Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Sibeck_052123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 23, 2014 |
Start Time | | 2014/02/23 13:00 |
End Time | | 2014/02/23 16:00 |
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 | | -5.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.89 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 168.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Sibeck_052123_2 |
Minimum Dst Value | | -24 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAGQCAIAAADZR5NjAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIE1heSAzMSAxOToyMzo0MyBVVEMgMjAyMyP7KSkAAAF9dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsNDAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiY3BjcG4gZm9yIERhdmlkX1NpYmVja18wNTIxMjNfMiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxNC0wMi0yM1QxMzowMDowMC4wMDBaIiwgIm1heCI6IjIwMTQtMDItMjNUMTY6NTk6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJjcGNwbiIsICJtaW4iOi0xLjAsICJtYXgiOjEwNi45MSwgInRvcCI6NTIsICJib3R0b20iOjMwNywgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfcGZQPoAAAAEZ0FNQQAAr8g3BYrpAAAyz0lEQVR4nO3dD2gcZf7H8UAM6RJLLUgJJYRQLBV60isnohLDkl+xlhhsiR49qSXEECxesSVGe0vUoKX2KKWW4pViOEUROf8QODlCqbQlVkWuELSUUHKlpVetF0NLLCWUGPb3nTzrZDI7Mzu7meSZfeb9Yml3J7PPPLtPMvvZZ555piILAACASFXorgAAAIBpCFgAAAARI2ABAABEjIAFAAAQMQIWAABAxAhYAAAAESNgAQAARIyABQAAEDECFgAAQMQIWAAAABEjYAEAAESMgAUAABAxAhYAAEDECFgAAAARI2ABAABEjIAFAAAQMQIWAABAxAhYAAAAESNgAQAARIyABQAAEDECFgAAQMQIWAAAABEjYAEAAESMgAUAABAxAhYAAEDECFgAAAARI2ABAABEjIAFAAAQMQIWAABAxAhYAAAAESNgAYkwNDRUV1dXURHfP/n51y2SVxfntwhAGWFXAiTCgw8+ePr0ad21sPglmJKTjf1EAhaA+GBXAiRCdXX1fJ5eMaOysjKVSq1bt66np+enn36Kqm72JgJ+OjExsXv37vr6+qqqqqVLl7a1tZ05c6aoEiKphktvb2/NjEwm4yzByV5+8uTJ5uZmaQipf0dHx9jYWP5TnIX7rS/L0+m0Wr59+/Yff/wxoIYBGwWwoAhYQCLMM3zYT5+enj5//rwEixUrVly5ciWKqrk34WnTpk3d3d0qTNy+ffuzzz6TkFFUCZFUw6m/v7+pqWl8hlRGHgaX0NLScuLECXkDJycnJSxK7gnetN/6GzduPH78+NTUlPzo0KFDDzzwQEAlC24UwAIhYAGL5+WXX162bNnSpUuPHDmilshn6sGDByWsVFdXt7e3y6dgCSvLcvl0V70769ev/+6771zbdXWoyBN37Nihul7kjrMc2VZtbW1lZWV+Ca4l+/fvlzqo+1evXm1ra0ulUlIBSUJjY2M3b968++67JyYm7PVlidRclthFSU6SEuS1yPIDBw4EJxspWVKC54+chwj93sxMJrN8+XJZ/vTTT0tN7OWeb7K6Mzw8vHLlymPHjvlVSdKVfdRV7jQ2Nvq9V/nktcgr8nshIddXwvdNBhQCIHIELGCRvPrqqxI+xsfHJVjI57paKJ+pW7ZsmZghd+zlRa0syyU3yMryCSoJw7NLw/nh3dPT88QTT9jlyEN7ne3btzvzh+fTFXmu5BJ1f+3atV9//bVsfWpqSmqlgtcLL7wgscleX+53d3c7i5I1nS8nOJc0Nzd3dHSorfjVze/96evrk9cr749Ur7Ozc+fOnWq535ss/x4/flzS1eDgYECVJFDalZE78tAuQUKbRJk1a9bs3bvX87lScsEerILry0YPHz7c0tISUMmChQBYIAQsYJHIB/bly5ddC+Uz1T7QJj+tra0tYWVZbvfW+PVSOD+85Yl24XJnxYoV9jqSNjwr7/nZ77khqYAKXqOjo/X19fbyVatWXb161VmUvEbnywkOWNevX+/t7b3vvvskx9TV1UlWkyWuuvm9P7K+vfzWrVuSfuwKeL7J/f398qOzZ88G1Ceb957kvxsXLlyQAGfnV9u5c+ckknpu2nNDnuur/khpO3mfg+sZvFEAC4SABSwSz49Pvw/p+axc8LlFbdTvRxLF7KTy9ddfNzU1SfSxx8Kr5S0tLQMDA3JH/u3o6HAVFabaniQlPP/883ZnjF+BztflZFfP741as2bN66+/XrAafj1YThMTEzU1Nc4lQ0NDq1evzj+M61efgPVlowcOHHj44YcLVjWgEAALhIAFLJIF7cFyrZa/dVcPlrMcZw+WX+Xzf7Rv3z57DFZdXd3nn38+NTUl9+Vfe2X5XFcjk+Tf8+fPu4oqqgcrX34uDOjB8jx7zu9NlpUlYx0+fDi4Aq4xWPIwfx1XwJKgWV9fPzw87Flg/jsQvL5ScFhVmEIARI6ABSwSNeJHPrzzh1XdnJE/BivkysUGLHvwk5TzxBNPOMdg+VXeeRbhyMhIb2+vM6UtX778xIkTckcqvG3bNmc569at6+/v37hxY35Rqhrq5Ug1Co7BkqCgjoSOj49Lne1A4xqDlf/+7N+/v7W1VR2gHB0dtXOh35usXsjatWudY8jyqbMIZU3XWYRSvjpsJ1uUauzYsUMtf/vttyXqybvnV6DrHfBbXwq8ePFidia9ZTIZz2BXsBAAC42ABSweiQU1NTWuc9bkU1yd4NbZ2Smf9CWsXGzAkpiyc+fO6hnPP/+8XzmupyvylPXr10sccfYJDQ4Orlq1qrKysr6+Xj7RneVI7JCnDA0N5ddEtiuvoqqqSl5RwbMIz5w589RTT6VSKdmKZDsJGXYFnAHL782UjNXQ0CDPlcD38ccf28s932R1R8qXlf1GqSuSb/LnwZIgKE+UclauXCnlO0/SdMl/e53L/da3y5dXWnBqq4CNAlhQ/LEBOhX1gcenIwCUC/bXgE4ELAAwEvtrQKeirmAzz8vdlIVqL1SpoLKoJJAoBCwAAICIEbAAAAAiRsACAACIGAELAAAgYgQsAACAiBGwAAAAIpaUgJU/nTEAAFh8uhPBIknM60xMiwIAEFvJ+ThOzOtMTIsCMNavU9mvBrNvvZgdv6a7KkCJkvNxnJjXmZgWBWCg//03+0Zn9v/uzv6hwrrtfMwKW0AZSs7HcWJeZ2JaFICBDu7KRasH7sjd6X9Dd52yX375ZUNDg76RPIidJUuWbN269eeffw74talIzMdxYl5nYloUgIHa7rVC1Rud2duT2e+/sWKW3Ia/1FspSVfvvPPO5OSk3mogPiRa7dmz59577w1YJzkfx4l5nYlpUQCmuTJqpauHlmRv3cwtef+AtSR9lxW29JH9KukK+YI/cJPzcZyY15mYFgVgmk+PWnFqx4Y5C3c9njtW2Neua8w7+1V4ImApiXmdiWlRAKZRWerDQ3MW3vjZilYqY730pJZ6sV+FJwKWkpjXWVqLXhm1RpIOfW6NewCAxSc7n0futFLUpRGPn8reSWWsHy4tdsXK5JNy/pWM5GWWxXsVFQKWkpjXWVSLqslmujfPnrCTvsv6shg+aUkyO7iLZAZgvr49Ye2CNt/ju8IbnbkDhYsuVp+UfpUpuZL2EwlYxSJgKYl5nWFaVOUq52QzKmBJulIP1X1ZQfJTMLXLKyGZAYDTkT3WnmTfc74rjF+zxr/LzmrRO7Ei6RwSlZWVqVRq3bp1PT09P/30UyR1c24i4KcTExO7d++ur6+vqqpaunRpW1vbmTNniiohkmq49Pb21szIZDLOEpzs5SdPnmxubq6urpb6d3R0jI2N5T/FWbjf+rI8nU6r5du3b//xxx8Dahiw0YIvloBlmgIt6prEzw5GKkip4CUP7aQl+zJ5KM/yJOs7i3IWyPzLAIryzP3WDuRfHwSt88q23CQOi2vOflXtJ4v8JmmXMD09ff78eQkWK1asuHLlykJVMs+mTZu6u7tVmLh9+/Znn30mIaOoEiKphlN/f39TU9P4DKmMPAwuoaWl5cSJE/IGTk5OSliU3BO8ab/1N27cePz48ampKfnRoUOHHnjggYBKBm+UgKVofp2e+Trrk98DlofZUNCP33pxNgbJrurUgPduQu1Bdj2e69l65M7sP9/1WE3WUUXduulOZsy/DCC8Gz/n9jY3gmZutL7sqU6sgp3rBUkJ7x/w/fY415z96tlTub2i7EK/PRFyR5e/Z96/f397e+5w59WrV9va2lKpVFVVlSShsbGxmzdv3n333RMTE/b6skQymSyxi5KcJCVUV1fL8gMHDgTv/KVkSQnBdZM7Bw8elNKkTCnZOTOFfBItX75clj/99NNSE3v5yy+/vGzZsqVLlx45csRV2vDw8MqVK48dO+ZXJUlXp0+fVvflTmNjo997lU9ei7wivxcScn1FXlTBzfkVQsBSYvE6XW+3X373W17CJtzUd0TZL4QfYmWfI93+oHtvoo4PSmk2+alEMbW+ZyYDgHxffGLtNGQHVdBf/2ytKd8VSyZfCOXbYPC3x7ncPVhS2+7NVtSTEjbVWZX5z7kiSpghUUlyibq/du3ar7/+Wj6/p6amJLKo4PXCCy9IbLLXl/vd3d3OomTNLVu2TMyQO8E7/+bm5o6ODrUVv7rJHWeBUr5a3tfX98QTT8jnkVSvs7Nz586davmrr74qcVCWS9SzV1alHT9+XNLV4OBgQJUkUNqVkTvy0C5BQptEmTVr1uzdu9fzuVJywR6sguvLRg8fPtzS0hJQyeBCCFhKLF6n6+32y+9+y0vYxBy/3Aj1HTHfvz6Y7ZqSvYnkqqHPrZ2UOj54asBjfVkuP+VAIYAw1EQMR/YUXvPSiLUfUx3n89mW87bzseCuLO/9quxIPz1qffNUhfzp91aXmM9Oz7MEzz4V+dRXwWt0dLS+vt5evmrVqqtXrzqLkgRjH2S8fPly8Mf59evXe3t777vvPskxdXV1ktVkiatucsdZYG1trbov69vLb926JenHroCslv9K+/v75Udnz54NqE827z3JfzcuXLggAa6np8e1/Ny5cxJJPTftuSHP9dUxpRUrVsj7HFzP4EICnkLAWlSut9svv/stL2ETc6jznP/4u6LqnCN7DclVzlHw9qFGz84w1e/FgUIAYbQ2WHuMr4I6PGbJjkVWlnBTgiujue+ZalvybVB1RAXOsFXgk1LK/Ftv7iWo/Z4UO3fHmF/C+Pi4nVS+/vpr+V4tu3p7LLxa3tLSMjBgfYOVfzs6OlxFucoM/3EuKeH555+3O2P8CrQTj2vUuV09zy3KwjVr1rz++usFqxHmk25iYqKmpsa5ZGhoaPXq1d99953npvMXBqwvGz1w4MDDDz9csKp+hRCwlFi8zuC/B+dvs+dy5xMD+G5eDcD665/n8xKy5/89J2k5jw86SSB7tDYmF2oFEGvqCjmP3Bn2+9h8viuq7ivnXA/DX+ZO6PE/OTHsJ6UUte+53O5RKhlYwr59++wxWHV1dZ9//vnUlPXy5V97ZflcV0cw5N/z58+7iiqqBytf/idOQA+W6+w5uwKe3UiysmSsw4cPB1fAdaxGHuav4wpYEjTr6+uHh4c9C8x/B4LXV/zGZoUphIClxOJ1au7BUgOwvvikqDp7U6PgJbF5TgmonD0Vkwu1Aoi1fxyxdk27Hi/iKZvvsZ7y7YniNqS6r/LHyKvU5d+JVdwnpewepWJzj2DaJcgufWRkpLe3V+KLnWaWL19+4oT1WiSabNu2zbm5devW9ff3b9y4Mb8oNQbr5ownnnii4BgsCQpq3Pr4+HhPT48daFxjsFSBzjFY+/fvb21tVQcoR0dH7VyoxmBJnfPHYMnCtWvXOseQ5VOjjWVN12hjKV8dtpMtSjV27Nihlr/99tsS9eTd8yvQ9Q74rS8FXrx4MTuT3jKZjGewK1iI5xaL+qlJYvE6g8dg2c0cJteH3MSskgdgzYe6UOujtRGc8gPAVJ5XyAk28E7RmSzr1X2l2McNffZU8/+ktI8wVFdXr1+/XuKIs09ocHBw1apVlZWV9fX18onu3JzEDnnK0NBQfmUk1nR2dlZVVUk+K3gW4ZkzZ5566in5ui5bkWwnIcOugDNgSTnqbEEpWcq3ny4Zq6GhQZ4rge/jjz+2l0tQq6mp8TyLUMqXlf1GqSuSb/LPl5cgKE+UclauXCnl2yczBhyu8Vzut75dvrzS/KmtXIKPERGwlFi8Ttfb7Zff/ZaXsIlZ8+lUnw+169xUp+UCFwDi7vZk7nSZQifieT8r/I7Fr/tKUdnLZ5rT5HxSoigELCUu82C5IrBnfg9YHmZD3j9QsyTPcwBWCcav5cZ+yr9kLAAu33+T2z8Ue0LM33qtJx7cFXb9v2wNutJOYPxKziclikLAUhLzOv1a9NlGbXNTSa6yM1a4af0AJMWODSVOzi47E8lDj9aGmtVPDQl9aEnQ1zy/A4hl9UlZ7YUqFVRaJQlYSmJep1+LqsvU65qYSnZq6qRCHRdqBRBTwYftClLzNeRPxefy65Q1OkLWPPZagcr4TBOfnE9KFIWApSTmdXq2qOQbNWeVRuf/Pa89KQDz+HcahXL8I+vp3ZsLrKbOtmltKNzXpaaJz6tPcj4pUZQ77rgj4KfJ+bVJzOv0bNFPj5Zyxk3k5rkzBWCSeXZfZWeGusv3xoeWBPXN/++/uf77gh1d2Zlp4tW8o69ss7q75DYzquHOO++8do3rUmCOjz76KP+C2U4ELNN4t6i6BL32OT/nvz8FYIxIvnHte67AFA/qROaCvVw21Yll32YuVtje3r5nT4jL+CAxJF3dddddp06dCliHgGUa7xZV4w8imWJ0ntQuNfzODoCRovq6pU5C/NPvvX+qrosqISn86TXj16zvoqr7So0c/UPFz53N966+J39KJCTTHXfckU6n1dywASoIWIbxaNFbNzVMMerH7q6fex0JAMmiOoq6go6whNV2r1XUhbwrmVwayc2VNfBO6YXbl7qf6cqaRy2ROAQs03i06FeD1t5h8z06quPFHnDKdaCBxIqwW73/DauoZxvn7FLsM5fnf8n58Wu544zqVCHH2KwSff+NVWf5khlmggmULQKWaTxa9MND1n7hL1t1VMeL7OzUN87gU6YBmErST4Td6hKAXD1VCzH3nt2V5RibNWeFK6NzYpO6YKt9tFHddmzIVcyOa33tQVd0RTkjYJnGo0VfetL6S/7HER3V8XH2lFWl4En/AJhKDY2K5Pigs0A1YenBXbn7kV89wh6e9dvYrNkOrT/+LhcZ1UL5V2U+z5saJmHHtfCT0aOsELBM49Gial8gmSZWgi9bAcBg6lvfu29GWaZ9FG+B0pWLq0NLbipgORfK/Wfun9ODJbfvv5nTxfXWi/RgmYqAZRp3i8qfrvrCFLcBT0zZACST7ItU707+sPT5cJ79J3cW4apcri2qXZmKTbLk1ABDrBKOgGUad4t+8UnQOcx6+UyaDMBkkjxiddoNsDAIWKZxt+iRPda+TKJMDKkpG+jEApLDHiwVz50SEB0ClmncLaom9pzPNDALSs3CTCcWYDznZAc7H9N24XlgsRCwTONu0fYHYz2r5//+63f5egDmsOdNeORO6/te3IaEAguAgGUad4uqC5fG+csiI7EAs9np6tHa7H/O6a4NsEgIWKaZ06K3buY65OOM0wkBg53/d+6cwYWeNwGIGQKWCVzXoZz9wfCX1n6t7V59VQtHDRSjEwswhpqtoHtzbnYo0hWSh4Blmjktqk7Yic9FcvzYnVhMuAeUu/Fr1nTq9jzm8nct350WYVYqIGYIWKaZ06LqGqhlcTq06sRqf1B3PQDMwz/fnZ3KXF1oj0P/SCoClmnmtKi6HkVs52hw+uVGdlOdVdsje3RXBUDxxq9Zky+oaPWn3zOPOUDAMs2cFn220drZfXtCX3WK8f03ueEaXw3qrgqAYtjnCT60JPvpUWZhALIELPPMaVE1DKKMuujfP5A7lzvO80oAcHLOwnD+37prA8QFAcs0sy0qGUUNgyivb5Nqruedj5VZtYFkstMV5wkCcxGwTDPboheGy/KKqjd+tr4HS83739BdFQCBSFeAPwKWaWZbVM3RsOtxrdUpiRqMJbfhL3VXBYAP0hUQiIBlmtkWVXM0/K1Xa3VK9e6bDMYC4ot0BRRCwDLNbIu+ss3a/X14SGt15oHBWIBNvmnIV6b86Tol3Lz14mJ/DyFdASEQsEwz26LP3G/tAcv3KJs9MxaDsQA1E+8Dd1gzedok3Kh5pxZt9jj5tnP8I65+A4RBwDLNbIuqoeJlvQe0Z8Yql6m8gIWgriWlspQ6NfjYa9mDu2aXPNu4gFtXnWeyxa707AVwSFdAIQQs0+Ra9Jcb1h75oSVlf3yNmbEA+2ro//pg9kI0zpv8gSwQ2aIdqux498o20hVQEAHLNLkWHf7S2hU+c7/u6kSBwVhIDtVd5Pw6YV8KXc0YbPcnyU3uSNBRASjyqynfupn707P7zOTGBXCA0AhYpsm16Bef5EKJAeyZscrioorAfKhM85ets0vs7is/6gqAkV9gSuqgRn3J3x3fbYDiEbBMk2tRNUfDG526qxMRlRcfuTP7n3O6qwIsmLOnZo/Eqf4qV/eVp7detNY/9lrENVGjvsr3LBlANwKWaXItKnvbyPe5eqlv9v93N4M/YKZfp7J//N1swFJdVgW7r7K/TSn80pPR18SkHQiw6AhYpjE2YI1fY+odmEydz7H5HusiVw8tsTqQvhos3H2V/e2iWBKJoq2J/KEx3AqYBwKWaYwNWNm50xtGPqQX0Eh+nx+50/rd/uIT6+Ff/+zuygqmDudFkofsmpwaiKA0IMEIWDpdvny5paUlNUPuXLx40f5Rb29vzYxMJlNUmSYHrKwjY3FSIUyiDgV2b849vDLqHowVTM0q/P030dcEQKkIWDqtW7du3759UzP27t27fv16tby/v7+pqWl8Rjqdlofhy8y1qBr3+v6Bhai2ZvINmxneYRLPkewvPVnEyCqViv5xZEFqAqAkBCydKisrnQ+rq6vVHUlXp0+fVvflTmNjEdM051pU7XCdV9UwCTO8wySeI9n9Lj7oSf7SQx5MLKEmAEpCwNKpra1t79690zNef/11eaiWp1IpWaLuyx15GL7MRASsLDO8wxSRdBqpce5/+v28aqJmJ6b7CogIAUunq1evNjQ0VMyQOz/99JNa7mqVqqoq1xMrAllrGB+wsr9N3NCV1l0PYB4i6TS6ddM68fCRO0sf5/6vD3Jj2+m+AiJCwNJpw4YNe/futcdgNTc3q+X0YIVy4+fcddk+Paq7KkBJIhzz1Hav9bdwaaToJw5/mW1/MDegfudjnJ8LRIWApZOra8p+6BqDJQ/Dl5mggJX9begJ802jTKm/00jmCFVXtvnXB2HXH7+W3fdc7nwRdbVB43cXwOIiYOm0fv36119/3R6D5TqLcGxsrPSzCBMSsLK/XYgtIS8WJlHdV/KrG8kFoNTMLJKZwpAcpi4RraKV7C4YywhEjYCl0+joaHNzc/UMuSMP7R9lMpl5zYOVnIB162ZuMJbc2h/MDn3O9NMoD+qP1Hld5/n4ajDUOHcJUs6/l1MD/L0AC4SAZZrEBSxFvpGr8VjqG/kbnZwJhVhQsy24cv+vU9acVerX9cJwZBtSw7l+uRG02t96c9sdeIepeoEFRcAyTUIDVnbmA0ZylR2z5JOmezMdWtDJdSSu/UHrQF5XenZhhFdoFpvvKTAeURKVGnT11WCU2wXghYBlmuQGLEU+QuTDY9fjudEt9hATkhYWk/NInPoltO/bS17ZFvEpe1KglPzum74rnBqIYLosAOEQsEyT9IBluzI6p0PLTlqcb4hFIL97ziNxKvcfey13W6CRTx8eKjCoS50RIlUCsPAIWKYhYM2hPtjk3XAmrdaG7LONs5926kYXF6Iiv3XqIOD8Lw5YlPP/tja6qc77pz9csrp1H1rC7zmwOAhYpsm1qPqqykgLm0pa+57LzcfoeWN0/AIZv2Ydt0rORADqhD75dVrkKPPLjdyRcc+3Wg1vl99wAIuCgGWaXIt2pa2d6dlTmmsTT/JFv/+NOd1X8nY5R8dLCKNnK0IHd+UuHJmQ09bU8cFXtmnY9DP3W5s+NeBeLr/D8v7Lj364pKFWQCIRsExDwCpR/uj4+PRsqVP9Xcc0yygC2tOFv39Ad1UWnn18MD/lLIJ9z1mbPrLHvVxd80B+vQEsFgKWaQhY8yVByk4zAT1bBW9R5R7nqf4BBzfVFAAxzFvyfjqravxha13HBxUVpHZscC9XPVvfntBQJSCpCFimIWBFLKBnq+DNmXtKu6nDOqoozxWcEbC07RYMZOodyJ8tM6RPj+Y+8t8/kDtQaPZgrL/+2XqZfe16tq7i7CN3zjkaO/yltfCPv0vKIVogHghYpiFgLRRnz1bBm2fuKe0mH5bBk247pwAobbsBgcw5K+YffpvqoqhxPGo6qA8PWffVGQYSQUwVh6FODy2xKnBpZHbJS09aSyTpAlhEBCzTELDiwjX1Ucm3YueiLGq7IQOZWsdes7UhbICQwCEB0f68//aEdV9ilqniMNTJNdmVmp1B2i74EjoAokbAMg0BC8UpGMjsWTFlzeMf5TLWQ0uswWEFjxiqRLX5ntzDWzdz/SumnssWh6FOR/bMGYaldgVvvaizSkAiEbBMQ8DCwpJs1NoQ9oihmqDBeUyw/UFriQQ188RkqNOV0dxVn+WOPe4t2mvyAAiBgGUaAhYWnHxaOy9DFHDEUA26ujA8u+TdN60l+55blIourvgMdVIXcpA3/6ElVtJiPwDoQMAyDQELi8R5xNAzY33/jfUj16WFVTePrG8YCZ3xGerknBqj/w3dtQESioBlGgIWFpV9xDA/Y6lJL9X5g7bbk7lhWOU1WcONn+ecQ5pfeXUhmvgMdVKdWM82MjUDoAsByzQELCw2yVWqs8Q51kqCVPouK0vlZxF1mlt5DcNSk03YN9c0V3GYncFFzf7P0CtAHwKWaQhY0OCLT+acLSjU0cPuzR4rywe/xqk4S6CGiquhY69ss+6oIeS2OMzOACBmCFgmqJjLWkTAwmJyzXeV/a2byvN6fOU1G9b337iHiufP1R6H2RkAxAwByzQELOjhnLH9P+esRPJorfdEWWU0DOt//7W65VxDxSVEqsilOrFiMjsDgJghYJkm16Lq9Hjn5TKABWVfc/CHS7mr6xzc5buymg3rn+8uXvVKYI/f3/mYOzw5O7HiMzsDgDghYJkm16LqgyE+Q25hPHtqAJWu5DcwYIS1mm08zrNhOc+OzH8hajJP+anqKo7J7AwA4oSAZRoCFrRRZ9KFuVjh2VMeU2TFR8DcEzY12l3d4jM7A4DYIGCZhoAFbdSFccL84v1yI3c5lxs/L0bFihImXWV/mwehtAtyA0gAApZpCFjQRnKGZI6Qv3U7NsRuNiw1N7069lewEw4AAhGwTEPAQnk49pr1K3pkj56tq/6noc9z5zleGbWurqhGj5GuAESBgGUaAhbKgxqG1f6ghk3/64PZLKUuWa16rdTDV7bxhwNg/ghYpiFgoTzcumnNJiU3z7myFsiV0dwMqOq2qW72flfamhZ1MSsDwGgELNMQsFA21GxYizAd7q9T2a8Gra4pNcFp+q7ZKbhk6+++Oee6NwAQBQKWaQhYKBsLPQxL5Srn4KoH7rBmB43/DPIAyh8ByzQELJQNdZGZhZgN69bNOblK9VpJtKKnCsBiIWCZhoCFsnF7Mje6XPJQtP6ydc6gdQZXAVh0BCzTELBQTp653/pFlQAUoQ8P5dLVp0fJVQB0IWCZJteiajAvny6IOXVRwh0b5ixUY6feerGUI3rfnsjNEb8IY+cBwB8ByzS5FlXf4IGYU1dNlpvKUuPX5oydKnb8+y83cjMv9L+xEJUFgPAIWKYhYKHM9LVbv6vyr3P+T3WTh0X1wv6tNzd56a9TC1ZdAAiFgGUaAhbKjOrEskOVxCM1Jl3NCPrFJ2HLkVCluq+Gv1zI6gJAKAQszc6dO7dhw4ZUKlVXV/fee+/Zy3t7e2tmZDKZogokYKH8qE4suQ28M9v5JDFLTbAeklpfy7V3ACAPAUunkZGRVatWDQ4OTk9Pj42N7dy5Uy3v7+9vamoan5FOp+Vh+DIJWCg/6tLL//vvnIV2j9R/zoUqRPV4fXp0ISoIAMUiYOnU3t7u7LWySbo6ffq0ui93Ghsbw5dJwII51JiqZ+4vPKbqh0vWccZHa6OfUgsASkLA0mnZsmVHjx6tra2trq5+6qmnrl+/rpanUqnp6Wl1X+7Iw/BlErBgjvBnBb6yzVrt4K5FqRYAFEbAKs7ly5dXrFgh71rlb6qqqkqvU0VFZ2fn7du3Jycnu7q6nn76aXu5c7X8TVQEstYgYMEM33+Tm8chYOi6a64HAIgBAlZxamtr//73v9vdS/OUSqUkWqn7ErOqq6vt5fRgATnvH7B+mR+t9b1Isz3RAwDEBgGryFIqKqJKVyKdTjsDlh2kXGOw5GFRNbT+I2DBJLset36fdz7mMRiL7isAsUTAKs6yZcvsSDR/7733XldX1+SMzs7O7du3q+XqLMKxsbESzyKUL/rqGz9ghoDBWHRfAYglAlZxDh061N7ePjUV2TzRe/fuXb58eXV19datW+1B7iKTyZQ+D9YPl6yPnNaGqCoJ6Jc/GOvXqew/jli/6nRfAYgfAlZxKvPMZ5D7QiBgwVhqMJbc/vpnawJS+7o6dF8BiB8ClmkIWDCZGoxl39J3WRM0uGYoBYAYIGCZhoAFk9342RqGdew166YuWQgAsUTAKlpHR8fSpUvljVu2bFlXV1dUxUaFgAUAgHYErOK0trZu3br15k3rchzy75YtW9ra2iIpOSoELAAAtCNgFaeystI5D9bU1JQ9O2hMELAAANCOgFWcVCrlnKPh9u3bNTU1kZQcFQIWAADaEbCK09fX19raOjExIffl340bN+7fvz+SkqNCwAIAQDsCVnHy58GK24RYVoteGrECVtu9uusCAEBCEbBMY7Xo2VNWwOpK664LAAAJRcAyDQELAADtCFjF6evre/XVV+2HL7/8chzHYBGwAADQioBVnKqqqjKYpoGABQCAVgSs4kicmpycvTrHrVu3UqlUJCVHhYAFAIB2BKzidHV1NTc329M0pNPpHTt2RFJyVAhYAABoR8AqWk9Pz/LlyysrK+XfTCYTVbFRIWABAKAdAcs0BCwAALQjYJmGgAUAgHYErKJ1dHQsXbpU3rhly5Z1dXVFVWxUCFgAAGhHwCpOa2vr1q1bb968Kffl3y1btrS1tUVS8nxUzJU9/pEVsP6yVXe9AABIKAJWcSorK8tgHqx/vmsFrL523XUBACChCFjFSaVSEqrsh7dv366pqYmk5KgQsAAA0I6AVZy+vr7W1lZ7HqyNGzfG8VI5BCwAALQiYBWn0l9VVVUkm5gnAhYAANoRsExDwAIAQDsClmkIWAAAaEfAKk5fX9+rr75qP3z55ZcZgwUAAFwIWMWpqqpimgYAABCMgFUciVOTk5P2w1u3bqVSqUhKjgoBCwAA7QhYxenq6mpubranaUin0zt27Iik5KgQsAAA0I6AVbSenp7ly5dXVlbKv5lMJqpio2K16LtvWgHryB7ddQEAIKEIWKaxWvTYa1bAkn8BAIAOBCzTELAAANCOgGUaAhYAANoRsExDwAIAQDsClmkIWAAAaEfAMg0BCwAA7QhYpiFgAQCgHQHLNAQsAAC0I2Dpd/369YaGBldL9Pb21swodi5TAhYAANoRsPTr7u7ev3+/syX6+/ubmprGZ6TTaXkYvjSrnCN7rID17psLUFkAAFAYAUuzCxcurFq1ampqytkSkq5Onz6t7sudxsbG8AVa5fS1WwHrn+9GW1UAABASAUuz1tbWjz/+ODu3JVKp1PT0tLovd+Rh+AIJWAAAaEfA0mloaOjhhx9W950t4WqVqqoq1xMrAhGwAADQi4Cl07p1686ePavu04MFAIAxCFg6eXQ+zXCNwZKHRZVJwAIAQC8CVlzkn0U4NjZW4lmEBCwAALQiYMWFqyUymUzp82ARsAAA0IqAZRoCFgAA2hGwTEPAAgBAOwKWaQhYAABoR8AyDQELAADtCFimIWABAKAdAcs0BCwAALQjYJnGatGdj1kB66tB3XUBACChCFimsVq0K20FrLOndNcFAICEImCZhoAFAIB2BCzTELAAANCOgGUaAhYAANoRsExDwAIAQDsClmkIWAAAaEfAMg0BCwAA7QhYpiFgAQCgHQHLNAQsAAC0I2CZhoAFAIB2BCzTELAAANCOgGWCirkIWAAA6EXAMg0BCwAA7QhYpiFgAQCgHQHLNAQsAAC0I2CZxmrRtnutgHVpRHddAABIKAKWaawWbW2wAtYPl3TXBQCAhCJgmYaABQCAdgQs0xCwAADQjoBlGgIWAADaEbBMQ8ACAEA7ApZpCFgAAGhHwDINAQsAAO0IWKYhYAEAoB0ByzQELAAAtCNgmYaABQCAdgQs0xCwAADQjoBlGgIWAADaEbBMY7Vo+i4rYN2e1F0XAAASioBlGqtF/zBzAwAAmhCwTEPAAgBAOwKWTidPnmxubq6url66dGlHR8fY2Jj9o97e3poZmUymqDIJWAAAaEfA0qmlpeXEiRPT09OTk5O7d++WsKWW9/f3NzU1jc9Ip9PyMHyZBCwAALQjYMWFxKyqqip1X9LV6dOn1X2509jYGL4cAhYAANoRsOJicHDQ7sFKpVKSt9R9uSMPw5dDwAIAQDsCViycO3du7dq1ly9fVg9drWL3bNkqAhGwAADQi4Cl39DQ0OrVq7/77jt7CT1YAACUNQKWZgMDA/X19cPDw86FrjFY8jB8gQQsAAC0I2Dp9Pbbb9fV1Y2MjLiWq7MIx8bGOIsQAIByRMDSyWP41G8ymcy85sF6tDbqygIAgLAIWKbJBazWBt0VAQAguQhYpiFgAQCgHQHLNAQsAAC0I2CZhoAFAIB2BCzTELAAANCOgGUaAhYAANoRsExDwAIAQDsClmkIWAAAaEfAMg0BCwAA7QhYpskFrLZ7dVcEAIDkImCZJhewutK6KwIAQHIRsExDwAIAQDsClmkIWAAAaEfAMg0BCwAA7QhYpiFgAQCgHQHLNAQsAAC0I2CZhoAFAIB2BCzTELAAANCOgGUaAhYAANoRsExQMRcBCwAAvQhYpiFgAQCgHQHLNAQsAAC0I2CZJhewXnpSd0UAAEguApZpcgGrr113RQAASC4ClmkIWAAAaEfAMg0BCwAA7QhYpiFgAQCgHQHLNAQsAAC0I2CZhoAFAIB2BCzTELAAANCOgGUaAhYAANoRsExDwAIAQDsClmkIWAAAaEfAMg0BCwAA7QhYpiFgAQCgHQHLNAQsAAC0I2CZJhewjuzRXREAAJKLgGWaXMA69pruigAAkFwErJjq7e2tmZHJZIp6IgELAADtCFhx1N/f39TUND4jnU7Lw/DPJWABAKAdASuOJF2dPn1a3Zc7jY2N4Z9LwAIAQDsCVhylUqnp6Wl1X+7Iw/DPJWABAKAdASuOXK1SVVWVv0IAAhYAAHoRsOJovj1Ykq5+uLQgNQMAACEQsOLINQZLHoZ/bnJaFACA2ErOx3E5vU51FuHY