Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Espen_Fredrick_050723_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 16, 2015 |
Start Time | | 2015/03/16 04:20 |
End Time | | 2015/03/16 06:08 |
Key Words | | Bad Bz Omni 20150316 |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.04 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 116.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Espen_Fredrick_050723_3 |
Minimum Dst Value | | 7 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEp1biAxNSAwNTozMzo0NyBVVEMgMjAyM8r7My8AAAGudEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRXNwZW5fRnJlZHJpY2tfMDUwNzIzXzM6IExGTSBwbG90IG9mIHJobyBhbG9uZyBDbHVzdGVyLTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTUtMDMtMTZUMDQ6MjA6MDAuMDAwWiIsICJtYXgiOiIyMDE1LTAzLTE2VDA2OjA4OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MS4xNDA5NjQ5OTk1LCAibWF4Ijo0LjAxNDkzNTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0KX18gAAAABGdBTUEAAK/INwWK6QAANStJREFUeJzt3X9sFOed+HECdgyxHZuIEpduXCdyAilODS0liPNxe9RXoDaNaZwTl3LIpU4DgvRAtXU+x6pPZ+6I5OtZHOK41qSO6pNcxUKryqpc5AojLMW6uLo9tDpZyEFGZ8SecBULWZUVrSy+n/Pzvbm93Z3x7O7szuw+79cf1u54dub5Mfs8n5155pk1jwEAAOCoNW4nAAAAIN8QYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwoKM1a1I58lP7FFKTidK+deuWz+dbdcuZ2LVbBw8HLeAWvnvQkVmvY90b0VdlUyZKe8+ePTdv3nRl1wRYDsrLTCH/cJhiFWvieCQlaW4q05/q6uoqXtHZ2Rm9BbMs2Fm/rKxMLb9x48b+/fuLiopKS0tPnDjx8OFDY7nf71fLjx8//uDBA4sUJrWyWfYT5khe1NbWxqy5c+fOpAowE+eZJLOO7DoFmf7i3Llz58iRI3L8FBYWShwZCATS2a8jqTU7Sh3fkU2EZcgyDjiswjutkoMpyXSvc/Xq1X379v1uhQQx8tZ6C2brR+vr6zNir4aGhrGxseXl5aWlpXPnzkk3ppYfOHDg+vXrkUhE/iXr79692yKRSa1slnizhdLHSwqNJaOjo7LE9QDL5kdyLsC6e/duZWWlHDafffaZvA0Gg2+++WY6+3UktWZHqeM7ssk7TRk0wQGHVZi1StJlvvLKK/LztKqq6mc/+5mx8o9//OPNmzfL8paWFmlYjfUlONi4caMsl6Z/cXHRWF96Bekb5Gf3zp07b9++nWxKZOGlS5cqKirWrVtnsSPpeCQ9slDS1tvbG32uJfrj0bv4y7/8y7KyMvnxLSvEJEA6sC1btvzkJz8xS6pES8alKHlRV1dnkQWL9Q3SS73wwgv/9V//Ff9Z+ZeUXsLN2jxhE79yUrFUwoUjIyMSKRpLJEe//OUvzVZOeMwYK8uSU6dOqdN78kKtYH0uM9mPxB8GCQ/LhJuNcf/+/ddff33Dhg3y2UOHDhmnbayzY7FTs0M3mqxw+fLl+OXR+435oPE2/oucsKDMvr8x3z4zCY/ShOc+oze4amGaJexx3Pc3fl8WFWGkQY7hDz/80NjmgwcP5IsfvRfAAgEWVmEWE2zatEmdopBW75133jFWPnLkyKMV8kLaOLX8r//6r1977bXf/e53kUiktbU1en1pFmW5tL/Sy1qfRDHrno8fP240eWY7kpREJyy6QY/+uLH8Rz/6kTTosh3p3oxcqP9ev35dGlnpliySKl2C5Ei9lhfy1tiCNPrSW2zduvX8+fOrrm+Qnk/6gIT7kpTEnxuQjVy8eLGhocEikRYrpx9gyV/J429/+1t58dFHH8lri5UTHjPGyu3t7VKnxgry1mLXqX0k/jBIeFiabTba9u3bJb/yQTkCJS8S+tjPTsKdqkNX0ibrS7SRMAtyUMl/zbKWMO/GW7MvcvTKFt/f6HKzkPAoTZiq6A2uWphmCbP4/hosKsJIw61btyT6ND5y+vRpiXFXzSygEGBhFWviqOXyU1t+58UM3JH//ud//qd6fe/ePfkVqF77fD5j+e9//3tjLJGsb/xwtDgTkzAlxkJpRo11zHYkIVF0wsw+biyX9WW1+ARcvXpV/qXiBuukRr+Nz9edO3ekAzDr+OPXlwBleno6fkehUEg6oZikqvLZvHnzzMyMdTqTWtksPEpYKfL3ypUrb7zxhrw4fPiwcWok4RYSHjPGyrLEyKC8kKRapCe1j8QfBgkPS7PNmpHPlpaW2s+O2U7v37+vXsuLhFmw+OKsGmCZfZGj31p8f6PLzUzCo9QsVWYbTFiYFt/3hN/f6LcWFRGdhj179vziF794/D/XYdVFWMAOAiyswqxPun37tnSf0qJJ32+czjELFGK6YeOCglmjbz8l8VtIakc2lxsLJbN/8zd/Y5FIZdUzUkJ+NxcXF9tZ/9q1a6+//nr8FuTn9YsvvpjwuqpsRH5q7927d9Wk2l/ZTvlHL5TNSv/3y1/+Uv6q3NnZQvQxY3OFFLZpvb7NoyJhWPPRRx/t27dPatDsCLSZtlUP0WjpnMGy80W2/7WKjrMVi6N01dzZKUw7CbOzL7OKuH79+ssvv/x45TqsMVoAsIMAC6uwDnoerzSg0WcdzM5g2bmHKP0Ay2xHFmewEm7N7BewbFz6oYsXL1qk83HcmCp5G79OdIBlvf7OnTs//vjjmI8HAgH5PR0MBi2SYX1GMNmVkw2whMRtkscf//jH1iuvegYregWbZ7CS+ojNAMtss9HkCBwZGYlEIvJa/sYfaTbTFr2+cQZLPpgwCxZ9v7G+BB9GEL+4uBi/nZgvckymUrsHcNWj1LrkVy1Mi++7nTNYNg8S+QLKz6qqqiqjAAE7CLCwCrM2VNp01YRJu7xx40ZjZTVeRESPp3nvvfcOHz6s+omZmZn4sRTW+7L4b8xCsx0ZA1nEa6+9tmqApcZwSNsdP4ZDFm7fvt16KIa6K1DWjLkrUNKjrsRJCiU9xrAqs/Ufr9zrHj/m/fLly9K1xF80lA3evXv38Ur01tnZmTCws7NyCrHUqgstVk54zBgrG+PnVN0Z11UldEs46t/iI2kGWGabjSbfBWNI07Fjx+KPNJtpi17/9ddfV+XzxhtvJMyCunr1k5/8RMUioVBIdh2zna9+9avyw0BCBEnYm2++aSxP+EWOKVub398YZkdptJgdxWxw1cI0S1jC72/MvuwfJNeuXZOFH3zwQfTCVYNLgEMEq1gTRy3/8MMPX3755cLCwldeeSX6yoJEHuqmntbW1ujxCtIUyk9A+RldW1tr3JjjeIBltiNJiaRHUitpi7mL0Gxr0uBKi5zwLkJpuGXj0aPU40nIEj+vlfyglw/KduQXtmw/5i7L+PUfr5zcun79enyuE1aKsX3JptnMQ/GJiV/ZrKjjd+pIgJXwmDFWllJ65513ilacPn3aWKGvr0+WJNym2UfSDLDMNhtNvgsvvPCCHH4S8UiEEX+k2Uxb9PpSO8aha3ai8c6dO+qGO9m1xFLx82Ddvn17586dKmFXrlyx/iLHl62d728Ms6M0WsyOYtZZtTDNEvY40fc3Zl/2DxIpTHWVMCZ3FnkHHhNgwVk0OkgWx4x9d+/elWDC7VS4b9VZIZwlkeu1a9eyuUfkB5o2OInOEsnimFlVe3v74uLip59+anZdUisSZRpjxbLgF7/4RfRMDYB9NG1wUlIzW1psJF76m82EnEiqxxPpqcR40+XLlzdv3rxhw4aYyXv1JOVgMcevs+TgrKysXHVaFiAhAiwAAACHEWABAAA4jAALAADAYd4KsD799NOqqiqLQa9dXV0Jb2UHAADwDm8FWD/84Q/fe+89swBLTcb4uxUxkzECAAB4h4cCrDt37rzwwgvRz0OIEfM4kfjprQEAALzAQwHW4cOH1Ty8ZgGWnQfomomfUxgAAGRf+gFDTvBKPm/durV371712qz0Y5bHPzKCGgUAwMv06Y69ks/a2lpjMjez0k/zDFaaKQQAAGnSpzv2Sj7tnHCKGYMlb5PavjMJBQAAqdKnO/ZiPmNK33ir7iJ8+PBhCncR6lOjAAB4lj7dsRfzaRZgic7OztTmwdKnRgEA8Cx9umNt8qlNjQIA4Fn6dMfa5FObGgUA14XD4dnZ2Ugk4nZC4Dn6dMf5nE+maQCA7BsfHy8oKJBW9/Tp026nBZ6jT3esTT61qVEAcNfAwID6Wbtlyxa30wLP0ac71iaf2tQoALhrdnaWSwcwo89RoU0+talRAHBXJBJRlwjF3Nyc28mBt+jTHWuTT21qFADcFQwGjTNYAwMDbicH3qJPd6xNPrWpUQBw19DQkBFg1dfXu50ceIs+3XE+55O7CAEg+1paWqTJVX/Xr1+/tLTkdorgIfp0x9rkU5saBQB37dmzR5rc4eHhmpoaeTE+Pu52iuAh+nTH2uRTmxoFABctLS2tX79eDW8/c+aMvOju7nY7UfAQfbpjbfKpTY0CgIsmJyelvS0pKZHXgUBAXu/atcvtRMFD9OmOtcmnNjUKAC7q7++X9raxsVFeLywsFKyQF26nC16hT3esTT61qVEAcNGxY8eiLwvW1dXJ25GREVcTBQ/RpzvWJp/a1CgAuGjHjh3REZVEWvJWoi53UwXv0Kc7zud8Mk0DAGSTuiYo7a1xTXBmZkbelpeXRyIRd9MGj9CnO9Ymn9rUKAC4ZWJiQhrbqqqq6IXyVhZOTU25lSp4ij7dsTb51KZGAcAtvb290tgePXo0euHJkydlYU9Pj1upgqfo0x1rk09tahQA3KJmb4+JpYaHh3lmDgz6dMfa5FObGgUAt6ip2ycmJqIXhsPhgoKCkpISnpmDxzp1x9rkU5saBQBXzM/Px4xwN+zatYtn5kDRpzvO53xyFyEAZI3ET9LS1tTUxP+rra2NZ+ZA0ac71iaf2tQoALhCTXkVM8JdCQaD8q9t27ZlP1XwGn26Y6/k88aNG36/v6ioqLS09Pjx4w8ePIhfJ50zUvrUKAC4orm5WVraS5cuJfyvz+eT/4ZCoSynCl6jT3fslXweOHDg+vXrkUhkeXm5r69v9+7d8eukUyv61CgAuEKFUDEj3A3qBkOz8Av60Kc79mg+i4qK4hcSYAGAN4XDYWlm169fb3ar4MDAgKzQ3Nzs7H5v3779x3/8x9/+9revXbsmsd3s7Gx8AuSn+/j4eDAYdHbXSI0+3bHn8rm8vHzx4sWGhob4f0mtlJWVFRYWbt269fz580ltVp8aBYDsGxsbsx5lNTc3V1BQsGnTJgefmSObUqfNYkicV1VVVVdX19TU1NLSoh44LSSRTu0aKdOnO/ZWPtV3YPPmzTMzMxar3blz59ChQ+3t7Qk/biaTCQcAran7BFtbWy3WUbNkOfjMHHXZUfnyl7+8a9cuiavUVBEJ/fSnP3Vq10iZPt2x5/K5vLzc29u7d+9e69UePXpUXFxsf7P61CgAZF9TU5M0s1euXLFY5+zZs7KOtPCO7FHdtPj000+fPn36woUL0VcGFxcXZ2dnJyYmAoFAf3//t7/9bRVgyQtHdo106NMdezSfhYWF1isQYAGAR0QikU2bNq16dmpkZETW8fv96e9xaGioYIXNyUtDoZBKIY9EdJ0+3bFX8nnq1Km7d+8+XomcOjs79+3bZ/zLqIyWlhZ16fD+/ftHjhyRj9jfvj41CgBZNjs7K21seXm59fgqIw6bm5tLZ3fBYFD2lezJsEAgoK4eWp9mQ6bp0x17JZ9y6NfW1kq5b9y48cSJEw8fPjT+ZVSGsc6WLVva29uTeqyVPjUKAFmmHue8Z8+eVdc8duyYrDk4OJjyviSYq6iokI20tbUl+9lLly7JByXMGh0dTTkBSJM+3bE2+dSmRgEgy9TgKvm76pr9/f2yZktLS2o7WlhYUCPlm5ubU7sbsaurSz5eUlLCrA1u0ac71iaf2tQoAGSZ3++XNnZgYGDVNdXFxKqqqhT2srS0pHa0Z8+e+OdJ29fY2Cgb8fl84XA45Y0gZfp0x/mcT6ZpAIAsUCOibJ4TUqegUnhmztGjRx0JjKIDtcXFxXQ2hRTo0x1rk09tahQAsml6elpddLN5za6jo0PW7+7uTmovPT09Dl7ai77UmP7WkBR9umNt8qlNjQJANqln4NTV1dlcPxAIyPoHDx60v4vh4WE1KcPIyEhKaUzAGCwvAZ9T24Qd+nTH2uRTmxoFgGxqbW1NKkxZXFxcv8LmOKrx8XFZ2cEZSg3BYFBN3NDf3+/slmFBn+5Ym3xqU6MAkE3qSX9DQ0P2P6KGmQ8PD6+65vT0tBrglaEJQtXpN/sTliJ9+nTH2uRTmxoFgKyJRCIqAEpq7lA1oOrMmTPWq926devpp5+WNY8ePergI6JjqEfuSC6sn4ELp+jTHedzPrmLEAAyKhgMJjXCPfpTVVVVZp9aWFjo6OhYu3atar3fffddh9KbmPHQ6LKystnZ2YzuC/p0x9rkU5saBYCsUXOjJzViXfH5fAmfXSgh14ULF9RZMYMscSi9iRnn4QTXCjNNn+5Ym3xqU6MAkDVqhHtXV1eyH1STWvX19RlLJMoZGBiorq5WgU5dXd2NGze6u7slukrqwWipeeutt9R+/+mf/inT+9KcPt2xNvnUpkYBIGv27NkjrWsKj/ZTz8wxTn2Nj4+riamExFjDw8OZG3RlRp2N27RpE7OPZpQ+3bE2+dSmRgEgO5aWltQ0BylMrT4/P6+mtpqYmKivr1ehlc/nGxwczH5oZVDx4qqj75EOfbpjbfKpTY0CQHZIbKROOKXw2cnJSTW7lVJSUtLT05OFS4HWjJmxGImVOfp0x/mcT+4iBIDM6e3tVXMopPBZNTmC0tHRMT8/73jyUqMSVlNT4+KJtPymT3esTT61qVEAyA41wj16oLp9gUBAnSv6+7//e8cTlo6lpaWqqqrMTW0KfbpjbfKpTY0CQHZs27ZNmtaUnw8YDoe9OenU2NiYmt6dqUczQZ/uWJt8alOjAJAFCwsL6hSUzUcK5hY19Wh9fT0XCh2nT3esTT61qVEAyILR0VE1G7vbCcmI+fn5ioqKNTwHOgP06Y61yac2NQoAWdDV1SXt6rFjx9xOSKYMDg6qabG8MwA/P+jTHWuTT21qFACyoLGxMeUR7rnC7/dLHpubm91OSF7RpzvO53wyTQMAZIh6ps3k5KTbCcmg2dnZkpISpsVylj7dsTb51KZGASDTwuFwHo9wj9bT06MmU+X5OU7Rpzv2Sj5v3Ljh9/uLiopKS0uPHz/+4MGDhKt1dXUVr+js7Exq+/rUKABkWiAQULNxup2QjItEIjt27JDMtrW1uZ2WPKFPd+yVfB44cOD69etyKC8vL/f19e3evTt+natXr+7bt+93KyQak7f2t69PjQJApnV0dEij2tLS4nZCsmFyclI9NjEUCrmdlnygT3fs0XwWFRXFL5To6ubNm+q1vKirq7O/QX1qFAAyrampSaspDE6ePCn53bFjh9sJyQf6dMeey+fy8vLFixcbGhri/7Vhwwb5r7GavLW/WX1qFAAyTc0RFQwG3U5IliwuLvp8PsnypUuX3E5LztOnO/ZWPtXtfps3b074gIKYWiksLEz4cTMZTDcAaONXv/qVtKglJSVazXI+PDwsuV67du2rr77KgPd06NMdey6fy8vLvb29e/fujf8XZ7AAwF2jo6Pr1q2TFrWystLttGRbcXGx+rl++/Ztt9OSw/Tpjj2az/izU4/jxmDJW/sb1KdGASBzBgYGVJChwy2EMfbv36/y/gd/8AdLS0tuJydX6dMdeyWfp06dunv3rrx49OhRZ2dndPBkVIa6i/Dhw4fcRQgArgiHw0899ZS0qD/60Y/cTku2RSKRjz/++LnnnpPsNzY2anWF1EH6dMdeyWcgEKitrZVy37hx44kTJySKMv4VXRkSezEPFgC4JRgMqif0aXsKZ3p6Wo3xZ2as1OjTHWuTT21qFAAyp7u7W5rTkydPup0QN83OzkqIKeXQ09Pjdlpyjz7dcT7nk7sIAcBZalrz/H4EoR3BYFA9pnBgYMDttOQYfbpjbfKpTY0CQIbMzMxIW1pVVeV2QjxhdHR0/fr1Wk246gh9umNt8qlNjQJAhvT29kpb2t3d7XZCvGJwcFA99Hp4eNjttOQMfbpjbfKpTY0CQIbs2rVL2tKJiQm3E+IhPT09Uibr168fGRlxOy25QZ/uWJt8alOjAJAJMzMzBQUF27ZtY3qCGGfPnlUxFqGnHfp0x9rkU5saBYBMuHDhgjSkEky4nRAvam1tVbNXJHzOG6Lp0x1rk09tahQAMqGmpkarBzwnq6mpScrnC1/4Qm9vL6eyLOjTHedzPpmmAQAcMT09XVBQ4PP5uD5oRkqmsbHR6HHC4bDbKfIofbpjbfKpTY0CgOPUUG7mLrcmMZaauEF88sknbifHo/TpjrXJpzY1CgCOU9cHmV90Vf/yL/9SXFzMYDUL+nTH2uRTmxoFAGep5w8yv6hNoVBITfIeCATcTosX6dMda5NPbWoUAJx15swZTskkZWBgQEqsoKBgamrK7bR4jj7dcUby2dLSUlpaKoVYVlZ24sSJTOwiWfrUKAA4a9u2bcwvmqyOjg4ptOrq6vn5ebfT4i36dMfO5/P1119/7bXXFhcX5bX8PXz48Jtvvun4XuzgLkIASFMoFFLXB7l/MClSXHV1dVJ0fr/f7bR4iz7dsfP5LCws/Oyzz4y38rqoqMjxvSRLnxoFAAepMzFnzpxxOyG5Z2Fhobq6mrsvY+jTHTufTwmnlpaWjLcSYG3YsMHxvSRLnxoFAAepEIH7B1MzNTWlJm4YHBx0Oy1eoU937Hw+jxw5Ul9f/+jRI3ktf/fv33/s2DHH95IsfWoUAJwyMTEhjSfzi6ZjeHhYyrCkpIQB74o+3XFG8tna2lpcXLxu3brS0tJTp05lYhfJ0qdGAcAp6v5Brg+mST0NWuJUBrw/1qk71iaf2tQoADhF3T84NjbmdkJyXn19vRrwzrlAfbpjbfKpTY