Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_042312_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 21, 2004 |
Start Time | | 2004/06/21 03:40 |
End Time | | 2004/06/21 04:00 |
Key Words | | d |
Model | | GUMICS |
Model Version | | 4-HC-1.11 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 120.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_042312_3 |
Minimum Dst Value | | 16 |
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.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEp1biAxNiAxNzozMDowMyBFRFQgMjAxN8iQbCEAAAGudEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRW1pbHlfSHlhdHRfMDQyMzEyXzM6IEdVTUlDUyBwbG90IG9mIHJobyBhbG9uZyBDbHVzdGVyLTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDQtMDYtMjFUMDM6NDA6MDAuMDAwWiIsICJtYXgiOiIyMDA0LTA2LTIxVDA0OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6NC41OTg3MTk5OTk1LCAibWF4Ijo0Ljg2ODg4MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0xPtqqAAAABGdBTUEAAK/INwWK6QAAMGBJREFUeJzt3X9Q1Ped+HGqJuKP0CXlgnqgWJKU3KlHHepoIA2x1KIxLW2dO9Jggom9eFSn3B0qBrR4Z4l3YxyS4SKtOqUz2FLjpMxVjeN45WbI1Wbo1dxxhVNMDEGLcVvRkHZVFO715dPvZ7bv3c9nF/bz2c/ufp6PP5jPftj9fN77en12X6/d/ex7k0YBAABgqSSnBwAAAJBoaLAAAAAsRoMFAABgMRosAAAAi9FgAQAAWIwGCwAAwGI0WAAAABajwQIAALAYDRYAAIDFaLAAAAAsRoMFAABgMRosAAAAi9FgAQAAWIwGCwAAwGI0WAAAABajwQIAALAYDRYAAIDFaLAAAAAsRoMFAABgMRosAAAAi9FgAQAAWIwGCwAAwGI0WAAAABajwQIAALAYDRYAAIDFaLAAAAAsRoMFAABgMRosAAAAi9FgAQAAWIwGCwAAwGI0WLBMUhKHEyJlx1H0s5/97IEHHgi5ZTt27dSDggcj4DgehIiU/lTOczoiZ8dRVFBQ8PrrrzuyaxosCyXknUIC43jF/3vaUkx4O5bcZGIDUG4VzkZGRka2bNni8XhSU1Orq6vlov9/vV5vZmam/3beeOON5cuXJycnz549+7nnnvvNb36jrT927NhnP/vZqVOnyvpnnnnm8uXL/sMIDKnRdoIy2biRgYGBioqKrKysu+66S+5acXGxbEQfT+D1/VvkP/uzP/OPgyw/9NBDQXvonp6er3zlK/fee+/dd9+dl5f32muvaeuvXbsmwXzggQemTZsme//Sl7506tSpkGMOHMyErxAoJSXlxo0bke96AuzuCYyyYMmDaMJCPpNEs1WiLYNTOPJg5bOqJTeJWoPV1NS0ePHid8fIwv79+/3/Kz1KfX29/3Y+//nPHz9+fGho6IMPPnj++ecff/xxbf1jjz32+uuvDw4Ofvjhhzt37pTmyXxsRtsJKuTGFRcvXpw3b97f//3fd3d3//73v5fu7Sc/+ckXvvCFoCNRVsqCFOl//dd/1f/14x//WNYENljnzp1LT0/fs2dPX1+f9C4///nPv/rVr2r/kn19/etflyvcvHnzypUrP/rRjx599FHzMQcdzISvMOGbxF2DZZIFZxuskFujwYIbcOTB8AlI1r/66qvz58+XF8d//ud/3tHR8b3vfe+BBx5ITk5eunSpvHRWbq4tPPLIIz/84Q/1jchT/+zZs69duxb+rs23c/bsWaki8pI9JSXly1/+stfrHf3jN+ECLxpZtmyZNDrasizk5+fr/5LuJDs72+fzGW1B2p0ZM2YErpe2afr06eHcTfPtBKVsPOhmn3322W3bthltIWSDdfjwYf84SKJfe+21wAbra1/72q5du4LuYtq0aUbpVnb6T//0T/fdd5+k8hvf+IZ0Y8oupGP45je/mT5GFrS3oMwzO96byJq9e/dmZGR87GMf0y7u27dP2lPtCO/q6jLZrCLoYRny7pjvdMOGDbJBub4EKuj9NclC0Dcd/S+eOnXq05/+tOxUdq29tAgM1J07d/7xH/8xKysrNTV13bp1H330UdC4GTF5YlF2pGwwZDCNBjY8PLx9+/a5c+d6PB7pO4PuyyQR+hjG9SQGGKHBgtnz4OOPP37+/Hl5/vr2t799zz33fPGLX3znnXe0i/rbEspT+YkTJx566CF5BtRWPvfcc7t37x7Xrs23s2jRop/+9Ke///3v5flu48aN69evD7qpcF62ytO3/tx95coVeVLW/7Vq1apDhw6ZbKetra2wsFBZKZF58cUXA9+RMhlM0O0EFbjxoJuVSiD1yWgjIRssCbj00P/xH/8hF9vb22VZ1gRWaylOciQE3cXKlSv/8i//8s0335Qcmdwd2VRRUdHFMbJQV1en7EIqpazvH/PYY4/t2LHD5C5M7Cay/ktf+tKlS5f0iyUlJRcuXJBQ79y5U280jTbrL+RhaTK2oDutra2VSF4as2LFiqB3wSQLIRssOU6OHDki7YV0D/LgCnrll1566XOf+9y777579erVsrKyv/u7vwsaNyMmmQoclf8GQwbTaGDSbsqjSZ6yZH1lZWXQfZkkQh/DuJ7EACM0WDA8B0sWfv3rX2vLv/vd7+TiwMCAfnHatGn61ZSFz3zmM1p3cu7cOXlFKFcOf9f+Awi5nevXr8t6Ze9BLwY1adKkW7duacuyMHnyZG355MmTS5Ys0U5FCrqdX/7yl/Pnz1f6GG3k9913X29vb+DdDDqAoNsJymTjiilTpvh3NoE5Dbpx/4XvfOc70kmPjn3Y993vfjfwCtpefD5f0AFIUqSG/cVf/EVycvInP/nJqqqqoC/9ZVO/+tWvtOX/+Z//yc7OVnYht9Wv0NXVFXiFQOO9iax/7733/C8GPcKNNmsk6GFpMjajnepvEssNg94FkyyEbLAyMzNfeeWV999/P+h/NTk5Of/7v/+rLV++fHnevHn61fzjZmRcDZbRBoMG02hg999/v/4WoNG+TBLhP4bwn8QAIzRYMCs/4VwMXGhra/vUpz51+/btJ598Up7Ex7tr8+10dnYuX748NTVV6xv0rsjCd7AWLlzY0dFhtJ329va5c+e+9dZbgRuUYvCtb33rkUceCedummwnKKONK2bNmhXYsekDuOuuu5RPuKRCS6PpfzW5wuzZs3/wgx/IX/1TNmU7Ju+d6KRDlc7pmWeeCXqSmWxKbw5kQboxZReyxvwKgcZ7E1nvf0a/0SFktFl/IQ/LMMfmf309U0YfVUfyDtZ//ud/lpSUfOITn3jggQf0D8qVK0u35/+yx/84UeLm38QH7stkeEE3GDKYRgPzD7LRvkwS4T+G8J/EACM0WLC+wZLnKelRNm/enJWVpZ9bE/6uzbcjrzi///3v//a3v5XnPvmrX1k5HcT87BCN0TlYSQH0m7S2ts6ZM+cXv/iF0TalDQo8pyrwbobcTvgbV0hDU11dbTSAhx566Oc//7n/v06fPi3hVa724osvTpkyRf9YJDDFX/va1+rr68MZ8+Dg4D333BO43v8dLFkI/x0sk8xO4B2scC6G8w6W0WEZzjtYRjsN+Q6WSRb8GzX93ZeBgQFlO/IQO3r0qDTl2kUlttJhXLhwwWTj5kyupuxIuWbIYBoNTJrFwHewlH2FmYjwn8QAIzRYsL7BGh1rIOTigQMHJrBr8+1IMfjxj38sL+7ltftXv/pV/cp/8id/0t3drV9NuRjUvn37TL5FGDiYl156ae7cuXrZ061du1b2devWrffff3/jxo0hz8Ey2k5QJhsPGr333ntPWjf9W4RXr179yU9+ol/zX/7lX6Rs/Pu///v1Me3t7QsWLPjnf/5nkw2OBkvxuXPnJBF79+7t7++XXLz11lv699ceffTRH/3oR5cvX5YxS2Cff/75lStXBt3mihUrtHOwZCHwfKmamhr9XJnly