2FhpZxECAADtFi4nxEqZvc5MJlPaPFhZfak5advVuGlesvHb1bhpXnISNp207erdtPES9M4m7S8ngX+xvGTjt6tx07zkJGw6advVu2njJeidTdpfTgL/YnnJxm9X46Z5yUnYdNK2q3fTxkvQO5u0v5wE/sXyko3frsZN85KTsOmkbVfvpo2XoHeWXyPj0cRJQCsnAa0MAyTol5i/WOPRxElAKycBrQwDJOiXmL9Y49HESUArJwGtDAMk6JeYv1jj0cRJQCsnAa0MAyTol5i/WOPRxElAKycBrQwD8EsMAAAQMQIWAABAxAhYAAAAESNgAQAARIyABQAAEDECFgAAQMQIWAAAABEr44BV8RvnwpMnT6bT6erq6qVLl27fvv3HH3/0fG5vb2/NjEwmE2Y5tPBsYuX69esNDQ0Bk+XQxOXCs5Ur5vJ7Lq1cLvya8ty5cxs2bEilUnV1de+9957nc2lllKkyDliK6y9248aNx48fn5qamp6ePnTo0AMPPJD/lP7+/qampvEZksbkYfBy6OX5+drd3b1//36/j16auOzkB6yCT6GVy46rWUdGRlatWjU4OCi767GxsZ07d+Y/hVZG+TItYLlUV1fnryl/lqdPn1b35U5jY2PwcuiV38QXLlyQ/bLEaL9PZZq47IQPWLRy+XI1a3t7u1+vFa0MAxgbsOQr0eHDh1taWvLXTKVS8lN7NXkYvBx65Tdxa2vrxx9/nP8jmrh85TflsmXLqqqq1qxZs3fvXs81aeWy42plaeKjR4/W1tbKN+Gnnnrq+vXr+WvSyihfZgYsdbB/xYoVo6OjBZ8iO/Hg5dDL1S5DQ0MPP/yw54/8nkITx59fU164cGHTpk09PT0Fn0Irx19+jO7s7Lx9+/bk5GRXV9fTTz9d8Cm0MsqImQErO/Od5sCBA/YnsRNficqLq4nXrVt39uxZzx/ZaOKyE3BMcGJioqamJn85rVx2XK0sTSPRSt2XmOUc0eFch1ZGmTI2YCmeX2tcB+/lYfBy6BV8fpnnLwBNXHZKCFi0ctlxtXI6nXYGLM+QRCujfJkWsHbs2HHx4sXszE45k8k4/+rsNdXpJ2NjY56npeQvh15hxju7HtLEZSd/+LM6vn/16tUtW7bI33X+mrRy2XG18nvvvdfV1TU5o7Ozc/v27flr0sooX2UcsDy7MQYGBtatWycPly9f3tHRIX9+zvXt+5K9PCdQ8VsOLQr2VAWcekYTl4vgP+SVK1f29PTY/RxZWrk8+f0t7927V/bV1dXVW7du9RzknqWVUbbKOGABAADEEwELAAAgYgQsAACAiBGwAAAAIlauAevkyZPNzc3qos6uwex+VwANGCtd8MrBfsUGVCNMbUNemhoAAJSXcg1YLS0tJ06cmJ6enpyc3L17t8QXtbzgFUA9U1TwlYMDivWrRsjahrk0NQAAKDvlGrCcJJ3YE4oWvAJoforyu3KwU5gLizqrEbK2Lp4TGQMAgLJjQsAaHBy0+4QKXj8hP0X5XTnYKcxlGZzVCFlbW/6lqQEAQPkq+4B17ty5tWvXXr58WT0seAXQEq4cHKZYVzVC1tYuvML/0tQAAKDslHfAkni0evXq7777zl5SbA+W35WDXSPig4vNr4bngPr81WwBl6YGAABlp4wD1sDAQH19/fDwsHNhwSuAlnDl4OBiPasRsrYuYYZwAQCA+CvXgPX222/X1dWNjIy4lhe8Amj444BhivWrRsjaBlyaGgAAlK9yDVgBPU9+VwAt9srBLp7FhuwA81st4NLUAACgfJVrwAIAAIgtAhYAAEDECFgAAAARI2ABAABEjIAFAAAQMQIWAABAxAhYAAAAESNgAQAARIyABQAAEDECFgAAQMQIWAAAABEjYAEAAESMgAUAABAxAhYAAEDECFgAAAARI2ABAABEjIAFAAAQMQIWAABAxAhYAAAAESNgAQAARIyABQAAEDECFgAAQMQIWAAAABEjYAEAAESMgAUAABAxAhYAAEDECFgAAAARI2ABAABEjIAFAAAQMQIWAABAxAhYAAAAESNgAQAARIyABQAAEDECFgAAQMQIWAAAABEjYAEAAESMgAUAABAxAhYAAEDECFgAAAARI2ABAABEjIAFAAAQMQIWAABAxAhYAAAAESNgAQAARIyABQAAEDECFgAAQMQIWAAAABEjYAEAAESMgAUAABAxAhYAAEDECFgAAAARI2ABAABEjIAFAAAQMQIWAABAxP4fdr1kmAQ5kjMAAAAASUVORK5CYII=)
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