0CgCOM+UWJCdIXDocZ8K7o0x07n8979+5t3rxZSnDd/ygsLHR8L3YwTQMApExdHzx58qTbCckTxgzvmg9416c7dj6fFRUVP/vZz5aXlx3fcjr0qVEAcIQ05tJyjo+Pu52Q/DE0NCRFun79+unpabfT4hp9umPn8ylll0J0dePGjf379xcVFZWWlp44ceLhw4cJt5zyGSl9ahQA0jc6OirNpsRY0dPuIH1tbW0qxtL20UP6dMfO57OsrCyFL2RDQ8PY2JhEZvLZc+fOSbAVv046taJPjQJA+lQcwPVBx0UiEeM0QUtLy8zMjNspyjZ9umPn89nX1ycHTTqDIiXMSjhsiwALALJDjcjm+mAmFBcXGzFWQUGBbmGWPt2xM/lcZynZQe6jo6NmZ7DKyspka1u3bj1//nxS29SnRgEgTWp+0YqKCu4fzIRQKDQwMDA8PCyhlQRYuoVZ+nTHnsunHHnbt2+/d++exTp37tw5dOhQe3t7zPI1ljKZagDIH2pizKNHj7qdkPwnQZVuYZY+3bHz+Vy3bl3Kn71169aLL754+/btVdd89OhRcXGx/S3rU6MAkI5IJLJp0yZpM0dHR91Oiy60CrP06Y6dz2dpaelnn32WwgcDgUBlZWUwGLSzMgEWAGTCyMiINJjl5eVcH8yy6DDriSeeUDO/u50o5+nTHTufz/fee08Okd///vdJfery5cs+ny/h1CBGZRhB/f37948cOZLUUw71qVEASIe6Pnjs2DG3E6IpFWbl8eCWvMxUQhm5RJjCIHeLIVPG60AgUFtbK2+3bNnS3t6e1GQQ+tQoAKQsFAo988wz0mBKe+t2WrSmngIpBgYG3E6Lw/TpjrXJpzY1CgCpmZ6efvLJJ9UwIK4Pum5wcFBdqw2Hw26nxUn6dMf5nE/uIgQA+8bHx1Vr+fnPf97ttOC/NTY25t/tnPp0x9rkU5saBYDUvP/++9JUrlu3rre31+204L+Fw2H1RMh8ulCoT3esTT61qVEASMH8/LzP55Om8tKlS26nBf9rdHS0oKBg06ZNUkFup8UZ+nTH2uRTmxoFgBSoO9f8fj+jr7ymublZqqapqcnthDhDn+5Ym3xqU6MAkKyRkZGCgoKSkpI8nt8yd83Pz+fThUJ9umNt8qlNjQJAUsLhsJq6/cqVK26nBYkNDw9LBUk1LSwsuJ2WdOnTHWuTT21qFACS0traKi1kfX09Fwe9rKmpKT8uFOrTHedzPpmmAQCsDQ8Pq4uDCR+kAe/ImxON+nTH2uRTmxoFAJvyps/WhJp6VKLhubk5t9OSOn26Y23yuTI8MKmn6wBAfjt69CgXB3OLutnz4MGDbickdQRY+UZdJezo6HA7IQDgCSMjI+p0yOzsrNtpgV0LCwvl5eU5PV0ZAVa+UQHW2rVrJfwPhUJuJwcA3BQOh5lWNEdduXIlp59RSICVb6RGa2pqiouLVaR18ODBsbExtxMFAO5QD7ljWtEcpa7t5uiFQgKsfBB/F+HCwsKFCxfU7zaxY8eOwcFB2hcAWgkEAuriINOK5ihj6tFcvDuBACvfRNeoRFQDAwM1NTUqzKqqqurt7V1cXHQxeQCQHTndN8Nw+fJlNe7l9OnTbqclOQRY+SZhjY6OjtbX16sw66mnnpIjtaioaHJyMvvJA4DsUBcHuXMw183OzqrOa/369blVlQRY+caiRoPB4LFjxyS6UgfrV77ylbGxsdw6XgHADuPiINOK5rqFhYVnnnlGdVtnz551OzlJIMDKN6vW6D/+4z9KjPXEE0+o47Wmpqavry8PnvoEAI9XhkYcOXLkySef5OJg3pAe6vr16+rmLQmd3U6OXQRY+cZmjS4tLfX39+/YscM49Xry5MlgMJjp5AFARn388ceqWduwYQNn6PPJwMCAVGtBQcHU1JTbabGFACsfpPMswsnJyWPHjkmApT5bV1c3NDTERPAActHc3Nzzzz+vWrPa2lq3kwOHdXR0SM1WV1fPz8+7nZbVEWDlm9RqNBwOX7hwoaqqSjVM5Su+9KUvMfExgFwRDAbV3DS7d+8eGRnJiT4YSYlEInV1dWpiM7fTsjoCrHyTZo0GAoGDBw8aA+HlJ6As4TQ7AI+bmJhQj3NuamriHHweW1hYqK6ulopua2tzOy2rIMDKths3buzfv7+oqKi0tPTEiRMPHz5MuFpXV1fxis7OzqS270iNnj59OvqaY01NzYULFxgID8CbRkdH1TiHlpYWfhDmvampKVXd0jG5nRYrBFjZ1tDQMDY2try8LL+xzp07J8FW/DpXr17dt2/f71b4/X55a3/7TtXo7OzsJ5980t/fr87HqoHw0ngxexYATxkYGFDdbUdHB9GVJoaHh9WAd4mt3U6LKQIsN0mYVVhYGL9coqubN2+q1/JCQhz728xEjcrPhaNHj8qhrCKtPXv2SIvGSXgAruvt7VVNk7xwOy3IqrNnz3r8OUgEWG6S0DvhGawNGzZI7KVeywt5a3+bmavR2dlZacKiB8L7fL4DBw5w6RCAK7q7u9VpDPnJ53Za4AL1hJKamhpvdkMEWK4JhULbt2+/d+9e/L9iaiX+LNcaSxlM9MpNHIODgwcPHjSmKq2rq2NGeABZ1traqqKrkZERt9MCd4TDYTXgvbm52e20JECA5Y5bt269+OKLt2/fTvhfb57BivHNb34zZiA8M8IDyLRAIPDuu+/+4R/+oTqPPjEx4XaK4KZQKFRSUiIHQ09Pj9tpiUWA5QJpICorKy2mTY8ZgyVv7W88azW6tLQ0Pj7+r//6r8wIDyA7wuGwMRi0oqKCpgZiaGhIHRJjY2Nup+X/IMDKtsuXL/t8voTPHzUqQ91F+PDhQxfvIkxWwhnh//3f/727u5vhEQAc8Xd/93eqhZEwi2mQYXj77bfVgXH8+HG30/K/CLCyzWLIVPTrzs5OF+fBSlnMjPBFRUXqxc9//nPuOgSQstHR0V27dhkDEq5du+Z2iuAhv/nNb9SxUVpa6p0BwQRY+cYjNapmhDcGwivV1dVNTU0dHR2Dg4PBYJCQC8Cq5ubmGhsbVRuyY8eO8fFxt1MEz5GDZPPmzeog6erqcjs5/59HuuMsyOd8ZvMuwqRImLVv377a2tqtW7caIydiQi75MVpZWen3+3lwGIBoCwsLbW1taghzeXn5pUuX+FUGCyMjI+rysUcG53mqO84obfLp1RqVlnFycnJ4eFhazObmZuMyYrQ9e/Z0d3fLL1SaUUBz/f39FRUVqmVobW3lDmXYcfToUXWm0wudiGe7Y8dpk8/cqdFIJBIKhZ5//nlJ89q1a40BW2tW7kasr6/v6emRgGxubs7tlALIhqmpqYGBgZ///OfGE7rkBY/ngn0SiG/btm3NylMp3U5LLnXHadImn7lWo+FweHx8fHp6Wr4Yo6Oj3d3dfr/fuBtRqaqq+spXvnL27Nk0R25JSy3Nt0R1FutISiQ9XK8Esi/6V1ZFRUV/f793BiwjV4yNjakRKa7PQJtz3XHKtMlnXtTo4uKifDfOnDlTX18fE2yZDZafnZ2VwCj+dJfEbfKviYkJCa0KCwvl45s2beo20d7err6ZEtIFAgHZ4MzMDNcmgEyTb6i6uKP09PRII+B2opCr1DOUJEZ396dyfnTHdmiTz7yrUYmf1q1bp5rdbdu2mQ2Wf/LJJ+XFhg0bWlpaJCzbsWOHBEkJV06Nz+eTbfr9fontZC9r/mfEWEJ/9Vd/Jf+V9d99912LQG1qaooBZ9CZHPxXrlwxZiqWb9bLL7/8t3/7t26nC7ktEomoST2kL3DxJGj+dcdmtMlnPtbo2NiYRC0SqTxeaZGDweDQ0FBXV5fEOmYhl2H9+vUSG8mX7eDBg1/72tdeeumlN954wywwErKmrF9XVyfrS5AkUVr8KTRHArWvf/3ra9eulSWHDh2yCMLC4TATKiL/hEKhs2fPlpeXq++FfCkuXbrEWSs4RQ4wdXTJceVWGvKyO04on/MZ04W7nZxsUyHXkSNHnn/++QMHDvT394+MjExOTkq84lR7LbuQKEe2OTo62tvbW1xcbH0G68/+7M9UXcjP8RQCNSMIkzhPBWGyweHhYWOwmiOZArJJjbb85JNP5OdEfX29+l0kX4rm5uaJiQnGWsFxV65ckWOspKRE+gJXEqBPd6xNPrWpUY+TIG9gYCAmGIoO1P7hH/7hpZdeqqys/JM/+ZMUgjBZWcKvxhUbN26sqKiQDTJoDJ71uc99bs3K/cLqAJYjtqenh3uEkVHStK5ZGVviyslRfbpjbfKpTY3mq+ggrKurS7ql8vLyb33rW01NTX6/X1oKNe+i/dNgx44dO3TokGzkueee++ijj9zOH/QSiUTkSI4ewF5fXz88PMzQQ2RBOBxWFwrb2tqyv3d9umNt8qlNjWpO3TUpHdX3vvc91W99+ctfXvU02Nq1a3ft2iVxm/R5jHdBRs3Pz/f29hpTChcXF0uI//bbb7udLuhlaGhIXY+emJjI8q716Y61yac2NQrD3IroJdGnwQYGBr75zW8mjLfq6uo6OjpGRkZkffmp193d3dfXx2gYpElC/5MnTxqnWv1+v3RynLKCW1paWtRVaWnlsrlffbpjbfKpTY0iKRJvSRAm7Yt0dWfOnFGTHRvkF96zzz6rXkvXODY2FgqF4hujhYUF6Ts98pwveMf09LTE8b/+9a8HBwdramqM4+rgwYMcLXDd4uKiz+eTA7K5uTmb+9WnO87nfMaclnA7OcgNEj8NDw+3trbGBFsxpGFSA+qlbaqurlYLGVAPg/RelZWVMcdMV1eXW7duAfEmJyfVhUL5JZC1nerTHWuTT21qFA6an5/v6+vbt2/fq6+++ud//uf19fU1NTWbNm2yCLxiOlRjQP3Xvva18vLy7du337hxg6tC+UqCKvVgK4m8o8f87dmzJxAIUO/woLfeeksdpadOncrOHvXpjrXJpzY1iiyIRCKzs7MzMzPj4+ODg4Pf+c53Kld8/etftzOvhPxklMBLoq6urq6RkRHZjup61RAxzn7lFqm1sbGxjo6O+AdYff7zn3/55ZfPnTvHAD54ljRi6nB9+umns/MbQJ/uWJt8alOj8IiYAfUvvfSSHISFhYU1NTXxk+xLx7xr1y413qusrOzWrVuc7fCyxcXFH/zgB+Xl5dInRT+Jec3KTGytra1DQ0M8aQA5QQ7UZ555Rh29R48ezcIe9emOtcmnNjUKb1InvdQzViV4mpqaGhwc7OrqamxsrK6uNnuUZPzTu9XE33Te2Wd2+W/NyoSNLS0tUk1ZvhsLcEooFFL3t0qjlOl96dMda5NPbWoUuUiFXAcPHiwvL3/22Wdfeukls5BLde1PPfWUxYMakSapDnVbqMXlv6efflr+FhUV/eY3v3E7vYAD5FBXB7n8VMjojvTpjvM5nzGdk9vJAZKQ7NO7owfUf/WrX62qqmpoaFBPn5ydnU1tDNDAwEB3d7f8tI1ZLiGdbHNiYkJWKCsrk73/6Z/+qayWHyONFhcX9+3bp0r1ySefNLv8F31KEsgPw8PDBSvkB0bm9qJPd6xNPrWpUeQr4+ndX/ziF7/0pS8l+6DG8vJyNa+EfPA73/mOCowkbjN7MrcxFX5lZWVLS0t9fb0EcLIFizhPjSST7be1tcmP4BwKuSSdEolKriXxXP6Dzjo6OlRzkbn5RPTpjrXJpzY1Cg3FDKhXwVNJSYlERRLxWEdFKZAQxOfzyZb/6I/+SA3x3r59e8LB+5KGLVu2FBYWyuu3337bC1czjan5JTFSYhcuXPD7/eq5bAYpseeee27nzp3/8R//4XZ6gWxrbGxcszIgIUMnaPXpjj2UT6N1W3UF69XMPpt2AoHcMDc3Nz4+HnPGRdpKdV1vZGTkpz/96ec+97k1Kw9qNDuDJRoaGiSE+sEPftDf36+uNsqPWotnNcq/pqamZM2enp7o+VcNEoG5+8xH2em3vvUtlRgV9kUnrK2tbXh4mKt+0Jx8TXbs2LFm5aFhmbidWZ/u2HP5tA6wMrFZABmysLDwq1/9So0H/8IXvhATb8U88zFDt0Za3P1XU1Nz9uxZSQBBFRBNvo/qeeSZmLhBn+7Yc/kkwALyldkzH9etW/fEE0+o1nxycjL9H80Wd/998Ytf3LVrV2tr6yeffOJIpoC8JD94Kioq1mRg4gZ9umPP5dM6wCorKyssLNy6dev58+ed2iyA7LN45qPZTPdzc3MJz3LJpqampkZHR7/73e+uXWFx91+WswnkLvm1oybHcnbiBn26Y8/l007R37lz59ChQ+3t7fGftZCZ9AJI17/927/5fD75+fTqq69KaJVwpnt1wUJ84xvfkNhr1edCcvcfkD75FaR+8zg4cYM+3bHn8mmz6B89elRcXOz4ZgG4zuZM9wYJsyTY8vv9e/fuXbt2bWFh4a9//Wu3MwHkiba2NnX56ObNm45MvKJPd+y5fBJgAYghIdc///M/P/vss+Xl5W+99dbAwMDo6GgwGJybm8uVqbaA3PWNb3xD/Zj5i7/4i/S3pk937Ll8xhe9saSlpUVNfXb//v0jR46cOnUqnc0CAIBVvf/++yrAKi4uTn8CUn26Yw/l02zIlPE6EAjU1tbK2y1btrS3tyd1q5E+NQoAgIMkqHrllVfUDbmbNm0aGRlJZ2v6dMfa5FObGgUAwHGRSKSlpUWdAenu7k55O/p0x/mcT+4iBADAQRcuXFBdamtra2ojIPXpjrXJpzY1CgBA5gwNDanHd9bV1aXwFAR9umNt8qlNjQIAkFGhUEhNTVddXR0MBpP6rD7dsTb51KZGAQDItIWFhbq6OjUNaVJTvevTHWuTT21qFACA7GhtbVVDsq5cuWLzI/p0x9rkU5saBQAga/r6+tSzFg4dOvT+++8vLi5ar69Pd5zP+eQuQgAAMm1kZKS0tFR1tXv37h0aGhofH5+enk74eHV9umNt8qlNjQIAkGXnz5+3eFrotm3bDh482NjYuHHjRn26Y23yqU2NAgCQZQsLC9/97nd37tzZ3Nzc1NTk9/urq6t9Pl/CJ7W7ndgs0Saf2tQoAADeEQ6Hp6enR0dHv/e97xFg5SF9ahQAAG+am5vTpzvWJp/a1CgAAJ6lT3esTT61qVEAADxLn+44n/Op56g6AAA8S5/uWJt8alOjAAB4lj7dsTb51KZGAQDwLH26Y23yqU2NAgDgWfp0x9rkEwAAeIDbEUGW6JLPx3FRc3wdsyTPlngqMSzJxBJPJYYlmVjiqcSwJENL8pUu+XzM91a/JZ5KDEsyscRTiWFJJpZ4KjEsydCSfKVLPh/zvdVviacSw5JMLPFUYliSiSWeSgxLMrQkX+mSz8d8b/Vb4qnEsCQTSzyVGJZkYomnEsOSDC3JV7rk87FOleoiCjkLKOQsoJCzg3LOAgrZLRqVOwdZFlDIWUAhZwGFnB2UcxZQyG7RqNw5yLKAQs4CCjkLKOTsoJyzgEJ2i0blzkGWBRRyFlDIWUAhZwflnAUUsls0KncOsiygkLOAQs4CCjk7KOcsoJDdQrkDAAA4jAALAADAYQRYAAAADiPAAgAAcBgBFgAAgMMIsAAAABxGgAUAAOCwHA6wurq6ild0dnbG/OvTTz+tqqoym/zjxo0b+/fvLyoqKi0tPXHixMOHD+1sU08pF7LFOhRyjIQFsub/SuqzFsu1lXIh01wkJZ2D+TEthj1mBRIKherr6zds2ODz+T744IOkPkshZ0KuBlhXr17dt2/f71b4/X55G/3fH/7wh++9957ZN7mhoWFsbGx5eXlpaencuXPSetrZpobSKWSzdSjkGGYFYmduQLPPUsgx0ilkmgv70ilnhRZjVWYFMj09/cILL4yOjsqxKj8D3nnnHfufpZAzJFcDLDkabt68qV7Li7q6OuNfd+7ckeMsEonEfKsTfsnlWCwsLFx1m3pKs5ATrkMhxzArEIs+yfiX2Wcp5BjpFHI0mgtraZYzLYYdZgXS0tJidtaKFsMtuRpgbdiwQRo79VpeyFvjX4cPH/7www8fx32rE37JJd43fpJabFNPaRZywnUo5BhmBSKFVlZWJt351q1bz58/H/0RozzNPkshx0inkKPRXFhLs5xpMewwKxAp4StXrlRUVBQVFb3xxhuffvqp8RFaDLfkaoAV0/wZPytv3bq1d+/ehOvEC4VC27dvv3fvnvU2tZVOIZutQyHHWLVA5Gf9oUOH2tvb7X+WQo6RTiEbaC5WlU4502LYZPGtb21t/eyzz5aWlr7//e+/+eabSX024XKkKVcDLLOIu7a29re//a16bR1gyff5xRdfvH379qrb1FY6hWy2DoUcw06BPHr0qLi42P5nKeQY6RSyQnNhRzrlTIthk8W3XkIr9VrCrKKioqQ+SyFnQq4GWDHXjOWter0mTsKPBwKBysrKYDBoZ5vaSqeQzdahkGPYKRCzPsnssxRyjHQK+THNhW3plDMthk1mBeL3+6MDrIRBEi1GluVqgKXuenj48KHFXQ9mw4MuX77s8/mmp6dT2KZW0ilks4UUcgyzAmlpaZmZmZEX9+/fP3LkyKlTp4yPGOVp9lkKOUY6hUxzYV865RyNFsOCWYF88MEH3//+95dWtLa2Hj9+3PgILYZbcjXAEp2dndbzdpj1/RYnYFbdpm5SLmSLhRRyjIQFEggEamtrpei2bNnS3t5u/DZ9/H/L06wwKeQYKRcyzUVS0jmYzRZSzjHMCuT8+fMbN24sKio6evRowkHuFp+lkDMhhwMsAAAAbyLAAgAAcBgBFgAAgMMIsAAAAByWqwFWCk9gTTingJ05HSw2K8nw+/0qGcePH3/w4IHZx812YefxnAAAILfkaoCV8hNY7dz1Fs9sswcOHLh+/XokEpGU9PX17d6923o7Mbuz83hOAACQc3I1wIqW1BNYUwuwbD4LM+HkuRa7s3g8JwAAyF35EGAl9QTW+ADL7Cmk0VbdrCy8ePFiQ0ODdVJj9m7xeE4AAJC7cj7ASvYJrGanrKyf9mq9WTW4avPmzWq2Ygvx4d2qj+cEAAA5J7cDrBSewGpxTTD6IVkxY9LtnMHq7e2Nfhp8wiHtMUvsPJ4TAADknBwOsFJ7AqvNACuGzWdhxp8ws967ncdzAgCAnJOrAVbKT2CNH2Zu9hRSO5uV9e/evft4JTjr7Oxc9SHkMXu3eDwnAADIXbkaYKXwBNaE61s8hTSG9UNMN27cGDMdl3WCjeVmj+cEAAC5K1cDLAAAAM8iwAIAAHAYARYAAIDDCLAAAAAcRoAFAADgMAIsAAAAhxFgAQAAOIwACwAAwGEEWAAAAA4jwAIAAHAYARYAAIDDCLAAAAAcRoAFAADgMAIsAAAAhxFgAQAAOIwACwAAwGEEWAAAAA4jwAIAAHAYARYAAIDDCLAAAAAcRoAFAADgMAIsAAAAhxFgAQAAOIwACwAAwGEEWAAAAA4jwAIAAHDY/wOsHJStZKwkpgAAAABJRU5ErkJggg==)
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