdIYkU1hgbd++fdasWe+9916V8Q5vUlzB7PgGZtxtmJaGNqwY75iWwOJpw7KUvfXnXHaMuw3T9g2wDaMampHTGZJMVYG1YcOGq6666siRI1XGR7G7CnusY3BwsOyTR8n4RqWWNkxLQxtmx0cpa1+Sjx3RhitWrDh27Jg2zp4929XVFfdMnMsetbQh57KjlmaME/LpDHGmqsBKu11Ii49+ftDrJCn7YpK0+IakljbMSEMbZsRHVVyRI9qwxPbt21tbWxW87LLLvPczcS571NKGnMuOGg/FtMjQmhEcU1VgAQAAABQWBBYAAABAziCwAAAAAHIGgQUAAACQM1NVYI3jA6Vl40+cOLFw4cKWEtqwR0XKUnb3M2fO/O53v1M1LrvsstWrV2dUOLmANJ5J8vugAAAAMHWZqk59rB8oTYtvbW1du3btSIk1a9bMnz+/bHFpu99111333HPP8PCwqvH73/9+06ZN2dUuq6KS3wcFAACAKU0jOPVqPlCaFn/JJZfEs4p/xTNO2u5KL2ll29oo+ym6OEkVVfb7oAAAADClaQSnXs0HStPib7vttjVr1oyWWL16tYJli0jbPS6whoeHK34GIamiyn4fFAAAAKY0U96pV/mB0rT4kydP2vonoY3Tp0+XLSVt96VLl/7+97+/WEIbFT/k6eWT9n1QAAAAmNJMbade/QdK0+JvueWWNWvWuDVYbiTMW5OetvuZM2fuuOOO5ubmmTNnbtiwYcaMGWV3d3gxad8HBQAAgCnNFHbqY/pAaVq8N+aUNgRVzQc7N2/efNddd2XX2VNRGR+pAAAAgKnLVPXoY/1AaVr8/PnzV69e7dZgZT9FmNx95cqVitS+O3bsmDt37tGjR7OrnSGhUFcAAAANw1R16uP4QGnZeEkie5+W0EaGQiq7++bNm2fOnKl9b7nllv7+/uorXDZBNYYDAABA8cGpAwAAAOQMAgsAAAAgZxBYAAAAADmDwAIAAADIGQQWAAAAQM4gsAAAAAByBoEFAAAAkDMILAAAAICcQWABAAAA5AwCCwAAACBnEFgAAAAAOYPAAgAAAMgZBBYAAABAziCwAAAAAHIGgQUAAACQMwgsAAAAgJxBYAEAAADkDAILAAAAIGcQWAAAAAA5g8ACAAAAyBkEFgAAAEDOILAAAAAAcgaBBQAAAJAzCCwAAACAnEFgAQAAAOQMAgsAAAAgZ/4foc9UTYGPqOQAAAAASUVORK5CYII=)
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