5fX1tZq600ya3STCI9wo836MzosQ27EZKf6OVhf+MIXgt4Fkyzo15eXDTt37vzoo48kF1/84hf19aWlpdJnSOsgDZYcMNpKJbYNDQ0yZlkjV/vv//7vv/qrvzKPp8LkasqOlGuGDKbRwL797W8XFhbKrfzPwVL2Ff5BEvRJLMz7DozSYGHU+A2bSBqs1157TV5NDg8Ph9y1+crA7Rw7dkxev951113So7zyyiv6laVr8Xg8RheDkhep8grVM2br1q3KPFiBgwkM1NDQkKw/fPjwokWL7r777szMTOkn5DW30U3MtxOU+caD3qSvr+/ZZ5+VqjllypRPfOITX/7yl3/2s5/pd/l73/teXl7ex8fIwve///2QGwyaYilasmUJnYztM5/5jD4D07/927/J+tTU1OTk5Pnz53/jG9/wH7P/NrVvEco1/+Zv/sb/y1zags/n27Rpk/ZtL1nQP9YxyazRTSJssIw268/osAy5EZOd/vVf/7UER0L0D//wD7LloHfBKAv6drq6upYuXap9W/DVV1/V1//whz+UAcv6T3/60z/96U+1lUps79y5I/clJydn6tSp0pe3tbWZx9P/XgQe9v6UHSnXCRlMo4FJT//CCy9kZGRI3KTvDLqv8A+SoE9iNFgIH8cKbPHEE0/84Ac/iJ3tINZQqML3X//1X9KqOj0Kh92+fVteMERzjzz5IEI8x8Fi8uLyO9/5jrys1L/k7Ox2EJtosEKqrKwcGBh47733Pve5z/3t3/6t08NxWGdnp/5tQbvx5ANL8BwHi0nhzMrKkmdDZaXRB5Hj2s6EhzTevUdfXAzSQol97yzR0NCQkZFx3333ff3rX2eagJkzZ7766qvR2ZeFTz5wM57jAAAALEaDBQAAYDEaLAAAAIvRYAEAAFiMBgsAAMBiNFgAAAAWc0uDFfQ78AAAwCpOl/rY4pZwkHgAAOxDnVW4JRwkHgAA+1BnFW4JB4kHAMA+1FmFW8JB4gEAsA91VuGWcJB4AADsQ51VuCUcJB4AAPtQZxWJHA6+PgqX8/l8Tg8BgFtQZxVuCQeJh3sMDQ2dOXMmLy/vrrvu2rt3r9PDAeAK1FmFM+Hwer2ZmZlGyXjnnXdWr17tGSMLclFbH8k7UiQeCam/v7+jo6O5ubm2tra0tHTp0qVpaWn+D5MpU6bU1dUNDg46PVIACY46q3AmHBUVFfX19UbJWLZsWU1NzeCYbdu2yUVtfSTJI/GIaz6fr6en5+jRow0NDZWVlfLCY8GCBcnJyUEnU5b18t+HHnooJSVFWyOvVXbv3s0nhgDsQ51VOBCO7u7u7Oxsea43Ssb06dM//PBDbfn69etyUVumwYIbeL3e06dPt7a27tq1q7y8vKCgICMjw+iHKdLS0pYuXVpWVlZbW9vc3NzR0TEwMOC/tfb29sLCQu3Ks2bNkv6MNguAHaizCgfCsWrVqkOHDo0aJ2PNmjU7duy4du3a4OCglA25qK3Xyon0W/Lq/OWXX759+3b4OyXxiEG9vb0nTpxoamqqqqqS4zw3N3fmzJlBG6kpU6bcf//9xcXFGzdu3LNnT1tb25kzZ4aGhsLckbRZ0ofpbdaBAweGh4dtvWsA3IY6q4h2OE6ePLlkyZKRkZFR42RcvHhx3rx5WjGQhUuXLvn/98aNG52dnfn5+ZWVlcoNjV7la2y6R0BI8lJB+qEjR47s3r17w4YNRUVF0i0ZHagejycvL0/6rerqaum9Tp06deHCBUuGIW2Z9HDaXmQAzc3NtFkArEKdVUQ7HAsXLuzo6PjDvg2SIeVn27Zt+jlYcjHwOn19fVKHwt8viUd09Pf3t7e3HzhwQDvrXFol5axzfxkZGXJ4r1+/Xhqv1tZWeeXg9XrtHqG0WTk5OXqbJW2f3XsE4AbUWUW0wxHOG0vTpk0Leg6WPylj6enp49rvxAYMBOXz+bq6uqRZaWho2Lhx4+rVq6VrMTrrfObMmQsWLCgpKamsrGxsbDxx4kRPT4+D7x7Jrpubm/V30XJzc+WOODUYAImBOqtwMhxKMvSLy5Ytk1f/2jtYL7zwQn5+vra+tLRUStrNmze7u7vldf+mTZsmvC8gfAMDA6dPn25padm1a1dZWVlBQcGsWbOM3pSSf8kV5Gp1dXVyk8CzzmOH1mbpZ9BLm3Xq1CmnBwUgXlFnFbHYYJ07d664uPjjY1auXHn+/Hlt/eHDhxctWjR16tTs7OyamppxfRmKxCMkaTh6enpOnDjR2NhYVVVVUlJiftZ5Tk6OdtZ5Q0NDW1ubdP/hn3UeO+RxJOPXW8bCwsL29nanBwUg/lBnFW4JB4mHv8HBwc7OTu2s8/Xr1xcVFWVlZRm9KZWWlpaXl1daWlpdXX3gwIFTp0719/c7fQ8sprVZHo9Hb7MkPk4PCkA8oc4q3BIOEu9aFy5ckJZIGiNpj7SzzvU2IpC0WdJsbdiwQRovab+kyXDVHOhyZ+vq6vT4lJSUnDlzxulBAYgP1FlFIodDqZ1ODwf2Ghoa0s4637Nnz8aNG4uLi3NycqZMmRK0kZo5c2Zubq40EFVVVU1NTSdOnOjt7WXOAo3WZumfjUqUJDhODwpArKPOKtwSDhKfSAYGBjo6OlpaWqQPKCsrW7p0acizzsvLy3ft2iU3OX36dBSmQkgAEuTKykrte5HSp0oAabMAmKDOKtwSDhIfj7Szzo8ePdrY2CjFvqSkxPwH+HJyclavXq2ddS636urq4mdhIqS1WdobgVqbFbNfigTgLOqswi3hIPExzuv1dnZ2tra2amedFxYWhvwBvtLS0tra2gMHDnR0dCTeWecxpbe3V1orrc2SRlZaLtosAArqrMIt4SDxTrlw4YI+d79GqvWpU6eampqqq6u1H+AzOev8/vvv184637Nnz5EjR86cOeOqs85jitZm6e8XSptFLgDoqLMKt4SDxEfH0NCQdFRSidvHvPLKK5MnT04a+9p/cXGxdEtGZ51LjyWdlvRb2lnn0oFxxk9skh63pKREz1pdXR1tFoBR6mwAt4SDxI+X0iq1tLQ0Nzfv2bNHCqr0QOXl5WVlZYVjpG3KysoympAzUEZGRkFBwfr163ft2tXa2spZ5/FI2qzVq1f7t1mc7ga4HHVWkcjhUOq608NxjH2tUqDk5OSsMdoGS0tLH3300UceeeSll146evRoT08PZTiRyOEkWdZSP2vWrIaGBvILuJab62xQbglHYiTe2VZJtl9ZWSn72r17d/MYbRjSNsmo+JzItZQ2q7GxkRnFABdKjDprIbeEI9YST6uEBNPW1pabm6sdcnLQykFFmwW4SqzVWce5JRz2JZ5WCdApbZY8HJweEYAoocFSuCUcknhpOMyvQ6sERG54eFiOXnmMaIe69FvSdTk9KLjCa6+99vDDD8tTqNMDcSkaLIVbwiGJnzRpUkVFBa0SEAWBbdbRo0edHhQS05kzZ2pra/WDTZw/f97pQbkRDZbCLeGgVQKiz+fzNTQ06L8UKQ8refg4PSgkiMC+6p577tEWnn32WadH50Y0WIpEDofSP0nDRKsERF9gm6VM7g+EL7CvSktLW79+/alTp4aHh9944w3tEwl5tnd6pK5Dg6VwSzhIPOAseRkjNU//WaSSkhKplE4PCnHDvK/yv2ZbW5v2ixEHDhxwarTuRJ1VuCUcJB6IBYFtVldXl9ODQuwKv6/y19TUJNeUNosz/6KJOqtwSzhIPBA7vF5vZWVlcnKyVgXLy8v56Un4m1hf5U9uLreaOXPm6dOn7R4tNNRZhVvCQeKBWDMwMKC0WSHnUkFii7yv8idHVNLYrwvQvkcHdVbhlnCQeCA2SVMlhVA7aUaaLWm5pPFyelCIKmv7Kp3ctri4WLaWk5PDQRUF1FlFIodD+Rah08MBYKi3t5c2y21s6qv8DQ0N5eXlyZYLCgpk2ZJtwgh1VuGWcJB4IPZ1dXWVlJRotdbj8dTV1TGFSuKJQl/lTzp1bV9yaPH7mLaizircEg4SD8QLKcC0WYknyn2Vv56eHm0atg0bNti6I5ejziqcCYfX683MzDRKxjvvvLN69WrPGFmQi9r6kZGRLVu2yMrU1NTq6mq5GP4eSTwQX06fPl1YWKhVYqmODQ0NPp/P6UFh3Bzsq/x1dHRoE5Du2rUrajt1G+qswplwVFRU1NfXGyVj2bJlNTU1g2O2bdsmF7X1TU1NixcvfneMLOzfvz/8PZJ4IB61t7fTZsWjGOmr/OkTkDY3NzsygIRHnVU4EI7u7u7s7Gx5ljRKxvTp0z/88ENt+fr163JRW5ZO6/jx49qyLOTn54e/UxIPxK8TJ07k5uZqdVpqthRITqaJTTHYV/nTJyCVI8rpsSQg6qzCgXCsWrXq0KFDo8bJWLNmzY4dO65duzY4OCiPVbmorU9JSfF6vdrylStXPB5P+Dsl8UC8a2tro82KTTHeV/nTJyDt7Ox0eiyJhjqriHY4Tp48uWTJEu30KaNkXLx4cd68edqjVBYuXbqkrZ80adKtW7e0ZVmYPHmycsMkU7bdJwDR09LSohdy6bek63J6RO4VR32Vv7KysiQmILUBdVYR7XAsXLiwo6PjD/s2SEZRUdG2bdv0c7Dkoraed7AAjI5NINnc3Eyb5ZQ47at0MkgpK0lMQGo16qwi2uEI542ladOmcQ4WAHNSJhsbG7Wv3yeNzSTZ3t7u9KASWbz3Vf6Ghoa0j5uZgNRC1FmFk+FQkqFflEZKHsbaO1gvvPCC3kjt27ePbxEC8Ofz+RoaGvQ2q7CwkDbLWonUV/kbGBjIyspKYgJS61BnFbHYYJ07d664uPjjY1auXHn+/Hlt/cjIyObNm7X5sbZu3co8WAA00mbt2rVLnhm0DmD16tXSFjg9qPiWqH2Vv56eHrlTSUxAahHqrMIt4SDxQMIbHBysq6vT26ySkhLarPFyQ1/ljwlILUSdVbglHCQecAlps6qqqpKTk7X+oLy8nC+LheS2vsrfkSNHmIDUEtRZRSKHI+TZ9AAS1cDAQGVlpdZmSfmkzQrKzX2Vv8bGxiQmII0YdVbhlnCQeMCFpM2S1kp7f0L+SsvF1/JH6auCqa6uTmIC0shQZxVuCQeJB1yrt7dXb7OSk5Nd22bRV5ljAtIIUWcVbgkHiQdcTqpmSUmJ1lhIm1VXVzc4OOj0oKKBvipMTEAaIeqswi3hIPEARse6Db3N8ng8Cdxm0VdNABOQRoI6q3BLOEg8AJ00H4WFhXqb1dDQ4PP5nB6UNeirIqRPQLpmzRoiNi7UWYVbwkHiASja29v1NmvWrFlx3WbRV1lIn4B048aNTo8lnlBnFYkcDqZpABCStFnap0IiIyOjubk5jjoS+iqb6BOQ7t692+mxxA3qrMIt4SDxAEy0tbXpbZb0KzHeZtFXRYE+AWlLS4vTY4kP1FmFW8JB4gGEJDVV71pycnKk63J6RH+EvirK9AlIJcJOjyUOUGcVbgkHiQcQDulUmpub9SYmNzfX8TaLvspB+gSk/K5lSNRZhVvCQeIBhE8alwMHDsyaNUtraPLy8trb26M8BvqqGKFPQHrhwgWnxxLTqLMKt4SDxAMYL5/P19DQoLdZhYWFUWiz6KtijYRd+7ZpTk6O1+t1ejixizqrSORw8C1CAJGTNmvPnj0ej0d7JikqKrLj0yL6qlg2NDS0YMGCJCYgNUWdVbglHCQeQCQGBwfr6ur0NqukpMSSNou+Kl4MDAxkZGQkMQGpMeqswi3hIPEAIidtlvRDycnJWjNUWlo6sR8Gpq+KRz09PVqHzQSkQVFnFW4JB4kHYJWBgYHKykqtzZoyZUp5eXmYbRZ9Vbzr6OjQ8s4EpIGoswq3hIPEA7CWtFkbNmzQ5qKUv7Isa4Jek74qkTABqRHqrMIt4SDxAOzQ29tbXl6uVdzk5OTKykpps7S2ib4qUTU0NCQxAWkA6qzCLeEg8QDsI21WaWmp1kVJ3Z08ebJ+Ojx9VUKqqqpKYgLSP0adVSRyOJimAUA0Sa0tKSmhr3IJraVmAlIddVbhlnCQeADRsXv3bim6lZWV9FWJjQlIFdRZhVvCQeIBANZiAlJ/1FmFM+GQZj8zM9MoGcpHeykpKUHXj2uPJB4AYDkmINVRZxXOhKOioqK+vj6cZOzdu7eqqkpbjiR5JB4AYAd9AtLKykqnx+Ik6qzCgXB0d3dnZ2f7fL6Qybh58+b8+fMvXryoXaTBAgDEIH0C0j179jg9FsdQZxUOhGPVqlWHDh0aDSMZ+/fvX7dunX5R+1bO9OnTFyxY8PLLL9++fTv8nZJ4AIB99AlIW1tbnR6LM6izimiH4+TJk0uWLBkZGRkNlYw7d+48+OCD3d3dyvobN250dnbm5+cHvhmbZMraOwIAgD99AtL29nanx+IA6qwi2uFYuHBhR0fHH/Ztmgx5EfDEE08Y/bevr8/j8YS/XxIPALCbPgFpV1eX02OJNuqsYuLh8Pl8tbW12dnZycnJ8nfHjh03btwIvb+w31jKzc198803jf7b39+fnp4e/mhJPAAgCvQJSKVOOT2WqKLOKiYejk2bNi1fvlyadOm05O9jjz32zW9+c3z7/uNk+F88duzYww8/rFxfjlrZ0c2bN7u7u4uKimQAE94XAAB28J+AdHBw0OnhRA91VjHxcKSnp/u35+N9S2nUtMEqKChoa2tTrn/48OFFixZNnTo1Ozu7pqZGGrsJ7wsAAJv4T0A6rlIV16izCicbrGgi8QCAqBkYGJg1a5arJiClzioi+oiwqKjoV7/6lbTn8leWx/sRYTSReABANPX09MycOdM9E5BSZxURneReU1PzyU9+Mjk5Wf5u3749nJPco4lpGgAADuro6NAmx3LDBKTUWYVbwkHiAQDRd+TIEe1FfsJPQEqdVbglHCQeAOAIl0xASp1VTDwcXV1d+fn506ZNi4uP4WJ5bACAxFZZWZnwE5BSZxUTD8fSpUt37tz5u9/9zsLR2IfEAwActGbNmsSegJQ6q5h4OJKTkz/66CMLh2IrEg8AcNDw8HBBQUECT0BKnVVMPBzz5s27cOGCdSOxF4kHADhraGhIuqtEnYCUOquYeDheffXVkpKSgYEBC0djLaZpAADElASegJQ6qxhfOAJ/qjlemphYHhsAwD0SdQJS6qzCLeEg8QCAGJGQE5BSZxUTD8fHPvYxC8dhNxIPAIgd+gSksuD0WKxBnVVMPBx/+qd/+utf/9rCodiKxAMAYoo+AWlHR4fTY7EAdVYx8XDs3bv3K1/5ynvvvTcyMmLhgGxC4gEAsUafgLSnp8fpsUSKOquYeDhi/yT3WB4bAACjfhOQxvK38sNBnVW4JRwkHgAQg/wnIB0aGnJ6OBNHnVW4JRwkHgAQm/wnII3fybGoswq3hIPEAwBilv8EpE6PZYKoswq3hIPEAwBiWVdXV1xPQEqdVbglHCQeABDj2tvbtQlIGxoanB7LuFFnFW4JB4kHAMS+1tbWOJ2AlDqrSORwME0DACDu7NmzJx4nIKXOKtwSDhIPAIgX8TgBKXVW4ZZwkHgAQLwYHh6OuwlIqbMKZ8Lh9XozMzONkqF8tJeSkqKtHxkZ2bJli8fjSU1Nra6uHtdP9JB4AEAc8fl88TUBKXVW4Uw4Kioq6uvrw0nG3r17q6qqtOWmpqbFixe/O0YW9u/fH/4eSTwAIL4MDg7G0QSk1FmFA+Ho7u7Ozs6W3jxkMm7evDl//vyLFy9qF5ctW3b8+HFtWRby8/PD3ymJBwDEnf7+/niZgJQ6q3AgHKtWrTp06NBoGMnYv3//unXr9IspKSler1dbvnLlisfjCX+nJB4AEI/iZQJS6qwi2uE4efLkkiVLtNOnzJNx586dBx98sLu7W18zadKkW7duacuyMHnyZOUmSaasvisAAERDXExASp1VRDscCxcu1Cf2ME9Ga2vrE0884b+Gd7AAAO4U+xOQUmcV0Q5H+G8s5ebmvvnmm/5rOAcLAOBaMT4BKXVW4WQ4lGT4Xzx27NjDDz+sXH/fvn18ixAA4FraBKQejycGJyClzipitMEqKChoa2tTrj8yMrJ582bPmK1btzIPFgDAVfQJSDMyMmJtAlLqrMIt4SDxAIAEoE9AumDBgpiagJQ6q3BLOEg8ACAx6BOQFhYWxs4EpNRZRSKHg2kaAAAJSZ+AtLS01Omx/AF1VuGWcJB4AEAi0Scg1X9QzlnUWYVbwkHiAQAJJqYmIKXOKtwSDhIPAEg8LS0t2uRYjk9ASp1VuCUcJB4AkJB2794tNS45OdnZCUipswq3hIPEAwAS1caNGx2fgJQ6q0jkcPAtQgCAG8TCBKTUWYVbwkHiAQAJbGhoyNkJSKmzCreEg8QDABKb1+t1cAJS6qzCLeEg8QCAhHfhwgWnJiClzircEg4SDwBwgzNnzjgyASl1VuGWcJB4AIBLnDp1KvoTkFJnFW4JB4kHALhH9Ccgpc4qEjkcTNMAAHCtKE9ASp1VuCUcJB4A4DbRnICUOqtwSzhIPADAbfQJSLOysuyegJQ6q3BLOEg8AMCF9AlIc3NzbZ2AlDqrcEs4SDwAwJ30CUiLiorsm4CUOqtwSzhIPADAtfQJSMvKymzaBXVW4ZZwkHgAgJvpE5BWV1fbsX3qrCKRw8E0DQAA6PQJSBsbGy3fOHVW4ZZwkHgAAOybgJQ6q3BLOEg8AACj/38C0pkzZ1o7ASl1VuFMOLxeb2Zmpkky3n777RUrVsyYMWPOnDkHDx7UVkbykR+JBwBAs2HDBimLaWlpFk5ASp1VOBOOioqK+vp6o2ScPXtW2q+WlparV6/29fU9+eST2vpIkkfiAQDQDA8Pl5SUWDsBKXVW4UA4uru7s7OzfT6fUTKkowp6/h0NFgAAlrB8AlLqrMKBcKxaterQoUOjxslIT0/fvn377Nmz77333qeffnpwcFBbr72fOX369AULFrz88su3b98Of6ckHgAAfwMDAxZOQEqdVUQ7HCdPnlyyZMnIyMiocTImT55cVlb2wZjS0tLy8nL//964caOzszM/P7+yslK5YZIpm+4RAABxqre316oJSKmzimiHY+HChfrXFoySkZKScuXKFW1Zeqy0tLTA6/T19Xk8nvD3S+IBAAjU2dlpyQSk1FlFtMMRzhtLBQUF0ldpy5cvXw7aYPX396enp49rvxMbMAAAie3EiRORT0BKnVU4GQ4lGfrFgwcPPvXUU/pHhOvWrdPWy3JXV9fNmze7u7uLioo2bdo04X0BAABdc3NzhBOQUmcVsdhgiR07dqSlpaWmpq5du1Y/yf3w4cOLFi2aOnVqdnZ2TU2Nz+eb8L4AAIC/Xbt2RTIBKXVW4ZZwkHgAAMxFMgEpdVbhlnCQeAAAzEUyASl1VpHI4WCaBgAAxmXCE5BSZxVuCQeJBwAgHPoEpMXFxeFPQEqdVbglHCQeAIAw6ROQKnN9m6DOKtwSDhIPAED49AlIa2trw7k+dVbhlnCQeAAAxkWfgLSpqSnklamzCreEg8QDADBe+gSkbW1t5tekzioSORx8ixAAgAiFOQEpdVbhlnCQeAAAJkabgHTWrFkmE5BSZxVuCQeJBwBgYoaHh1evXi2V9P777zeagJQ6q3BLOEg8AAATNjQ0tHTpUimmeXl5QScgpc4q3BIOEg8AQCTMJyClzircEg4SDwBAhHp6eowmIKXOKtwSDhIPAEDkTp8+HXQCUuqsIpHDwTQNAABY7ujRo4ETkFJnFW4JB4kHAMAqBw4cUCYgpc4q3BIOEg8AgIXq6ur8JyClzircEg4SDwCAtdavX69PQEqdVbglHCQeAABr+U9ASp1VuCUcJB4AAMsNDQ3l5eXxZbJAbgkHiQcAwA719fU0WIESORxM0wAAgN06OjqmTp1KnVW4JRwkHgAAmwwMDFBnFW4JB4kHAMA+1FmFM+Hwer2ZmZkmyXj77bdXrFgxY8aMOXPmHDx4UFs5MjKyZcsWj8eTmppaXV0tF8PfI4kHAMA+1FmFM+GoqKjQzokL+t+zZ89K+9XS0nL16tW+vr4nn3xSW9/U1LR48eJ3x8jC/v37w98jiQcAwD7UWYUD4eju7s7Ozvb5fEbJkI6qsbExcP2yZcuOHz+uLctCfn5++Dsl8QAA2Ic6q3AgHKtWrTp06NCocTLS09O3b98+e/bse++99+mnnx4cHNTWp6SkeL1ebfnKlSsejyf8nZJ4AADsQ51VRDscJ0+eXLJkiXb6lFEyJk+eXFZW9sGY0tLS8vJybf2kSZNu3bqlLcuCXE25YZIp2+4TAABuR51VRDscCxcu1H4VctQ4GSkpKVeuXNGWpcdKS0vT10fyDhYAALDPBDuDBBXtcISTj4KCAumrtOXLly/rDVYk52CN2txc231gMXhHNm739hl8om6fwTu1fQafwNuPO06GQ0mGfvHgwYNPPfWU/hHhunXrtPX79u2b8LcIA3dnrbg+cBm8U9tn8Im6fQbv1PYZfAJvP+7EYoMlduzYkZaWlpqaunbtWv0k95GRkc2bN3vGbN26dVzzYAXuzlpxfeAyeKe2z+ATdfsM3qntM/gE3n7ccVE4eGA4snG7t8/gndp+XA/e7u0zeKe2z+ATePtxh3DEBw5cI0TGBMExQXCMEBkTBMcEwVEQjvjAgWuEyJggOCYIjhEiY4LgmCA4CsIRHzhwjRAZEwTHBMExQmRMEBwTBEdBOOIDB64RImOC4JggOEaIjAmCY4LgKAhHfODANUJkTBAcEwTHCJExQXBMEBwF4QAAALAYDRYAAIDFaLAAAAAsRoMFAABgMRosAAAAi9FgAQAAWIwGCwAAwGI0WA4YGRnZsmWLx+NJTU2trq6Wi9r6Y8eOffazn506ders2bOfeeaZy5cvG23B6/VmZmb6TzryxhtvLF++PDk5WW773HPP/eY3v7H9btjAjsgk/THb74Nt7AjOO++8s3r1as8YWZCLtt8Ne0QSHJMjxOWHjfljJ/Bwijt2BEdZn5KSEqU7YzWj4GjMs290W/NtJp44fmzEr6ampsWLF787Rhb279+vrX/sscdef/31wcHBDz/8cOfOndIwGW2hoqKivr7e/+D+/Oc/f/z48aGhoQ8++OD5559//PHHbb8bNrAjMnFdAPzZEZxly5bV1NQMjtm2bZtctP1u2COS4IQ8QuL6ELIvMoGHU9yx9bARe/furaqqsnjQ0WIUHI159o1ua77NxBPHj434JWVMmiFtWRby8/MDryOt0vTp0/WL/sdxd3d3dna2z+czOrjlSWHGjBmWDjlK7IhMXBcAf3YER64sR4u2fP36df/bxpdIgpPYDZZNkQn5LBQXbD1sbt68OX/+/IsXL1o02GgzCY5R9vWLRrcNJ+CJJI4fG/ErJSXF6/Vqy1euXPF4PMoVPvrooxdffNH/XSj/43jVqlWHDh0aNX6Et7W1FRYWWjzoqLAjMrKclpYmT5ELFix4+eWXb9++beMdsJMdwVmzZs2OHTuuXbsmL9Zra2vloo13wE6RBCfkERLXPYRNkQn5LBQXbD1s9u/fv27dOtvGbjuT4BhlX79odNuQAU8wcfzYiF+TJk26deuWtiwLkydP9v+v9sn9fffd19vbG3jbkydPLlmyRPvoOuhT2y9/+Ut52XT27FkbBm47+yJz48aNzs5OecFUWVlpz9htZ0dw5OX1vHnztNvKwqVLl+y8BzaKJDgakyMkrnsIOyIT8lkoXth32Ny5c+fBBx/s7u62Y9jRYRSccLJvdFvzgCeeOH5sxK+QXfz169e/9a1vPfLII4G3XbhwYUdHh7YceHC3t7fPnTv3rbfesnrIUWJfZDR9fX3x+5rJjuAUFRVt27ZNPwdLLtozdttFEhx/QY+QuO4h7IhMOI+1uGDfYdPa2vrEE09YONToMwpOONnnHSxNHD824lc4n0PLAzvoeVRJAfR/yUN6zpw5v/jFL2wadhTYFBldf39/enq6tWOOGjuCM23aNPecg2UUHH9Bj5C47iHsiEw4j7W4YN9hk5ub++abb1o1TkcYBSec7HMOliZeHxhxbd++fUG/SbF27dru7u5bt269//77GzduNDqZJujKl156ae7cuT09PXYP3lZ2RKa0tLSrq+vmzZuyhaKiok2bNtl9L2xiR3Dk+a62tlZ7B+uFF16I3+e7SIIT8giJ3wZi1ObIjBKcYME5duzYww8/HM07Ygej4PhLMjgHy+i24WwzkcTxYyN+jYyMbN68WZt8aOvWrfpcIIcPH160aNHdd9+dmZn5/PPP//a3v9VvErJSBr6qGBoasvuOWM6OyGi3nTp1anZ2dk1Njc/ns/te2MSO4Jw7d664uPjjY1auXHn+/Hm774VNIgmOyRGSAO/T2BSZwCvHI5uCU1BQ0NbWFs07Ygej4PgzarCMbhvONhNJHD82AAAAYhMNFgAAgMVosAAAACxGgwUAAGAxGiwHGP0w88R+IDPkT66a3Pztt99esWLFjBkz5syZc/DgwXGNdjQhfgoXAAA7UBodYPTDzBP7gcyQP7lqdPOzZ89KZ9bS0nL16tW+vr4nn3xyXKPV0WABAKCgNDrM/4eZJzA5Wzg/uWp0c+moGhsbJzxaHQ0WAAAKSqPD/H+YeQI/LxDOT64a3Tw9PX379u2zZ8++9957n3766cHBwXGNVkeDBQCAgtLoJOWHmcf7A5lh/uSq0c1loays7IMxpaWl5eXl4xqtjgYLAAAFpdExgT/MPN53sIx+dFM599xks3JRW5YeKy0tLejNjUbrv7vx33sAABIZpdEZQX+YebznYIX5k6tGNy8oKJC+Slu+fPmy3mCFOVodDRYAAApKowOMfpg5kh/INOlyjG5+8ODBp556Sv+IcN26deMabTi7BgDAnSiNDjD6YeZIfiDTfB4so5vv2LEjLS0tNTV17dq1Rie5m/yMdAL8FC4AAHagKAIAAFiMBgsAAMBiNFgAAAAWo8ECAACwGA0WAACAxWiwAAAALEaDBQAAYDEaLAAAAIvRYAEAAFiMBgsAAMBiNFgAAAAWo8ECAACwGA0WAACAxWiwAAAALEaDBQAAYDEaLAAAAIvRYAEAAFiMBgsAAMBiNFgAAAAWo8ECAACwGA0WAACAxWiwAAAALEaDBQAAYDEaLAAAAIvRYAEAAFiMBgsAAMBi/weJ5aGs/SWdmwAAAABJRU5ErkJggg==)
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